diff --git a/cfspopcon/formulas/fusion_power/fusion_data.py b/cfspopcon/formulas/fusion_power/fusion_data.py
index 40a21db..7db549b 100644
--- a/cfspopcon/formulas/fusion_power/fusion_data.py
+++ b/cfspopcon/formulas/fusion_power/fusion_data.py
@@ -34,7 +34,7 @@ def __init__(self) -> None:
     def calc_rate_coefficient(ion_temp: float) -> float:
         r"""Calculate :math:`\\langle \\sigma v \rangle` for a given ion temperature.
 
-        Cross-section from :cite:`bosch_improved_1992`
+        Cross-section from :cite:`bosch_improved_1992`, equation 12, using coefficients from table VII, page 625 (first column is DT reaction)
 
         Args:
             ion_temp: [keV]
@@ -42,7 +42,7 @@ def calc_rate_coefficient(ion_temp: float) -> float:
         Returns:
             :math:`\\langle \\sigma v \rangle` [cm^3/s]
         """
-        C = [0.0, 1.173e-9, 1.514e-2, 7.519e-2, 4.606e-3, 1.35e-2, -1.068e-4, 1.366e-5]
+        C = [0.0, 1.17302e-9, 1.51361e-2, 7.51886e-2, 4.60643e-3, 1.35000e-2, -1.06750e-4, 1.36600e-5]
         B_G = 34.3827
         mr_c2 = 1124656
 
diff --git a/docs/doc_sources/getting_started.ipynb b/docs/doc_sources/getting_started.ipynb
index 041668a..45cc3c0 100644
--- a/docs/doc_sources/getting_started.ipynb
+++ b/docs/doc_sources/getting_started.ipynb
@@ -22,8 +22,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "/Users/tbody/Code/cfspopcon\n",
-      "Running in /Users/tbody/Code/cfspopcon\n"
+      "/Users/tbody/Projects/cfspopcon\n",
+      "Running in /Users/tbody/Projects/cfspopcon\n"
      ]
     }
    ],
@@ -101,7 +101,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "/var/folders/vd/h84xj6nn6njb0ln3bvd_48p80000gq/T/ipykernel_19825/170706882.py:4: UserWarning: Missing input parameters [major_radius].\n",
+      "/var/folders/x2/fhfghwm566d83ws71kgzj86c0000gp/T/ipykernel_90477/170706882.py:4: UserWarning: Missing input parameters [major_radius].\n",
       "  algorithm.validate_inputs(incomplete_input_parameters, raise_error_on_missing_inputs=False);\n"
      ]
     }
@@ -163,6 +163,7 @@
        "}\n",
        "\n",
        "html[theme=dark],\n",
+       "html[data-theme=dark],\n",
        "body[data-theme=dark],\n",
        "body.vscode-dark {\n",
        "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
@@ -503,7 +504,7 @@
        "  * dim_species                           (dim_species) object 24B AtomicSpec...\n",
        "  * dim_average_electron_density          (dim_average_electron_density) float64 320B ...\n",
        "  * dim_average_electron_temp             (dim_average_electron_temp) float64 240B ...\n",
-       "Data variables: (12/47)\n",
+       "Data variables: (12/48)\n",
        "    major_radius                          float64 8B [m] 1.85\n",
        "    magnetic_field_on_axis                float64 8B [T] 12.2\n",
        "    inverse_aspect_ratio                  float64 8B [] 0.3081\n",
@@ -516,19 +517,19 @@
        "    safety_factor_on_axis                 int64 8B [] 1\n",
        "    vertical_magnetic_field_equation      <U4 16B 'Barr'\n",
        "    average_electron_density              (dim_average_electron_density) float64 320B [1e19 m^-3] ...\n",
-       "    average_electron_temp                 (dim_average_electron_temp) float64 240B [keV] ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-fcb66e9d-0b7e-4de7-b219-a118dfada33e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fcb66e9d-0b7e-4de7-b219-a118dfada33e' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>dim_species</span>: 3</li><li><span class='xr-has-index'>dim_average_electron_density</span>: 40</li><li><span class='xr-has-index'>dim_average_electron_temp</span>: 30</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9b4bcf39-d790-47fc-938b-349ea7363dab' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9b4bcf39-d790-47fc-938b-349ea7363dab' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_species</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Helium ... AtomicS...</div><input id='attrs-e64e209b-5ff9-4215-be5e-b75df95f2467' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e64e209b-5ff9-4215-be5e-b75df95f2467' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39debcef-8c99-41ef-988f-e22e66012beb' class='xr-var-data-in' type='checkbox'><label for='data-39debcef-8c99-41ef-988f-e22e66012beb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&lt;AtomicSpecies.Helium: 2&gt;, &lt;AtomicSpecies.Oxygen: 8&gt;,\n",
-       "       &lt;AtomicSpecies.Tungsten: 74&gt;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 2.0 3.0 4.0 ... 38.0 39.0 40.0</div><input id='attrs-f8d07485-5964-4e91-b109-1df5df751687' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f8d07485-5964-4e91-b109-1df5df751687' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b1fea59-e46d-403f-99af-f567a9425434' class='xr-var-data-in' type='checkbox'><label for='data-3b1fea59-e46d-403f-99af-f567a9425434' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1.,  2.,  3.,  4.,  5.,  6.,  7.,  8.,  9., 10., 11., 12., 13., 14.,\n",
+       "    average_electron_temp                 (dim_average_electron_temp) float64 240B [keV] ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-f5b5cafd-36ad-4f87-a597-08cbf8918a3e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-f5b5cafd-36ad-4f87-a597-08cbf8918a3e' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>dim_species</span>: 3</li><li><span class='xr-has-index'>dim_average_electron_density</span>: 40</li><li><span class='xr-has-index'>dim_average_electron_temp</span>: 30</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6042e68b-b90c-4c85-afb7-25a4ec8b1fd4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6042e68b-b90c-4c85-afb7-25a4ec8b1fd4' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_species</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Helium ... AtomicS...</div><input id='attrs-f213f998-c667-47bd-936c-28c8c718acbf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f213f998-c667-47bd-936c-28c8c718acbf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-625b911a-f122-43a6-a1d8-b68282d2e712' class='xr-var-data-in' type='checkbox'><label for='data-625b911a-f122-43a6-a1d8-b68282d2e712' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&lt;AtomicSpecies.Helium: 2&gt;, &lt;AtomicSpecies.Oxygen: 8&gt;,\n",
+       "       &lt;AtomicSpecies.Tungsten: 74&gt;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 2.0 3.0 4.0 ... 38.0 39.0 40.0</div><input id='attrs-17b00823-a35f-4049-a989-d4e10fe2de88' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-17b00823-a35f-4049-a989-d4e10fe2de88' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3148c4a1-01f2-4953-93cd-0b150c65cb3d' class='xr-var-data-in' type='checkbox'><label for='data-3148c4a1-01f2-4953-93cd-0b150c65cb3d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1.,  2.,  3.,  4.,  5.,  6.,  7.,  8.,  9., 10., 11., 12., 13., 14.,\n",
        "       15., 16., 17., 18., 19., 20., 21., 22., 23., 24., 25., 26., 27., 28.,\n",
-       "       29., 30., 31., 32., 33., 34., 35., 36., 37., 38., 39., 40.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.0 5.517 6.034 ... 19.48 20.0</div><input id='attrs-f0fa7290-57db-41d0-a9c5-534989bd601d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f0fa7290-57db-41d0-a9c5-534989bd601d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c44c7bd-6469-4b4d-a086-90c9952cf78a' class='xr-var-data-in' type='checkbox'><label for='data-7c44c7bd-6469-4b4d-a086-90c9952cf78a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 5.      ,  5.517241,  6.034483,  6.551724,  7.068966,  7.586207,\n",
+       "       29., 30., 31., 32., 33., 34., 35., 36., 37., 38., 39., 40.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.0 5.517 6.034 ... 19.48 20.0</div><input id='attrs-f2fcf2ee-3330-49cf-b695-0b24134c5b48' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f2fcf2ee-3330-49cf-b695-0b24134c5b48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e6a8b79-64f3-4640-b35b-56666f379ace' class='xr-var-data-in' type='checkbox'><label for='data-7e6a8b79-64f3-4640-b35b-56666f379ace' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 5.      ,  5.517241,  6.034483,  6.551724,  7.068966,  7.586207,\n",
        "        8.103448,  8.62069 ,  9.137931,  9.655172, 10.172414, 10.689655,\n",
        "       11.206897, 11.724138, 12.241379, 12.758621, 13.275862, 13.793103,\n",
        "       14.310345, 14.827586, 15.344828, 15.862069, 16.37931 , 16.896552,\n",
-       "       17.413793, 17.931034, 18.448276, 18.965517, 19.482759, 20.      ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-183a9ccb-29a5-488c-8a9b-6f22165fcb5d' class='xr-section-summary-in' type='checkbox'  ><label for='section-183a9ccb-29a5-488c-8a9b-6f22165fcb5d' class='xr-section-summary' >Data variables: <span>(47)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>major_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.85</div><input id='attrs-a2e38170-d53f-4439-8cd1-0178ca3e0167' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a2e38170-d53f-4439-8cd1-0178ca3e0167' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ebcf719-82d3-4849-8a62-9b515fcf972b' class='xr-var-data-in' type='checkbox'><label for='data-0ebcf719-82d3-4849-8a62-9b515fcf972b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.85 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>magnetic_field_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 12.2</div><input id='attrs-e71d5da5-ae29-437d-92a4-1a85f6cdcbf3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e71d5da5-ae29-437d-92a4-1a85f6cdcbf3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7da08122-b587-47a1-9321-026627240be3' class='xr-var-data-in' type='checkbox'><label for='data-7da08122-b587-47a1-9321-026627240be3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.2 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inverse_aspect_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3081</div><input id='attrs-c4701458-bd82-4783-a084-fb13cada94cc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c4701458-bd82-4783-a084-fb13cada94cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12805608-9a45-4164-b435-15015f70548d' class='xr-var-data-in' type='checkbox'><label for='data-12805608-9a45-4164-b435-15015f70548d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3081 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>areal_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.75</div><input id='attrs-6b758e28-e9d2-4686-94b6-df302df77d2d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6b758e28-e9d2-4686-94b6-df302df77d2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9556c87d-88c6-4eb9-80d3-26fe5754373a' class='xr-var-data-in' type='checkbox'><label for='data-9556c87d-88c6-4eb9-80d3-26fe5754373a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.75 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_sep_to_areal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.125</div><input id='attrs-9168402d-3734-4a48-a860-2c0fa204907c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9168402d-3734-4a48-a860-2c0fa204907c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf0b57c4-90e4-4cc5-8d00-0cbb41dc4b39' class='xr-var-data-in' type='checkbox'><label for='data-bf0b57c4-90e4-4cc5-8d00-0cbb41dc4b39' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.125 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_areal_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.025</div><input id='attrs-ac9f15b0-5f7f-448a-a9d3-debb08d7b41d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac9f15b0-5f7f-448a-a9d3-debb08d7b41d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3366e627-9b15-4a09-a011-b4ad1d977fc8' class='xr-var-data-in' type='checkbox'><label for='data-3366e627-9b15-4a09-a011-b4ad1d977fc8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.025 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-3e431b25-b6a6-47f8-b7c2-be3b4eaa29fc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3e431b25-b6a6-47f8-b7c2-be3b4eaa29fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5be2280a-de6f-49e5-9a75-5bdbc77f2110' class='xr-var-data-in' type='checkbox'><label for='data-5be2280a-de6f-49e5-9a75-5bdbc77f2110' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_ratio_sep_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.8</div><input id='attrs-87184bef-49c2-409b-836c-69ada664f730' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-87184bef-49c2-409b-836c-69ada664f730' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12d1e96a-6cc4-4359-a8cf-0931453fe22d' class='xr-var-data-in' type='checkbox'><label for='data-12d1e96a-6cc4-4359-a8cf-0931453fe22d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.8 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.7e+06</div><input id='attrs-11039b33-1cee-43e2-a130-33390015c5b4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-11039b33-1cee-43e2-a130-33390015c5b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2e5803a-7130-43f9-bd8e-f003400610d7' class='xr-var-data-in' type='checkbox'><label for='data-b2e5803a-7130-43f9-bd8e-f003400610d7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8700000.0 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_external_power_coupled</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9</div><input id='attrs-977b5085-f55b-41ed-83e5-24bc9070ce45' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-977b5085-f55b-41ed-83e5-24bc9070ce45' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4201282-8e5f-490d-8c06-f76ae47dd66e' class='xr-var-data-in' type='checkbox'><label for='data-e4201282-8e5f-490d-8c06-f76ae47dd66e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_reaction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U14</div><div class='xr-var-preview xr-preview'>&#x27;DTFusionHively&#x27;</div><input id='attrs-f1554db0-12e7-45ba-bfc9-752d00069139' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f1554db0-12e7-45ba-bfc9-752d00069139' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3fb72b9-11e4-48ca-b755-20bafb7e7ffb' class='xr-var-data-in' type='checkbox'><label for='data-a3fb72b9-11e4-48ca-b755-20bafb7e7ffb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;DTFusionHively&#x27;, dtype=&#x27;&lt;U14&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heavier_fuel_species_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.5</div><input id='attrs-78133093-8ee0-4fe6-bc8e-970d6234b995' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-78133093-8ee0-4fe6-bc8e-970d6234b995' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8758e726-b88a-4d24-866d-c18b3e018508' class='xr-var-data-in' type='checkbox'><label for='data-8758e726-b88a-4d24-866d-c18b3e018508' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>density_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-e66a7c3a-1b43-4681-b23c-9c32e5d0bd97' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e66a7c3a-1b43-4681-b23c-9c32e5d0bd97' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a6ebd289-96bc-4614-9784-26b1b247cc9b' class='xr-var-data-in' type='checkbox'><label for='data-a6ebd289-96bc-4614-9784-26b1b247cc9b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-23500098-3b0e-4ce7-a1df-fc2a3cda7260' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-23500098-3b0e-4ce7-a1df-fc2a3cda7260' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df5da7ce-6bee-4983-a1b9-3a3ddc2ece57' class='xr-var-data-in' type='checkbox'><label for='data-df5da7ce-6bee-4983-a1b9-3a3ddc2ece57' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_inverse_temp_scale_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-c57d76f5-03c8-4d82-a8b4-cb5afaf69cd8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c57d76f5-03c8-4d82-a8b4-cb5afaf69cd8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d664fed0-806e-4a46-bac2-183071735bd5' class='xr-var-data-in' type='checkbox'><label for='data-d664fed0-806e-4a46-bac2-183071735bd5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.1</div><input id='attrs-c64ee512-8f6a-4c0f-836d-13eb92862493' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c64ee512-8f6a-4c0f-836d-13eb92862493' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c5c1835c-9cc0-4fbe-a12a-42680b1d15aa' class='xr-var-data-in' type='checkbox'><label for='data-c5c1835c-9cc0-4fbe-a12a-42680b1d15aa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.2</div><input id='attrs-e197d96b-51f3-402d-afa3-68d9f315428b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e197d96b-51f3-402d-afa3-68d9f315428b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37ab1720-c85e-4a16-83e4-3e3f240653b6' class='xr-var-data-in' type='checkbox'><label for='data-37ab1720-c85e-4a16-83e4-3e3f240653b6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.2 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-74f2aa8a-9623-495a-ab0e-b3919a197156' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-74f2aa8a-9623-495a-ab0e-b3919a197156' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2d8f6627-3259-48f4-979b-5389e06599de' class='xr-var-data-in' type='checkbox'><label for='data-2d8f6627-3259-48f4-979b-5389e06599de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_to_electron_temp_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-3f54f25e-d5fe-48dd-84d1-3157dd0dea5d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3f54f25e-d5fe-48dd-84d1-3157dd0dea5d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9cc8f02c-7b16-477b-895c-2e6a4ecfb181' class='xr-var-data-in' type='checkbox'><label for='data-9cc8f02c-7b16-477b-895c-2e6a4ecfb181' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_threshold_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-da3492cf-9a95-4933-ba42-96754cb00bad' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-da3492cf-9a95-4933-ba42-96754cb00bad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-892e1c24-7db0-479d-99d8-a172574ffdfc' class='xr-var-data-in' type='checkbox'><label for='data-892e1c24-7db0-479d-99d8-a172574ffdfc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_time_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-919aa48e-7a3c-4d6d-9223-9c5c9758ffcd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-919aa48e-7a3c-4d6d-9223-9c5c9758ffcd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69667a16-d026-484c-9247-0be052682e07' class='xr-var-data-in' type='checkbox'><label for='data-69667a16-d026-484c-9247-0be052682e07' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ITER98y2&#x27;</div><input id='attrs-6bc2bde3-a55e-4822-816a-7ea185c1de2c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6bc2bde3-a55e-4822-816a-7ea185c1de2c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ced0390-8320-4a33-b099-0a7e121a2a8e' class='xr-var-data-in' type='checkbox'><label for='data-6ced0390-8320-4a33-b099-0a7e121a2a8e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ITER98y2&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_method</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>RadiationMethod.Radas</div><input id='attrs-23020ba7-ffb2-439f-8a6c-e666b43bfeda' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-23020ba7-ffb2-439f-8a6c-e666b43bfeda' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa6b488c-2b63-460d-bba6-0f2163c97de0' class='xr-var-data-in' type='checkbox'><label for='data-fa6b488c-2b63-460d-bba6-0f2163c97de0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;RadiationMethod.Radas: &#x27;Impurity line and bremsstrahlung radiation, using coronal Lz curves from Radas&#x27;&gt;,\n",
-       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-a9dc35c6-a07d-49f8-a57e-301523c4234c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a9dc35c6-a07d-49f8-a57e-301523c4234c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b5a68451-2a40-46e9-b905-40669f9d72d9' class='xr-var-data-in' type='checkbox'><label for='data-b5a68451-2a40-46e9-b905-40669f9d72d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minimum_core_radiated_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0</div><input id='attrs-915a7a74-0245-43a4-9af3-357e763208f7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-915a7a74-0245-43a4-9af3-357e763208f7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a2a31bfb-8f2f-44bc-9bad-4535e7b860e0' class='xr-var-data-in' type='checkbox'><label for='data-a2a31bfb-8f2f-44bc-9bad-4535e7b860e0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>radas_dir</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>/Users/tbody/Code/cfspopcon/rada...</div><input id='attrs-be1016ff-acfa-44ab-b9b0-f76e44204ca9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-be1016ff-acfa-44ab-b9b0-f76e44204ca9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c09efb6b-fef8-4333-a654-8723b25ce9c6' class='xr-var-data-in' type='checkbox'><label for='data-c09efb6b-fef8-4333-a654-8723b25ce9c6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(PosixPath(&#x27;/Users/tbody/Code/cfspopcon/radas_dir&#x27;), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>intrinsic_impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 1.5e-05</div><input id='attrs-07c60bf6-1865-4b16-baa1-e19c3c6fc7bf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-07c60bf6-1865-4b16-baa1-e19c3c6fc7bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27b5fc38-e8d8-4bea-9071-48106e23feb6' class='xr-var-data-in' type='checkbox'><label for='data-27b5fc38-e8d8-4bea-9071-48106e23feb6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Xenon</div><input id='attrs-16b9dbaa-75a3-4689-8f5d-aca159e2964a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-16b9dbaa-75a3-4689-8f5d-aca159e2964a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a63d9271-78f1-41d0-8b78-dcffee7ece6b' class='xr-var-data-in' type='checkbox'><label for='data-a63d9271-78f1-41d0-8b78-dcffee7ece6b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Xenon: 54&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nesep_over_nebar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-f3aab4c9-6c6c-440f-943b-b89b602d5528' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f3aab4c9-6c6c-440f-943b-b89b602d5528' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-424ac9a9-2774-4df1-bfef-11aba86e4806' class='xr-var-data-in' type='checkbox'><label for='data-424ac9a9-2774-4df1-bfef-11aba86e4806' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>toroidal_flux_expansion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6974</div><input id='attrs-831e01a2-ec7d-48fa-beb3-4a3753d2b1a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-831e01a2-ec7d-48fa-beb3-4a3753d2b1a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1dd61b4-3481-4b02-a60f-93beca4ab950' class='xr-var-data-in' type='checkbox'><label for='data-f1dd61b4-3481-4b02-a60f-93beca4ab950' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6974 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>parallel_connection_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 30.0</div><input id='attrs-d6cfaa06-fbae-40df-b6f3-ed0a26ea4046' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d6cfaa06-fbae-40df-b6f3-ed0a26ea4046' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f813eb2-32f6-4c9d-a0c1-af2d29709d0b' class='xr-var-data-in' type='checkbox'><label for='data-2f813eb2-32f6-4c9d-a0c1-af2d29709d0b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>30.0 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>LambdaQScaling.EichRegression15</div><input id='attrs-670e42bd-6df1-42f5-ac65-8574727bcd80' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-670e42bd-6df1-42f5-ac65-8574727bcd80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8f5782c5-a75c-4bc3-ac15-7fff9ec369d5' class='xr-var-data-in' type='checkbox'><label for='data-8f5782c5-a75c-4bc3-ac15-7fff9ec369d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;LambdaQScaling.EichRegression15: 3&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-c38e98a8-a336-4cee-99c7-107c9bfd3957' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c38e98a8-a336-4cee-99c7-107c9bfd3957' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15defde8-48b6-4e33-9895-fcfcb6654bcf' class='xr-var-data-in' type='checkbox'><label for='data-15defde8-48b6-4e33-9895-fcfcb6654bcf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_momentum_loss_function</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MomentumLossFunction.KotovReiter</div><input id='attrs-bc85a440-b647-438c-a356-3c69b2ba4616' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bc85a440-b647-438c-a356-3c69b2ba4616' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-303c433c-1bf4-4dae-a80b-2053d59f08bb' class='xr-var-data-in' type='checkbox'><label for='data-303c433c-1bf4-4dae-a80b-2053d59f08bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;MomentumLossFunction.KotovReiter: 1&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_P_SOL_to_divertor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-0cc254c3-832e-466e-983a-7be5e9ff443b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0cc254c3-832e-466e-983a-7be5e9ff443b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9ffb991-6484-488d-aeae-2b2f9b81a21a' class='xr-var-data-in' type='checkbox'><label for='data-e9ffb991-6484-488d-aeae-2b2f9b81a21a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>kappa_e0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[W/eV³⋅⁵/m] 2.6e+03</div><input id='attrs-af7b4e46-979f-42ec-8c78-a3ba035f6e0a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-af7b4e46-979f-42ec-8c78-a3ba035f6e0a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed6e9425-6f82-4fe7-8d5a-3ff1d4ac835b' class='xr-var-data-in' type='checkbox'><label for='data-ed6e9425-6f82-4fe7-8d5a-3ff1d4ac835b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2600.0 watt/(electron_volt<sup>3.5</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0</div><input id='attrs-755e967c-4956-4534-9c79-9f0754bdc3a1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-755e967c-4956-4534-9c79-9f0754bdc3a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-383f28aa-41bc-4e5b-b1f8-abc19cb8ebaf' class='xr-var-data-in' type='checkbox'><label for='data-383f28aa-41bc-4e5b-b1f8-abc19cb8ebaf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Argon</div><input id='attrs-912e6e15-1c03-4b12-bc79-a3132b62cd15' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-912e6e15-1c03-4b12-bc79-a3132b62cd15' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-273d0c36-1f4d-40db-85a6-4c0c7acb47f2' class='xr-var-data-in' type='checkbox'><label for='data-273d0c36-1f4d-40db-85a6-4c0c7acb47f2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Argon: 18&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lengyel_overestimation_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 4.3</div><input id='attrs-335c51a4-1344-4744-b6fe-fb174a021e36' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-335c51a4-1344-4744-b6fe-fb174a021e36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-820f4cc9-7faf-4a26-8d80-326c6466041f' class='xr-var-data-in' type='checkbox'><label for='data-820f4cc9-7faf-4a26-8d80-326c6466041f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_enrichment</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 5.0</div><input id='attrs-9a6c4100-1aac-4321-b03d-707e147c4910' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9a6c4100-1aac-4321-b03d-707e147c4910' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c0fc805-01c2-42df-b01e-163bfb72e822' class='xr-var-data-in' type='checkbox'><label for='data-3c0fc805-01c2-42df-b01e-163bfb72e822' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_inductance_coefficients</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-03f686e8-a1a6-43eb-a047-19873d19a80c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-03f686e8-a1a6-43eb-a047-19873d19a80c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8716b28-6ee6-428b-9dd5-e13892dc0bb3' class='xr-var-data-in' type='checkbox'><label for='data-a8716b28-6ee6-428b-9dd5-e13892dc0bb3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>total_flux_available_from_CS</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[Wb] 35</div><input id='attrs-cfa88783-5a82-4587-a93c-c7b01f567894' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cfa88783-5a82-4587-a93c-c7b01f567894' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5c9fefdd-51c5-48e8-8053-ca968be041c4' class='xr-var-data-in' type='checkbox'><label for='data-5c9fefdd-51c5-48e8-8053-ca968be041c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>35 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ejima_coefficient</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-5a9bb47a-e2ff-45a2-8bda-5fc1dbfe730d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a9bb47a-e2ff-45a2-8bda-5fc1dbfe730d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4691c6bf-e9ed-4a1f-b569-859ec8fca838' class='xr-var-data-in' type='checkbox'><label for='data-4691c6bf-e9ed-4a1f-b569-859ec8fca838' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>safety_factor_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[] 1</div><input id='attrs-07538add-07f7-4795-8b4c-7eec4e4e3b69' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-07538add-07f7-4795-8b4c-7eec4e4e3b69' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e6bfa2e-e7a4-4b76-9dbe-a23ac28e3353' class='xr-var-data-in' type='checkbox'><label for='data-0e6bfa2e-e7a4-4b76-9dbe-a23ac28e3353' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field_equation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-baeccd75-7149-4cd0-b68a-2cbec075fabf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-baeccd75-7149-4cd0-b68a-2cbec075fabf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ada4d731-89cc-4064-bd7d-93c6d45cf90a' class='xr-var-data-in' type='checkbox'><label for='data-ada4d731-89cc-4064-bd7d-93c6d45cf90a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.0 2.0 ... 39.0 40.0</div><input id='attrs-c67e29b1-8e5e-43bf-afca-156af001c915' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c67e29b1-8e5e-43bf-afca-156af001c915' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df7dbef2-2dcd-41e8-a7a3-c21461cde404' class='xr-var-data-in' type='checkbox'><label for='data-df7dbef2-2dcd-41e8-a7a3-c21461cde404' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[1.0 2.0 3.0 4.0 5.0 6.0 7.0 8.0 9.0 10.0 11.0 12.0 13.0 14.0 15.0 16.0 17.0 18.0 19.0 20.0 21.0 22.0 23.0 24.0 25.0 26.0 27.0 28.0 29.0 30.0 31.0 32.0 33.0 34.0 35.0 36.0 37.0 38.0 39.0 40.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 5.0 5.517 ... 19.48 20.0</div><input id='attrs-6ac97f54-bf70-46ab-8e5c-e13b9e9f5b9a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6ac97f54-bf70-46ab-8e5c-e13b9e9f5b9a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a963515-6a07-4d0c-9154-968b76128b08' class='xr-var-data-in' type='checkbox'><label for='data-3a963515-6a07-4d0c-9154-968b76128b08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[5.0 5.517241379310345 6.0344827586206895 6.551724137931035 7.068965517241379 7.586206896551724 8.10344827586207 8.620689655172415 9.137931034482758 9.655172413793103 10.172413793103448 10.689655172413794 11.206896551724139 11.724137931034484 12.24137931034483 12.758620689655173 13.275862068965518 13.793103448275863 14.310344827586208 14.827586206896552 15.344827586206897 15.862068965517242 16.379310344827587 16.896551724137932 17.413793103448278 17.93103448275862 18.448275862068968 18.96551724137931 19.48275862068966 20.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li></ul></div></li><li class='xr-section-item'><input id='section-62c12176-4c7e-455c-b18c-a4f31e4279f6' class='xr-section-summary-in' type='checkbox'  ><label for='section-62c12176-4c7e-455c-b18c-a4f31e4279f6' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>dim_species</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-46a80499-bc1e-481b-97e4-fa3320fea8c9' class='xr-index-data-in' type='checkbox'/><label for='index-46a80499-bc1e-481b-97e4-fa3320fea8c9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([AtomicSpecies.Helium, AtomicSpecies.Oxygen, AtomicSpecies.Tungsten], dtype=&#x27;object&#x27;, name=&#x27;dim_species&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_density</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9256c78b-fde2-492f-8b47-1b94e17818e7' class='xr-index-data-in' type='checkbox'/><label for='index-9256c78b-fde2-492f-8b47-1b94e17818e7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1.0,  2.0,  3.0,  4.0,  5.0,  6.0,  7.0,  8.0,  9.0, 10.0, 11.0, 12.0,\n",
+       "       17.413793, 17.931034, 18.448276, 18.965517, 19.482759, 20.      ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-268f346a-6dbe-4420-957d-2ae07c64668b' class='xr-section-summary-in' type='checkbox'  ><label for='section-268f346a-6dbe-4420-957d-2ae07c64668b' class='xr-section-summary' >Data variables: <span>(48)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>major_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.85</div><input id='attrs-3770381f-3939-4f7c-8939-4d5675f87219' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3770381f-3939-4f7c-8939-4d5675f87219' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d85bf536-eada-4c6f-8b85-f845df225a15' class='xr-var-data-in' type='checkbox'><label for='data-d85bf536-eada-4c6f-8b85-f845df225a15' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.85 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>magnetic_field_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 12.2</div><input id='attrs-230fadf8-3a43-4908-a44b-50388136847d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-230fadf8-3a43-4908-a44b-50388136847d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-565de862-48a5-4f18-9258-db8a3b1b5094' class='xr-var-data-in' type='checkbox'><label for='data-565de862-48a5-4f18-9258-db8a3b1b5094' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.2 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inverse_aspect_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3081</div><input id='attrs-edc2da8a-bdd7-4604-a128-63c602a8b791' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-edc2da8a-bdd7-4604-a128-63c602a8b791' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21021cc6-6581-4081-aa09-9f4c1b68054a' class='xr-var-data-in' type='checkbox'><label for='data-21021cc6-6581-4081-aa09-9f4c1b68054a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3081 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>areal_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.75</div><input id='attrs-1855e16d-9499-474e-a2fd-18599bbb1203' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1855e16d-9499-474e-a2fd-18599bbb1203' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-26b79ef8-3f17-48dc-a0d4-843f149f31cc' class='xr-var-data-in' type='checkbox'><label for='data-26b79ef8-3f17-48dc-a0d4-843f149f31cc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.75 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_sep_to_areal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.125</div><input id='attrs-f8a9c8d3-2d19-454d-8c0a-df8fe60ca0aa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f8a9c8d3-2d19-454d-8c0a-df8fe60ca0aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-391da6a1-5fb3-4880-8c8b-f3e41f630fd6' class='xr-var-data-in' type='checkbox'><label for='data-391da6a1-5fb3-4880-8c8b-f3e41f630fd6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.125 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_areal_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.025</div><input id='attrs-fde0a204-9a88-43a9-b271-711a806aab74' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fde0a204-9a88-43a9-b271-711a806aab74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61925514-b770-429c-94c6-9bce6beae0d4' class='xr-var-data-in' type='checkbox'><label for='data-61925514-b770-429c-94c6-9bce6beae0d4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.025 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-a62e9f67-12ad-4b48-aa2d-168c070241cf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a62e9f67-12ad-4b48-aa2d-168c070241cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72be73d4-ba9f-49a2-9ee2-d43ec193a212' class='xr-var-data-in' type='checkbox'><label for='data-72be73d4-ba9f-49a2-9ee2-d43ec193a212' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_ratio_sep_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.8</div><input id='attrs-f1cba270-a291-4d97-83b9-ce85334b4656' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f1cba270-a291-4d97-83b9-ce85334b4656' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-536cde7b-05fd-4073-ae54-25e579d7834e' class='xr-var-data-in' type='checkbox'><label for='data-536cde7b-05fd-4073-ae54-25e579d7834e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.8 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.7e+06</div><input id='attrs-cb84b577-8aab-460f-a719-876ec88209ec' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb84b577-8aab-460f-a719-876ec88209ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e93eb36-85cc-48a7-9c23-c16016f94bee' class='xr-var-data-in' type='checkbox'><label for='data-1e93eb36-85cc-48a7-9c23-c16016f94bee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8700000.0 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_external_power_coupled</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9</div><input id='attrs-5e4f61c2-2e1e-40f5-b8f9-7caea1702042' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5e4f61c2-2e1e-40f5-b8f9-7caea1702042' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d02f7b02-a624-4364-9655-cb76341b8b7e' class='xr-var-data-in' type='checkbox'><label for='data-d02f7b02-a624-4364-9655-cb76341b8b7e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_reaction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U17</div><div class='xr-var-preview xr-preview'>&#x27;DTFusionBoschHale&#x27;</div><input id='attrs-9c5325d2-7aeb-4c0e-8a46-29d3ba528a15' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9c5325d2-7aeb-4c0e-8a46-29d3ba528a15' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b7199cd-5ef8-4430-b0ec-dba0933d392e' class='xr-var-data-in' type='checkbox'><label for='data-0b7199cd-5ef8-4430-b0ec-dba0933d392e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;DTFusionBoschHale&#x27;, dtype=&#x27;&lt;U17&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heavier_fuel_species_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.5</div><input id='attrs-9763f162-5574-4174-9aa2-a48c2dbb69a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9763f162-5574-4174-9aa2-a48c2dbb69a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9ca595f-e1a0-4a83-8de9-121dc165e6e7' class='xr-var-data-in' type='checkbox'><label for='data-b9ca595f-e1a0-4a83-8de9-121dc165e6e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>density_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-22f3a084-1787-4d9c-ad61-09b4d8fec5b6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-22f3a084-1787-4d9c-ad61-09b4d8fec5b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-142d29b4-21b6-4db6-bd86-8f7df755c216' class='xr-var-data-in' type='checkbox'><label for='data-142d29b4-21b6-4db6-bd86-8f7df755c216' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-61743631-73f0-4610-8971-385be3cf4804' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-61743631-73f0-4610-8971-385be3cf4804' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0fadbeb9-919f-4d89-93aa-b8ba0f49becf' class='xr-var-data-in' type='checkbox'><label for='data-0fadbeb9-919f-4d89-93aa-b8ba0f49becf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_inverse_temp_scale_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-99f2495d-2b56-4ae9-af1c-3cc3f31ba1f2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-99f2495d-2b56-4ae9-af1c-3cc3f31ba1f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-36ed262e-9f1e-4bcf-8ebf-b279af47b235' class='xr-var-data-in' type='checkbox'><label for='data-36ed262e-9f1e-4bcf-8ebf-b279af47b235' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.1</div><input id='attrs-db070afe-d3a4-4739-a3ff-da2f0eaa1408' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-db070afe-d3a4-4739-a3ff-da2f0eaa1408' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c4a30523-e49c-4c14-a6d3-d42609e90fb6' class='xr-var-data-in' type='checkbox'><label for='data-c4a30523-e49c-4c14-a6d3-d42609e90fb6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.2</div><input id='attrs-756efc01-211e-4747-b015-166126e8e260' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-756efc01-211e-4747-b015-166126e8e260' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91d9b3b1-0ef4-46dd-ae1b-9c05a78ad3f5' class='xr-var-data-in' type='checkbox'><label for='data-91d9b3b1-0ef4-46dd-ae1b-9c05a78ad3f5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.2 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-3bf759f0-0f23-451a-a1d9-5f52eda0ab10' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3bf759f0-0f23-451a-a1d9-5f52eda0ab10' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8d337d5-11d9-4bcf-ad36-9dbb967feacf' class='xr-var-data-in' type='checkbox'><label for='data-d8d337d5-11d9-4bcf-ad36-9dbb967feacf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_to_electron_temp_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-409d14e7-bec8-4220-9897-cfbcac2c09fc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-409d14e7-bec8-4220-9897-cfbcac2c09fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-290033da-fa9c-4115-b808-5ff16aafaf7a' class='xr-var-data-in' type='checkbox'><label for='data-290033da-fa9c-4115-b808-5ff16aafaf7a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_threshold_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-28291ab5-f38d-4c37-8d25-6839c5ec327b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-28291ab5-f38d-4c37-8d25-6839c5ec327b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-406d020f-c2f9-410c-9915-278566d27e36' class='xr-var-data-in' type='checkbox'><label for='data-406d020f-c2f9-410c-9915-278566d27e36' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_time_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-36b88517-bcf3-4041-8c3d-143b4f8136d0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-36b88517-bcf3-4041-8c3d-143b4f8136d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ee30ab07-dfe3-4f92-9b1c-7f0cf2021fb8' class='xr-var-data-in' type='checkbox'><label for='data-ee30ab07-dfe3-4f92-9b1c-7f0cf2021fb8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ITER98y2&#x27;</div><input id='attrs-777f44b3-3d34-43de-a5b6-4199e4f85063' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-777f44b3-3d34-43de-a5b6-4199e4f85063' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b3084962-7906-46ad-8d6f-f6646ba7d891' class='xr-var-data-in' type='checkbox'><label for='data-b3084962-7906-46ad-8d6f-f6646ba7d891' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ITER98y2&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_method</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>RadiationMethod.Radas</div><input id='attrs-0e922367-d92b-4683-bbb0-d1396be1d7ee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0e922367-d92b-4683-bbb0-d1396be1d7ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ea118e7-6303-49ce-8d95-622deaf921e7' class='xr-var-data-in' type='checkbox'><label for='data-6ea118e7-6303-49ce-8d95-622deaf921e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;RadiationMethod.Radas: &#x27;Impurity line and bremsstrahlung radiation, using coronal Lz curves from Radas&#x27;&gt;,\n",
+       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-78097bbc-b03e-41a6-9075-7f84655e8dd6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-78097bbc-b03e-41a6-9075-7f84655e8dd6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6bf7695-be08-478e-8d03-afffd16e1b6c' class='xr-var-data-in' type='checkbox'><label for='data-c6bf7695-be08-478e-8d03-afffd16e1b6c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minimum_core_radiated_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0</div><input id='attrs-e0453c31-3707-4843-b2e8-d45e6086bba7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e0453c31-3707-4843-b2e8-d45e6086bba7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f6a06011-f627-41f2-b4ec-a6d57eca41d6' class='xr-var-data-in' type='checkbox'><label for='data-f6a06011-f627-41f2-b4ec-a6d57eca41d6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>radas_dir</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>/Users/tbody/Projects/cfspopcon/...</div><input id='attrs-4e524fbb-3dac-4769-b4fe-b1ccf13f94ac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4e524fbb-3dac-4769-b4fe-b1ccf13f94ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-892caf0a-d5db-46ba-9179-ecacfb56d630' class='xr-var-data-in' type='checkbox'><label for='data-892caf0a-d5db-46ba-9179-ecacfb56d630' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(PosixPath(&#x27;/Users/tbody/Projects/cfspopcon/radas_dir&#x27;), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>intrinsic_impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 1.5e-05</div><input id='attrs-6f93474a-eb6d-4315-a22b-14a3acaf28f2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6f93474a-eb6d-4315-a22b-14a3acaf28f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22776e77-3321-4e0e-803f-ae2f1f3f15c3' class='xr-var-data-in' type='checkbox'><label for='data-22776e77-3321-4e0e-803f-ae2f1f3f15c3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Xenon</div><input id='attrs-7fce6869-e087-416a-8691-c94dc3a43ade' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7fce6869-e087-416a-8691-c94dc3a43ade' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6890549e-1b81-443a-b4ea-161d51eaac0c' class='xr-var-data-in' type='checkbox'><label for='data-6890549e-1b81-443a-b4ea-161d51eaac0c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Xenon: 54&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nesep_over_nebar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-4ff1dffa-f887-4296-854e-9edfcc63edff' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4ff1dffa-f887-4296-854e-9edfcc63edff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1d65b42-ec54-426f-9771-15c062cf5ff8' class='xr-var-data-in' type='checkbox'><label for='data-d1d65b42-ec54-426f-9771-15c062cf5ff8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>toroidal_flux_expansion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6974</div><input id='attrs-2588f0e2-a315-47a5-b5ee-a5281f0876c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2588f0e2-a315-47a5-b5ee-a5281f0876c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23d39cae-3efb-49b9-b7a3-781b508cb4c7' class='xr-var-data-in' type='checkbox'><label for='data-23d39cae-3efb-49b9-b7a3-781b508cb4c7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6974 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>parallel_connection_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 30.0</div><input id='attrs-68088d32-7375-41bb-bf0c-a4629ad0b3db' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-68088d32-7375-41bb-bf0c-a4629ad0b3db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8289a0c-d60b-4719-8d86-b8a7e8ce6d9f' class='xr-var-data-in' type='checkbox'><label for='data-a8289a0c-d60b-4719-8d86-b8a7e8ce6d9f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>30.0 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>LambdaQScaling.EichRegression15</div><input id='attrs-0599e1bd-80e3-4fd5-bcf3-3f943252125e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0599e1bd-80e3-4fd5-bcf3-3f943252125e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a9c4045c-d5f7-4695-a321-103a47d78dce' class='xr-var-data-in' type='checkbox'><label for='data-a9c4045c-d5f7-4695-a321-103a47d78dce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;LambdaQScaling.EichRegression15: 3&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-1a505dd2-d262-4137-b75c-43d356788cc9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1a505dd2-d262-4137-b75c-43d356788cc9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2d752e5-c793-4849-8aff-4c16b9a86848' class='xr-var-data-in' type='checkbox'><label for='data-f2d752e5-c793-4849-8aff-4c16b9a86848' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_momentum_loss_function</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MomentumLossFunction.KotovReiter</div><input id='attrs-334315ab-9a16-411b-8b51-0f8dbb2e5969' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-334315ab-9a16-411b-8b51-0f8dbb2e5969' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8127f34f-965c-4a37-b7b9-fc1385a87eed' class='xr-var-data-in' type='checkbox'><label for='data-8127f34f-965c-4a37-b7b9-fc1385a87eed' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;MomentumLossFunction.KotovReiter: 1&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_P_SOL_to_divertor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-0fca24ed-ac2b-4e30-ab1e-c222fd3f247b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0fca24ed-ac2b-4e30-ab1e-c222fd3f247b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e3add9c8-a385-4e5c-a52d-fe71b1a84fef' class='xr-var-data-in' type='checkbox'><label for='data-e3add9c8-a385-4e5c-a52d-fe71b1a84fef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>kappa_e0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[W/eV³⋅⁵/m] 2.6e+03</div><input id='attrs-1c32a10b-7918-438d-9a3d-21b9e3731c6b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c32a10b-7918-438d-9a3d-21b9e3731c6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2db6b9cc-fc8e-4766-a0a5-6ff7298ea2bf' class='xr-var-data-in' type='checkbox'><label for='data-2db6b9cc-fc8e-4766-a0a5-6ff7298ea2bf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2600.0 watt/(electron_volt<sup>3.5</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0</div><input id='attrs-8ae03d8b-6d12-46af-823a-2610c15b93c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8ae03d8b-6d12-46af-823a-2610c15b93c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4077b53c-5d4b-4626-ad26-8ffa6ca0b0ff' class='xr-var-data-in' type='checkbox'><label for='data-4077b53c-5d4b-4626-ad26-8ffa6ca0b0ff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>sheath_heat_transmission_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 7.5</div><input id='attrs-185d30e2-a07d-49f4-a39f-571a9efd532c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-185d30e2-a07d-49f4-a39f-571a9efd532c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-781e119e-da16-4c4d-9468-29f5a55312a9' class='xr-var-data-in' type='checkbox'><label for='data-781e119e-da16-4c4d-9468-29f5a55312a9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Argon</div><input id='attrs-ba4ded86-d30e-4b48-88c3-935449e103b4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ba4ded86-d30e-4b48-88c3-935449e103b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce554303-51f1-4b62-81ff-e40a0ebb2efb' class='xr-var-data-in' type='checkbox'><label for='data-ce554303-51f1-4b62-81ff-e40a0ebb2efb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Argon: 18&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lengyel_overestimation_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 4.3</div><input id='attrs-04020e23-3a9b-4126-b959-952e6c098bc6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-04020e23-3a9b-4126-b959-952e6c098bc6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b84a40c-2fb0-4067-bbe9-6fecf14164d1' class='xr-var-data-in' type='checkbox'><label for='data-8b84a40c-2fb0-4067-bbe9-6fecf14164d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_enrichment</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 5.0</div><input id='attrs-f753a057-3e04-483e-8906-d993e733db91' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f753a057-3e04-483e-8906-d993e733db91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dcd4f757-7a73-4384-bd0d-b41af06bc877' class='xr-var-data-in' type='checkbox'><label for='data-dcd4f757-7a73-4384-bd0d-b41af06bc877' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_inductance_coefficients</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-91203c96-7c92-44c2-ba8f-7e901be1763e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-91203c96-7c92-44c2-ba8f-7e901be1763e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85902334-bbff-4a1e-bd8a-1d27b81cdc39' class='xr-var-data-in' type='checkbox'><label for='data-85902334-bbff-4a1e-bd8a-1d27b81cdc39' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>total_flux_available_from_CS</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[Wb] 35</div><input id='attrs-477d2324-ea3c-4417-98db-07c733021041' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-477d2324-ea3c-4417-98db-07c733021041' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2569903-7333-4865-aa36-944cde06b8f6' class='xr-var-data-in' type='checkbox'><label for='data-c2569903-7333-4865-aa36-944cde06b8f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>35 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ejima_coefficient</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-44aabfce-b6b9-44f6-92e6-6290b03824ea' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-44aabfce-b6b9-44f6-92e6-6290b03824ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8f54635-7091-4260-8d0e-717a60c8b3ec' class='xr-var-data-in' type='checkbox'><label for='data-d8f54635-7091-4260-8d0e-717a60c8b3ec' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>safety_factor_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[] 1</div><input id='attrs-5e9df584-38ed-4f6b-8bcf-7e01425dfcf8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5e9df584-38ed-4f6b-8bcf-7e01425dfcf8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ddb7f22-1558-4bd5-a101-febfb636a498' class='xr-var-data-in' type='checkbox'><label for='data-1ddb7f22-1558-4bd5-a101-febfb636a498' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field_equation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-ed60f584-4418-456f-87a6-5afee5685c86' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ed60f584-4418-456f-87a6-5afee5685c86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9925d20d-92e2-408b-80f0-6a0581a4d360' class='xr-var-data-in' type='checkbox'><label for='data-9925d20d-92e2-408b-80f0-6a0581a4d360' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.0 2.0 ... 39.0 40.0</div><input id='attrs-be01b080-5976-42b0-b02d-081e12333e73' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-be01b080-5976-42b0-b02d-081e12333e73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ac67ad3d-933d-45e6-84f8-f9009d477a7b' class='xr-var-data-in' type='checkbox'><label for='data-ac67ad3d-933d-45e6-84f8-f9009d477a7b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[1.0 2.0 3.0 4.0 5.0 6.0 7.0 8.0 9.0 10.0 11.0 12.0 13.0 14.0 15.0 16.0 17.0 18.0 19.0 20.0 21.0 22.0 23.0 24.0 25.0 26.0 27.0 28.0 29.0 30.0 31.0 32.0 33.0 34.0 35.0 36.0 37.0 38.0 39.0 40.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 5.0 5.517 ... 19.48 20.0</div><input id='attrs-4b473f82-c64c-4f6a-9e0a-b5c547d07fda' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4b473f82-c64c-4f6a-9e0a-b5c547d07fda' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d48c9b0d-52f3-45e7-b55c-2e698c81f1fe' class='xr-var-data-in' type='checkbox'><label for='data-d48c9b0d-52f3-45e7-b55c-2e698c81f1fe' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[5.0 5.517241379310345 6.0344827586206895 6.551724137931035 7.068965517241379 7.586206896551724 8.10344827586207 8.620689655172415 9.137931034482758 9.655172413793103 10.172413793103448 10.689655172413794 11.206896551724139 11.724137931034484 12.24137931034483 12.758620689655173 13.275862068965518 13.793103448275863 14.310344827586208 14.827586206896552 15.344827586206897 15.862068965517242 16.379310344827587 16.896551724137932 17.413793103448278 17.93103448275862 18.448275862068968 18.96551724137931 19.48275862068966 20.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li></ul></div></li><li class='xr-section-item'><input id='section-57d69c5b-65f9-4a13-90ca-ece8dbcea813' class='xr-section-summary-in' type='checkbox'  ><label for='section-57d69c5b-65f9-4a13-90ca-ece8dbcea813' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>dim_species</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5978b871-638b-4ece-8bb9-b7c0c182674c' class='xr-index-data-in' type='checkbox'/><label for='index-5978b871-638b-4ece-8bb9-b7c0c182674c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([AtomicSpecies.Helium, AtomicSpecies.Oxygen, AtomicSpecies.Tungsten], dtype=&#x27;object&#x27;, name=&#x27;dim_species&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_density</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-cee42dfd-aa06-44e1-8abb-ed8d70e4551e' class='xr-index-data-in' type='checkbox'/><label for='index-cee42dfd-aa06-44e1-8abb-ed8d70e4551e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1.0,  2.0,  3.0,  4.0,  5.0,  6.0,  7.0,  8.0,  9.0, 10.0, 11.0, 12.0,\n",
        "       13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0, 20.0, 21.0, 22.0, 23.0, 24.0,\n",
        "       25.0, 26.0, 27.0, 28.0, 29.0, 30.0, 31.0, 32.0, 33.0, 34.0, 35.0, 36.0,\n",
        "       37.0, 38.0, 39.0, 40.0],\n",
-       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_density&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_temp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fdec6a86-8810-41bb-8a16-7e8d516ec7b4' class='xr-index-data-in' type='checkbox'/><label for='index-fdec6a86-8810-41bb-8a16-7e8d516ec7b4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([               5.0,  5.517241379310345, 6.0344827586206895,\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_density&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_temp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-915006ac-8fbb-4611-b128-c145367e5874' class='xr-index-data-in' type='checkbox'/><label for='index-915006ac-8fbb-4611-b128-c145367e5874' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([               5.0,  5.517241379310345, 6.0344827586206895,\n",
        "        6.551724137931035,  7.068965517241379,  7.586206896551724,\n",
        "         8.10344827586207,  8.620689655172415,  9.137931034482758,\n",
        "        9.655172413793103, 10.172413793103448, 10.689655172413794,\n",
@@ -538,7 +539,7 @@
        "       15.862068965517242, 16.379310344827587, 16.896551724137932,\n",
        "       17.413793103448278,  17.93103448275862, 18.448275862068968,\n",
        "        18.96551724137931,  19.48275862068966,               20.0],\n",
-       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_temp&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-864e7734-0f64-45c0-b8b0-3f0fbe951c94' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-864e7734-0f64-45c0-b8b0-3f0fbe951c94' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_temp&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fda8a345-3a19-4f8b-87d0-66fc8a065aea' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fda8a345-3a19-4f8b-87d0-66fc8a065aea' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
       ],
       "text/plain": [
        "<xarray.Dataset> Size: 2kB\n",
@@ -549,7 +550,7 @@
        "  * dim_species                           (dim_species) object 24B AtomicSpec...\n",
        "  * dim_average_electron_density          (dim_average_electron_density) float64 320B ...\n",
        "  * dim_average_electron_temp             (dim_average_electron_temp) float64 240B ...\n",
-       "Data variables: (12/47)\n",
+       "Data variables: (12/48)\n",
        "    major_radius                          float64 8B [m] 1.85\n",
        "    magnetic_field_on_axis                float64 8B [T] 12.2\n",
        "    inverse_aspect_ratio                  float64 8B [] 0.3081\n",
@@ -626,6 +627,7 @@
        "}\n",
        "\n",
        "html[theme=dark],\n",
+       "html[data-theme=dark],\n",
        "body[data-theme=dark],\n",
        "body.vscode-dark {\n",
        "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
@@ -967,7 +969,7 @@
        "  * dim_average_electron_density           (dim_average_electron_density) float64 320B ...\n",
        "  * dim_species                            (dim_species) object 40B AtomicSpe...\n",
        "Dimensions without coordinates: dim_rho\n",
-       "Data variables: (12/147)\n",
+       "Data variables: (12/148)\n",
        "    current_relaxation_time                (dim_average_electron_temp, dim_average_electron_density) float64 10kB [s] ...\n",
        "    peak_pressure                          (dim_average_electron_temp, dim_average_electron_density) float64 10kB [Pa] ...\n",
        "    fusion_triple_product                  (dim_average_electron_density, dim_average_electron_temp) float64 10kB [1e10 m^-3·keV·s] ...\n",
@@ -980,17 +982,17 @@
        "    safety_factor_on_axis                  int64 8B [] 1\n",
        "    vertical_magnetic_field_equation       &lt;U4 16B &#x27;Barr&#x27;\n",
        "    average_electron_density               (dim_average_electron_density) float64 320B [1e19 m^-3] ...\n",
-       "    average_electron_temp                  (dim_average_electron_temp) float64 240B [keV] ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-bf1fdd9c-14e6-4bdc-ae5f-0225dfeae09a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-bf1fdd9c-14e6-4bdc-ae5f-0225dfeae09a' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>dim_average_electron_temp</span>: 30</li><li><span class='xr-has-index'>dim_average_electron_density</span>: 40</li><li><span class='xr-has-index'>dim_species</span>: 5</li><li><span>dim_rho</span>: 50</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-bdb1f9e0-94d9-4d65-8c84-b46b78e86e35' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bdb1f9e0-94d9-4d65-8c84-b46b78e86e35' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.0 5.517 6.034 ... 19.48 20.0</div><input id='attrs-593b0547-4168-4986-a50c-1379d585afb4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-593b0547-4168-4986-a50c-1379d585afb4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0f3ceae5-5b4e-481f-aa3c-c51e7bb6cb78' class='xr-var-data-in' type='checkbox'><label for='data-0f3ceae5-5b4e-481f-aa3c-c51e7bb6cb78' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 5.      ,  5.517241,  6.034483,  6.551724,  7.068966,  7.586207,\n",
+       "    average_electron_temp                  (dim_average_electron_temp) float64 240B [keV] ...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-a2d10d05-01d4-4823-9f6e-367f953fa75c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a2d10d05-01d4-4823-9f6e-367f953fa75c' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>dim_average_electron_temp</span>: 30</li><li><span class='xr-has-index'>dim_average_electron_density</span>: 40</li><li><span class='xr-has-index'>dim_species</span>: 5</li><li><span>dim_rho</span>: 50</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d89a3398-b1da-45b8-9880-ac6ecf8be7cb' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d89a3398-b1da-45b8-9880-ac6ecf8be7cb' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.0 5.517 6.034 ... 19.48 20.0</div><input id='attrs-aafe3284-4819-440c-8a40-2e4dabad783d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aafe3284-4819-440c-8a40-2e4dabad783d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60777b7d-4123-447f-a64e-6f919f1d5b9e' class='xr-var-data-in' type='checkbox'><label for='data-60777b7d-4123-447f-a64e-6f919f1d5b9e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 5.      ,  5.517241,  6.034483,  6.551724,  7.068966,  7.586207,\n",
        "        8.103448,  8.62069 ,  9.137931,  9.655172, 10.172414, 10.689655,\n",
        "       11.206897, 11.724138, 12.241379, 12.758621, 13.275862, 13.793103,\n",
        "       14.310345, 14.827586, 15.344828, 15.862069, 16.37931 , 16.896552,\n",
-       "       17.413793, 17.931034, 18.448276, 18.965517, 19.482759, 20.      ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 2.0 3.0 4.0 ... 38.0 39.0 40.0</div><input id='attrs-3dae5ba5-9603-449a-87bd-5ccd16198ea8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3dae5ba5-9603-449a-87bd-5ccd16198ea8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4437cf2-d921-434f-94ad-9a73621ba1a6' class='xr-var-data-in' type='checkbox'><label for='data-e4437cf2-d921-434f-94ad-9a73621ba1a6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1.,  2.,  3.,  4.,  5.,  6.,  7.,  8.,  9., 10., 11., 12., 13., 14.,\n",
+       "       17.413793, 17.931034, 18.448276, 18.965517, 19.482759, 20.      ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.0 2.0 3.0 4.0 ... 38.0 39.0 40.0</div><input id='attrs-002a59f3-a405-43d0-8bd2-69b4895665da' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-002a59f3-a405-43d0-8bd2-69b4895665da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62ea1859-8e58-40d9-91f9-54b46aab26c4' class='xr-var-data-in' type='checkbox'><label for='data-62ea1859-8e58-40d9-91f9-54b46aab26c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1.,  2.,  3.,  4.,  5.,  6.,  7.,  8.,  9., 10., 11., 12., 13., 14.,\n",
        "       15., 16., 17., 18., 19., 20., 21., 22., 23., 24., 25., 26., 27., 28.,\n",
-       "       29., 30., 31., 32., 33., 34., 35., 36., 37., 38., 39., 40.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_species</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Helium ... AtomicS...</div><input id='attrs-dcf87720-a76c-4f03-ba4c-7512d2387ec8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dcf87720-a76c-4f03-ba4c-7512d2387ec8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04341b46-9574-44a2-899b-44ba14d52233' class='xr-var-data-in' type='checkbox'><label for='data-04341b46-9574-44a2-899b-44ba14d52233' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&lt;AtomicSpecies.Helium: 2&gt;, &lt;AtomicSpecies.Oxygen: 8&gt;,\n",
+       "       29., 30., 31., 32., 33., 34., 35., 36., 37., 38., 39., 40.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_species</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Helium ... AtomicS...</div><input id='attrs-e3250289-315a-40ee-863f-6251cad4461d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e3250289-315a-40ee-863f-6251cad4461d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5067ec22-87bd-4294-a7c6-f986766a0a2e' class='xr-var-data-in' type='checkbox'><label for='data-5067ec22-87bd-4294-a7c6-f986766a0a2e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&lt;AtomicSpecies.Helium: 2&gt;, &lt;AtomicSpecies.Oxygen: 8&gt;,\n",
        "       &lt;AtomicSpecies.Argon: 18&gt;, &lt;AtomicSpecies.Xenon: 54&gt;,\n",
-       "       &lt;AtomicSpecies.Tungsten: 74&gt;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1be1fa58-42c8-4098-9a61-ae68d4df9b04' class='xr-section-summary-in' type='checkbox'  ><label for='section-1be1fa58-42c8-4098-9a61-ae68d4df9b04' class='xr-section-summary' >Data variables: <span>(147)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>current_relaxation_time</span></div><div class='xr-var-dims'>(dim_average_electron_temp, dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 6.709 6.709 ... 52.61 52.61</div><input id='attrs-9d3be556-1083-4b9e-85ab-387ce3936313' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9d3be556-1083-4b9e-85ab-387ce3936313' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e812d6b5-c84e-4ba5-bf49-07baa2539f0f' class='xr-var-data-in' type='checkbox'><label for='data-e812d6b5-c84e-4ba5-bf49-07baa2539f0f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[6.70892512810257 6.708924886566515 6.708924756230591 ...  6.7089229312816405 6.708922892283584 6.708922853121795] [7.762498163093323 7.762497607889943 7.762497255303387 ...  7.7624943484464755 7.762494287429691 7.762494226645695] [8.862680091166432 8.862679208048771 8.862678607243824 ...  8.862674232587405 8.862674152699649 8.862674073515919] ... [48.60784721913763 48.6076617407665 48.60755101190802 ...  48.60683828957817 48.60683095876299 48.6068238146231] [50.59849721857003 50.598278669230304 50.598148393559136 ...  50.59730919498176 50.597300545907 50.5972921170256] [52.61497096786498 52.61471700451897 52.61456580589732 ...  52.6135912050144 52.613581144069485 52.6135713392212]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_pressure</span></div><div class='xr-var-dims'>(dim_average_electron_temp, dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 6.465e+04 ... 8.663e+06</div><input id='attrs-878ad7e4-c4f5-41db-a714-9f1ddb1a6736' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-878ad7e4-c4f5-41db-a714-9f1ddb1a6736' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-680c0c0a-31e5-413a-a534-4305ced5ca89' class='xr-var-data-in' type='checkbox'><label for='data-680c0c0a-31e5-413a-a534-4305ced5ca89' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[64654.342481970416 123203.67027736278 179398.2800155604 ...  1799272.0278467364 1840639.9595082228 1881815.4716755108] [72272.56854601632 137799.4162937412 200718.74520752116 ...  2014248.7885306939 2060475.0679165947 2106479.7807919597] [79972.09950168266 152556.0571067695 222277.9689673043 ...  2231098.73018068 2282198.8747847117 2333046.5733841555] ... [288403.7780307916 552795.56084644 807398.8553966347 ...  7862230.169905341 8029716.933132806 8195616.021197384] [297159.9248605935 569620.3547788296 831992.7030921815 ...  8087552.944554527 8259257.873748582 8429299.18874531] [305938.84180339327 586488.9564434903 856649.6633598846 ...  8312522.759189555 8488402.77357654 8662541.501783252]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>pascal</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_triple_product</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e10 m^-3·keV·s] 83.6 ... 18.18</div><input id='attrs-aa5e5de2-dc92-4145-b538-db57cf4e5f6c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-aa5e5de2-dc92-4145-b538-db57cf4e5f6c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37c1193e-6e21-4798-8226-2ee4dd1a3623' class='xr-var-data-in' type='checkbox'><label for='data-37c1193e-6e21-4798-8226-2ee4dd1a3623' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[83.60490186516306 75.09902396456609 68.0987786469571 ...  19.276703581978595 18.708871545213334 18.17179888010542] [85.04938284584509 76.44322875869452 69.35475291882562 ...  19.73275326263532 19.152992279698502 18.604554869939225] [85.77792512464491 77.1259299027328 69.99606608390096 ...  19.967774983986555 19.38163480555066 18.827113076451337] ... [86.04505161279359 77.42210172218154 70.2893599097392 ...  19.45464830625189 18.849828318344105 18.27744139994259] [85.96987281418713 77.35132054453187 70.22193316081372 ...  19.404716725363826 18.80007894107419 18.227866790237208] [85.89375367128144 77.27960452690213 70.15358467497103 ...  19.35424203933357 18.74979517938415 18.177766190690683]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e20_per_cubic_metre kiloelectron_volt second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho_star</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.001637 0.001719 ... 0.003274</div><input id='attrs-f96390d9-fbbd-43e0-b8b0-92c849034800' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f96390d9-fbbd-43e0-b8b0-92c849034800' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9bfb5570-2378-438c-b83b-b8281afcbcd6' class='xr-var-data-in' type='checkbox'><label for='data-9bfb5570-2378-438c-b83b-b8281afcbcd6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.0016368206709051207 0.0017194006682208739 0.0017981922608704794 0.0018736734390577738 0.0019462294071888554 0.0020161759979185306 0.002083775996540627 0.002149250835276092 0.0022127891680210027 0.002274553286095355 0.00233468400441329 0.002393304441486577 0.0024505229847555958 0.0025064356460901952 0.0025611279540795444 0.002614676489805913 0.002667150144914956 0.0027186111609967265 0.002769115995019362 0.00281871604512554 0.0028674582633796543 0.002915385676270014 0.0029625378293916286 0.0030089511693865297 0.003054659373633771 0.0030996936361687034 0.003144082916731182 0.003187854158592729 0.003231032479817103 0.0032736413418102414]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nu_star</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.003323 0.002749 ... 0.008252</div><input id='attrs-d7619ca2-8f2d-4ed8-98a1-efef556f4bd1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d7619ca2-8f2d-4ed8-98a1-efef556f4bd1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33e2e05f-713d-4276-b8e7-c86ff8d869d2' class='xr-var-data-in' type='checkbox'><label for='data-33e2e05f-713d-4276-b8e7-c86ff8d869d2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.003322598490594971 0.002749055632946764 0.0023139898721289114 ...  0.00025336000993611503 0.00024048201502327386 0.00022857182789826611] [0.006513914212832544 0.005390096682141376 0.004537519203422363 ...  0.0004974181746895646 0.0004721477950463949 0.00044877588636308194] [0.009655678052190978 0.007990368319558782 0.0067269048202420806 ...  0.0007379654006136056 0.0007004859229778813 0.0006658215597768279] ... [0.11316846972571139 0.093693920241988 0.07891174536009812 ...  0.008700178930903581 0.008259234866782261 0.007851363861700005] [0.11605065205199189 0.09608061776998052 0.08092226594198702 ...  0.008922333439341597 0.008470140435777762 0.008051863692488984] [0.11893040592543976 0.09846531725792948 0.08293111319431577 ...  0.009144315874310563 0.008680882913738084 0.008252208727618802]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_radiated_power_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0 1.0 1.0 ... 0.02332 0.02191</div><input id='attrs-7c1b31aa-3638-4cc7-be4b-b718b25a37cd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7c1b31aa-3638-4cc7-be4b-b718b25a37cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-292bf34d-fffd-4ebc-9c0d-0e978c81a77a' class='xr-var-data-in' type='checkbox'><label for='data-292bf34d-fffd-4ebc-9c0d-0e978c81a77a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.0 1.0 1.0 ... 0.8965407130965133 0.8738828079668282 0.852576365382913] [1.0 1.0 1.0 ... 0.3577328772982827 0.3489160538938257  0.3406548842419241] [1.0 1.0 1.0 ... 0.21121433123123184 0.20585103430907478  0.20084742304711234] ... [1.0 0.8917955805348375 0.6668569024664809 ... 0.025224589702767343  0.023662032122776303 0.02225089685000158] [1.0 0.8930911532490698 0.6676678064358641 ... 0.025046625437310812  0.02348564379593579 0.022076101733012332] [1.0 0.8943841395172855 0.668483119489353 ... 0.02487926628167266  0.023319716157017965 0.021911629072868543]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01173 0.02346 ... 0.4693</div><input id='attrs-cc9d2f9b-16d9-4124-85b7-6b1a9498331e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cc9d2f9b-16d9-4124-85b7-6b1a9498331e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-adb9f972-3c44-440e-a2ea-d16de03858b9' class='xr-var-data-in' type='checkbox'><label for='data-adb9f972-3c44-440e-a2ea-d16de03858b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.01173160612211271 0.02346321224422542 0.03519481836633812 0.04692642448845084 0.058658030610563544 0.07038963673267624 0.08212124285478896 0.09385284897690167 0.10558445509901437 0.11731606122112709 0.1290476673432398 0.1407792734653525 0.1525108795874652 0.16424248570957792 0.17597409183169063 0.18770569795380335 0.19943730407591603 0.21116891019802875 0.22290051632014146 0.23463212244225418 0.24636372856436686 0.2580953346864796 0.2698269408085923 0.281558546930705 0.2932901530528177 0.3050217591749304 0.3167533652970431 0.32848497141915584 0.34021657754126855 0.35194818366338126 0.363679789785494 0.3754113959076067 0.38714300202971935 0.39887460815183207 0.4106062142739448 0.4223378203960575 0.4340694265181702 0.4458010326402829 0.45753263876239564 0.46926424488450835]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_density_limit</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 85.24</div><input id='attrs-6cead997-a533-4ed0-acbe-a7e263bec30d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6cead997-a533-4ed0-acbe-a7e263bec30d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2c5a070-ba6b-41b4-b3e7-51db9e987443' class='xr-var-data-in' type='checkbox'><label for='data-c2c5a070-ba6b-41b4-b3e7-51db9e987443' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>85.23982049781885 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ratio_of_P_SOL_to_P_LH</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.0 0.0 ... 25.09 27.34</div><input id='attrs-00ffd30e-78bd-4a7d-b633-f1c895f2b767' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00ffd30e-78bd-4a7d-b633-f1c895f2b767' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce1a6270-426d-4a64-b294-3727eda0d6d5' class='xr-var-data-in' type='checkbox'><label for='data-ce1a6270-426d-4a64-b294-3727eda0d6d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 1.055535932305991e-05 1.4033695928658692e-05  1.7851360897271346e-05] [0.0 0.0 0.0 ... 0.0009804089099191106 0.0010839837444719285  0.0011945518861042812] [0.0 0.0 0.0 ... 0.005861037471333111 0.0064359355029814085  0.007047674746119674] ... [0.0 0.04468585870543457 0.18368743376658325 ... 21.601705809211257  23.59814513216578 25.716481033308337] [0.0 0.04553240380831966 0.18897435291043715 ... 22.28174261972606  24.34098484712078 26.525953138794847] [0.0 0.04635313200773918 0.19425808728534194 ... 22.965013482130143  25.087358823624257 27.339277995358785]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_LH_thresh</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 7.102e+03 1.776e+03 ... 34.45</div><input id='attrs-e456b25c-65eb-484a-90a8-af24bfbf44a2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e456b25c-65eb-484a-90a8-af24bfbf44a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80ac7e28-5203-464e-ba55-0dcb911000d5' class='xr-var-data-in' type='checkbox'><label for='data-80ac7e28-5203-464e-ba55-0dcb911000d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[7102.371480463456 1775.592870115864 789.1523867181619 443.898217528966 284.0948592185382 197.28809667954047 144.94635674415215 110.9745543822415 87.68359852424021 71.02371480463455 58.6972849625079 49.32202416988512 42.02586674830448 36.23658918603804 31.56609546872647 27.743638595560373 24.57567986319535 21.920899631060053 20.20085159879475 20.95761477240098 21.703740124445314 22.439873712877358 23.16659491337748 23.88442589103477 24.59383938922551 25.295265189866452 25.98909551394383 26.675689568870624 27.35537740303981 28.028463193317528 28.69522806497521 29.355932523460538 30.010818561869257 30.66011149585927 31.304021568217905 31.942745357738744 32.576467021034496 33.20535939106582 33.82958495224568 34.44929670878849]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_charge_state</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.0 7.999 17.7 ... 50.6 63.51</div><input id='attrs-6605ce80-8457-4c3a-bec5-8fbdd4f44f00' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6605ce80-8457-4c3a-bec5-8fbdd4f44f00' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-56a0b327-5aaa-48ae-8e27-e962b2a753a3' class='xr-var-data-in' type='checkbox'><label for='data-56a0b327-5aaa-48ae-8e27-e962b2a753a3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[2.0 7.99890372535924 17.704255940017024 42.98070988744914   47.345342454918466]  [2.0 7.999023324537563 17.75294969639185 43.20017212132272   49.00731956524615]  [2.0 7.9991201949458155 17.78937247172426 43.41528939083669   50.6872965851239]  ...  [2.0 7.999676372695668 17.961864356973482 50.478318057350386   63.16701426294041]  [2.0 7.999676372695668 17.963159341465357 50.54256999772622   63.32817758552569]  [2.0 7.999676372695668 17.96437234631245 50.60215123388594   63.48928732466755]] [[2.0 7.998904858494622 17.704258029502153 42.98071157810832   47.34533894868084]  [2.0 7.999024216338732 17.752951198379904 43.20017173542364   49.00735638490812]  [2.0 7.999120768364529 17.78937362360096 43.415289183743745   50.6873669877583]  ...  [2.0 7.999676722086003 17.96186439225087 50.4783175364845   63.1697506851899]  [2.0 7.999676722086003 17.96315938030818 50.54256971023984   63.33126894261303]  [2.0 7.999676722086003 17.96437238680753 50.60215130476036   63.492734877545104]] [[2.0 7.998905344047585 17.704259312113987 42.98071423007152   47.34534122183295]  [2.0 7.999024756166564 17.75295216490035 43.20017254197837   49.00738061477373]  [2.0 7.9991213381870585 17.789374319413728 43.41528935515568   50.68740933457552]  ...  [2.0 7.999676873287898 17.96186441077519 50.47831716869781   63.171385675886334]  [2.0 7.999676873287898 17.963159393680744 50.54256948795629   63.33311302616657]  [2.0 7.999676873287898 17.964372396427844 50.602151401439116   63.49478872310222]] ... [[2.0 7.998912299220747 17.704272376305347 42.98072446716572   47.34536787224829]  [2.0 7.999029945953794 17.752961449948003 43.20018190054725   49.007556756053575]  [2.0 7.999125932896466 17.789380995839828 43.41530230408386   50.68770391291311]  ...  [2.0 7.99967839481304 17.961864601075476 50.47831915650977   63.181895130591926]  [2.0 7.99967839481304 17.96315957075667 50.54257092647982   63.34497751199552]  [2.0 7.99967839481304 17.964372561534535 50.6021524072836   63.508012689979196]] [[2.0 7.998912416688846 17.704272587239853 42.98072480680073   47.345369472601725]  [2.0 7.9990300579260225 17.752961606477193 43.200182001312186   49.007560356390094]  [2.0 7.999126031010901 17.78938110541102 43.41530220118514   50.68770885358525]  ...  [2.0 7.999678417017492 17.961864604534764 50.47831913597105   63.18200305758252]  [2.0 7.999678417017492 17.96315957394683 50.5425709159024   63.34509962106272]  [2.0 7.999678417017492 17.964372564487785 50.60215240479727   63.508149031144995]] [[2.0 7.998912533828348 17.70427278427476 42.98072515712623   47.34537110686134]  [2.0 7.999030169152969 17.752961754066124 43.200182115819075   49.007563953153515]  [2.0 7.999126128083081 17.78938121319147 43.41530212221511   50.68771375620076]  ...  [2.0 7.999678438591743 17.96186460787182 50.47831912260708   63.182108237724485]  [2.0 7.999678438591743 17.963159577028236 50.54257090946556   63.34521862281638]  [2.0 7.999678438591743 17.964372567344263 50.60215240387146   63.508281903175764]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.0 -0.0 -0.0 ... 1.643 1.822</div><input id='attrs-d2512810-f642-4be5-806d-f26687b5279d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d2512810-f642-4be5-806d-f26687b5279d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc827e27-bd1f-496d-969f-bcc9dc2955e4' class='xr-var-data-in' type='checkbox'><label for='data-bc827e27-bd1f-496d-969f-bcc9dc2955e4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[-0.0 -0.0 -0.0 ... 0.07950454649285585 0.11275955494970195  0.15158587912118973] [-0.0 -0.0 -0.0 ... 0.8708472092361565 0.9728101887852445  1.081630674199862] [-0.0 -0.0 -0.0 ... 1.08691793196446 1.1944431193104175  1.3081958257026822] ... [-0.0 0.0016346755999444133 0.008723332271529518 ... 1.4572591345515618  1.6195170376416788 1.7949602717860256] [-0.0 0.0016194198612309533 0.008680615252598568 ... 1.467911536123053  1.6315353096048026 1.8084583193992156] [-0.0 0.00160345835360318 0.008637501865060179 ... 1.4784495491432468  1.6434165376855394 1.8217940275534654]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration_in_core</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.0 -0.0 -0.0 ... 0.3287 0.3644</div><input id='attrs-18c7f416-604a-4c0c-af8b-2d3615765f40' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18c7f416-604a-4c0c-af8b-2d3615765f40' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6cc025ef-6376-44c7-8765-a7c27c1b20cb' class='xr-var-data-in' type='checkbox'><label for='data-6cc025ef-6376-44c7-8765-a7c27c1b20cb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[-0.0 -0.0 -0.0 ... 0.01590090929857117 0.02255191098994039  0.030317175824237944] [-0.0 -0.0 -0.0 ... 0.17416944184723132 0.19456203775704892  0.2163261348399724] [-0.0 -0.0 -0.0 ... 0.21738358639289196 0.23888862386208348  0.2616391651405364] ... [-0.0 0.00032693511998888264 0.0017446664543059036 ...  0.29145182691031235 0.32390340752833574 0.3589920543572051] [-0.0 0.00032388397224619064 0.0017361230505197139 ...  0.2935823072246106 0.32630706192096054 0.36169166387984314] [-0.0 0.000320691670720636 0.0017275003730120358 ... 0.29568990982864934  0.3286833075371079 0.3643588055106931]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_concentration</span></div><div class='xr-var-dims'>(dim_species, dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.06 ... 1.5e-05 1.5e-05</div><input id='attrs-c060d47b-1341-4de7-8dc8-55e5ea89e895' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c060d47b-1341-4de7-8dc8-55e5ea89e895' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0dccee0-80c8-405a-85cc-724a3027f418' class='xr-var-data-in' type='checkbox'><label for='data-f0dccee0-80c8-405a-85cc-724a3027f418' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  ...  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]] [[0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  ...  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]] [[-0.0 -0.0 -0.0 ... 0.01590090929857117 0.02255191098994039   0.030317175824237944]  [-0.0 -0.0 -0.0 ... 0.17416944184723132 0.19456203775704892   0.2163261348399724]  [-0.0 -0.0 -0.0 ... 0.21738358639289196 0.23888862386208348   0.2616391651405364]  ...  [-0.0 0.00032693511998888264 0.0017446664543059036 ...   0.29145182691031235 0.32390340752833574 0.3589920543572051]  [-0.0 0.00032388397224619064 0.0017361230505197139 ...   0.2935823072246106 0.32630706192096054 0.36169166387984314]  [-0.0 0.000320691670720636 0.0017275003730120358 ...   0.29568990982864934 0.3286833075371079 0.3643588055106931]] [[0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  ...  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]] [[1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  ...  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0 25.0 25.0 ... 834.2 855.4</div><input id='attrs-ac48e0a5-2a9b-4594-8b84-c373cd20f87a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac48e0a5-2a9b-4594-8b84-c373cd20f87a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6944be99-688f-46c4-9c0d-195d750286df' class='xr-var-data-in' type='checkbox'><label for='data-6944be99-688f-46c4-9c0d-195d750286df' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[24.999999999999996 24.999999999999996 24.999999999999996 ...  55.63693712127743 60.18597059057091 64.3718001843495] [24.999999999999996 24.999999999999996 24.999999999999996 ...  136.75932943891254 140.8108801183358 144.84440485904008] [24.999999999999996 24.999999999999996 24.999999999999996 ...  181.73147894994065 186.7506366050846 191.7541182690749] ... [24.999999999999996 130.55611346708056 196.97744517516054 ...  790.1381152340924 810.7572527335755 831.3250894763227] [24.999999999999996 131.9822235269406 199.69209902932818 ...  801.6469489637906 822.5659651719253 843.4329138182849] [24.999999999999996 133.37080840041943 202.36933639558623 ...  813.0242022718269 834.2396906311167 855.4023525647046]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>electron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] inf inf ... 200.2 205.3</div><input id='attrs-c18a6f08-d377-4025-bca6-4383335353b4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c18a6f08-d377-4025-bca6-4383335353b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44169bcb-e8ac-4cdc-a915-816becec141d' class='xr-var-data-in' type='checkbox'><label for='data-44169bcb-e8ac-4cdc-a915-816becec141d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[inf inf inf ... 0.333821622727646 0.36111582354340505  0.38623080110607594] [inf inf inf ... 1.6411119532668617 1.6897305614199294  1.7381328583083866] [inf inf inf ... 3.271166621098731 3.361511458891312 3.451574128843159] ... [inf 29.76679387049272 44.91085749993412 ... 180.1514902733628  184.85265362324313 189.54212040059465] [inf 30.883840305302375 46.72795117286018 ... 187.58538605751633  192.4804358502168 197.36330183347266] [inf 32.008994016098875 48.56864073493796 ... 195.1258085452318  200.21752575145186 205.29656461551895]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_power_loss_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.0 0.0 ... 0.9956 0.9958</div><input id='attrs-a54d14f8-394d-4835-b28a-ce6b0dd1101a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a54d14f8-394d-4835-b28a-ce6b0dd1101a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8f526feb-6b82-431d-8ba7-1a8ff768c316' class='xr-var-data-in' type='checkbox'><label for='data-8f526feb-6b82-431d-8ba7-1a8ff768c316' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.8971633791939723 0.9168031599710166  0.9303825736412867] [0.0 0.0 0.0 ... 0.9795553433499159 0.9809992282397215  0.9822984678556119] [0.0 0.0 0.0 ... 0.9849591682333756 0.985950726900647 0.9868503676486775] ... [0.0 0.563551034432907 0.844272529234104 ... 0.9951712472382457  0.9954724299036676 0.9957472986822375] [0.0 0.5641179626164938 0.8455561996589094 ... 0.9952201361155052  0.9955182631910424 0.9957903436076979] [0.0 0.5645335914417777 0.846788078632202 ... 0.9952672890920503  0.9955624695127402 0.9958318609353786]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_flux</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/m²/s] inf inf ... 9.018e+25</div><input id='attrs-812b1b41-4d03-43a3-b422-c6b8671c158e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-812b1b41-4d03-43a3-b422-c6b8671c158e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-66b4cf53-c947-4be0-80bc-6240e0014fb8' class='xr-var-data-in' type='checkbox'><label for='data-66b4cf53-c947-4be0-80bc-6240e0014fb8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[inf inf inf ... 1.46642585739019e+23 1.586324986469928e+23  1.6966511307284815e+23] [inf inf inf ... 7.209146560006045e+23 7.422720454840755e+23  7.635344128329434e+23] [inf inf inf ... 1.4369720205106492e+24 1.4766590860572854e+24  1.5162221997117656e+24] ... [inf 1.3076084127392661e+25 1.9728632967913296e+25 ...  7.913771475485618e+25 8.1202861835429e+25 8.326287079574945e+25] [inf 1.356678504799985e+25 2.052685362405483e+25 ...  8.240330819064169e+25 8.455362653448575e+25 8.669859272256681e+25] [inf 1.4061047367369336e+25 2.1335439582988142e+25 ...  8.571569713096225e+25 8.795240837474474e+25 9.018355022232652e+25]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>1/(meter<sup>2</sup> second)</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_q_parallel</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 0.0 0.0 0.0 ... 1.843 1.889</div><input id='attrs-69b2219f-2d48-4476-832b-f0ea0d106c58' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-69b2219f-2d48-4476-832b-f0ea0d106c58' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e77f2be-12cd-4990-aab2-6918f447dea2' class='xr-var-data-in' type='checkbox'><label for='data-5e77f2be-12cd-4990-aab2-6918f447dea2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.0030722299509522264 0.0033234241682360325  0.003554562539846186] [0.0 0.0 0.0 ... 0.0151034952574227 0.015550942438707801  0.015996398862352604] [0.0 0.0 0.0 ... 0.03010522801302801 0.030936690380002255  0.03176555589754368] ... [0.0 0.27395000637019923 0.4133239794559844 ... 1.6579717023844807  1.7012374882548342 1.744395628130944] [0.0 0.28423041746396044 0.43004707114799257 ... 1.7263873942552468  1.7714375574581833 1.8163755905239645] [0.0 0.29458544150790705 0.44698732072443864 ... 1.7957834735753488  1.8426436079637456 1.8893870609273646]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>gigawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 0.3 0.6 ... 11.7 12.0</div><input id='attrs-9b009392-9524-4453-a9ed-9b7f46001ef0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9b009392-9524-4453-a9ed-9b7f46001ef0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4464e6b-6ea0-4fc1-8530-8add4b9125b7' class='xr-var-data-in' type='checkbox'><label for='data-e4464e6b-6ea0-4fc1-8530-8add4b9125b7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.3 0.6 0.8999999999999999 1.2 1.5 1.7999999999999998 2.1 2.4 2.6999999999999997 3.0 3.3 3.5999999999999996 3.9 4.2 4.5 4.8 5.1 5.3999999999999995 5.7 6.0 6.3 6.6 6.8999999999999995 7.199999999999999 7.5 7.8 8.1 8.4 8.7 9.0 9.299999999999999 9.6 9.9 10.2 10.5 10.799999999999999 11.1 11.4 11.7 12.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_perp</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 0.0 0.0 ... 2.35e+05</div><input id='attrs-b63d4b9b-a410-4345-bf64-19a5ffd0792e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b63d4b9b-a410-4345-bf64-19a5ffd0792e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed149a17-067f-4e8a-a451-2264785c79b9' class='xr-var-data-in' type='checkbox'><label for='data-ed149a17-067f-4e8a-a451-2264785c79b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 15.488922139847313 20.710673290036425  26.471799872367143] [0.0 0.0 0.0 ... 383.0124731956347 424.3270791871489 468.5183894589114] [0.0 0.0 0.0 ... 1037.732318761288 1141.656020936557 1252.4434462811905] ... [0.0 325.42665458198525 1376.0703816592677 ... 178015.3365292236  194811.70020466566 212664.68790139808] [0.0 338.0779575658778 1443.6462593647752 ... 187256.97441376658  204924.92016947982 223704.27505695622] [0.0 350.7291766863418 1512.5784910881282 ... 196724.8708296  215285.74308675103 235014.15018986844]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_parallel</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 0.0 0.0 0.0 ... 415.2 453.3</div><input id='attrs-cb9ef0aa-7f13-4ae7-84fd-ff069f6b16dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb9ef0aa-7f13-4ae7-84fd-ff069f6b16dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a065d691-665f-4256-99f2-e8d0f51ba722' class='xr-var-data-in' type='checkbox'><label for='data-a065d691-665f-4256-99f2-e8d0f51ba722' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.029874862931825823 0.03994651920767959  0.05105851689389979] [0.0 0.0 0.0 ... 0.7387502522504122 0.8184374105907308  0.9036731245562801] [0.0 0.0 0.0 ... 2.0015667005751294 2.2020135960932357  2.4156991654864735] ... [0.0 0.6276793576867495 2.6541494408352104 ... 343.354026223146  375.75066803116505 410.1853146481383] [0.0 0.6520810519518686 2.784489051669471 ... 361.1791958878579  395.2569356410303 431.4783491226143] [0.0 0.6764825844621278 2.9174447832385586 ... 379.4407705230659  415.2407771065442 453.29271207964496]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>gigawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[mm] 0.3022 0.3022 ... 0.264 0.2636</div><input id='attrs-f3a0a045-632a-45b0-8712-77a75bd81b14' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f3a0a045-632a-45b0-8712-77a75bd81b14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1bf35942-451c-49d1-8828-f92068ad6fd5' class='xr-var-data-in' type='checkbox'><label for='data-1bf35942-451c-49d1-8828-f92068ad6fd5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.3022457444909572 0.3022457444909572 0.3022457444909572 ...  0.3183190769233986 0.3165109110090199 0.3149914028229317] [0.3022457444909572 0.3022457444909572 0.3022457444909572 ...  0.2989132606603235 0.29831347532979663 0.2977345446956345] [0.3022457444909572 0.3022457444909572 0.3022457444909572 ...  0.2931281232339669 0.2925800728554015 0.2920492264908548] ... [0.3022457444909572 0.29986973026624036 0.2915106610121551 ...  0.2650002418083817 0.2645321573781876 0.26407774349240615] [0.3022457444909572 0.2996455620585128 0.2912367688829701 ...  0.2647373872576752 0.26426977719758427 0.2638158240024616] [0.3022457444909572 0.2994297901810794 0.2909705302595231 ...  0.2644814721377129 0.2640143232945612 0.2635608180429767]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>millimeter</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fieldline_pitch_at_omp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.215</div><input id='attrs-68276867-0896-4f33-824d-283aa0b0fd84' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-68276867-0896-4f33-824d-283aa0b0fd84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b3e16b2-85d9-40d2-8c51-c705aeaf4762' class='xr-var-data-in' type='checkbox'><label for='data-9b3e16b2-85d9-40d2-8c51-c705aeaf4762' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.214648364176006 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_t_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 9.327</div><input id='attrs-e6c44d1d-7e2a-4e90-9851-7bd7456a5618' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e6c44d1d-7e2a-4e90-9851-7bd7456a5618' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4fbd075c-3c31-474c-8488-034582bed8f6' class='xr-var-data-in' type='checkbox'><label for='data-4fbd075c-3c31-474c-8488-034582bed8f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.326504089901384 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_pol_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 3.053</div><input id='attrs-fddedac6-0440-4cb7-b665-d87d1efd34e8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fddedac6-0440-4cb7-b665-d87d1efd34e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3c66b06c-9237-4801-8903-494fb7ee4db3' class='xr-var-data-in' type='checkbox'><label for='data-3c66b06c-9237-4801-8903-494fb7ee4db3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.0527119151332296 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>PBpRnSq</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/1e10 m^-3²/m] 0.0 ... 118.0</div><input id='attrs-b3240a02-413b-4d78-9bf5-7a3ce722cec3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b3240a02-413b-4d78-9bf5-7a3ce722cec3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-469d7795-026d-4ca1-941c-b3702a00ef5d' class='xr-var-data-in' type='checkbox'><label for='data-469d7795-026d-4ca1-941c-b3702a00ef5d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 15.02561358692426 19.97704538203156 25.41151301757597] [0.0 0.0 0.0 ... 87.2261011370746 96.44106124459265 106.27820960889882] [0.0 0.0 0.0 ... 103.00271517380517 113.10605583618486  123.85684924602087] ... [0.0 0.20595242498436012 0.8465960713155316 ... 99.55999110440574  108.76137005981592 118.52455752920386] [0.0 0.2029756049111093 0.8424150799539563 ... 99.32816650207617  108.50791327150924 118.2481251562396] [0.0 0.2000300629379945 0.8382919501407947 ... 99.10210795325362  108.26077434421823 117.97859737240381]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt tesla/(_1e20_per_cubic_metre<sup>2</sup> meter)</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PB_over_R</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/m] 0.0 0.0 ... 6.211e+03</div><input id='attrs-f2de42a5-fd70-47cc-9af2-8ea2b60a3e82' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f2de42a5-fd70-47cc-9af2-8ea2b60a3e82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e637206-25cd-4134-82de-8c8c8261bd04' class='xr-var-data-in' type='checkbox'><label for='data-4e637206-25cd-4134-82de-8c8c8261bd04' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.4943841150649545 0.6572998730250051  0.8361088419436401] [0.0 0.0 0.0 ... 11.479916895705598 12.692707274416973 13.98738448961766] [0.0 0.0 0.0 ... 30.501659919780906 33.49350979886031 36.677086502652216] ... [0.0 9.785125392297605 40.22311810641748 ... 4730.252615800105  5167.424680501816 5631.289156114204] [0.0 10.15793315519176 42.158741563279634 ... 4970.887394067443  5430.288680770468 5917.738496652652] [0.0 10.530464937609848 44.13138634653439 ... 5217.172147610916  5699.324749518635 6210.913823506614]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt tesla/meter</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_total_pressure</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 1.602e+04 ... 2.563e+06</div><input id='attrs-e3d73da7-f4c1-488b-b239-4c5987ac9da1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e3d73da7-f4c1-488b-b239-4c5987ac9da1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cd5197d3-663d-44ab-a5bc-cbb4499454d8' class='xr-var-data-in' type='checkbox'><label for='data-cd5197d3-663d-44ab-a5bc-cbb4499454d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[16021.766339999998 17679.19044413793 19336.614548275862 ...  60772.21715172413 62429.64125586208 64087.06535999999] [32043.532679999997 35358.38088827586 38673.229096551724 ...  121544.43430344826 124859.28251172416 128174.13071999999] [48065.29902 53037.57133241379 58009.84364482758 ... 182316.6514551724  187288.92376758624 192261.19608] ... [608827.12092 671809.2368772414 734791.3528344827 ... 2309344.251765517  2372326.3677227586 2435308.48368] [624848.88726 689488.4273213793 754127.9673827585 ... 2370116.468917241  2434756.0089786206 2499395.54904] [640870.6536 707167.6177655172 773464.5819310345 ... 2430888.686068965  2497185.6502344827 2563482.6144]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>pascal</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>power_crossing_separatrix</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 864.2 941.8</div><input id='attrs-20b45943-1a37-40a2-abf5-d81818c051a7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-20b45943-1a37-40a2-abf5-d81818c051a7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-724d49b5-d075-4473-bbed-f31acaa6ca11' class='xr-var-data-in' type='checkbox'><label for='data-724d49b5-d075-4473-bbed-f31acaa6ca11' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.07496808302214475 0.0996725217292016  0.12678699652424053] [0.0 0.0 0.0 ... 1.740807070250439 1.9247138080058528 2.1210378119502193] [0.0 0.0 0.0 ... 4.625251709147105 5.078933862941932 5.561689346713656] ... [0.0 1.483809998012342 6.099407253841996 ... 717.292404854934  783.5848900760951 853.924994984531] [0.0 1.5403423227135047 6.392923925579289 ... 753.782104838096  823.4454147069973 897.3619851481483] [0.0 1.5968327979162478 6.692054486974477 ... 791.1285633672292  864.241867754875 941.818899466167]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>breakdown_flux_consumption</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 0.1284</div><input id='attrs-babd4cd7-97fa-4379-abce-f6a419cec0e4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-babd4cd7-97fa-4379-abce-f6a419cec0e4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5c7249f-c503-441d-b5d6-b506ab8191ef' class='xr-var-data-in' type='checkbox'><label for='data-f5c7249f-c503-441d-b5d6-b506ab8191ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.12840000000000001 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>max_flattop_duration</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] -1.366 -1.575 ... 68.3 74.16</div><input id='attrs-2fe2fdc4-2002-42d4-bcab-0586a183db6b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2fe2fdc4-2002-42d4-bcab-0586a183db6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2092794d-8a49-4d9d-a4c9-748dc51df01c' class='xr-var-data-in' type='checkbox'><label for='data-2092794d-8a49-4d9d-a4c9-748dc51df01c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[-1.3664346742413571 -1.5753753088143694 -1.7922096791726139 ...  -8.943808675028988 -9.273054269110714 -9.604084259885205] [-1.3186649498886704 -1.5143822904329378 -1.7160341125304117 ...  -7.615345486574152 -7.851578818164387 -8.085753841556993] [-1.2706305585600943 -1.4530239391895605 -1.6393676691965453 ...  -6.261962497986412 -6.402699189223723 -6.537359114709471] ... [0.5305161576444513 0.8650170649238725 1.2790860910841257 ...  57.942064598871355 63.02141224781154 68.40693309052897] [0.5852032049231511 0.9358838212786545 1.3689318060454525 ...  60.34439951013053 65.64155338541364 71.26009175100667] [0.6400677828544454 1.0070075967334382 1.4591381248913493 ...  62.7843707255181 68.30420574658164 74.16116016894395]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>flux_needed_from_CS_over_rampup</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 35.55 35.55 ... 32.42 32.33</div><input id='attrs-e5b2c228-9753-4fe0-919f-07d24e217acc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e5b2c228-9753-4fe0-919f-07d24e217acc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e83630a2-674c-499f-a577-daa13ab63dce' class='xr-var-data-in' type='checkbox'><label for='data-e83630a2-674c-499f-a577-daa13ab63dce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[35.54876129499059 35.54666844289057 35.54457559079053 ...  35.49225428828974 35.490161436189716 35.48806858408969] [35.528530391356966 35.5243446871569 35.520158982956836 ...  35.41551637795526 35.41133067375519 35.40714496955512] [35.50829948772333 35.502020931423225 35.49574237512313 ...  35.33877846762077 35.33249991132066 35.32622135502057] ... [34.80021786054596 34.72068948074476 34.64116110094357 ...  32.65295160591356 32.57342322611235 32.49389484631115] [34.779986956912325 34.6983657250111 34.61674449310986 ...  32.57621369557907 32.49459246367783 32.412971231776595] [34.75975605327869 34.67604196927742 34.59232788527616 ...  32.49947578524458 32.41576170124331 32.332047617242054]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>weber</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>poloidal_field_flux</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 11.67 11.68 ... 15.1 15.19</div><input id='attrs-4be1822d-dd0d-4b1c-bb76-32e0565bf677' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4be1822d-dd0d-4b1c-bb76-32e0565bf677' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae319c4b-36a2-4294-b257-5a56727efd3c' class='xr-var-data-in' type='checkbox'><label for='data-ae319c4b-36a2-4294-b257-5a56727efd3c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[11.674556203046441 11.676846420573717 11.679136638100983 ...  11.736392076282751 11.738682293810022 11.74097251133729] [11.696694972476724 11.701275407531266 11.70585584258581 ...  11.820366718949344 11.824947154003883 11.829527589058426] [11.71883374190701 11.725704394488824 11.732575047070636 ...  11.904341361615936 11.91121201419775 11.91808266677956] ... [12.493690671966922 12.580718938003209 12.667747204039493 ...  14.843453854946635 14.930482120982923 15.017510387019204] [12.515829441397205 12.605147924960765 12.694466408524317 ...  14.927428497613224 15.016746981176782 15.106065464740338] [12.53796821082749 12.629576911918317 12.72118561300914 ...  15.011403140279816 15.103011841370641 15.194620542461468]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>weber</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>resistive_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 12.14</div><input id='attrs-1bd43a84-9dbf-48ac-ac03-bd4c8784834b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1bd43a84-9dbf-48ac-ac03-bd4c8784834b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7c12dd6-fb0c-4f78-b53f-719a8a21971a' class='xr-var-data-in' type='checkbox'><label for='data-b7c12dd6-fb0c-4f78-b53f-719a8a21971a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.135344108941705 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_flux</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 23.51 23.51 ... 23.81 23.82</div><input id='attrs-1fa419a7-982e-4acf-8660-c3ca4f7709d4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1fa419a7-982e-4acf-8660-c3ca4f7709d4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff8b07fd-c800-4a72-b786-88af7c60f96e' class='xr-var-data-in' type='checkbox'><label for='data-ff8b07fd-c800-4a72-b786-88af7c60f96e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[23.51393730658294 23.514134672010183 23.51433203743742 ...  23.519266173118396 23.519463538545633 23.519660903972877] [23.51584517237958 23.516239903234062 23.516634634088543 ...  23.526502905450496 23.526897636304973 23.527292367159454] [23.517753038176235 23.518345134457952 23.518937230739667 ...  23.5337396377826 23.534331734064317 23.53492383034603] ... [23.58452834105879 23.592028227293873 23.599528113528958 ...  23.78702526940609 23.794525155641175 23.802025041876256] [23.58643620685543 23.59413345851776 23.601830710180085 ...  23.79426200173819 23.801959253400515 23.809656505062836] [23.588344072652077 23.596238689741643 23.6041333068312 ...  23.80149873407029 23.80939335115985 23.817287968249413]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>weber</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 11.57</div><input id='attrs-4a27f281-52cc-4c2e-aad0-599a1b304954' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4a27f281-52cc-4c2e-aad0-599a1b304954' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f548aa91-fcda-44ed-8e45-8586e4982eee' class='xr-var-data-in' type='checkbox'><label for='data-f548aa91-fcda-44ed-8e45-8586e4982eee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>11.574036082512393 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 1.055 1.055 ... 1.365 1.373</div><input id='attrs-1fb91c13-4857-46c3-a45c-7b81125cda9f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1fb91c13-4857-46c3-a45c-7b81125cda9f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f81735dc-04b6-4338-a647-5e3923b19ccd' class='xr-var-data-in' type='checkbox'><label for='data-f81735dc-04b6-4338-a647-5e3923b19ccd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.0547974804289935 1.0550044018429976 1.0552113232570008 ...  1.060384358607092 1.0605912800210957 1.0607982014350992] [1.056797720764362 1.0572115635923693 1.057625406420377 ...  1.0679714771205593 1.0683853199485664 1.0687991627765738] [1.058797961099731 1.059418725341742 1.0600394895837528 ...  1.0755585956340263 1.0761793598760374 1.0768001241180483] ... [1.1288063728376316 1.1366693865697703 1.1445324003019088 ...  1.3411077436053744 1.3489707573375131 1.3568337710696514] [1.1308066131730004 1.1388765483191428 1.1469464834652847 ...  1.3486948621188413 1.3567647972649837 1.3648347324111259] [1.132806853508369 1.141083710068515 1.1493605666286606 ...  1.3562819806323083 1.3645588371924542 1.3728356937526]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>tesla</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>invmu_0_dLedR</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.166 2.166 ... 2.156 2.156</div><input id='attrs-bb367cd8-08da-43c0-8c6a-568deba8143f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bb367cd8-08da-43c0-8c6a-568deba8143f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a317bff7-7922-44a3-b6e6-92acf9718574' class='xr-var-data-in' type='checkbox'><label for='data-a317bff7-7922-44a3-b6e6-92acf9718574' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[2.166391605680317 2.1663846168074086 2.166377627934499 ...  2.1662029061117765 2.166195917238867 2.1661889283659583] [2.1663240465755305 2.1663100688297128 2.1662960910838955 ...  2.1659466474384494 2.1659326696926318 2.165918691946814] [2.166256487470745 2.1662355208520183 2.1662145542332913 ...  2.1656903887651233 2.1656694221463964 2.16564845552767] ... [2.1638919188032304 2.1636263416326917 2.163360764462153 ...  2.1567213351986894 2.1564557580281507 2.1561901808576116] [2.1638243596984443 2.1635517936549973 2.1632792276115493 ...  2.1564650765253623 2.156192510481915 2.1559199444384674] [2.1637568005936583 2.163477245677302 2.163197690760945 ...  2.1562088178520358 2.155929262935679 2.1556497080193227]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_field_mutual_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.029</div><input id='attrs-3bd718a5-3479-4f97-a112-84183a444aa5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3bd718a5-3479-4f97-a112-84183a444aa5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00b11024-9676-422e-a6cd-ec002f892c15' class='xr-var-data-in' type='checkbox'><label for='data-00b11024-9676-422e-a6cd-ec002f892c15' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0293853117575016 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_inductance</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 2.703e-06 ... 2.738e-06</div><input id='attrs-42e56932-e897-4ab2-87fa-7d15ab5dffb6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-42e56932-e897-4ab2-87fa-7d15ab5dffb6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6882eab3-d1f5-4d6a-bf71-fbbb2abfb1d6' class='xr-var-data-in' type='checkbox'><label for='data-6882eab3-d1f5-4d6a-bf71-fbbb2abfb1d6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[2.7027514145497633e-06 2.7027741002310556e-06 2.702796785912347e-06 ...  2.7033639279446433e-06 2.7033866136259348e-06 2.703409299307227e-06] [2.7029707094689176e-06 2.7030160808315014e-06 2.7030614521940853e-06  ... 2.7041957362586776e-06 2.7042411076212614e-06  2.7042864789838452e-06] [2.7031900043880728e-06 2.7032580614319485e-06 2.703326118475824e-06 ...  2.7050275445727123e-06 2.705095601616588e-06 2.7051636586604634e-06] ... [2.7108653265584814e-06 2.7117273824475716e-06 2.712589438336662e-06 ...  2.7341408355639183e-06 2.7350028914530085e-06 2.7358649473420983e-06] [2.7110846214776357e-06 2.7119693630480183e-06 2.7128541046184004e-06  ... 2.7349726438779527e-06 2.735857385448335e-06 2.736742127018717e-06] [2.7113039163967905e-06 2.7122113436484645e-06 2.713118770900138e-06 ...  2.7358044521919874e-06 2.736711879443661e-06 2.737619306695335e-06]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>henry</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 1.33e-06</div><input id='attrs-f57bc6a7-a4da-42d4-a29d-ee8a4a1ef20d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f57bc6a7-a4da-42d4-a29d-ee8a4a1ef20d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de9f1345-02ba-4434-a8d6-64f7efa0e92a' class='xr-var-data-in' type='checkbox'><label for='data-de9f1345-02ba-4434-a8d6-64f7efa0e92a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.3303489750014244×10<sup>-6</sup> henry</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.144</div><input id='attrs-ac1f0f87-df14-4f63-acfb-c29800bb9dee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac1f0f87-df14-4f63-acfb-c29800bb9dee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10c1ebdc-d0e4-4e29-8746-5a7897db8f70' class='xr-var-data-in' type='checkbox'><label for='data-10c1ebdc-d0e4-4e29-8746-5a7897db8f70' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1444952177978316 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>cylindrical_safety_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.675</div><input id='attrs-2a9e5dc4-d44d-44e8-93c8-729f82498dad' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2a9e5dc4-d44d-44e8-93c8-729f82498dad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6dd659d3-b88c-4920-bb03-e8c8c07b073f' class='xr-var-data-in' type='checkbox'><label for='data-6dd659d3-b88c-4920-bb03-e8c8c07b073f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.675118549054515 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.707</div><input id='attrs-87af7405-2df6-4230-b481-63346f6047e1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-87af7405-2df6-4230-b481-63346f6047e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-430b5d2c-4acd-4312-81dd-2308a4fa40f8' class='xr-var-data-in' type='checkbox'><label for='data-430b5d2c-4acd-4312-81dd-2308a4fa40f8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.707317073170732 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_auxiliary</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 723.9 797.8</div><input id='attrs-156cc9ed-d426-495b-8c8b-674f74460387' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-156cc9ed-d426-495b-8c8b-674f74460387' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5cf900d2-de10-4d7e-bd3a-184fc40b6b5b' class='xr-var-data-in' type='checkbox'><label for='data-5cf900d2-de10-4d7e-bd3a-184fc40b6b5b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.11438480117409061 0.19571283309247678  0.2799376837525347] [0.0 0.0 0.0 ... 1.7239059540200041 1.975594678280806 2.241463081672306] [0.0 0.0 0.0 ... 4.2655844468340565 4.787365971464906 5.3412458758331045] ... [0.0 0.0 0.0 ... 593.0759510770404 655.9679299900714 723.0331935854836] [0.0 0.0 0.0 ... 623.4334650838128 689.5181662520404 759.9873892231661] [0.0 0.0 0.0 ... 654.5273454826378 723.8802642690789 797.8338636272142]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_ohmic</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 3.487 3.012 ... 0.2334 0.2194</div><input id='attrs-0e10bf7a-1cf0-4d48-9408-444f22cd9330' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0e10bf7a-1cf0-4d48-9408-444f22cd9330' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60bc5213-0222-4ea2-9941-e2e424df04db' class='xr-var-data-in' type='checkbox'><label for='data-60bc5213-0222-4ea2-9941-e2e424df04db' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[3.4865056347881627 3.011824627639665 2.636647116308301 ...  0.4744480136369748 0.4555316165540201 0.4378318484463065] [3.472739154293652 2.998557688026248 2.623817546460159 ...  0.4662834822348531 0.4474578965408849 0.4298456969936376] [3.459408937320603 2.9857112224544777 2.6113950993188477 ...  0.45841903662347 0.43968305140689246 0.4221573062301672] ... [3.065611530839772 2.607802879918174 2.2475662094552447 ...  0.256981440546274 0.24170601695776725 0.22753306394177275] [3.0555155218097245 2.5981667619247544 2.238340698862889 ...  0.25267382292419754 0.23750602754647807 0.22343739260701936] [3.0454677106458417 2.5885796153871463 2.2291649733153003 ...  0.24843026954079145 0.23337037826643126 0.219406318106115]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>loop_voltage</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[V] 0.4016 0.347 ... 0.03598</div><input id='attrs-d5f4e1ba-8b6c-4837-bc39-a8cdb2b5d779' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d5f4e1ba-8b6c-4837-bc39-a8cdb2b5d779' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14b61f46-3471-4f35-a636-76296dd94e37' class='xr-var-data-in' type='checkbox'><label for='data-14b61f46-3471-4f35-a636-76296dd94e37' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.40160082683444964 0.3470083857680838 0.30385707493887465 ...  0.05503855305672085 0.05285868301477356 0.05081885694488092] [0.40080718866576986 0.34624327718927295 0.30311692475030444 ...  0.05456303705298882 0.052388275438767444 0.050353371810873675] [0.4000371975150223 0.34550079863325045 0.30239853111541015 ...  0.05410100551220281 0.051931209243795996 0.04990109144938249] ... [0.3765806876478387 0.3228959642314358 0.2805431952999236 ...  0.04050681332007904 0.038504005025243114 0.03663525085055777] [0.37596007888673055 0.3222988453596626 0.2799668363300574 ...  0.04016588654617447 0.03816801107084859 0.0363040336414787] [0.37534141407635846 0.3217036611972385 0.2793924082781358 ...  0.03982717650682941 0.03783424857240242 0.035975062643035474]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neoclassical_loop_resistivity</span></div><div class='xr-var-dims'>(dim_average_electron_temp, dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 7.108e-09 ... 9.064e-10</div><input id='attrs-54c32547-a90f-460e-84e2-af5005274ee1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-54c32547-a90f-460e-84e2-af5005274ee1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-04f1680e-481d-4fa1-b72f-43e518f1e3dc' class='xr-var-data-in' type='checkbox'><label for='data-04f1680e-481d-4fa1-b72f-43e518f1e3dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[7.108238697993765e-09 7.108238953905996e-09 7.108239091999494e-09 ...  7.108241025569697e-09 7.108241066888935e-09 7.108241108381653e-09] [6.14346570080446e-09 6.143466140208515e-09 6.143466419255773e-09 ...  6.143468719827859e-09 6.1434687681183545e-09 6.143468816224617e-09] [5.380837481097107e-09 5.380838017268223e-09 5.38083838203764e-09 ...  5.3808410380440035e-09 5.380841086546669e-09 5.380841134621897e-09] ... [9.810893496790314e-10 9.81093093345112e-10 9.810953282924818e-10 ...  9.811097140985287e-10 9.811098620681421e-10 9.811100062698315e-10] [9.424912564403074e-10 9.424953273464175e-10 9.424977540006575e-10 ...  9.425133861120668e-10 9.425135472247873e-10 9.425137042358557e-10] [9.063701897060382e-10 9.06374564618975e-10 9.063771692700402e-10 ...  9.063939587719388e-10 9.063941320956225e-10 9.063943010074968e-10]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter ohm</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>trapped_particle_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.378</div><input id='attrs-ab6bc634-c502-4a45-96bb-13fba39f4fa7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ab6bc634-c502-4a45-96bb-13fba39f4fa7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-123a565c-b834-4dab-a013-2e4034bae454' class='xr-var-data-in' type='checkbox'><label for='data-123a565c-b834-4dab-a013-2e4034bae454' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.377505168672477 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>spitzer_resistivity</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 2.504e-09 ... 3.13e-10</div><input id='attrs-0f02ba9a-c8a5-4af3-b906-90bab8748e87' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0f02ba9a-c8a5-4af3-b906-90bab8748e87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8346f51e-6084-4ddd-8e6b-940c21fe31c2' class='xr-var-data-in' type='checkbox'><label for='data-8346f51e-6084-4ddd-8e6b-940c21fe31c2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[2.5043961347997644e-09 2.1606033951769117e-09 1.8888521079518866e-09 1.6696468665523828e-09 1.489787193268331e-09 1.3400500119624194e-09 1.2138170534260294e-09 1.1062289383305788e-09 1.0136457814443183e-09 9.332929413028443e-10 8.630222730607972e-10 8.011475104017023e-10 7.463284319633349e-10 6.974878594389482e-10 6.537511993347601e-10 6.144017472615802e-10 5.788471960884394e-10 5.465942279241521e-10 5.172290192992995e-10 4.904021266161872e-10 4.658166542488862e-10 4.4321890930058596e-10 4.223909589174988e-10 4.031446568260127e-10 3.8531681431633305e-10 3.6876526992908605e-10 3.533656702384195e-10 3.3900881730697033e-10 3.255984707544913e-10 3.1304951684997055e-10]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter ohm</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>inductive_plasma_current</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.682e+06 ... 6.099e+06</div><input id='attrs-d742e987-e7b0-4357-bb3e-3cdbacabf8fa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d742e987-e7b0-4357-bb3e-3cdbacabf8fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55f754f9-4262-4c72-b719-402f68f11779' class='xr-var-data-in' type='checkbox'><label for='data-55f754f9-4262-4c72-b719-402f68f11779' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[8681520.06127565 8679400.127386428 8677260.902477594 ...  8620285.005458355 8617914.608782493 8615539.08859436] [8664363.445810208 8660262.554028146 8656123.535898086 ...  8545775.811233208 8541183.934635974 8536582.189731605] [8647718.159236167 8641691.232742459 8635607.75142195 ...  8473392.17235197 8466643.812254759 8459881.21639354] ... [8140649.882998233 8076294.437824036 8011480.039829206 ...  6344153.476494026 6277425.343137824 6210768.553760526] [8127233.962865222 8061359.199178592 7995020.868200521 ...  6290756.775248199 6222646.160566564 6154616.173331602] [8113860.065615568 8046472.352082037 7978616.8387802495 ...  6237707.297633604 6168230.8245090805 6098844.643668482]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>ampere</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>bootstrap_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.002124 0.002368 ... 0.299</div><input id='attrs-ee586bed-d07d-4964-8658-964450e0b0e3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ee586bed-d07d-4964-8658-964450e0b0e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08d0e9bb-49d8-473b-8c3f-c7bbe0b47979' class='xr-var-data-in' type='checkbox'><label for='data-08d0e9bb-49d8-473b-8c3f-c7bbe0b47979' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.002124130887856379 0.0023678014498357686 0.0026136893703915137 ...  0.00916264305076379 0.009435102438793874 0.0097081507362804] [0.004096155653999082 0.004567522525500515 0.00504327173585215 ...  0.017726918249056742 0.01825472015678469 0.018783656352689106] [0.006009406984348739 0.006702157156039226 0.007401407882534449 ...  0.026046876741152917 0.02682255031554498 0.02759986018465055] ... [0.06429311689675485 0.07169029450298435 0.07914022530698787 ...  0.27078695672482456 0.278456857110595 0.28611855703902] [0.06583517668215833 0.07340698860016176 0.08103208411488266 ...  0.2769245085921611 0.2847533148774065 0.29257285364004587] [0.0673724062510841 0.07511812045034051 0.08291760473790236 ...  0.2830221496972869 0.29100795120585277 0.29898337429097904]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_external</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 724.1 798.1</div><input id='attrs-9f8538e3-05b4-4a4a-bfd2-b71122880f5f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9f8538e3-05b4-4a4a-bfd2-b71122880f5f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3670d09c-a503-41c2-a79b-c830acd4a831' class='xr-var-data-in' type='checkbox'><label for='data-3670d09c-a503-41c2-a79b-c830acd4a831' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.5888328148110654 0.6512444496464969  0.7177695321988412] [0.0 0.0 0.0 ... 2.1901894362548573 2.423052574821691 2.6713087786659435] [0.0 0.0 0.0 ... 4.724003483457526 5.227049022871799 5.763403182063271] ... [0.0 0.0 0.0 ... 593.3329325175866 656.2096360070292 723.2607266494254] [0.0 0.0 0.0 ... 623.686138906737 689.7556722795869 760.2108266157732] [0.0 0.0 0.0 ... 654.7757757521786 724.1136346473453 798.0532699453204]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_launched</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 804.6 886.7</div><input id='attrs-648b3f51-a92a-4e0e-a706-26fcdce98c56' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-648b3f51-a92a-4e0e-a706-26fcdce98c56' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6190d98d-cba5-4f11-a5f8-3e81adeb2e8d' class='xr-var-data-in' type='checkbox'><label for='data-6190d98d-cba5-4f11-a5f8-3e81adeb2e8d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.654258683123406 0.7236049440516632 0.7975217024431569] [0.0 0.0 0.0 ... 2.4335438180609525 2.6922806386907676 2.968120865184382] [0.0 0.0 0.0 ... 5.248892759397251 5.807832247635332 6.403781313403635] ... [0.0 0.0 0.0 ... 659.2588139084296 729.121817785588 803.6230296104726] [0.0 0.0 0.0 ... 692.9845987852633 766.3951914217631 844.678696239748] [0.0 0.0 0.0 ... 727.5286397246429 804.570705163717 886.7258554948004]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Q</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1e+06 1e+06 ... 0.9991 0.9296</div><input id='attrs-9cf0cebd-8f50-45bc-9e12-e83dd94f4cc4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9cf0cebd-8f50-45bc-9e12-e83dd94f4cc4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a7709ad8-699f-4651-a883-5ec5eb1df3f4' class='xr-var-data-in' type='checkbox'><label for='data-a7709ad8-699f-4651-a883-5ec5eb1df3f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1000000.0 1000000.0 1000000.0 ... 1.0376746224882232 0.9609680064689108  0.8918163828545732] [1000000.0 1000000.0 1000000.0 ... 1.06885338981229 0.9900822548587712  0.919061001273198] [1000000.0 1000000.0 1000000.0 ... 1.0857136179303166 1.0058772328111345  0.9338861497718205] ... [1000000.0 1000000.0 1000000.0 ... 1.0809190949099516 1.0037130745971405  0.9338785813348296] [1000000.0 1000000.0 1000000.0 ... 1.0783838854111685 1.0014024466263318  0.9317662411839651] [1000000.0 1000000.0 1000000.0 ... 1.075817928977063 0.9990626759929926  0.9296262795126315]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_power_flux_to_walls</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 0.0008804 0.00115 ... 11.87</div><input id='attrs-2ba34ed9-eccb-47e0-a4ca-710c0d22b662' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2ba34ed9-eccb-47e0-a4ca-710c0d22b662' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5ddc0f8-aa54-409f-a261-eb8191606f62' class='xr-var-data-in' type='checkbox'><label for='data-f5ddc0f8-aa54-409f-a261-eb8191606f62' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0008804185999082648 0.0011495472733787085 0.001447239886006065 ...  0.009779666936259148 0.010016680651545673 0.01024545687740413] [0.003284991900852426 0.004297272195045208 0.005419417315300007 ...  0.03746887752697298 0.03839767941113257 0.0392951809870898] [0.007082164861900623 0.009275304126895008 0.01170967340781121 ...  0.08209115354208607 0.0841535450281499 0.0861477225257068] ... [0.8131195784760487 1.0718324485727417 1.3609647690486895 ...  10.265083990512267 10.542000898557244 10.810758413371866] [0.8525373850392208 1.1238183412623146 1.4269992660548396 ...  10.764908573716273 11.055408457568124 11.337358660975282] [0.8927563919637503 1.1768595922813525 1.4943724033321057 ...  11.274628624716676 11.578980528098018 11.874385325218125]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_rate</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/s] 2.167e+16 ... 2.923e+20</div><input id='attrs-995e5a0e-3c65-4377-b3e4-ce7a20bffc62' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-995e5a0e-3c65-4377-b3e4-ce7a20bffc62' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9259e56-bcab-4534-8994-b47b10a95c32' class='xr-var-data-in' type='checkbox'><label for='data-b9259e56-bcab-4534-8994-b47b10a95c32' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[2.1674683970182988e+16 2.830025837921323e+16 3.5629037325533044e+16 ...  2.4076182647566854e+17 2.4659677518753088e+17 2.5222892834273446e+17] [8.08719412595393e+16 1.0579287712818011e+17 1.334185325297584e+17 ...  9.22431760527606e+17 9.452975738034356e+17 9.673928169339658e+17] [1.7435306934954006e+17 2.283451141294955e+17 2.8827590709102317e+17 ...  2.0209702634154678e+18 2.071743479346943e+18 2.120837361557632e+18] ... [2.0017875468865724e+19 2.638702725524223e+19 3.350506368988231e+19 ...  2.5271212062639387e+20 2.5952943056112324e+20 2.6614586755918948e+20] [2.0988287157287096e+19 2.766684778046937e+19 3.513074135490146e+19 ...  2.650171081432456e+20 2.721688120901179e+20 2.7911003477080152e+20] [2.1978423286594916e+19 2.8972649763004244e+19 3.6789374485456237e+19  ... 2.775657083430261e+20 2.850584297850783e+20 2.9233088588893782e+20]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>1/second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_fusion</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.06112 0.0798 ... 803.8 824.3</div><input id='attrs-4ef78085-c56d-4a38-873f-b6e793711964' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4ef78085-c56d-4a38-873f-b6e793711964' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a108cb0-d27b-4b1d-853b-89a99ccfbbad' class='xr-var-data-in' type='checkbox'><label for='data-5a108cb0-d27b-4b1d-853b-89a99ccfbbad' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.061118943083196285 0.07980194237195513 0.10046785952699386 ...  0.6789076320197224 0.6953612005563745 0.7112429199208774] [0.22804519695276776 0.2983180213699896 0.37621769743667616 ...  2.601101559191192 2.665579285467568 2.7278841342562288] [0.49164616824930574 0.6438946031695599 0.8128893035760503 ...  5.698794347933433 5.8419662298827 5.980402674755252] ... [56.44702331582768 74.40695417596366 94.47861308971582 ...  712.6054404413079 731.8291014854286 750.4863348206259] [59.183420157114284 78.01583160853288 99.06274916370029 ...  747.303424168152 767.4700197724095 787.0430938034822] [61.97543658582119 81.6979723566178 103.73981407692978 ...  782.6883544600652 803.8165617264322 824.3236579912866]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_neutron</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0489 0.06384 ... 643.1 659.5</div><input id='attrs-1655bcd0-6dda-4c92-a8aa-574a1c049641' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1655bcd0-6dda-4c92-a8aa-574a1c049641' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a8c313f-08d0-4ff7-9bf5-e5a60d293e0b' class='xr-var-data-in' type='checkbox'><label for='data-3a8c313f-08d0-4ff7-9bf5-e5a60d293e0b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.04889515446655704 0.06384155389756412 0.08037428762159511 ...  0.543126105615778 0.5562889604450998 0.568994335936702] [0.18243615756221418 0.2386544170959917 0.3009741579493409 ...  2.080881247352954 2.132463428374055 2.1823073074049835] [0.3933169345994446 0.515115682535648 0.6503114428608402 ...  4.559035478346747 4.673572983906159 4.7843221398042015] ... [45.157618652662144 59.525563340770915 75.58289047177264 ...  570.0843523530464 585.4632811883429 600.3890678565007] [47.346736125691436 62.41266528682632 79.25019933096023 ...  597.8427393345218 613.9760158179276 629.6344750427857] [49.58034926865695 65.35837788529426 82.99185126154384 ...  626.1506835680522 643.053249381146 659.4589263930293]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_alpha</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.01222 0.01596 ... 164.9</div><input id='attrs-6b32af94-cf73-4f1f-84e0-79bed08d1587' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6b32af94-cf73-4f1f-84e0-79bed08d1587' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9aef86c1-e8e8-4505-bf02-5a5e3ee89d27' class='xr-var-data-in' type='checkbox'><label for='data-9aef86c1-e8e8-4505-bf02-5a5e3ee89d27' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.01222378861663926 0.01596038847439103 0.020093571905398778 ...  0.1357815264039445 0.13907224011127495 0.1422485839841755] [0.045609039390553545 0.059663604273997924 0.07524353948733523 ...  0.5202203118382385 0.5331158570935137 0.5455768268512459] [0.09832923364986115 0.128778920633912 0.16257786071521005 ...  1.1397588695866867 1.1683932459765398 1.1960805349510504] ... [11.289404663165536 14.881390835192729 18.89572261794316 ...  142.5210880882616 146.36582029708572 150.09726696412517] [11.836684031422859 15.60316632170658 19.812549832740057 ...  149.46068483363044 153.4940039544819 157.4086187606964] [12.395087317164238 16.339594471323565 20.74796281538596 ...  156.53767089201304 160.7633123452865 164.86473159825732]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>effective_collisionality</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.009816 0.008076 ... 0.02503</div><input id='attrs-6b8235b8-e4ed-4d3d-b85b-a845809ba8fb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6b8235b8-e4ed-4d3d-b85b-a845809ba8fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ebfb58a-22b8-48e0-b204-0ef3dfac65a7' class='xr-var-data-in' type='checkbox'><label for='data-2ebfb58a-22b8-48e0-b204-0ef3dfac65a7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.009815823007644586 0.008076108843901723 0.0067636257299399215 ...  0.0006956262038510845 0.0006593284604358324 0.0006258068798442818] [0.019631646722071617 0.01615221884307155 0.013527252807796694 ...  0.00139125771647904 0.001318662616551577 0.001251619801040421] [0.029447470655190634 0.02422832936510147 0.02029088058722282 ...  0.0020868913286829836 0.001977999017592502 0.0018774350967354996] ... [0.37300139642887836 0.3068922868812732 0.2570179476366575 ...  0.026434344431234862 0.025055069775177304 0.02378128506901158] [0.38281722487595543 0.31496840216973504 0.26378158021533765 ...  0.02712998916586901 0.025714418112237097 0.02440711302751023] [0.392633053446731 0.3230445175754732 0.2705452128944608 ...  0.027825634003470753 0.026373766559938727 0.02503294110350688]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.687 1.71 1.73 ... 1.402 1.404</div><input id='attrs-183cc1d6-40ff-4955-8859-2701d589eb12' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-183cc1d6-40ff-4955-8859-2701d589eb12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbcfe525-62ab-4a70-af56-387e64dccbd4' class='xr-var-data-in' type='checkbox'><label for='data-dbcfe525-62ab-4a70-af56-387e64dccbd4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.6868895995636184 1.709601815918639 1.730239105429699 ...  1.993536156417228 1.999693471971326 2.005685745945137] [1.6047011012686356 1.6273005265065377 1.6478250257663805 ...  1.908301967934278 1.9143464376205965 1.9202258652506903] [1.5561714073897808 1.5786580426252297 1.5990697523068493 ...  1.8567267618511967 1.8626584098632424 1.8684250155504503] ... [1.2209518441474223 1.2394909237572924 1.2559550758625309 ...  1.4149218366450191 1.4169057160514313 1.418724551368564] [1.2168224376009238 1.2352487300101342 1.251600095019323 ...  1.4077471651833946 1.409618255274579 1.4113243012574055] [1.2127699794265894 1.2310834846415044 1.2473220625604284 ...  1.4006494425461269 1.4024077433819127 1.4040010000907601]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.787 1.81 1.83 ... 1.502 1.504</div><input id='attrs-282afc0d-b2b1-4e57-bcfa-aace938c3533' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-282afc0d-b2b1-4e57-bcfa-aace938c3533' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51acd02c-23e6-41d2-a1dc-13524b2164b2' class='xr-var-data-in' type='checkbox'><label for='data-51acd02c-23e6-41d2-a1dc-13524b2164b2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.7868895995636183 1.809601815918639 1.830239105429699 ...  2.093536156417228 2.099693471971326 2.105685745945137] [1.7047011012686355 1.7273005265065375 1.7478250257663803 ...  2.008301967934278 2.0143464376205964 2.02022586525069] [1.6561714073897806 1.6786580426252296 1.6990697523068492 ...  1.9567267618511965 1.9626584098632422 1.9684250155504501] ... [1.3209518441474222 1.3394909237572923 1.3559550758625307 ...  1.514921836645019 1.5169057160514312 1.5187245513685639] [1.3168224376009237 1.335248730010134 1.3516000950193228 ...  1.5077471651833945 1.509618255274579 1.5113243012574054] [1.3127699794265892 1.3310834846415043 1.3473220625604283 ...  1.5006494425461268 1.5024077433819125 1.50400100009076]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.787 1.81 ... 60.16</div><input id='attrs-bc3c2bc5-dd0c-4888-b5fb-aa3392726853' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bc3c2bc5-dd0c-4888-b5fb-aa3392726853' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-83e37a9a-df09-4d33-ad44-c27008507f9a' class='xr-var-data-in' type='checkbox'><label for='data-83e37a9a-df09-4d33-ad44-c27008507f9a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.7868895995636183 1.809601815918639 1.830239105429699 ...  2.093536156417228 2.099693471971326 2.105685745945137] [3.409402202537271 3.454601053013075 3.4956500515327606 ...  4.016603935868556 4.028692875241193 4.04045173050138] [4.9685142221693415 5.035974127875688 5.097209256920547 ...  5.870180285553589 5.887975229589727 5.905275046651351] ... [50.19617007760204 50.90065510277711 51.52629288277617 ...  57.56702979251072 57.64241720995439 57.71153295200543] [51.35607506643602 52.07470047039523 52.71240370575359 ...  58.80213944215238 58.875111955708576 58.94164774903881] [52.51079917706357 53.24333938566017 53.89288250241713 ...  60.02597770184507 60.0963097352765 60.1600400036304]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_fuel_ion_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.441 1.461 ... 47.97</div><input id='attrs-19f632fa-76a3-4db6-afa2-eaf4e92ccaec' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-19f632fa-76a3-4db6-afa2-eaf4e92ccaec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-365c8cfe-1061-46a6-b864-53dbbc18a820' class='xr-var-data-in' type='checkbox'><label for='data-365c8cfe-1061-46a6-b864-53dbbc18a820' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.4414357228724801 1.4607999040868362 1.4783896848696179 ...  1.7029852350700923 1.708240309261998 1.7133543687466526] [2.742412405806982 2.780952174569594 2.815943189399771 ...  3.260347102022048 3.2706648442022828 3.280700556924755] [3.9892137191088426 4.046737926920939 4.098939051765622 ...  4.758345619708415 4.773533455777685 4.788298248337603] ... [39.64521143622854 40.245997563033335 40.779367949858646 ...  45.93066094043023 45.99492917694468 46.05383951428103] [40.55089301424928 41.16373482684124 41.707387063182345 ...  46.900331976137814 46.962534490456726 47.01923812887296] [41.45214756632334 42.076852449953044 42.63059393383133 ...  47.86037438876477 47.92031850961266 47.974622778915865]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.5 13.79 ... 48.71 50.0</div><input id='attrs-57f65da5-c627-43d4-b2bc-2f2746f6153b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-57f65da5-c627-43d4-b2bc-2f2746f6153b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b0c9ddc-a03a-482f-bd2d-56b45e916c32' class='xr-var-data-in' type='checkbox'><label for='data-8b0c9ddc-a03a-482f-bd2d-56b45e916c32' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[12.5 13.793103448275863 15.086206896551724 16.379310344827587 17.67241379310345 18.96551724137931 20.258620689655174 21.551724137931036 22.844827586206897 24.137931034482758 25.43103448275862 26.724137931034484 28.01724137931035 29.31034482758621 30.60344827586207 31.896551724137932 33.189655172413794 34.48275862068966 35.77586206896552 37.06896551724138 38.36206896551724 39.6551724137931 40.94827586206897 42.24137931034483 43.5344827586207 44.82758620689655 46.12068965517242 47.41379310344827 48.70689655172414 50.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_ion_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.5 13.79 ... 48.71 50.0</div><input id='attrs-7ef9843c-a15d-4752-87b8-623f46dd4814' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7ef9843c-a15d-4752-87b8-623f46dd4814' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d604254-3bdb-4899-b083-efbc47c45470' class='xr-var-data-in' type='checkbox'><label for='data-6d604254-3bdb-4899-b083-efbc47c45470' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[12.5 13.793103448275863 15.086206896551724 16.379310344827587 17.67241379310345 18.96551724137931 20.258620689655174 21.551724137931036 22.844827586206897 24.137931034482758 25.43103448275862 26.724137931034484 28.01724137931035 29.31034482758621 30.60344827586207 31.896551724137932 33.189655172413794 34.48275862068966 35.77586206896552 37.06896551724138 38.36206896551724 39.6551724137931 40.94827586206897 42.24137931034483 43.5344827586207 44.82758620689655 46.12068965517242 47.41379310344827 48.70689655172414 50.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.02 0.04 ... 0.94 0.96 0.98</div><input id='attrs-efc9540f-6972-43a2-a85e-2740067b3fc7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-efc9540f-6972-43a2-a85e-2740067b3fc7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09145dfd-84a8-4d48-a313-e89feda81a44' class='xr-var-data-in' type='checkbox'><label for='data-09145dfd-84a8-4d48-a313-e89feda81a44' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] ... [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.787 1.786 ... 18.57</div><input id='attrs-f531a3e6-b36c-4a85-a65f-9dfc6f3cd197' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f531a3e6-b36c-4a85-a65f-9dfc6f3cd197' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-839a35e8-e96e-4c48-bf78-77769a65371f' class='xr-var-data-in' type='checkbox'><label for='data-839a35e8-e96e-4c48-bf78-77769a65371f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[1.78652041233513 1.7855161496230305 1.78250674739495 ...   0.654396613361848 0.6202869463811439 0.3939404523090703]  [1.8091069409325389 1.8080642494542996 1.8049397794095987 ...   0.6460375852353695 0.6123636229326156 0.38890839796500487]  [1.829631703334343 1.828553706178457 1.8253235240724688 ...   0.6385551827369553 0.6052712320146791 0.3844040637976245]  ...  [2.0929146426156326 2.091351955154327 2.0866708900269453 ...   0.5512611504676488 0.5225273002644021 0.33185389795952897]  [2.099135660328723 2.0975608199716422 2.092843384336517 ...   0.5493762555976608 0.5207406533605499 0.330719209419771]  [2.105194302147951 2.103607595533253 2.098854647586985 ...   0.5475477941376431 0.5190074983404109 0.32961849324874953]] [[3.4095179383431584 3.407780137739491 3.402572048570853 ...   1.371598980595286 1.300105969317569 0.825689362948449]  [3.45449866231181 3.4526875711506912 3.447259992684603 ...   1.3539549967808868 1.2833816577628263 0.8150678547950518]  [3.4953362331445756 3.493457825127202 3.4878286556904157 ...   1.3381812626201495 1.2684301112605807 0.8055722189023766]  ...  [4.01440555654382 4.011608550564747 4.003229219950767 ...   1.1560404148089392 1.0957831445844004 0.6959251845112768]  [4.026519198603616 4.023699389123656 4.015251803588529 ...   1.1521593482721326 1.0921043741542626 0.693588819872871]  [4.038307581619117 4.035465522170629 4.026951339215824 ...   1.1483973053966199 1.088538423414667 0.6913241063310757]] [[4.9692857514424835 4.966910706952833 4.959792382155573 ...   2.1157564046282715 2.0054750478782526 1.2736649579116948]  [5.036488509967169 5.034006875733398 5.026569307291713 ...   2.088451437573708 1.9795933206665202 1.2572276309877377]  [5.097460101650234 5.094880591286957 5.087149889542476 ...   2.0640622093978034 1.9564753528150276 1.2425455507585537]  ...  [5.866874560307962 5.8629665981965475 5.851258323636762 ...   1.7845920420011265 1.6915722448228454 1.0743072043136557]  [5.8846453863682235 5.88070474094837 5.868898630711233 ...   1.778700179670017 1.6859874890046775 1.0707603599928452]  [5.9019274349959145 5.897954920167798 5.886053411591194 ...   1.7729926594330505 1.6805774666620972 1.0673244878354957]] ... [[50.19144749561783 50.179463458397194 50.14352851232378 ...   32.764042598512766 31.056254753713954 19.723637771326313]  [50.89899951927111 50.88611966644543 50.84749965993917 ...   32.388942500237164 30.700706314440495 19.497831128445416]  [51.52731404511529 51.51362763926437 51.47259022970311 ...   32.06078058817401 30.389649462684304 19.30028082114075]  ...  [57.58469906860011 57.562715962569385 57.49681698430505 ...   29.11567140326097 27.598050689451295 17.527353485157253]  [57.660137544549634 57.63804528188709 57.571819268327154 ...   29.081307155627716 27.56547763850042 17.506666539382337]  [57.72929606083397 57.70710360465027 57.64057741069551 ...   29.049850288950825 27.535660424634525 17.487729808913553]] [[51.35052548707966 51.338429014786094 51.30215669237474 ...   33.71284090884432 31.955598048942353 20.294805206930718]  [52.07228402892363 52.05927680536765 52.02027462603125 ...   33.32883454728776 31.591607575065705 20.06363707941857]  [52.712732128450895 52.69890553730543 52.657447520418586 ...   32.99311237072189 31.273384528854237 19.86153556577058]  ...  [58.82004504251716 58.79788743378618 58.7314646758656 ...   30.009896829612227 28.445665649189927 18.065668570734108]  [58.89308307675776 58.870820282581164 58.80408238208608 ...   29.97643744998418 28.41395030104552 18.045526346774636]  [58.95967499678758 58.93731618813522 58.87029062303689 ...   29.945973770074634 28.38507450523486 18.027187505164633]] [[52.50440103856363 52.49219798265763 52.45560582968484 ...   34.66473204852344 32.857872963363924 20.867834495984876]  [53.240136255997776 53.22700787020066 53.18764213344124 ...   34.27190584396773 32.48552237060861 20.631356908017956]  [53.89248878704254 53.87852857017514 53.83666961320849 ...   33.92871272678955 32.16021779792774 20.424757960147524]  ...  [60.04404907722156 60.02173141343937 59.954828181033044 ...   30.910035680892683 29.298885803419314 18.60754348110794]  [60.11445942138121 60.092040832423436 60.02483521669761 ...   30.877598568929134 29.26813943841915 18.588016652426973]  [60.178257448677 60.15574731141623 60.08826740757028 ...   30.848246318815562 29.240317140411175 18.570346880839026]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fuel_ion_density_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.442 1.441 ... 16.85</div><input id='attrs-41cdf217-5116-4ae5-a086-896684432e00' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-41cdf217-5116-4ae5-a086-896684432e00' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69767535-b34a-4f60-97c0-ce8078b7e200' class='xr-var-data-in' type='checkbox'><label for='data-69767535-b34a-4f60-97c0-ce8078b7e200' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[1.4415528849382209 1.4408348323526954 1.438682819900638 ...   0.592041631401124 0.5611821457719729 0.3564033543232823]  [1.460829786033365 1.4600805801135002 1.457835267006879 ...   0.5843483543388538 0.5538898718830477 0.351772075701469]  [1.478333306097552 1.4775554708188952 1.4752244197021136 ...   0.577467285691904 0.5473674709847175 0.34762973871530517]  ...  [1.702030244567853 1.7008592335948245 1.697351032450673 ...   0.4978501148435506 0.4719002531283756 0.2997009694412106]  [1.707290358753583 1.7061095048658241 1.7025718413958966 ...   0.49614541566911036 0.4702844094277492 0.29867475697293405]  [1.7124115586167818 1.711221095532527 1.707654669615729 ...   0.49449230529769084 0.46871746552342336 0.29767960046671643]] [[2.7431006866242904 2.741883907052709 2.738236805801514 ...   1.2418919374615867 1.1771597558642273 0.7476069734671519]  [2.781546969556335 2.7802709083364223 2.7764462360341486 ...   1.2255950939242581 1.1617123664569242 0.7377964307729838]  [2.816431518745021 2.8151009742803614 2.8111131111702887 ...   1.2110355700477156 1.1479117409314523 0.7290317377653835]  ...  [3.2586848584418897 3.256609129106665 3.2503898709678984 ...   1.0441898441914748 0.9897626556596935 0.6285922193333119]  [3.2689659249333602 3.2668716963911653 3.2605970571996545 ...   1.040662676446669 0.9864193374561352 0.626468898355808]  [3.2789681994538906 3.2768559224803484 3.2705272522943014 ...   1.0372447448865962 0.9831795616274589 0.6244113365083844]] [[3.9904127211838496 3.9887747803912537 3.983864990853403 ...   1.9166970080783265 1.8167913922582872 1.1538331202889425]  [4.047883040030085 4.046159051999107 4.040991492120781 ...   1.8914282860654228 1.792839773169343 1.1386215932489467]  [4.10000029174447 4.09819722526793 4.0927927820755485 ...   1.8688715792319592 1.7714588086037346 1.1250426732008623]  ...  [4.756435315319444 4.753555139585909 4.744925072400148 ...   1.6122431357223261 1.5282068260463066 0.9705548243224995]  [4.771547791139164 4.768641087644751 4.759931596979045 ...   1.6068732931815692 1.5231168803403807 0.9673222308827707]  [4.786241010852564 4.783308441538814 4.774521510050886 ...   1.6016729873077047 1.5181876343985719 0.9641916968820348]] ... [[39.62873420630806 39.622422946405045 39.60349519683146 ...   29.816957855340192 28.26278339591192 17.94952116831663]  [40.23134483494643 40.224331495404925 40.20329881154127 ...   29.46655996872161 27.93064959406893 17.738585018703123]  [40.76659084953908 40.758943941406514 40.73601182227466 ...   29.15999666140975 27.640065544759633 17.55403686322998]  ...  [45.9388879373165 45.924657695351506 45.881993412147736 ...   26.415584428422886 25.038702626841868 15.901927157418319]  [46.00337060217845 45.98905309948873 45.94612732185493 ...   26.38362615952526 25.00841014576637 15.882688587646589]  [46.06247521786152 46.04807761096841 46.004911785958555 ...   26.35436708271964 24.98067616451538 15.865074905491761]] [[40.533615548864816 40.52729704225615 40.508347431507346 ...   30.682311487232685 29.083031470101787 18.47045571197773]  [41.148237922954856 41.14120604617714 41.120117625142925 ...   30.323566399210936 28.7429855550793 18.254494627593573]  [41.693744017732165 41.686068873174335 41.66305191568111 ...   30.009912997697434 28.44568097453238 18.065678303765527]  ...  [46.90795765030628 46.89367591861646 46.850856807794514 ...   27.22952525098621 25.810217724954992 16.391911685526065]  [46.97037665572466 46.95601089007206 46.91293995012833 ...   27.198397878792434 25.78071283105318 16.373173307559508]  [47.027275718434595 47.01283323813129 46.96953240423172 ...   27.170052033421662 25.753844480104203 16.35610938192414]] [[41.434078364315006 41.42775709712977 41.40879908129779 ...   31.55055237943492 29.90601630949546 18.993128358509676]  [42.06051350061127 42.053467862334784 42.03233802808584 ...   31.183540347418766 29.558134355377586 18.772190653541195]  [42.61608160377596 42.60838328273031 42.58529666250165 ...   30.86287979056181 29.254187859359128 18.57915608975127]  ...  [47.8673328363406 47.853010969363204 47.81007107384857 ...   28.04897714777553 26.586956638920952 16.885213827186465]  [47.92749360374727 47.91309115720197 47.869909780398395 ...   28.018790131630904 26.55834308609629 16.86704153449567]  [47.98199252962117 47.96751698382022 47.924116543656105 ...   27.991467781963642 26.53244488232045 16.850593743406453]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_temp_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.48 12.47 ... 8.396 5.332</div><input id='attrs-bde79229-1098-41bb-823d-83a67ecc7aaa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bde79229-1098-41bb-823d-83a67ecc7aaa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a628fd1-65c9-411e-bfba-49c74466b3b6' class='xr-var-data-in' type='checkbox'><label for='data-7a628fd1-65c9-411e-bfba-49c74466b3b6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] ... [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_temp_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.48 12.47 ... 8.396 5.332</div><input id='attrs-f8c31bc2-a2f0-4a73-9809-600cc3007c1e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f8c31bc2-a2f0-4a73-9809-600cc3007c1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49d4a02c-50ed-49ac-bd35-18270b17c50b' class='xr-var-data-in' type='checkbox'><label for='data-49d4a02c-50ed-49ac-bd35-18270b17c50b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] ... [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_zeff</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.1735 nan ... 0.0 0.05955</div><input id='attrs-92aa54e1-134d-4975-9b5e-2a8b86cb608b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-92aa54e1-134d-4975-9b5e-2a8b86cb608b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09b8eb62-688a-4556-85ec-50ce8fea0aa4' class='xr-var-data-in' type='checkbox'><label for='data-09b8eb62-688a-4556-85ec-50ce8fea0aa4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.12 0.1735490269548407 nan 0.0 0.032913541645778796]  [0.12 0.17355458754807104 nan 0.0 0.035290650771073684]  [0.12 0.17355909146455692 nan 0.0 0.03777772107784784]  ...  [0.12 0.1735849516550259 nan 0.0 0.05890357014947366]  [0.12 0.1735849516550259 nan 0.0 0.05920694848077528]  [0.12 0.1735849516550259 nan 0.0 0.05951100476504286]] [[0.12 0.17354907963793814 nan 0.0 0.032913536718251916]  [0.12 0.17355462901142768 nan 0.0 0.0352907043517873]  [0.12 0.1735591181254002 nan 0.0 0.03777782707745898]  ...  [0.12 0.1735849679009758 nan 0.0 0.058908714764157905]  [0.12 0.1735849679009758 nan 0.0 0.059212775354084535]  [0.12 0.1735849679009758 nan 0.0 0.05951751971029031]] [[0.12 0.1735491022128548 nan 0.0 0.03291353991284943]  [0.12 0.1735546541101569 nan 0.0 0.03529073961159789]  [0.12 0.17355914461904262 nan 0.0 0.037777890835743566]  ...  [0.12 0.17358497493156097 nan 0.0 0.05891178873803536]  [0.12 0.17358497493156097 nan 0.0 0.059216251388385356]  [0.12 0.17358497493156097 nan 0.0 0.0595214010940243]] ... [[0.12 0.17354942558135295 nan 0.0 0.03291357736629408]  [0.12 0.17355489540396643 nan 0.0 0.03529099593662638]  [0.12 0.1735593582480649 nan 0.0 0.03777833436075351]  ...  [0.12 0.17358504567943905 nan 0.0 0.05893154965743786]  [0.12 0.17358504567943905 nan 0.0 0.059238617977248345]  [0.12 0.17358504567943905 nan 0.0 0.05954639494710869]] [[0.12 0.17354943104282744 nan 0.0 0.032913579615368484]  [0.12 0.17355490061000167 nan 0.0 0.03529100117593242]  [0.12 0.17355936280985446 nan 0.0 0.03777834179958359]  ...  [0.12 0.17358504671190178 nan 0.0 0.05893175260966177]  [0.12 0.17358504671190178 nan 0.0 0.05923884819571947]  [0.12 0.17358504671190178 nan 0.0 0.05954665266496467]] [[0.12 0.1735494364890245 nan 0.0 0.03291358191209339]  [0.12 0.17355490578138585 nan 0.0 0.035291006410039176]  [0.12 0.1735593673231849 nan 0.0 0.037778349181115146]  ...  [0.12 0.17358504771506142 nan 0.0 0.05893195039688712]  [0.12 0.17358504771506142 nan 0.0 0.059239072556243805]  [0.12 0.17358504771506142 nan 0.0 0.059546903825851]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_dilution</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.0248 ... 0.0 0.0009526</div><input id='attrs-0ff537e2-273f-4c41-b935-54d318c377ec' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0ff537e2-273f-4c41-b935-54d318c377ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8987201-d041-428f-9384-b6f0e61056d8' class='xr-var-data-in' type='checkbox'><label for='data-e8987201-d041-428f-9384-b6f0e61056d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.12 0.024796601548613642 nan 0.0 0.0007101801368237771]  [0.12 0.024796972306066447 nan 0.0 0.0007351097934786922]  [0.12 0.024797272604332028 nan 0.0 0.0007603094487768586]  ...  [0.12 0.02479899675535657 nan 0.0 0.0009475052139441062]  [0.12 0.02479899675535657 nan 0.0 0.0009499226637828853]  [0.12 0.02479899675535657 nan 0.0 0.0009523393098700133]] [[0.12 0.024796605061333327 nan 0.0 0.0007101800842302126]  [0.12 0.024796975070650068 nan 0.0 0.0007351103457736218]  [0.12 0.024797274381930037 nan 0.0 0.0007603105048163745]  ...  [0.12 0.02479899783846661 nan 0.0 0.0009475462602778486]  [0.12 0.02479899783846661 nan 0.0 0.0009499690341391954]  [0.12 0.02479899783846661 nan 0.0 0.0009523910231631766]] [[0.12 0.024796606566547513 nan 0.0 0.0007101801183274943]  [0.12 0.02479697674411635 nan 0.0 0.000735110709221606]  [0.12 0.02479727614837988 nan 0.0 0.0007603111400186328]  ...  [0.12 0.024798998307192482 nan 0.0 0.000947570785138295]  [0.12 0.024798998307192482 nan 0.0 0.0009499966953924986]  [0.12 0.024798998307192482 nan 0.0 0.0009524218308465333]] ... [[0.12 0.024796628127584312 nan 0.0 0.0007101805180837244]  [0.12 0.02479699283245676 nan 0.0 0.0007351133513408036]  [0.12 0.024797290391979043 nan 0.0 0.0007603155586936967]  ...  [0.12 0.024799003023920425 nan 0.0 0.000947728426958879]  [0.12 0.024799003023920425 nan 0.0 0.0009501746626799329]  [0.12 0.024799003023920425 nan 0.0 0.000952620190349688]] [[0.12 0.02479662849173542 nan 0.0 0.0007101805420890259]  [0.12 0.024796993179570667 nan 0.0 0.0007351134053458514]  [0.12 0.024797290696133793 nan 0.0 0.0007603156328037788]  ...  [0.12 0.024799003092754224 nan 0.0 0.0009477300458637379]  [0.12 0.024799003092754224 nan 0.0 0.0009501764943159409]  [0.12 0.024799003092754224 nan 0.0 0.0009526222354671749]] [[0.12 0.02479662885486788 nan 0.0 0.0007101805666029202]  [0.12 0.024796993524374204 nan 0.0 0.0007351134592973027]  [0.12 0.02479729099705755 nan 0.0 0.0007603157063430113]  ...  [0.12 0.024799003159634403 nan 0.0 0.0009477316235658673]  [0.12 0.024799003159634403 nan 0.0 0.0009501782793422457]  [0.12 0.024799003159634403 nan 0.0 0.0009526242285476364]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z_effective</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.326 1.329 ... 1.353 1.353</div><input id='attrs-38495380-0cb8-4ec9-8796-237ddee36806' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-38495380-0cb8-4ec9-8796-237ddee36806' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9f6ad6f-6937-414a-b18e-3a1b57fb8801' class='xr-var-data-in' type='checkbox'><label for='data-b9f6ad6f-6937-414a-b18e-3a1b57fb8801' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.3264625686006195 1.3288452383191447 1.3313368125424048 ...  1.3524885218044995 1.3527919001358013 1.3530959564200686] [1.3264626163561901 1.328845333363215 1.3313369452028592 ...  1.3524936826651337 1.3527977432550604 1.353102487611266] [1.3264626421257042 1.3288453937217548 1.3313370354547862 ...  1.3524967636695964 1.3528012263199463 1.3531063760255853] ... [1.326463002947647 1.3288458913405927 1.3313376926088183 ...  1.352516595336877 1.3528236636566873 1.3531314406265478] [1.326463010658196 1.3288459017859342 1.331337704609438 ...  1.3525167993215637 1.3528238949076212 1.3531316993768665] [1.326463018401118 1.3288459121914251 1.3313377165043 ...  1.3525169981119487 1.3528241202713054 1.3531319515409124]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dilution</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.8545 0.8545 ... 0.8543 0.8542</div><input id='attrs-1bde516e-1f95-4701-8de6-069fd6bf2423' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1bde516e-1f95-4701-8de6-069fd6bf2423' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf2eaee4-ab7d-4c90-8554-c2016162002c' class='xr-var-data-in' type='checkbox'><label for='data-bf2eaee4-ab7d-4c90-8554-c2016162002c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.8544932183145626 0.8544679179004548 0.8544424179468911 ...  0.8542534980306993 0.8542510805808605 0.8542486639347734] [0.8544932148544364 0.8544679145835763 0.8544424151132536 ...  0.8542534559012556 0.8542510331273943 0.8542486111383703] [0.8544932133151251 0.8544679125466621 0.8544424127116015 ...  0.8542534309076693 0.854251004997415 0.854248579861961] ... [0.854493191354332 0.8544678938162025 0.8544423940493273 ...  0.8542532685491206 0.8542508223133997 0.8542483767857298] [0.8544931909661756 0.8544678934150834 0.8544423936710625 ...  0.854253266861382 0.8542508204129298 0.8542483746717786] [0.8544931905785292 0.8544678930163285 0.8544423932965994 ...  0.8542532652167998 0.8542508185610234 0.854248372611818]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>summed_impurity_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 0.06312 ... 2.525</div><input id='attrs-730593b0-4aaa-43df-8faa-3372cd33d787' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-730593b0-4aaa-43df-8faa-3372cd33d787' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb134b64-6608-4952-b822-0ede019a10e7' class='xr-var-data-in' type='checkbox'><label for='data-bb134b64-6608-4952-b822-0ede019a10e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.063115 0.063115 0.063115 ... 0.063115 0.063115 0.063115] [0.12623 0.12623 0.12623 ... 0.12623 0.12623 0.12623] [0.189345 0.189345 0.189345 ... 0.189345 0.189345 0.189345] ... [2.3983700000000003 2.3983700000000003 2.3983700000000003 ...  2.3983700000000003 2.3983700000000003 2.3983700000000003] [2.461485 2.461485 2.461485 ... 2.461485 2.461485 2.461485] [2.5246000000000004 2.5246000000000004 2.5246000000000004 ...  2.5246000000000004 2.5246000000000004 2.5246000000000004]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 0.8545 0.8545 ... 34.17</div><input id='attrs-7ba67075-80ab-408f-b96b-09af72e51edd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7ba67075-80ab-408f-b96b-09af72e51edd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9f016fb4-7248-4e5a-a738-2198c4ba2f55' class='xr-var-data-in' type='checkbox'><label for='data-9f016fb4-7248-4e5a-a738-2198c4ba2f55' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.8544932183145626 0.8544679179004548 0.8544424179468911 ...  0.8542534980306993 0.8542510805808605 0.8542486639347734] [1.7089864297088728 1.7089358291671526 1.7088848302265072 ...  1.7085069118025111 1.7085020662547885 1.7084972222767405] [2.563479639945375 2.5634037376399865 2.5633272381348045 ...  2.5627602927230075 2.562753014992245 2.562745739585883] ... [32.47074127146462 32.4697799650157 32.46881097387444 ...  32.46162420486658 32.461531247909186 32.461438317857734] [33.32523444768085 33.32424784318825 33.32325335317144 ...  33.3158774075939 33.31578199610426 33.315686612199364] [34.17972762314117 34.178715720653145 34.17769573186398 ...  34.17013060867199 34.17003274244094 34.16993490447272]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.00983 0.0135 ... 20.64 21.1</div><input id='attrs-f534b317-9999-4015-9f6d-2a206c8ea4c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f534b317-9999-4015-9f6d-2a206c8ea4c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ee0c4f9c-dd16-4126-b8f2-5fe8567ee5dc' class='xr-var-data-in' type='checkbox'><label for='data-ee0c4f9c-dd16-4126-b8f2-5fe8567ee5dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.009830084957383255 0.01350356383047275 0.01802901168605406 ...  0.6496462581928651 0.6906441680285702 0.7332311196587762] [0.03676929686733769 0.050509893812909434 0.06743726900446216 ...  0.9696026778426566 1.0314546239093516 1.09584779356697] [0.07954753976890183 0.10927426210891443 0.14589533353359857 ...  1.2385106438971079 1.3165084059064063 1.3977943703006652] ... [9.982565334456943 12.229215822435497 12.209263401500952 ...  18.56161575091423 18.990566228019816 19.43299862901945] [10.488477988660264 12.867654485091396 12.843623268412422 ...  19.364718902271548 19.80426152707152 20.257460228321296] [11.006244847336747 13.522419089233697 13.494110623732624 ...  20.184883276962466 20.635079237756806 21.099102077410734]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation_from_core_seeded_impurity</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 0.0 0.0 0.0</div><input id='attrs-54a8b5d8-b712-483f-9a29-53a64641af86' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-54a8b5d8-b712-483f-9a29-53a64641af86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f546704-21f5-4d5d-9f38-ce8b30b27393' class='xr-var-data-in' type='checkbox'><label for='data-4f546704-21f5-4d5d-9f38-ce8b30b27393' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] ... [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>min_P_radiation</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 0.0 0.0 0.0</div><input id='attrs-5fd38a92-3eb2-42f9-843e-38af77df1e4e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5fd38a92-3eb2-42f9-843e-38af77df1e4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bed04a80-5c2f-4494-ab12-34da297a949e' class='xr-var-data-in' type='checkbox'><label for='data-bed04a80-5c2f-4494-ab12-34da297a949e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] ... [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_beta</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·percent·T/MA] 0.02035 ... 3.256</div><input id='attrs-e9b3d29d-70e7-4b21-b5c3-b35596094a14' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e9b3d29d-70e7-4b21-b5c3-b35596094a14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78e0b819-de32-4d00-becb-097fc12eb8c4' class='xr-var-data-in' type='checkbox'><label for='data-78e0b819-de32-4d00-becb-097fc12eb8c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.020349803063009993 0.02245495510401102 0.024560107145012052 ...  0.0771889081700379 0.07929406021103895 0.08139921225203997] [0.040699606126019985 0.04490991020802204 0.049120214290024104 ...  0.1543778163400758 0.1585881204220779 0.16279842450407994] [0.06104940918902998 0.06736486531203308 0.07368032143503617 ...  0.2315667245101137 0.2378821806331168 0.2441976367561199] ... [0.7732925163943796 0.8532882939524189 0.933284071510458 ...  2.9331785104614396 3.0131742880194796 3.0931700655775183] [0.7936423194573895 0.8757432490564299 0.9578441786554702 ...  3.0103674186314775 3.092468348230518 3.174569277829558] [0.8139921225203997 0.898198204160441 0.9824042858004822 ...  3.0875563268015154 3.171762408441557 3.2559684900815986]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter percent tesla/megaampere</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_total</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0002546 0.0002809 ... 0.04074</div><input id='attrs-e98d2fea-066a-46dc-b39c-3b59916f2ccd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e98d2fea-066a-46dc-b39c-3b59916f2ccd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d4981a3-fd7e-404e-b126-6163469b543d' class='xr-var-data-in' type='checkbox'><label for='data-5d4981a3-fd7e-404e-b126-6163469b543d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.00025459871412806374 0.00028093651214131164 0.0003072743101545596 ...  0.0009657192604857589 0.000992057058499007 0.001018394856512255] [0.0005091974282561275 0.0005618730242826233 0.0006145486203091192 ...  0.0019314385209715178 0.001984114116998014 0.00203678971302451] [0.0007637961423841911 0.000842809536423935 0.0009218229304636789 ...  0.002897157781457277 0.0029761711754970207 0.0030551845695367644] ... [0.00967475113686642 0.010675587461369844 0.011676423785873264 ...  0.036697331898458835 0.037698168222962264 0.03869900454746568] [0.009929349850994484 0.010956523973511155 0.011983698096027826 ...  0.03766305115894459 0.038690225281461266 0.039717399403977935] [0.01018394856512255 0.011237460485652467 0.012290972406182385 ...  0.03862877041943035 0.039682282339960274 0.0407357942604902]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_poloidal</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.004321 0.004768 ... 0.6914</div><input id='attrs-285fc88d-6585-4171-a84a-5adf59b6f512' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-285fc88d-6585-4171-a84a-5adf59b6f512' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88ea1ed5-6a86-482b-9cd2-a8f87f288dce' class='xr-var-data-in' type='checkbox'><label for='data-88ea1ed5-6a86-482b-9cd2-a8f87f288dce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.004320943723639652 0.0047679379019472026 0.005214932080254752 ...  0.01638978653794351 0.01683678071625106 0.01728377489455861] [0.008641887447279305 0.009535875803894405 0.010429864160509504 ...  0.03277957307588702 0.03367356143250212 0.03456754978911722] [0.012962831170918955 0.014303813705841608 0.015644796240764255 ...  0.049169359613830524 0.05051034214875318 0.05185132468367582] ... [0.16419586149830678 0.1811816402739937 0.19816741904968058 ...  0.6228118884418532 0.6397976672175403 0.6567834459932271] [0.16851680522194643 0.1859495781759409 0.20338235112993533 ...  0.6392016749797967 0.6566344479337913 0.6740672208877857] [0.1728377489455861 0.1907175160778881 0.2085972832101901 ...  0.6555914615177402 0.6734712286500424 0.6913509957823444]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_toroidal</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0002705 0.0002985 ... 0.04329</div><input id='attrs-39e561f8-1bc0-4d0d-b0f8-a08ca30676f8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-39e561f8-1bc0-4d0d-b0f8-a08ca30676f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-145303db-480c-40ba-8163-458eae2d66c4' class='xr-var-data-in' type='checkbox'><label for='data-145303db-480c-40ba-8163-458eae2d66c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.00027053944347691186 0.00029852628245728203 0.00032651312143765215  ... 0.001026184095946907 0.0010541709349272774 0.0010821577739076474] [0.0005410788869538237 0.0005970525649145641 0.0006530262428753043 ...  0.002052368191893814 0.002108341869854555 0.002164315547815295] [0.0008116183304307355 0.0008955788473718461 0.0009795393643129565 ...  0.003078552287840721 0.0031625128047818316 0.003246473321722942] ... [0.01028049885212265 0.011343998733376716 0.012407498614630781 ...  0.03899499564598246 0.04005849552723654 0.0411219954084906] [0.010551038295599561 0.011642525015834 0.012734011736068435 ...  0.04002117974192936 0.041112666462163806 0.042204153182398244] [0.010821577739076474 0.011941051298291282 0.013060524857506087 ...  0.04104736383787627 0.04216683739709109 0.0432863109563059]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_time</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 46.4 37.27 ... 0.08033 0.07578</div><input id='attrs-f6fbe445-d565-46f5-9cd4-14bcb3002e36' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f6fbe445-d565-46f5-9cd4-14bcb3002e36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-16661911-9537-4dc9-8cc8-1ee42245cca4' class='xr-var-data-in' type='checkbox'><label for='data-16661911-9537-4dc9-8cc8-1ee42245cca4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[46.40090461948922 37.27190303202119 30.53306060503524 ...  2.387356005486323 2.2485790957890215 2.1211956162225096] [24.810092797350357 19.928908291503088 16.32571762683004 ...  1.2764950851934382 1.2022924840648972 1.13418183385677] [17.201971348641003 13.817623031009221 11.319366252988962 ...  0.8850524123146735 0.8336043589564748 0.7863801334007429] ... [1.7363015304120992 1.3946982842373117 1.1425337523699564 ...  0.08933383722801787 0.08414086763285904 0.07937423499413057] [1.6960390546068214 1.362357124072674 1.1160399454026746 ...  0.08726230692731954 0.08218975526129028 0.07753365437473593] [1.6576946424086068 1.3315566640504872 1.0908082765868867 ...  0.08528946223012833 0.08033159190470385 0.07578075714929662]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_in</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.00983 0.0135 ... 884.9 962.9</div><input id='attrs-bb28a94f-ba29-4616-a5ec-b4fcfd34aa1e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bb28a94f-ba29-4616-a5ec-b4fcfd34aa1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09392cc4-72e1-45cd-a4a1-25ccbcfc6842' class='xr-var-data-in' type='checkbox'><label for='data-09392cc4-72e1-45cd-a4a1-25ccbcfc6842' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.009830084957383255 0.01350356383047275 0.01802901168605406 ...  0.7246143412150099 0.7903166897577718 0.8600181161830167] [0.03676929686733769 0.050509893812909434 0.06743726900446216 ...  2.7104097480930958 2.9561684319152044 3.2168856055171893] [0.07954753976890183 0.10927426210891443 0.14589533353359857 ...  5.863762353044213 6.395442268848338 6.959483717014321] ... [9.982565334456943 13.71302582044784 18.308670655342947 ...  735.8540206058483 802.5754563041149 873.3579936135505] [10.488477988660264 14.407996807804901 19.23654719399171 ...  773.1468237403675 843.2496762340688 917.6194453764696] [11.006244847336747 15.119251887149945 20.1861651107071 ...  811.3134466441916 884.8769469926318 962.9180015435777]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_stored_energy</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MJ] 0.4561 0.5033 ... 71.08 72.97</div><input id='attrs-08aa6640-3ee8-4e9e-9a12-867d396a1799' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-08aa6640-3ee8-4e9e-9a12-867d396a1799' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22cc841e-6e70-487b-875e-d848e6cdc627' class='xr-var-data-in' type='checkbox'><label for='data-22cc841e-6e70-487b-875e-d848e6cdc627' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.4561248345090162 0.5033035216760889 0.5504809064591771 ...  1.7299123991611696 1.777089587642503 1.8242666579193558] [0.9122496673719719 1.0066070416110313 1.100961811291427 ...  3.4598247223012217 3.5541790873215633 3.6485332153729315] [1.36837449995953 1.5099105608126744 1.6514427148687845 ...  5.189737015801747 5.331268552766462 5.47279973378602] ... [17.33274346765636 19.125533583480554 20.918274184754686 ...  65.73666330038536 67.52939523426598 69.32212261908435] [17.78886829215181 19.628837094729352 21.468755080118484 ...  67.46657543311417 69.30648451384039 71.14638892535606] [18.24499311646746 20.132140605792415 22.019235975308757 ...  69.19648756435501 71.08357379169236 72.9706552296599]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megajoule</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 5.0 5.517 ... 19.48 20.0</div><input id='attrs-2f8319b5-7aa3-4846-94a4-96867f41cf48' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2f8319b5-7aa3-4846-94a4-96867f41cf48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c01a042f-1c29-4d07-9c46-7a0fcae313ab' class='xr-var-data-in' type='checkbox'><label for='data-c01a042f-1c29-4d07-9c46-7a0fcae313ab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[5.0 5.517241379310345 6.0344827586206895 6.551724137931035 7.068965517241379 7.586206896551724 8.10344827586207 8.620689655172415 9.137931034482758 9.655172413793103 10.172413793103448 10.689655172413794 11.206896551724139 11.724137931034484 12.24137931034483 12.758620689655173 13.275862068965518 13.793103448275863 14.310344827586208 14.827586206896552 15.344827586206897 15.862068965517242 16.379310344827587 16.896551724137932 17.413793103448278 17.93103448275862 18.448275862068968 18.96551724137931 19.48275862068966 20.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_mass</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[u] 2.5</div><input id='attrs-5a1dd63d-2a48-449d-9f33-9ff63a2317f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a1dd63d-2a48-449d-9f33-9ff63a2317f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa381553-d46c-41fe-8583-fdbea09d1213' class='xr-var-data-in' type='checkbox'><label for='data-aa381553-d46c-41fe-8583-fdbea09d1213' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 unified_atomic_mass_unit</div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.29</div><input id='attrs-bbf61af4-8f12-4221-8026-4eeea8af9e55' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bbf61af4-8f12-4221-8026-4eeea8af9e55' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-adf9e39d-843d-450b-980b-348a6421130b' class='xr-var-data-in' type='checkbox'><label for='data-adf9e39d-843d-450b-980b-348a6421130b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.2902757162288694 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>f_shaping</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.672</div><input id='attrs-96085f3d-b08e-4cb6-a122-6228989725f7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-96085f3d-b08e-4cb6-a122-6228989725f7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0e9026c-f939-4135-97d0-3e212cee37fd' class='xr-var-data-in' type='checkbox'><label for='data-b0e9026c-f939-4135-97d0-3e212cee37fd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.6721853873123846 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_area</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m²] 55.54</div><input id='attrs-28dd598d-ddc8-4af8-9c4f-aec3a48aab5f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-28dd598d-ddc8-4af8-9c4f-aec3a48aab5f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff2d7f6b-3745-4ef8-bed2-850f57bfd89d' class='xr-var-data-in' type='checkbox'><label for='data-ff2d7f6b-3745-4ef8-bed2-850f57bfd89d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>55.536257947812175 meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_volume</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m³] 19.79</div><input id='attrs-2d1409fe-31b7-47af-b67f-c68ad1b5e646' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2d1409fe-31b7-47af-b67f-c68ad1b5e646' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca08aa9f-47a6-4cdd-bcb4-fadc110c216b' class='xr-var-data-in' type='checkbox'><label for='data-ca08aa9f-47a6-4cdd-bcb4-fadc110c216b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>19.79484837055445 meter<sup>3</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.122</div><input id='attrs-7400df19-2cac-4d32-b566-a5dfd459d413' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7400df19-2cac-4d32-b566-a5dfd459d413' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b05a72e-c394-4cdf-948d-f164e6f52447' class='xr-var-data-in' type='checkbox'><label for='data-1b05a72e-c394-4cdf-948d-f164e6f52447' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1221579687499998 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 0.57</div><input id='attrs-af1185f0-e788-4037-8bba-e1686085bad5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-af1185f0-e788-4037-8bba-e1686085bad5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1218d52-475d-4c34-9ea0-3ff802aa788a' class='xr-var-data-in' type='checkbox'><label for='data-b1218d52-475d-4c34-9ea0-3ff802aa788a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.569985 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_triangularity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.54</div><input id='attrs-df37f2c6-9b0d-4d3a-90f0-087dbe8819f4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-df37f2c6-9b0d-4d3a-90f0-087dbe8819f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8a3a7871-8ad3-4067-ae0d-dc60cd9e9083' class='xr-var-data-in' type='checkbox'><label for='data-8a3a7871-8ad3-4067-ae0d-dc60cd9e9083' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.54 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.969</div><input id='attrs-df0d7355-10e9-4431-a96f-769cc951cfc3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-df0d7355-10e9-4431-a96f-769cc951cfc3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff935e07-e7c6-42f7-8959-26068a1cb5ad' class='xr-var-data-in' type='checkbox'><label for='data-ff935e07-e7c6-42f7-8959-26068a1cb5ad' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.96875 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>atomic_data</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&lt;cfspopcon.formulas.atomic_data....</div><input id='attrs-80e96d17-0580-4d1a-ab0d-b1c0142dcf48' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-80e96d17-0580-4d1a-ab0d-b1c0142dcf48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-77f6d7e2-4293-499a-ae46-6d25b321674b' class='xr-var-data-in' type='checkbox'><label for='data-77f6d7e2-4293-499a-ae46-6d25b321674b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;cfspopcon.formulas.atomic_data.atomic_data.AtomicData object at 0x104ae6d80&gt;,\n",
-       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>major_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.85</div><input id='attrs-89450ea0-4717-4c2a-b127-5029c41d5130' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-89450ea0-4717-4c2a-b127-5029c41d5130' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-271f52e4-876c-4af8-8f2a-038eaa90c645' class='xr-var-data-in' type='checkbox'><label for='data-271f52e4-876c-4af8-8f2a-038eaa90c645' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.85 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>magnetic_field_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 12.2</div><input id='attrs-da44c166-b182-422b-ad9e-165f55eea7fc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-da44c166-b182-422b-ad9e-165f55eea7fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f77debd-3d29-4947-8b36-05499d54d474' class='xr-var-data-in' type='checkbox'><label for='data-5f77debd-3d29-4947-8b36-05499d54d474' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.2 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inverse_aspect_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3081</div><input id='attrs-d0d36884-6dd7-417e-bcc7-dfc8ce78893c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d0d36884-6dd7-417e-bcc7-dfc8ce78893c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4298e5ac-9595-4b2c-9959-2f66075680a0' class='xr-var-data-in' type='checkbox'><label for='data-4298e5ac-9595-4b2c-9959-2f66075680a0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3081 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>areal_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.75</div><input id='attrs-19f4e80b-7563-41dd-a613-a70970eebe2b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-19f4e80b-7563-41dd-a613-a70970eebe2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-50c9c86b-c239-4700-9973-a05c9824a31a' class='xr-var-data-in' type='checkbox'><label for='data-50c9c86b-c239-4700-9973-a05c9824a31a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.75 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_sep_to_areal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.125</div><input id='attrs-45f0eafa-e245-4fa0-a2cd-a30332b322c5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-45f0eafa-e245-4fa0-a2cd-a30332b322c5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6152a6d4-6fd9-4c92-9afe-03a22e9a26d2' class='xr-var-data-in' type='checkbox'><label for='data-6152a6d4-6fd9-4c92-9afe-03a22e9a26d2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.125 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_areal_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.025</div><input id='attrs-769a307b-9751-4e2e-a699-a90b47412e16' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-769a307b-9751-4e2e-a699-a90b47412e16' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cfb17886-fa7c-4ed6-aff6-7874635fce62' class='xr-var-data-in' type='checkbox'><label for='data-cfb17886-fa7c-4ed6-aff6-7874635fce62' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.025 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-0805939f-92b4-408c-bc3f-1fcc1bdeef22' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0805939f-92b4-408c-bc3f-1fcc1bdeef22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f20da630-7080-4975-b2de-f85282af4b89' class='xr-var-data-in' type='checkbox'><label for='data-f20da630-7080-4975-b2de-f85282af4b89' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_ratio_sep_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.8</div><input id='attrs-0aa02652-0279-487e-a447-7925cb21fa55' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0aa02652-0279-487e-a447-7925cb21fa55' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46e899e5-df45-4452-aeee-4cd82c277051' class='xr-var-data-in' type='checkbox'><label for='data-46e899e5-df45-4452-aeee-4cd82c277051' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.8 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.7e+06</div><input id='attrs-1f2e81ca-44b6-431a-b5e2-e5868e52b8e1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f2e81ca-44b6-431a-b5e2-e5868e52b8e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce3513a4-6728-4fe5-873c-8e6b5850f998' class='xr-var-data-in' type='checkbox'><label for='data-ce3513a4-6728-4fe5-873c-8e6b5850f998' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8700000.0 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_external_power_coupled</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9</div><input id='attrs-f4da822b-3310-45f2-87a1-aab3ef2c2775' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f4da822b-3310-45f2-87a1-aab3ef2c2775' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1f16784-8cba-4848-babf-606a285e9d95' class='xr-var-data-in' type='checkbox'><label for='data-a1f16784-8cba-4848-babf-606a285e9d95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_reaction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U14</div><div class='xr-var-preview xr-preview'>&#x27;DTFusionHively&#x27;</div><input id='attrs-5589da11-18af-4bee-8947-c0f853eef9ee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5589da11-18af-4bee-8947-c0f853eef9ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31e660d5-b4fe-4a86-8e8b-7d74005f0cf3' class='xr-var-data-in' type='checkbox'><label for='data-31e660d5-b4fe-4a86-8e8b-7d74005f0cf3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;DTFusionHively&#x27;, dtype=&#x27;&lt;U14&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heavier_fuel_species_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.5</div><input id='attrs-17087396-76ec-4191-98f2-17b49a9ac6d3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-17087396-76ec-4191-98f2-17b49a9ac6d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f6000cf-3ff2-4b82-bd8f-8c78944c53f1' class='xr-var-data-in' type='checkbox'><label for='data-2f6000cf-3ff2-4b82-bd8f-8c78944c53f1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>density_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-1e5ddca4-7d55-4061-b51a-8d540e9b0f87' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1e5ddca4-7d55-4061-b51a-8d540e9b0f87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cd1ae46e-869f-4978-a5a6-baf7ffbddd3d' class='xr-var-data-in' type='checkbox'><label for='data-cd1ae46e-869f-4978-a5a6-baf7ffbddd3d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-5e20d515-abf9-4820-ac4e-b536663608cc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5e20d515-abf9-4820-ac4e-b536663608cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2214a3f4-bc22-4dd6-9ba9-7de27059fdc6' class='xr-var-data-in' type='checkbox'><label for='data-2214a3f4-bc22-4dd6-9ba9-7de27059fdc6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_inverse_temp_scale_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-3f071131-5383-4e2f-a1fa-deeaa26035f8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3f071131-5383-4e2f-a1fa-deeaa26035f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-102c7e32-f3c6-4c8f-b920-6907c6e1b600' class='xr-var-data-in' type='checkbox'><label for='data-102c7e32-f3c6-4c8f-b920-6907c6e1b600' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.1</div><input id='attrs-e92571dc-9bbb-4402-9c91-f0c8d2087829' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e92571dc-9bbb-4402-9c91-f0c8d2087829' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46af59e3-6eb3-46fe-9778-dd7b9d2e41f4' class='xr-var-data-in' type='checkbox'><label for='data-46af59e3-6eb3-46fe-9778-dd7b9d2e41f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.2</div><input id='attrs-bcc0f558-f003-4b4b-8a84-e44470d22268' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bcc0f558-f003-4b4b-8a84-e44470d22268' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4f27cb2c-d9a9-4720-a1fc-2a0892f7cca4' class='xr-var-data-in' type='checkbox'><label for='data-4f27cb2c-d9a9-4720-a1fc-2a0892f7cca4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.2 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-847fb561-1e49-4cee-89f7-0c41ade5c58c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-847fb561-1e49-4cee-89f7-0c41ade5c58c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45c20d10-bf43-4a20-81f2-d2a234ce544d' class='xr-var-data-in' type='checkbox'><label for='data-45c20d10-bf43-4a20-81f2-d2a234ce544d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_to_electron_temp_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-569f02b4-f171-408e-860d-2e9c033c207d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-569f02b4-f171-408e-860d-2e9c033c207d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fefe32df-8665-4f88-8076-19d5e2a264eb' class='xr-var-data-in' type='checkbox'><label for='data-fefe32df-8665-4f88-8076-19d5e2a264eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_threshold_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-11236664-fbda-4a1f-8ea2-dff98f091cbd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-11236664-fbda-4a1f-8ea2-dff98f091cbd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-115e5494-6764-45b0-9bb7-438ad6553007' class='xr-var-data-in' type='checkbox'><label for='data-115e5494-6764-45b0-9bb7-438ad6553007' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_time_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-bd819260-11a5-4841-a770-be9735888128' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd819260-11a5-4841-a770-be9735888128' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a9aaf5da-4d32-4b48-82ca-6cde9225f08b' class='xr-var-data-in' type='checkbox'><label for='data-a9aaf5da-4d32-4b48-82ca-6cde9225f08b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ITER98y2&#x27;</div><input id='attrs-cd626166-5e5e-4ac8-b796-c7d7e2bda184' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cd626166-5e5e-4ac8-b796-c7d7e2bda184' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-723f10d1-501d-4615-b4a6-e77fba40f530' class='xr-var-data-in' type='checkbox'><label for='data-723f10d1-501d-4615-b4a6-e77fba40f530' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ITER98y2&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_method</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>RadiationMethod.Radas</div><input id='attrs-747b3ac4-1858-46ea-a24e-2c7d5fa9c733' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-747b3ac4-1858-46ea-a24e-2c7d5fa9c733' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00856f1c-2680-4529-bf64-476be6294b4e' class='xr-var-data-in' type='checkbox'><label for='data-00856f1c-2680-4529-bf64-476be6294b4e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;RadiationMethod.Radas: &#x27;Impurity line and bremsstrahlung radiation, using coronal Lz curves from Radas&#x27;&gt;,\n",
-       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-1ab20bd6-e84c-4e7a-9f23-c2036d22f1df' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1ab20bd6-e84c-4e7a-9f23-c2036d22f1df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69fc0caf-b148-47e3-a93a-a470ac64a963' class='xr-var-data-in' type='checkbox'><label for='data-69fc0caf-b148-47e3-a93a-a470ac64a963' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minimum_core_radiated_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0</div><input id='attrs-f7a6e7c9-8760-4987-9d78-f451f551f958' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f7a6e7c9-8760-4987-9d78-f451f551f958' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7495fac8-cc69-403c-849e-2e613ac86975' class='xr-var-data-in' type='checkbox'><label for='data-7495fac8-cc69-403c-849e-2e613ac86975' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>radas_dir</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>/Users/tbody/Code/cfspopcon/rada...</div><input id='attrs-b81a3ffa-e7a8-4150-8026-ce3729bd0226' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b81a3ffa-e7a8-4150-8026-ce3729bd0226' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e005f213-cec5-4e19-aa10-88dfa98241b1' class='xr-var-data-in' type='checkbox'><label for='data-e005f213-cec5-4e19-aa10-88dfa98241b1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(PosixPath(&#x27;/Users/tbody/Code/cfspopcon/radas_dir&#x27;), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>intrinsic_impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 nan nan 1.5e-05</div><input id='attrs-75d2f676-0439-434a-b633-bbe29db9ae4a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-75d2f676-0439-434a-b633-bbe29db9ae4a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c611e3c9-22d0-46fe-88c4-3bb5f29c3b7d' class='xr-var-data-in' type='checkbox'><label for='data-c611e3c9-22d0-46fe-88c4-3bb5f29c3b7d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 nan nan 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Xenon</div><input id='attrs-ec4c0298-794f-4ee2-9bf6-fca0c89e43dc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ec4c0298-794f-4ee2-9bf6-fca0c89e43dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8d52dc37-95cd-4248-8956-f33a0255ac01' class='xr-var-data-in' type='checkbox'><label for='data-8d52dc37-95cd-4248-8956-f33a0255ac01' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Xenon: 54&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nesep_over_nebar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-2c91079f-975a-4931-9eb8-ea1fd6dc10e2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2c91079f-975a-4931-9eb8-ea1fd6dc10e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6130cb32-103d-4508-9abc-2bc52cee4d29' class='xr-var-data-in' type='checkbox'><label for='data-6130cb32-103d-4508-9abc-2bc52cee4d29' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>toroidal_flux_expansion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6974</div><input id='attrs-c7465144-57a1-49bc-a0c6-9ed884ca1da6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c7465144-57a1-49bc-a0c6-9ed884ca1da6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2bc1efb-376c-41e7-a540-886d545a9cdf' class='xr-var-data-in' type='checkbox'><label for='data-b2bc1efb-376c-41e7-a540-886d545a9cdf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6974 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>parallel_connection_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 30.0</div><input id='attrs-c2c07c4f-b597-420d-911d-8ba0f9b54373' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c2c07c4f-b597-420d-911d-8ba0f9b54373' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e5de649-99cf-4a75-be1f-e37679a77230' class='xr-var-data-in' type='checkbox'><label for='data-6e5de649-99cf-4a75-be1f-e37679a77230' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>30.0 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>LambdaQScaling.EichRegression15</div><input id='attrs-87d87b4a-475a-4f86-b55e-0fde61360b27' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-87d87b4a-475a-4f86-b55e-0fde61360b27' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-597442cb-c8ee-46f3-827a-37b9c43f2052' class='xr-var-data-in' type='checkbox'><label for='data-597442cb-c8ee-46f3-827a-37b9c43f2052' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;LambdaQScaling.EichRegression15: 3&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-36d0d2e2-d536-48e6-a646-f6eb3d2ccec5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-36d0d2e2-d536-48e6-a646-f6eb3d2ccec5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6432ef48-c457-4089-aea2-36c716a3e1e7' class='xr-var-data-in' type='checkbox'><label for='data-6432ef48-c457-4089-aea2-36c716a3e1e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_momentum_loss_function</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MomentumLossFunction.KotovReiter</div><input id='attrs-d22a78c4-9b2f-4a6b-bed1-c4d679f831b0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d22a78c4-9b2f-4a6b-bed1-c4d679f831b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41f00c75-4df2-43c8-9549-1541314994be' class='xr-var-data-in' type='checkbox'><label for='data-41f00c75-4df2-43c8-9549-1541314994be' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;MomentumLossFunction.KotovReiter: 1&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_P_SOL_to_divertor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-ccbcb95b-fb09-46c5-aab5-414bf62ec8c6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ccbcb95b-fb09-46c5-aab5-414bf62ec8c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41a25ba8-fa8e-462c-84cd-fe4745e23aff' class='xr-var-data-in' type='checkbox'><label for='data-41a25ba8-fa8e-462c-84cd-fe4745e23aff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>kappa_e0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[W/eV³⋅⁵/m] 2.6e+03</div><input id='attrs-2307cef3-9fd4-4540-8de5-0968b25c32cc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2307cef3-9fd4-4540-8de5-0968b25c32cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fee837dc-9223-4fdd-9c48-46376fe9ae6f' class='xr-var-data-in' type='checkbox'><label for='data-fee837dc-9223-4fdd-9c48-46376fe9ae6f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2600.0 watt/(electron_volt<sup>3.5</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0</div><input id='attrs-2f9b959b-013e-4209-85a7-60b9d007a3ad' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2f9b959b-013e-4209-85a7-60b9d007a3ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1768c256-c613-46b1-b587-c53ba7e35bf7' class='xr-var-data-in' type='checkbox'><label for='data-1768c256-c613-46b1-b587-c53ba7e35bf7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Argon</div><input id='attrs-ee6dfe99-4305-422e-938d-05d4794fd5f9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ee6dfe99-4305-422e-938d-05d4794fd5f9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1a872221-354c-48c8-ad92-e626ad5a0312' class='xr-var-data-in' type='checkbox'><label for='data-1a872221-354c-48c8-ad92-e626ad5a0312' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Argon: 18&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lengyel_overestimation_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 4.3</div><input id='attrs-48f28f06-e5f1-4226-8e39-9f57ea32b34e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-48f28f06-e5f1-4226-8e39-9f57ea32b34e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7593be29-a5e6-480a-a1df-eb44c3405ad5' class='xr-var-data-in' type='checkbox'><label for='data-7593be29-a5e6-480a-a1df-eb44c3405ad5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_enrichment</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 5.0</div><input id='attrs-7065c8ef-2dbd-4fce-b6b1-16ca0c8f8e2d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7065c8ef-2dbd-4fce-b6b1-16ca0c8f8e2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-388a3d70-8d8b-4e12-9fac-cb00cef6e298' class='xr-var-data-in' type='checkbox'><label for='data-388a3d70-8d8b-4e12-9fac-cb00cef6e298' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_inductance_coefficients</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-fa871224-211b-4ac0-bd48-fb47a3048e90' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fa871224-211b-4ac0-bd48-fb47a3048e90' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-534fd280-22c5-4c6c-b48e-1ae1d10592b3' class='xr-var-data-in' type='checkbox'><label for='data-534fd280-22c5-4c6c-b48e-1ae1d10592b3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>total_flux_available_from_CS</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[Wb] 35</div><input id='attrs-167de18d-2d17-43dd-b16a-eeb7f37a93ab' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-167de18d-2d17-43dd-b16a-eeb7f37a93ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-53305a2a-adbe-4916-a675-5603455e14a1' class='xr-var-data-in' type='checkbox'><label for='data-53305a2a-adbe-4916-a675-5603455e14a1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>35 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ejima_coefficient</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-0d8773dd-5415-4035-ac02-6b4c5e8c6e86' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0d8773dd-5415-4035-ac02-6b4c5e8c6e86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-458c4671-91bc-41b2-8746-2dcf52fe04f0' class='xr-var-data-in' type='checkbox'><label for='data-458c4671-91bc-41b2-8746-2dcf52fe04f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>safety_factor_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[] 1</div><input id='attrs-24305a71-7c74-44f5-9f3b-bb1e84de1fc2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-24305a71-7c74-44f5-9f3b-bb1e84de1fc2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62bd16a6-938a-495f-a46c-e8d2a77267a7' class='xr-var-data-in' type='checkbox'><label for='data-62bd16a6-938a-495f-a46c-e8d2a77267a7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field_equation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-1c03271b-3789-4fe8-a5ad-3d3ae56f196d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c03271b-3789-4fe8-a5ad-3d3ae56f196d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0f046be-49dc-4c29-ba6d-acb31a1e48e9' class='xr-var-data-in' type='checkbox'><label for='data-c0f046be-49dc-4c29-ba6d-acb31a1e48e9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.0 2.0 ... 39.0 40.0</div><input id='attrs-ba765169-dfa0-4edd-9bbb-f9f881c9716c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ba765169-dfa0-4edd-9bbb-f9f881c9716c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0229097-7f47-41e2-a4bf-cf0cea96f824' class='xr-var-data-in' type='checkbox'><label for='data-a0229097-7f47-41e2-a4bf-cf0cea96f824' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[1.0 2.0 3.0 4.0 5.0 6.0 7.0 8.0 9.0 10.0 11.0 12.0 13.0 14.0 15.0 16.0 17.0 18.0 19.0 20.0 21.0 22.0 23.0 24.0 25.0 26.0 27.0 28.0 29.0 30.0 31.0 32.0 33.0 34.0 35.0 36.0 37.0 38.0 39.0 40.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 5.0 5.517 ... 19.48 20.0</div><input id='attrs-a3d2d566-e08e-473f-a156-1b9773f5d3d0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a3d2d566-e08e-473f-a156-1b9773f5d3d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2379e824-c8d1-4a77-b0cb-29b01c554c0d' class='xr-var-data-in' type='checkbox'><label for='data-2379e824-c8d1-4a77-b0cb-29b01c554c0d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[5.0 5.517241379310345 6.0344827586206895 6.551724137931035 7.068965517241379 7.586206896551724 8.10344827586207 8.620689655172415 9.137931034482758 9.655172413793103 10.172413793103448 10.689655172413794 11.206896551724139 11.724137931034484 12.24137931034483 12.758620689655173 13.275862068965518 13.793103448275863 14.310344827586208 14.827586206896552 15.344827586206897 15.862068965517242 16.379310344827587 16.896551724137932 17.413793103448278 17.93103448275862 18.448275862068968 18.96551724137931 19.48275862068966 20.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li></ul></div></li><li class='xr-section-item'><input id='section-344e0a2a-0c82-4e8d-9fb6-930fdc573009' class='xr-section-summary-in' type='checkbox'  ><label for='section-344e0a2a-0c82-4e8d-9fb6-930fdc573009' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_temp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e5c888e1-7eea-4f28-8a29-a8995f67d766' class='xr-index-data-in' type='checkbox'/><label for='index-e5c888e1-7eea-4f28-8a29-a8995f67d766' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([               5.0,  5.517241379310345, 6.0344827586206895,\n",
+       "       &lt;AtomicSpecies.Tungsten: 74&gt;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9d6f938c-09f7-403f-b745-1f677323f994' class='xr-section-summary-in' type='checkbox'  ><label for='section-9d6f938c-09f7-403f-b745-1f677323f994' class='xr-section-summary' >Data variables: <span>(148)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>current_relaxation_time</span></div><div class='xr-var-dims'>(dim_average_electron_temp, dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 6.709 6.709 ... 52.61 52.61</div><input id='attrs-e6447adf-bd84-4f5d-9f96-fed320202083' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e6447adf-bd84-4f5d-9f96-fed320202083' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9601b202-40f5-4b18-98a0-cd015b33f4fc' class='xr-var-data-in' type='checkbox'><label for='data-9601b202-40f5-4b18-98a0-cd015b33f4fc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[6.70892512810257 6.708924886566515 6.708924756230591 ...  6.7089229312816405 6.708922892283584 6.708922853121795] [7.762498163093323 7.762497607889943 7.762497255303387 ...  7.7624943484464755 7.762494287429691 7.762494226645695] [8.862680091166432 8.862679208048771 8.862678607243824 ...  8.862674232587405 8.862674152699649 8.862674073515919] ... [48.60784721913763 48.6076617407665 48.60755101190802 ...  48.60683828957817 48.60683095876299 48.6068238146231] [50.59849721857003 50.598278669230304 50.598148393559136 ...  50.59730919498176 50.597300545907 50.5972921170256] [52.61497096786498 52.61471700451897 52.61456580589732 ...  52.6135912050144 52.613581144069485 52.6135713392212]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_pressure</span></div><div class='xr-var-dims'>(dim_average_electron_temp, dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 6.465e+04 ... 8.663e+06</div><input id='attrs-7f269086-c93f-432c-8ed6-76c9d97b033c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7f269086-c93f-432c-8ed6-76c9d97b033c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a06f1036-ea07-4f7c-8926-2758798ca067' class='xr-var-data-in' type='checkbox'><label for='data-a06f1036-ea07-4f7c-8926-2758798ca067' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[64654.342481970416 123203.67027736278 179398.2800155604 ...  1799272.0278467364 1840639.9595082228 1881815.4716755108] [72272.56854601632 137799.4162937412 200718.74520752116 ...  2014248.7885306939 2060475.0679165947 2106479.7807919597] [79972.09950168266 152556.0571067695 222277.9689673043 ...  2231098.73018068 2282198.8747847117 2333046.5733841555] ... [288403.7780307916 552795.56084644 807398.8553966347 ...  7862230.169905341 8029716.933132806 8195616.021197384] [297159.9248605935 569620.3547788296 831992.7030921815 ...  8087552.944554527 8259257.873748582 8429299.18874531] [305938.84180339327 586488.9564434903 856649.6633598846 ...  8312522.759189555 8488402.77357654 8662541.501783252]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>pascal</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_triple_product</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e10 m^-3·keV·s] 83.6 ... 18.18</div><input id='attrs-71f42fdb-b628-4f3a-908d-473227b802ee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-71f42fdb-b628-4f3a-908d-473227b802ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82b7d94d-392e-44aa-9fb2-807bd29f669a' class='xr-var-data-in' type='checkbox'><label for='data-82b7d94d-392e-44aa-9fb2-807bd29f669a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[83.60490186516306 75.09902396456609 68.0987786469571 ...  19.276703581978595 18.708871545213334 18.17179888010542] [85.04938284584509 76.44322875869452 69.35475291882562 ...  19.73275326263532 19.152992279698502 18.604554869939225] [85.77792512464491 77.1259299027328 69.99606608390096 ...  19.967774983986555 19.38163480555066 18.827113076451337] ... [86.04505161279359 77.42210172218154 70.2893599097392 ...  19.45464830625189 18.849828318344105 18.27744139994259] [85.96987281418713 77.35132054453187 70.22193316081372 ...  19.404716725363826 18.80007894107419 18.227866790237208] [85.89375367128144 77.27960452690213 70.15358467497103 ...  19.35424203933357 18.74979517938415 18.177766190690683]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e20_per_cubic_metre kiloelectron_volt second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho_star</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.001637 0.001719 ... 0.003274</div><input id='attrs-d071d7d8-7030-4dd8-8411-5a1897d92ef2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d071d7d8-7030-4dd8-8411-5a1897d92ef2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-608fd808-fb29-4c8c-934b-e52ae6a908df' class='xr-var-data-in' type='checkbox'><label for='data-608fd808-fb29-4c8c-934b-e52ae6a908df' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.0016368206709051207 0.0017194006682208739 0.0017981922608704794 0.0018736734390577738 0.0019462294071888554 0.0020161759979185306 0.002083775996540627 0.002149250835276092 0.0022127891680210027 0.002274553286095355 0.00233468400441329 0.002393304441486577 0.0024505229847555958 0.0025064356460901952 0.0025611279540795444 0.002614676489805913 0.002667150144914956 0.0027186111609967265 0.002769115995019362 0.00281871604512554 0.0028674582633796543 0.002915385676270014 0.0029625378293916286 0.0030089511693865297 0.003054659373633771 0.0030996936361687034 0.003144082916731182 0.003187854158592729 0.003231032479817103 0.0032736413418102414]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nu_star</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.003323 0.002749 ... 0.008252</div><input id='attrs-c06c5bc6-dfb5-4210-85dd-6329a75e60bf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c06c5bc6-dfb5-4210-85dd-6329a75e60bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e738761-5831-49ae-834e-7a169bfef474' class='xr-var-data-in' type='checkbox'><label for='data-3e738761-5831-49ae-834e-7a169bfef474' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.003322598490594971 0.002749055632946764 0.0023139898721289114 ...  0.00025336000993611503 0.00024048201502327386 0.00022857182789826611] [0.006513914212832544 0.005390096682141376 0.004537519203422363 ...  0.0004974181746895646 0.0004721477950463949 0.00044877588636308194] [0.009655678052190978 0.007990368319558782 0.0067269048202420806 ...  0.0007379654006136056 0.0007004859229778813 0.0006658215597768279] ... [0.11316846972571139 0.093693920241988 0.07891174536009812 ...  0.008700178930903581 0.008259234866782261 0.007851363861700005] [0.11605065205199189 0.09608061776998052 0.08092226594198702 ...  0.008922333439341597 0.008470140435777762 0.008051863692488984] [0.11893040592543976 0.09846531725792948 0.08293111319431577 ...  0.009144315874310563 0.008680882913738084 0.008252208727618802]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_radiated_power_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0 1.0 1.0 ... 0.02332 0.02191</div><input id='attrs-62f179ef-53ea-4286-baa2-51cab7148e41' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-62f179ef-53ea-4286-baa2-51cab7148e41' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cea6164e-5123-4789-92a9-045df0e7ce87' class='xr-var-data-in' type='checkbox'><label for='data-cea6164e-5123-4789-92a9-045df0e7ce87' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.0 1.0 1.0 ... 0.8965407130965133 0.8738828079668282 0.852576365382913] [1.0 1.0 1.0 ... 0.3577328772982827 0.3489160538938257  0.3406548842419241] [1.0 1.0 1.0 ... 0.21121433123123184 0.20585103430907478  0.20084742304711234] ... [1.0 0.8917955805348375 0.6668569024664809 ... 0.025224589702767343  0.023662032122776303 0.02225089685000158] [1.0 0.8930911532490698 0.6676678064358641 ... 0.025046625437310812  0.02348564379593579 0.022076101733012332] [1.0 0.8943841395172855 0.668483119489353 ... 0.02487926628167266  0.023319716157017965 0.021911629072868543]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01173 0.02346 ... 0.4693</div><input id='attrs-de791e56-985c-4f62-871c-09f84593fa7f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-de791e56-985c-4f62-871c-09f84593fa7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49f55314-5c62-4b3e-b1bf-2ed331fda7fa' class='xr-var-data-in' type='checkbox'><label for='data-49f55314-5c62-4b3e-b1bf-2ed331fda7fa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.01173160612211271 0.02346321224422542 0.03519481836633812 0.04692642448845084 0.058658030610563544 0.07038963673267624 0.08212124285478896 0.09385284897690167 0.10558445509901437 0.11731606122112709 0.1290476673432398 0.1407792734653525 0.1525108795874652 0.16424248570957792 0.17597409183169063 0.18770569795380335 0.19943730407591603 0.21116891019802875 0.22290051632014146 0.23463212244225418 0.24636372856436686 0.2580953346864796 0.2698269408085923 0.281558546930705 0.2932901530528177 0.3050217591749304 0.3167533652970431 0.32848497141915584 0.34021657754126855 0.35194818366338126 0.363679789785494 0.3754113959076067 0.38714300202971935 0.39887460815183207 0.4106062142739448 0.4223378203960575 0.4340694265181702 0.4458010326402829 0.45753263876239564 0.46926424488450835]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_density_limit</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 85.24</div><input id='attrs-8487dc9b-a05d-468b-be8f-b38a85f425e1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8487dc9b-a05d-468b-be8f-b38a85f425e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34403c68-1cbd-4d4e-ada7-48a008a41c91' class='xr-var-data-in' type='checkbox'><label for='data-34403c68-1cbd-4d4e-ada7-48a008a41c91' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>85.23982049781885 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ratio_of_P_SOL_to_P_LH</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.0 0.0 ... 25.09 27.34</div><input id='attrs-eea49f94-5e88-46f6-8ee6-a1eb7fc15dd9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eea49f94-5e88-46f6-8ee6-a1eb7fc15dd9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69159d02-65a9-4708-83b1-7308a7020ff7' class='xr-var-data-in' type='checkbox'><label for='data-69159d02-65a9-4708-83b1-7308a7020ff7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 1.055535932305991e-05 1.4033695928658692e-05  1.7851360897271346e-05] [0.0 0.0 0.0 ... 0.0009804089099191106 0.0010839837444719285  0.0011945518861042812] [0.0 0.0 0.0 ... 0.005861037471333111 0.0064359355029814085  0.007047674746119674] ... [0.0 0.04468585870543457 0.18368743376658325 ... 21.601705809211257  23.59814513216578 25.716481033308337] [0.0 0.04553240380831966 0.18897435291043715 ... 22.28174261972606  24.34098484712078 26.525953138794847] [0.0 0.04635313200773918 0.19425808728534194 ... 22.965013482130143  25.087358823624257 27.339277995358785]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_LH_thresh</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 7.102e+03 1.776e+03 ... 34.45</div><input id='attrs-ccd15b06-fdf0-49ba-aa0d-770b88f12d2d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ccd15b06-fdf0-49ba-aa0d-770b88f12d2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-68489664-57c6-4bef-a3b1-ffe505f7829a' class='xr-var-data-in' type='checkbox'><label for='data-68489664-57c6-4bef-a3b1-ffe505f7829a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[7102.371480463456 1775.592870115864 789.1523867181619 443.898217528966 284.0948592185382 197.28809667954047 144.94635674415215 110.9745543822415 87.68359852424021 71.02371480463455 58.6972849625079 49.32202416988512 42.02586674830448 36.23658918603804 31.56609546872647 27.743638595560373 24.57567986319535 21.920899631060053 20.20085159879475 20.95761477240098 21.703740124445314 22.439873712877358 23.16659491337748 23.88442589103477 24.59383938922551 25.295265189866452 25.98909551394383 26.675689568870624 27.35537740303981 28.028463193317528 28.69522806497521 29.355932523460538 30.010818561869257 30.66011149585927 31.304021568217905 31.942745357738744 32.576467021034496 33.20535939106582 33.82958495224568 34.44929670878849]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_charge_state</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.0 7.999 17.7 ... 50.6 63.51</div><input id='attrs-accea4ae-b9cc-4799-b53e-62681a85e0d5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-accea4ae-b9cc-4799-b53e-62681a85e0d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7c26c4c-4c0f-48ff-ae2c-eca1482eda44' class='xr-var-data-in' type='checkbox'><label for='data-c7c26c4c-4c0f-48ff-ae2c-eca1482eda44' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[2.0 7.99890372535924 17.704255940017024 42.98070988744914   47.345342454918466]  [2.0 7.999023324537563 17.75294969639185 43.20017212132272   49.00731956524615]  [2.0 7.9991201949458155 17.78937247172426 43.41528939083669   50.6872965851239]  ...  [2.0 7.999676372695668 17.961864356973482 50.478318057350386   63.16701426294041]  [2.0 7.999676372695668 17.963159341465357 50.54256999772622   63.32817758552569]  [2.0 7.999676372695668 17.96437234631245 50.60215123388594   63.48928732466755]] [[2.0 7.998904858494622 17.704258029502153 42.98071157810832   47.34533894868084]  [2.0 7.999024216338732 17.752951198379904 43.20017173542364   49.00735638490812]  [2.0 7.999120768364529 17.78937362360096 43.415289183743745   50.6873669877583]  ...  [2.0 7.999676722086003 17.96186439225087 50.4783175364845   63.1697506851899]  [2.0 7.999676722086003 17.96315938030818 50.54256971023984   63.33126894261303]  [2.0 7.999676722086003 17.96437238680753 50.60215130476036   63.492734877545104]] [[2.0 7.998905344047585 17.704259312113987 42.98071423007152   47.34534122183295]  [2.0 7.999024756166564 17.75295216490035 43.20017254197837   49.00738061477373]  [2.0 7.9991213381870585 17.789374319413728 43.41528935515568   50.68740933457552]  ...  [2.0 7.999676873287898 17.96186441077519 50.47831716869781   63.171385675886334]  [2.0 7.999676873287898 17.963159393680744 50.54256948795629   63.33311302616657]  [2.0 7.999676873287898 17.964372396427844 50.602151401439116   63.49478872310222]] ... [[2.0 7.998912299220747 17.704272376305347 42.98072446716572   47.34536787224829]  [2.0 7.999029945953794 17.752961449948003 43.20018190054725   49.007556756053575]  [2.0 7.999125932896466 17.789380995839828 43.41530230408386   50.68770391291311]  ...  [2.0 7.99967839481304 17.961864601075476 50.47831915650977   63.181895130591926]  [2.0 7.99967839481304 17.96315957075667 50.54257092647982   63.34497751199552]  [2.0 7.99967839481304 17.964372561534535 50.6021524072836   63.508012689979196]] [[2.0 7.998912416688846 17.704272587239853 42.98072480680073   47.345369472601725]  [2.0 7.9990300579260225 17.752961606477193 43.200182001312186   49.007560356390094]  [2.0 7.999126031010901 17.78938110541102 43.41530220118514   50.68770885358525]  ...  [2.0 7.999678417017492 17.961864604534764 50.47831913597105   63.18200305758252]  [2.0 7.999678417017492 17.96315957394683 50.5425709159024   63.34509962106272]  [2.0 7.999678417017492 17.964372564487785 50.60215240479727   63.508149031144995]] [[2.0 7.998912533828348 17.70427278427476 42.98072515712623   47.34537110686134]  [2.0 7.999030169152969 17.752961754066124 43.200182115819075   49.007563953153515]  [2.0 7.999126128083081 17.78938121319147 43.41530212221511   50.68771375620076]  ...  [2.0 7.999678438591743 17.96186460787182 50.47831912260708   63.182108237724485]  [2.0 7.999678438591743 17.963159577028236 50.54257090946556   63.34521862281638]  [2.0 7.999678438591743 17.964372567344263 50.60215240387146   63.508281903175764]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.0 -0.0 -0.0 ... 1.643 1.822</div><input id='attrs-bb1a7e01-c463-48b1-9bcd-6a74f90f3939' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bb1a7e01-c463-48b1-9bcd-6a74f90f3939' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d934e101-18d7-43fc-9900-d6e39b4517de' class='xr-var-data-in' type='checkbox'><label for='data-d934e101-18d7-43fc-9900-d6e39b4517de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[-0.0 -0.0 -0.0 ... 0.07950452330237039 0.11275953384227091  0.15158587001712243] [-0.0 -0.0 -0.0 ... 0.8708472741799608 0.9728102569673518  1.081630745569471] [-0.0 -0.0 -0.0 ... 1.0869179843968093 1.19444317515702  1.3081958848374526] ... [-0.0 0.0016346757331238309 0.008723332650926029 ... 1.457259141965784  1.6195170456923904 1.794960280511931] [-0.0 0.0016194199906953762 0.008680615622119197 ... 1.4679115434945438  1.6315353176112204 1.8084583280790745] [-0.0 0.0016034584793287554 0.00863750222471278 ... 1.4784495564743583  1.6434165456500096 1.821794036189612]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration_in_core</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.0 -0.0 -0.0 ... 0.3287 0.3644</div><input id='attrs-3abb60bb-fee5-41bf-b9a3-8b4d5aea7bf9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3abb60bb-fee5-41bf-b9a3-8b4d5aea7bf9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5134725b-e783-4832-9263-764cbe500c45' class='xr-var-data-in' type='checkbox'><label for='data-5134725b-e783-4832-9263-764cbe500c45' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[-0.0 -0.0 -0.0 ... 0.01590090466047408 0.022551906768454182  0.03031717400342449] [-0.0 -0.0 -0.0 ... 0.17416945483599217 0.19456205139347038  0.2163261491138942] [-0.0 -0.0 -0.0 ... 0.21738359687936187 0.23888863503140395  0.2616391769674905] ... [-0.0 0.0003269351466247662 0.0017446665301852056 ...  0.29145182839315686 0.32390340913847804 0.35899205610238616] [-0.0 0.00032388399813907526 0.0017361231244238393 ...  0.2935823086989087 0.3263070635222441 0.3616916656158149] [-0.0 0.0003206916958657511 0.001727500444942556 ... 0.29568991129487165  0.32868330913000193 0.3643588072379224]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_concentration</span></div><div class='xr-var-dims'>(dim_species, dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.06 ... 1.5e-05 1.5e-05</div><input id='attrs-018d26e0-fca9-45b9-ad78-7e9e6f24b9e9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-018d26e0-fca9-45b9-ad78-7e9e6f24b9e9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-edbb2b9c-24cf-47bc-8d56-7e82017359f8' class='xr-var-data-in' type='checkbox'><label for='data-edbb2b9c-24cf-47bc-8d56-7e82017359f8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  ...  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]  [0.06 0.06 0.06 ... 0.06 0.06 0.06]] [[0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  ...  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]  [0.0031 0.0031 0.0031 ... 0.0031 0.0031 0.0031]] [[-0.0 -0.0 -0.0 ... 0.01590090466047408 0.022551906768454182   0.03031717400342449]  [-0.0 -0.0 -0.0 ... 0.17416945483599217 0.19456205139347038   0.2163261491138942]  [-0.0 -0.0 -0.0 ... 0.21738359687936187 0.23888863503140395   0.2616391769674905]  ...  [-0.0 0.0003269351466247662 0.0017446665301852056 ...   0.29145182839315686 0.32390340913847804 0.35899205610238616]  [-0.0 0.00032388399813907526 0.0017361231244238393 ...   0.2935823086989087 0.3263070635222441 0.3616916656158149]  [-0.0 0.0003206916958657511 0.001727500444942556 ...   0.29568991129487165 0.32868330913000193 0.3643588072379224]] [[0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  ...  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]  [0.0 0.0 0.0 ... 0.0 0.0 0.0]] [[1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  ...  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]  [1.5e-05 1.5e-05 1.5e-05 ... 1.5e-05 1.5e-05 1.5e-05]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0 25.0 25.0 ... 834.2 855.4</div><input id='attrs-419aafff-0f73-46ff-a696-78d288e5f111' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-419aafff-0f73-46ff-a696-78d288e5f111' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c772442c-b334-4335-93c9-24e7a0507fa8' class='xr-var-data-in' type='checkbox'><label for='data-c772442c-b334-4335-93c9-24e7a0507fa8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[24.999999999999996 24.999999999999996 24.999999999999996 ...  55.63693712127743 60.18597059057091 64.3718001843495] [24.999999999999996 24.999999999999996 24.999999999999996 ...  136.75932943891254 140.8108801183358 144.84440485904008] [24.999999999999996 24.999999999999996 24.999999999999996 ...  181.73147894994065 186.7506366050846 191.7541182690749] ... [24.999999999999996 130.55611346708056 196.97744517516054 ...  790.1381152340924 810.7572527335755 831.3250894763227] [24.999999999999996 131.9822235269406 199.69209902932818 ...  801.6469489637906 822.5659651719253 843.4329138182849] [24.999999999999996 133.37080840041943 202.36933639558623 ...  813.0242022718269 834.2396906311167 855.4023525647046]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>electron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] inf inf ... 200.2 205.3</div><input id='attrs-378204e7-218b-4c9f-91f9-ae3eb17c5921' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-378204e7-218b-4c9f-91f9-ae3eb17c5921' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-86374e06-29b4-4142-93d7-7459f6d83e3c' class='xr-var-data-in' type='checkbox'><label for='data-86374e06-29b4-4142-93d7-7459f6d83e3c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[inf inf inf ... 0.333821622727646 0.36111582354340505  0.38623080110607594] [inf inf inf ... 1.6411119532668617 1.6897305614199294  1.7381328583083866] [inf inf inf ... 3.271166621098731 3.361511458891312 3.451574128843159] ... [inf 29.76679387049272 44.91085749993412 ... 180.1514902733628  184.85265362324313 189.54212040059465] [inf 30.883840305302375 46.72795117286018 ... 187.58538605751633  192.4804358502168 197.36330183347266] [inf 32.008994016098875 48.56864073493796 ... 195.1258085452318  200.21752575145186 205.29656461551895]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_power_loss_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.0 0.0 ... 0.9956 0.9958</div><input id='attrs-eb0395de-1333-45f5-ba14-1530257befa9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eb0395de-1333-45f5-ba14-1530257befa9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c06f9e4-4b8c-499c-9e91-ece1184d7372' class='xr-var-data-in' type='checkbox'><label for='data-6c06f9e4-4b8c-499c-9e91-ece1184d7372' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.8971633791939723 0.9168031599710166  0.9303825736412867] [0.0 0.0 0.0 ... 0.9795553433499159 0.9809992282397215  0.9822984678556119] [0.0 0.0 0.0 ... 0.9849591682333756 0.985950726900647 0.9868503676486775] ... [0.0 0.563551034432907 0.844272529234104 ... 0.9951712472382457  0.9954724299036676 0.9957472986822375] [0.0 0.5641179626164938 0.8455561996589094 ... 0.9952201361155052  0.9955182631910424 0.9957903436076979] [0.0 0.5645335914417777 0.846788078632202 ... 0.9952672890920503  0.9955624695127402 0.9958318609353786]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_flux</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/m²/s] inf inf ... 9.018e+25</div><input id='attrs-7ccdeb68-cf13-49b7-ab9a-eaa3e8186629' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7ccdeb68-cf13-49b7-ab9a-eaa3e8186629' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-619c164b-1c6d-429b-bdd7-2be7420fc2bd' class='xr-var-data-in' type='checkbox'><label for='data-619c164b-1c6d-429b-bdd7-2be7420fc2bd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[inf inf inf ... 1.46642585739019e+23 1.586324986469928e+23  1.6966511307284815e+23] [inf inf inf ... 7.209146560006045e+23 7.422720454840755e+23  7.635344128329434e+23] [inf inf inf ... 1.4369720205106492e+24 1.4766590860572854e+24  1.5162221997117656e+24] ... [inf 1.3076084127392661e+25 1.9728632967913296e+25 ...  7.913771475485618e+25 8.1202861835429e+25 8.326287079574945e+25] [inf 1.356678504799985e+25 2.052685362405483e+25 ...  8.240330819064169e+25 8.455362653448575e+25 8.669859272256681e+25] [inf 1.4061047367369336e+25 2.1335439582988142e+25 ...  8.571569713096225e+25 8.795240837474474e+25 9.018355022232652e+25]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>1/(meter<sup>2</sup> second)</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_q_parallel</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 0.0 0.0 0.0 ... 1.843 1.889</div><input id='attrs-ec9c2692-d006-4c7e-ab65-fa7f8dda1359' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ec9c2692-d006-4c7e-ab65-fa7f8dda1359' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-005d8a32-7c42-46fd-9d6b-e0ba9fea0f92' class='xr-var-data-in' type='checkbox'><label for='data-005d8a32-7c42-46fd-9d6b-e0ba9fea0f92' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.0030722299509522264 0.0033234241682360325  0.003554562539846186] [0.0 0.0 0.0 ... 0.0151034952574227 0.015550942438707801  0.015996398862352604] [0.0 0.0 0.0 ... 0.03010522801302801 0.030936690380002255  0.03176555589754368] ... [0.0 0.27395000637019923 0.4133239794559844 ... 1.6579717023844807  1.7012374882548342 1.744395628130944] [0.0 0.28423041746396044 0.43004707114799257 ... 1.7263873942552468  1.7714375574581833 1.8163755905239645] [0.0 0.29458544150790705 0.44698732072443864 ... 1.7957834735753488  1.8426436079637456 1.8893870609273646]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>gigawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 0.3 0.6 ... 11.7 12.0</div><input id='attrs-e7890f64-aeb9-4e81-bc39-783d7192d12d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e7890f64-aeb9-4e81-bc39-783d7192d12d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40bd65fe-0385-43b1-bb7c-b282da2084dc' class='xr-var-data-in' type='checkbox'><label for='data-40bd65fe-0385-43b1-bb7c-b282da2084dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.3 0.6 0.8999999999999999 1.2 1.5 1.7999999999999998 2.1 2.4 2.6999999999999997 3.0 3.3 3.5999999999999996 3.9 4.2 4.5 4.8 5.1 5.3999999999999995 5.7 6.0 6.3 6.6 6.8999999999999995 7.199999999999999 7.5 7.8 8.1 8.4 8.7 9.0 9.299999999999999 9.6 9.9 10.2 10.5 10.799999999999999 11.1 11.4 11.7 12.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_perp</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 0.0 0.0 ... 2.35e+05</div><input id='attrs-7fafd85e-c3df-4c84-9ac4-67f988d00c41' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7fafd85e-c3df-4c84-9ac4-67f988d00c41' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-343c4a9a-ee01-42c0-a54a-eccc0ed5b361' class='xr-var-data-in' type='checkbox'><label for='data-343c4a9a-ee01-42c0-a54a-eccc0ed5b361' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 15.488922139847313 20.710673290036425  26.471799872367143] [0.0 0.0 0.0 ... 383.0124731956347 424.3270791871489 468.5183894589114] [0.0 0.0 0.0 ... 1037.732318761288 1141.656020936557 1252.4434462811905] ... [0.0 325.42665458198525 1376.0703816592677 ... 178015.3365292236  194811.70020466566 212664.68790139808] [0.0 338.0779575658778 1443.6462593647752 ... 187256.97441376658  204924.92016947982 223704.27505695622] [0.0 350.7291766863418 1512.5784910881282 ... 196724.8708296  215285.74308675103 235014.15018986844]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_parallel</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 0.0 0.0 0.0 ... 415.2 453.3</div><input id='attrs-7f08a7ae-f7ac-4ba0-bbaa-2ca9160881d8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7f08a7ae-f7ac-4ba0-bbaa-2ca9160881d8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-be02a0aa-9e6b-4373-966a-b93ba4fdcd82' class='xr-var-data-in' type='checkbox'><label for='data-be02a0aa-9e6b-4373-966a-b93ba4fdcd82' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.029874862931825823 0.03994651920767959  0.05105851689389979] [0.0 0.0 0.0 ... 0.7387502522504122 0.8184374105907308  0.9036731245562801] [0.0 0.0 0.0 ... 2.0015667005751294 2.2020135960932357  2.4156991654864735] ... [0.0 0.6276793576867495 2.6541494408352104 ... 343.354026223146  375.75066803116505 410.1853146481383] [0.0 0.6520810519518686 2.784489051669471 ... 361.1791958878579  395.2569356410303 431.4783491226143] [0.0 0.6764825844621278 2.9174447832385586 ... 379.4407705230659  415.2407771065442 453.29271207964496]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>gigawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[mm] 0.3022 0.3022 ... 0.264 0.2636</div><input id='attrs-be195eb6-3b2b-47d4-9187-42e7d2d3e59b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-be195eb6-3b2b-47d4-9187-42e7d2d3e59b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc99853d-4674-48a2-902e-75c7e00b92cb' class='xr-var-data-in' type='checkbox'><label for='data-cc99853d-4674-48a2-902e-75c7e00b92cb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.3022457444909572 0.3022457444909572 0.3022457444909572 ...  0.3183190769233986 0.3165109110090199 0.3149914028229317] [0.3022457444909572 0.3022457444909572 0.3022457444909572 ...  0.2989132606603235 0.29831347532979663 0.2977345446956345] [0.3022457444909572 0.3022457444909572 0.3022457444909572 ...  0.2931281232339669 0.2925800728554015 0.2920492264908548] ... [0.3022457444909572 0.29986973026624036 0.2915106610121551 ...  0.2650002418083817 0.2645321573781876 0.26407774349240615] [0.3022457444909572 0.2996455620585128 0.2912367688829701 ...  0.2647373872576752 0.26426977719758427 0.2638158240024616] [0.3022457444909572 0.2994297901810794 0.2909705302595231 ...  0.2644814721377129 0.2640143232945612 0.2635608180429767]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>millimeter</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fieldline_pitch_at_omp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.215</div><input id='attrs-69cb9ed9-8065-4602-86d4-7c2b4dc7e078' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-69cb9ed9-8065-4602-86d4-7c2b4dc7e078' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ac4f452c-83b8-4e0e-80e7-60b5ab1378fe' class='xr-var-data-in' type='checkbox'><label for='data-ac4f452c-83b8-4e0e-80e7-60b5ab1378fe' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.214648364176006 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_t_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 9.327</div><input id='attrs-a4a5780f-9888-4e7c-9601-6ee15e3d99a1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a4a5780f-9888-4e7c-9601-6ee15e3d99a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9f1d7966-5389-49db-b14e-e6675f219adc' class='xr-var-data-in' type='checkbox'><label for='data-9f1d7966-5389-49db-b14e-e6675f219adc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.326504089901384 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_pol_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 3.053</div><input id='attrs-cc68348b-95d7-47f8-b7af-c068baf9e91c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cc68348b-95d7-47f8-b7af-c068baf9e91c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b10aad3-21a0-4e9b-8dba-037d6508f9f6' class='xr-var-data-in' type='checkbox'><label for='data-8b10aad3-21a0-4e9b-8dba-037d6508f9f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.0527119151332296 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>PBpRnSq</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/1e10 m^-3²/m] 0.0 ... 118.0</div><input id='attrs-1d5e263a-8115-47a3-8ee7-25235f4367cd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1d5e263a-8115-47a3-8ee7-25235f4367cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4192c10a-c7e3-4733-bbce-1c55a20d97e2' class='xr-var-data-in' type='checkbox'><label for='data-4192c10a-c7e3-4733-bbce-1c55a20d97e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 15.02561358692426 19.97704538203156 25.41151301757597] [0.0 0.0 0.0 ... 87.2261011370746 96.44106124459265 106.27820960889882] [0.0 0.0 0.0 ... 103.00271517380517 113.10605583618486  123.85684924602087] ... [0.0 0.20595242498436012 0.8465960713155316 ... 99.55999110440574  108.76137005981592 118.52455752920386] [0.0 0.2029756049111093 0.8424150799539563 ... 99.32816650207617  108.50791327150924 118.2481251562396] [0.0 0.2000300629379945 0.8382919501407947 ... 99.10210795325362  108.26077434421823 117.97859737240381]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt tesla/(_1e20_per_cubic_metre<sup>2</sup> meter)</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PB_over_R</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/m] 0.0 0.0 ... 6.211e+03</div><input id='attrs-1eff6b51-dac0-48ce-a139-f992bc43f1b8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1eff6b51-dac0-48ce-a139-f992bc43f1b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-43f4be70-c8b5-47fb-a042-47957c59c015' class='xr-var-data-in' type='checkbox'><label for='data-43f4be70-c8b5-47fb-a042-47957c59c015' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.4943841150649545 0.6572998730250051  0.8361088419436401] [0.0 0.0 0.0 ... 11.479916895705598 12.692707274416973 13.98738448961766] [0.0 0.0 0.0 ... 30.501659919780906 33.49350979886031 36.677086502652216] ... [0.0 9.785125392297605 40.22311810641748 ... 4730.252615800105  5167.424680501816 5631.289156114204] [0.0 10.15793315519176 42.158741563279634 ... 4970.887394067443  5430.288680770468 5917.738496652652] [0.0 10.530464937609848 44.13138634653439 ... 5217.172147610916  5699.324749518635 6210.913823506614]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt tesla/meter</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_total_pressure</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 1.602e+04 ... 2.563e+06</div><input id='attrs-da8dfc9c-2381-4a6c-b351-268b465b1c7a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-da8dfc9c-2381-4a6c-b351-268b465b1c7a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5561714a-f0cb-4f77-9cb5-8571fbb9dede' class='xr-var-data-in' type='checkbox'><label for='data-5561714a-f0cb-4f77-9cb5-8571fbb9dede' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[16021.766339999998 17679.19044413793 19336.614548275862 ...  60772.21715172413 62429.64125586208 64087.06535999999] [32043.532679999997 35358.38088827586 38673.229096551724 ...  121544.43430344826 124859.28251172416 128174.13071999999] [48065.29902 53037.57133241379 58009.84364482758 ... 182316.6514551724  187288.92376758624 192261.19608] ... [608827.12092 671809.2368772414 734791.3528344827 ... 2309344.251765517  2372326.3677227586 2435308.48368] [624848.88726 689488.4273213793 754127.9673827585 ... 2370116.468917241  2434756.0089786206 2499395.54904] [640870.6536 707167.6177655172 773464.5819310345 ... 2430888.686068965  2497185.6502344827 2563482.6144]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>pascal</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>power_crossing_separatrix</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 864.2 941.8</div><input id='attrs-ab5a07f4-8adb-4a4b-9eaa-08eb9b1999da' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ab5a07f4-8adb-4a4b-9eaa-08eb9b1999da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-794cb8aa-32fb-4417-b647-54d8f1e1b0bb' class='xr-var-data-in' type='checkbox'><label for='data-794cb8aa-32fb-4417-b647-54d8f1e1b0bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.07496808302214475 0.0996725217292016  0.12678699652424053] [0.0 0.0 0.0 ... 1.740807070250439 1.9247138080058528 2.1210378119502193] [0.0 0.0 0.0 ... 4.625251709147105 5.078933862941932 5.561689346713656] ... [0.0 1.483809998012342 6.099407253841996 ... 717.292404854934  783.5848900760951 853.924994984531] [0.0 1.5403423227135047 6.392923925579289 ... 753.782104838096  823.4454147069973 897.3619851481483] [0.0 1.5968327979162478 6.692054486974477 ... 791.1285633672292  864.241867754875 941.818899466167]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>breakdown_flux_consumption</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 0.1284</div><input id='attrs-c0e3575c-bea3-436d-876f-816f97b8a683' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c0e3575c-bea3-436d-876f-816f97b8a683' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fec1c2a0-3500-44a0-8460-2f78779f6bdb' class='xr-var-data-in' type='checkbox'><label for='data-fec1c2a0-3500-44a0-8460-2f78779f6bdb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.12840000000000001 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>max_flattop_duration</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] -1.366 -1.575 ... 68.3 74.16</div><input id='attrs-193e7c3c-b665-436d-a3e2-974a4a91ade4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-193e7c3c-b665-436d-a3e2-974a4a91ade4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aec1605e-a465-4bfa-9105-67323ee2f02d' class='xr-var-data-in' type='checkbox'><label for='data-aec1605e-a465-4bfa-9105-67323ee2f02d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[-1.3664346742413571 -1.5753753088143694 -1.7922096791726139 ...  -8.943808675028988 -9.273054269110714 -9.604084259885205] [-1.3186649498886704 -1.5143822904329378 -1.7160341125304117 ...  -7.615345486574152 -7.851578818164387 -8.085753841556993] [-1.2706305585600943 -1.4530239391895605 -1.6393676691965453 ...  -6.261962497986412 -6.402699189223723 -6.537359114709471] ... [0.5305161576444513 0.8650170649238725 1.2790860910841257 ...  57.942064598871355 63.02141224781154 68.40693309052897] [0.5852032049231511 0.9358838212786545 1.3689318060454525 ...  60.34439951013053 65.64155338541364 71.26009175100667] [0.6400677828544454 1.0070075967334382 1.4591381248913493 ...  62.7843707255181 68.30420574658164 74.16116016894395]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>flux_needed_from_CS_over_rampup</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 35.55 35.55 ... 32.42 32.33</div><input id='attrs-cc0d5837-b72d-495f-bbd9-3856e670cec0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cc0d5837-b72d-495f-bbd9-3856e670cec0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-496417f2-a834-4645-bb2d-6cb4c427cb64' class='xr-var-data-in' type='checkbox'><label for='data-496417f2-a834-4645-bb2d-6cb4c427cb64' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[35.54876129499059 35.54666844289057 35.54457559079053 ...  35.49225428828974 35.490161436189716 35.48806858408969] [35.528530391356966 35.5243446871569 35.520158982956836 ...  35.41551637795526 35.41133067375519 35.40714496955512] [35.50829948772333 35.502020931423225 35.49574237512313 ...  35.33877846762077 35.33249991132066 35.32622135502057] ... [34.80021786054596 34.72068948074476 34.64116110094357 ...  32.65295160591356 32.57342322611235 32.49389484631115] [34.779986956912325 34.6983657250111 34.61674449310986 ...  32.57621369557907 32.49459246367783 32.412971231776595] [34.75975605327869 34.67604196927742 34.59232788527616 ...  32.49947578524458 32.41576170124331 32.332047617242054]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>weber</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>poloidal_field_flux</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 11.67 11.68 ... 15.1 15.19</div><input id='attrs-8f6a025a-a9c1-479d-90fe-cd91682c3eb3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8f6a025a-a9c1-479d-90fe-cd91682c3eb3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2cc5cd02-27db-4cec-adc8-1f6b1b799f50' class='xr-var-data-in' type='checkbox'><label for='data-2cc5cd02-27db-4cec-adc8-1f6b1b799f50' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[11.674556203046441 11.676846420573717 11.679136638100983 ...  11.736392076282751 11.738682293810022 11.74097251133729] [11.696694972476724 11.701275407531266 11.70585584258581 ...  11.820366718949344 11.824947154003883 11.829527589058426] [11.71883374190701 11.725704394488824 11.732575047070636 ...  11.904341361615936 11.91121201419775 11.91808266677956] ... [12.493690671966922 12.580718938003209 12.667747204039493 ...  14.843453854946635 14.930482120982923 15.017510387019204] [12.515829441397205 12.605147924960765 12.694466408524317 ...  14.927428497613224 15.016746981176782 15.106065464740338] [12.53796821082749 12.629576911918317 12.72118561300914 ...  15.011403140279816 15.103011841370641 15.194620542461468]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>weber</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>resistive_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 12.14</div><input id='attrs-78e1a13e-006f-4302-8461-561366185164' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-78e1a13e-006f-4302-8461-561366185164' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8a7a9d8-fd9d-4903-9c61-7b0ec92ea59f' class='xr-var-data-in' type='checkbox'><label for='data-f8a7a9d8-fd9d-4903-9c61-7b0ec92ea59f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.135344108941705 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_flux</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 23.51 23.51 ... 23.81 23.82</div><input id='attrs-1fc6fc5e-d731-4370-b458-5d22fea58322' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1fc6fc5e-d731-4370-b458-5d22fea58322' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f15af462-7b72-4c95-99ac-c3908a1513a5' class='xr-var-data-in' type='checkbox'><label for='data-f15af462-7b72-4c95-99ac-c3908a1513a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[23.51393730658294 23.514134672010183 23.51433203743742 ...  23.519266173118396 23.519463538545633 23.519660903972877] [23.51584517237958 23.516239903234062 23.516634634088543 ...  23.526502905450496 23.526897636304973 23.527292367159454] [23.517753038176235 23.518345134457952 23.518937230739667 ...  23.5337396377826 23.534331734064317 23.53492383034603] ... [23.58452834105879 23.592028227293873 23.599528113528958 ...  23.78702526940609 23.794525155641175 23.802025041876256] [23.58643620685543 23.59413345851776 23.601830710180085 ...  23.79426200173819 23.801959253400515 23.809656505062836] [23.588344072652077 23.596238689741643 23.6041333068312 ...  23.80149873407029 23.80939335115985 23.817287968249413]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>weber</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 11.57</div><input id='attrs-7dd7e01c-1e95-466f-98b2-da5ebd289b42' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7dd7e01c-1e95-466f-98b2-da5ebd289b42' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-080a8f05-f0dc-48a3-b791-f767f2a3e77c' class='xr-var-data-in' type='checkbox'><label for='data-080a8f05-f0dc-48a3-b791-f767f2a3e77c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>11.574036082512393 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 1.055 1.055 ... 1.365 1.373</div><input id='attrs-167ef133-258b-427f-88db-b6989cc9c876' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-167ef133-258b-427f-88db-b6989cc9c876' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-01c2eb22-b26f-42bb-bc01-db8f46923ef0' class='xr-var-data-in' type='checkbox'><label for='data-01c2eb22-b26f-42bb-bc01-db8f46923ef0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.0547974804289935 1.0550044018429976 1.0552113232570008 ...  1.060384358607092 1.0605912800210957 1.0607982014350992] [1.056797720764362 1.0572115635923693 1.057625406420377 ...  1.0679714771205593 1.0683853199485664 1.0687991627765738] [1.058797961099731 1.059418725341742 1.0600394895837528 ...  1.0755585956340263 1.0761793598760374 1.0768001241180483] ... [1.1288063728376316 1.1366693865697703 1.1445324003019088 ...  1.3411077436053744 1.3489707573375131 1.3568337710696514] [1.1308066131730004 1.1388765483191428 1.1469464834652847 ...  1.3486948621188413 1.3567647972649837 1.3648347324111259] [1.132806853508369 1.141083710068515 1.1493605666286606 ...  1.3562819806323083 1.3645588371924542 1.3728356937526]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>tesla</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>invmu_0_dLedR</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.166 2.166 ... 2.156 2.156</div><input id='attrs-ab5d1e59-63f8-439b-b59a-388f62c7c971' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ab5d1e59-63f8-439b-b59a-388f62c7c971' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2144f440-4bbc-4324-9ea7-976210258f55' class='xr-var-data-in' type='checkbox'><label for='data-2144f440-4bbc-4324-9ea7-976210258f55' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[2.166391605680317 2.1663846168074086 2.166377627934499 ...  2.1662029061117765 2.166195917238867 2.1661889283659583] [2.1663240465755305 2.1663100688297128 2.1662960910838955 ...  2.1659466474384494 2.1659326696926318 2.165918691946814] [2.166256487470745 2.1662355208520183 2.1662145542332913 ...  2.1656903887651233 2.1656694221463964 2.16564845552767] ... [2.1638919188032304 2.1636263416326917 2.163360764462153 ...  2.1567213351986894 2.1564557580281507 2.1561901808576116] [2.1638243596984443 2.1635517936549973 2.1632792276115493 ...  2.1564650765253623 2.156192510481915 2.1559199444384674] [2.1637568005936583 2.163477245677302 2.163197690760945 ...  2.1562088178520358 2.155929262935679 2.1556497080193227]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_field_mutual_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.029</div><input id='attrs-5e5e1e33-b6b7-41cb-8f92-396ef8cd7339' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5e5e1e33-b6b7-41cb-8f92-396ef8cd7339' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85576c37-07fd-4248-8475-a2ddd3afa61c' class='xr-var-data-in' type='checkbox'><label for='data-85576c37-07fd-4248-8475-a2ddd3afa61c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0293853117575016 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_inductance</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 2.703e-06 ... 2.738e-06</div><input id='attrs-69cada97-bde1-4fa1-b573-5a8346e83e5b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-69cada97-bde1-4fa1-b573-5a8346e83e5b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1e4bc1e-4f1f-4529-954a-0ca3fe8d3dea' class='xr-var-data-in' type='checkbox'><label for='data-f1e4bc1e-4f1f-4529-954a-0ca3fe8d3dea' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[2.7027514145497633e-06 2.7027741002310556e-06 2.702796785912347e-06 ...  2.7033639279446433e-06 2.7033866136259348e-06 2.703409299307227e-06] [2.7029707094689176e-06 2.7030160808315014e-06 2.7030614521940853e-06  ... 2.7041957362586776e-06 2.7042411076212614e-06  2.7042864789838452e-06] [2.7031900043880728e-06 2.7032580614319485e-06 2.703326118475824e-06 ...  2.7050275445727123e-06 2.705095601616588e-06 2.7051636586604634e-06] ... [2.7108653265584814e-06 2.7117273824475716e-06 2.712589438336662e-06 ...  2.7341408355639183e-06 2.7350028914530085e-06 2.7358649473420983e-06] [2.7110846214776357e-06 2.7119693630480183e-06 2.7128541046184004e-06  ... 2.7349726438779527e-06 2.735857385448335e-06 2.736742127018717e-06] [2.7113039163967905e-06 2.7122113436484645e-06 2.713118770900138e-06 ...  2.7358044521919874e-06 2.736711879443661e-06 2.737619306695335e-06]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>henry</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 1.33e-06</div><input id='attrs-c73c1f13-9697-447a-ab39-1c5d26637942' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c73c1f13-9697-447a-ab39-1c5d26637942' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e0c0763-c694-4b90-b1e0-cfd1755322f1' class='xr-var-data-in' type='checkbox'><label for='data-8e0c0763-c694-4b90-b1e0-cfd1755322f1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.3303489750014244×10<sup>-6</sup> henry</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.144</div><input id='attrs-a33a5acb-348a-4123-84f7-a6e68e325212' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a33a5acb-348a-4123-84f7-a6e68e325212' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af4f1582-e84f-4980-8822-4d4537b2a3f9' class='xr-var-data-in' type='checkbox'><label for='data-af4f1582-e84f-4980-8822-4d4537b2a3f9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1444952177978316 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>cylindrical_safety_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.675</div><input id='attrs-35956bdf-c11d-47a3-a022-abdc025f5aff' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-35956bdf-c11d-47a3-a022-abdc025f5aff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d0053b05-d125-4044-befb-0af44eb59624' class='xr-var-data-in' type='checkbox'><label for='data-d0053b05-d125-4044-befb-0af44eb59624' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.675118549054515 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.707</div><input id='attrs-b5c20a9f-1e3f-4210-89cf-825708bc6a1e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b5c20a9f-1e3f-4210-89cf-825708bc6a1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f9d4e9c8-c406-4697-b249-5400b4e54fcb' class='xr-var-data-in' type='checkbox'><label for='data-f9d4e9c8-c406-4697-b249-5400b4e54fcb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.707317073170732 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>Q</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01844 0.0278 ... 1.007 0.9362</div><input id='attrs-fa6a8fff-5f77-43ed-89d5-d4a429537aaa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fa6a8fff-5f77-43ed-89d5-d4a429537aaa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-478aa6a9-b0d1-4264-b285-7b46f1585e39' class='xr-var-data-in' type='checkbox'><label for='data-478aa6a9-b0d1-4264-b285-7b46f1585e39' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.018439199280050403 0.027796936215594936 0.0398465683731779 ...  1.1325394272689209 1.03665278881091 0.9527175273067156] [0.06907757771572828 0.10438329173767236 0.1499668512497205 ...  1.0963660982346561 1.0124454460651167 0.9373660876947407] [0.14950616519866147 0.22628848980154667 0.32560742965266376 ...  1.1009553177004936 1.018448827896289 0.9443215196377638] ... [19.377919584689106 29.956976466187506 44.00838841484609 ...  1.0892507282470998 1.0110674371883313 0.9403823931820239] [20.384566315350092 31.52672381802273 46.334472954696686 ...  1.0867704513975418 1.0088073941000661 0.9383167041995171] [21.416779183967716 33.13727042183244 48.72241583796155 ...  1.084258895763988 1.0065177518778914 0.9362230033386951]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_external</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 723.1 797.1</div><input id='attrs-404d5b24-dfe4-484e-a47b-c4d04cada6b4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-404d5b24-dfe4-484e-a47b-c4d04cada6b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c27c6cc-ae23-42c4-8fba-055041f3a464' class='xr-var-data-in' type='checkbox'><label for='data-4c27c6cc-ae23-42c4-8fba-055041f3a464' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.5884552938208178 0.6508712128854922  0.7174027465821312] [0.0 0.0 0.0 ... 2.188556894176633 2.42144085509497 2.6697259792033052] [0.0 0.0 0.0 ... 4.720159147272678 5.223255769437091 5.75967856349993] ... [0.0 0.0 0.0 ... 592.4534871397611 655.338377299811 722.4000233871434] [0.0 0.0 0.0 ... 622.7548092307583 688.83285099077 759.2990063467996] [0.0 0.0 0.0 ... 653.790863625843 723.137548998497 797.0886303981777]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_auxiliary_absorbed</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 722.9 796.9</div><input id='attrs-4f844487-e769-4738-89d2-de62ed24429c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4f844487-e769-4738-89d2-de62ed24429c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9e69a73-8773-4f7c-b76a-b98ae5763710' class='xr-var-data-in' type='checkbox'><label for='data-e9e69a73-8773-4f7c-b76a-b98ae5763710' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.11400728018384304 0.19533959633147213  0.2795708981358247] [0.0 0.0 0.0 ... 1.7222734119417797 1.9739829585540851  2.2398802822096675] [0.0 0.0 0.0 ... 4.2617401106492085 4.783572718030198 5.3375212572697635] ... [0.0 0.0 0.0 ... 592.1965056992149 655.0966712828532 722.1724903232016] [0.0 0.0 0.0 ... 622.5021354078341 688.5953449632235 759.0755689541926] [0.0 0.0 0.0 ... 653.5424333563022 722.9041786202306 796.8692240800715]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_auxiliary_launched</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 803.2 885.4</div><input id='attrs-7547237e-ee74-4977-98a8-a7da3bb9b43c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7547237e-ee74-4977-98a8-a7da3bb9b43c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b116a4b5-d169-4ddf-b0b1-1ed2a3e8c333' class='xr-var-data-in' type='checkbox'><label for='data-b116a4b5-d169-4ddf-b0b1-1ed2a3e8c333' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.1266747557598256 0.21704399592385792  0.31063433126202744] [0.0 0.0 0.0 ... 1.9136371243797552 2.193314398393428 2.4887558691218525] [0.0 0.0 0.0 ... 4.735266789610232 5.315080797811332 5.930579174744182] ... [0.0 0.0 0.0 ... 657.9961174435721 727.8851903142813 802.4138781368906] [0.0 0.0 0.0 ... 691.6690393420379 765.1059388480261 843.4172988379918] [0.0 0.0 0.0 ... 726.1582592847802 803.2268651335895 885.4102489778572]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_power_flux_to_walls</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 0.0009261 ... 11.94</div><input id='attrs-7147d648-9445-4d3d-aef3-525194f83f36' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7147d648-9445-4d3d-aef3-525194f83f36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0049fe06-d6cf-46f9-ba04-928a1caafb92' class='xr-var-data-in' type='checkbox'><label for='data-0049fe06-d6cf-46f9-ba04-928a1caafb92' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.00092607423786154 0.001205979663170386 0.0015134089832937313 ...  0.009806857892524314 0.010043563036120839 0.010271874618192837] [0.0034555934113183807 0.004508756383775255 0.005668162317542657 ...  0.03758646140017945 0.03851376355408907 0.039409182147493914] [0.007450310599735392 0.009732482647968829 0.012248425479380279 ...  0.08236804192649691 0.08442675417654245 0.08641598824622697] ... [0.8557317459643357 1.1253461056101612 1.424824363596666 ...  10.32842606002311 10.604753322967037 10.872750581666015] [0.897220822338327 1.1799381371836923 1.49397658981372 ...  10.83198761075575 11.121874677865796 11.403032532616427] [0.9395535368205359 1.2356390710246772 1.5645318113200704 ...  11.345566938728469 11.649283114906483 11.94386350634075]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt/meter<sup>2</sup></td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_rate</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/s] 2.28e+16 ... 2.94e+20</div><input id='attrs-8341608d-c275-476a-bc7e-5df112954184' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8341608d-c275-476a-bc7e-5df112954184' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e130bde7-4814-46cd-ad28-6ab223fa680c' class='xr-var-data-in' type='checkbox'><label for='data-e130bde7-4814-46cd-ad28-6ab223fa680c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[2.2798662409754164e+16 2.9689545491666604e+16 3.725802866266733e+16 ...  2.4143123007976774e+17 2.472585821848982e+17 2.5287929645497235e+17] [8.507191366422352e+16 1.109993243294227e+17 1.3954228924427315e+17 ...  9.253265122877414e+17 9.481554042863377e+17 9.701993672774625e+17] [1.834163064544466e+17 2.3960021478645933e+17 3.0153923534278624e+17 ...  2.0277868711379136e+18 2.0784695093851415e+18 2.127441691262745e+18] ... [2.1066927889713443e+19 2.770445921828308e+19 3.5077198274994016e+19 ...  2.5427151446338e+20 2.6107430815410772e+20 2.676720287017892e+20] [2.2088331366099276e+19 2.9048439265694425e+19 3.6779630105995117e+19  ... 2.6666850093413663e+20 2.7380511818337252e+20 2.807268343398571e+20] [2.313050404179862e+19 3.0419718947851543e+19 3.851660173375916e+19 ...  2.7931211117656847e+20 2.8678918189721974e+20 2.9404134227731143e+20]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>1/second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_fusion</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.06429 0.08372 ... 829.1</div><input id='attrs-46885091-8d16-4745-93fc-324c3ff8ab74' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-46885091-8d16-4745-93fc-324c3ff8ab74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a647319-da8c-4c7e-8899-a6fef43142a5' class='xr-var-data-in' type='checkbox'><label for='data-0a647319-da8c-4c7e-8899-a6fef43142a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.06428837219087756 0.08371949706705774 0.10506133959592107 ...  0.68079523697096 0.6972273843613982 0.7130768480044277] [0.23988840881717227 0.31299932194148417 0.3934856556963973 ...  2.609264269582314 2.6736378841011725 2.73579813156942] [0.51720296407278 0.6756320835127535 0.8502896460967726 ...  5.718016028857676 5.860932497056237 5.999025767571957] ... [59.40517372250876 78.12188950216473 98.91176673378972 ...  717.0026673304361 736.1853950215196 754.7898511320357] [62.28535878191187 81.91168593636814 103.7123365748594 ...  751.9600725480462 772.084126216494 791.6021951483496] [65.22410947080567 85.77846272352687 108.61030280128652 ...  787.6129150917423 808.6969899706743 829.1468557270001]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_neutron</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.05143 0.06698 ... 663.3</div><input id='attrs-39631626-378f-405b-ab2a-d013bc85c895' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-39631626-378f-405b-ab2a-d013bc85c895' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-614c50c4-8ba0-4352-84a7-1aa261c870df' class='xr-var-data-in' type='checkbox'><label for='data-614c50c4-8ba0-4352-84a7-1aa261c870df' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.05143069775270205 0.0669755976536462 0.08404907167673682 ...  0.544636189576768 0.5577819074891185 0.5704614784035421] [0.1919107270537378 0.2503994575531874 0.31478852455711787 ...  2.0874114156658514 2.138910307280938 2.1886385052555366] [0.41376237125822396 0.540505666810203 0.6802317168774181 ...  4.57441282308614 4.688745997644991 4.799220614057566] ... [47.524138978007024 62.497511601731794 79.12941338703176 ...  573.6021338643488 588.9483160172157 603.8318809056286] [49.82828702552949 65.52934874909452 82.96986925988755 ...  601.568058038437 617.6673009731952 633.2817561186798] [52.179287576644526 68.62277017882148 86.88824224102923 ...  630.0903320733939 646.9575919765393 663.3174845816002]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_alpha</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.01286 0.01674 ... 165.8</div><input id='attrs-8920847e-c5bb-4023-b612-67fa0ab5ca1d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8920847e-c5bb-4023-b612-67fa0ab5ca1d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3c94a5d-3952-4de3-a7aa-736c2b273d8a' class='xr-var-data-in' type='checkbox'><label for='data-a3c94a5d-3952-4de3-a7aa-736c2b273d8a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.012857674438175513 0.01674389941341155 0.021012267919184206 ...  0.136159047394192 0.13944547687227962 0.14261536960088553] [0.04797768176343445 0.06259986438829684 0.07869713113927947 ...  0.5218528539164629 0.5347275768202345 0.5471596263138842] [0.10344059281455599 0.13512641670255074 0.17005792921935453 ...  1.143603205771535 1.1721864994112476 1.1998051535143914] ... [11.881034744501756 15.624377900432949 19.78235334675794 ...  143.4005334660872 147.23707900430392 150.95797022640716] [12.457071756382373 16.38233718727363 20.742467314971886 ...  150.39201450960925 154.4168252432988 158.32043902966996] [13.044821894161132 17.15569254470537 21.722060560257308 ...  157.52258301834848 161.73939799413483 165.82937114540005]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_ohmic</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 3.487 3.012 ... 0.2334 0.2194</div><input id='attrs-661b6a66-3e7e-4639-a078-e8822416ae03' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-661b6a66-3e7e-4639-a078-e8822416ae03' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5448e388-91e6-498c-9fe3-ad5a1f0d9ed4' class='xr-var-data-in' type='checkbox'><label for='data-5448e388-91e6-498c-9fe3-ad5a1f0d9ed4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[3.4865056347881627 3.011824627639665 2.636647116308301 ...  0.4744480136369748 0.4555316165540201 0.4378318484463065] [3.472739154293652 2.998557688026248 2.623817546460159 ...  0.4662834822348531 0.4474578965408849 0.4298456969936376] [3.459408937320603 2.9857112224544777 2.6113950993188477 ...  0.45841903662347 0.43968305140689246 0.4221573062301672] ... [3.065611530839772 2.607802879918174 2.2475662094552447 ...  0.256981440546274 0.24170601695776725 0.22753306394177275] [3.0555155218097245 2.5981667619247544 2.238340698862889 ...  0.25267382292419754 0.23750602754647807 0.22343739260701936] [3.0454677106458417 2.5885796153871463 2.2291649733153003 ...  0.24843026954079145 0.23337037826643126 0.219406318106115]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>loop_voltage</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[V] 0.4016 0.347 ... 0.03598</div><input id='attrs-32d3e617-a7c8-4b0b-adb9-b28589599443' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-32d3e617-a7c8-4b0b-adb9-b28589599443' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6beea51a-de54-4aea-b2f5-9f67e488bcfc' class='xr-var-data-in' type='checkbox'><label for='data-6beea51a-de54-4aea-b2f5-9f67e488bcfc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.40160082683444964 0.3470083857680838 0.30385707493887465 ...  0.05503855305672085 0.05285868301477356 0.05081885694488092] [0.40080718866576986 0.34624327718927295 0.30311692475030444 ...  0.05456303705298882 0.052388275438767444 0.050353371810873675] [0.4000371975150223 0.34550079863325045 0.30239853111541015 ...  0.05410100551220281 0.051931209243795996 0.04990109144938249] ... [0.3765806876478387 0.3228959642314358 0.2805431952999236 ...  0.04050681332007904 0.038504005025243114 0.03663525085055777] [0.37596007888673055 0.3222988453596626 0.2799668363300574 ...  0.04016588654617447 0.03816801107084859 0.0363040336414787] [0.37534141407635846 0.3217036611972385 0.2793924082781358 ...  0.03982717650682941 0.03783424857240242 0.035975062643035474]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neoclassical_loop_resistivity</span></div><div class='xr-var-dims'>(dim_average_electron_temp, dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 7.108e-09 ... 9.064e-10</div><input id='attrs-51bf805e-1a2f-493d-ab26-56258a4f821a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-51bf805e-1a2f-493d-ab26-56258a4f821a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02db2c94-aa48-4e34-8507-0ca9a23dfc4b' class='xr-var-data-in' type='checkbox'><label for='data-02db2c94-aa48-4e34-8507-0ca9a23dfc4b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[7.108238697993765e-09 7.108238953905996e-09 7.108239091999494e-09 ...  7.108241025569697e-09 7.108241066888935e-09 7.108241108381653e-09] [6.14346570080446e-09 6.143466140208515e-09 6.143466419255773e-09 ...  6.143468719827859e-09 6.1434687681183545e-09 6.143468816224617e-09] [5.380837481097107e-09 5.380838017268223e-09 5.38083838203764e-09 ...  5.3808410380440035e-09 5.380841086546669e-09 5.380841134621897e-09] ... [9.810893496790314e-10 9.81093093345112e-10 9.810953282924818e-10 ...  9.811097140985287e-10 9.811098620681421e-10 9.811100062698315e-10] [9.424912564403074e-10 9.424953273464175e-10 9.424977540006575e-10 ...  9.425133861120668e-10 9.425135472247873e-10 9.425137042358557e-10] [9.063701897060382e-10 9.06374564618975e-10 9.063771692700402e-10 ...  9.063939587719388e-10 9.063941320956225e-10 9.063943010074968e-10]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter ohm</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>trapped_particle_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.378</div><input id='attrs-336d0128-d181-4d37-8398-4dc69ba12d21' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-336d0128-d181-4d37-8398-4dc69ba12d21' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-497845e6-777e-41ec-8f9d-0071f2577e14' class='xr-var-data-in' type='checkbox'><label for='data-497845e6-777e-41ec-8f9d-0071f2577e14' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.377505168672477 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>spitzer_resistivity</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 2.504e-09 ... 3.13e-10</div><input id='attrs-ddc5cdf1-0d66-4174-aebd-800785f60b62' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ddc5cdf1-0d66-4174-aebd-800785f60b62' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ebe9b07d-82b3-470a-b21b-4b7f655e1211' class='xr-var-data-in' type='checkbox'><label for='data-ebe9b07d-82b3-470a-b21b-4b7f655e1211' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[2.5043961347997644e-09 2.1606033951769117e-09 1.8888521079518866e-09 1.6696468665523828e-09 1.489787193268331e-09 1.3400500119624194e-09 1.2138170534260294e-09 1.1062289383305788e-09 1.0136457814443183e-09 9.332929413028443e-10 8.630222730607972e-10 8.011475104017023e-10 7.463284319633349e-10 6.974878594389482e-10 6.537511993347601e-10 6.144017472615802e-10 5.788471960884394e-10 5.465942279241521e-10 5.172290192992995e-10 4.904021266161872e-10 4.658166542488862e-10 4.4321890930058596e-10 4.223909589174988e-10 4.031446568260127e-10 3.8531681431633305e-10 3.6876526992908605e-10 3.533656702384195e-10 3.3900881730697033e-10 3.255984707544913e-10 3.1304951684997055e-10]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter ohm</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>inductive_plasma_current</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.682e+06 ... 6.099e+06</div><input id='attrs-691a5398-56e3-4bfd-8b86-aec97a83d7bc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-691a5398-56e3-4bfd-8b86-aec97a83d7bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-79657ff3-4e36-4bfe-a624-4acab57b3228' class='xr-var-data-in' type='checkbox'><label for='data-79657ff3-4e36-4bfe-a624-4acab57b3228' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[8681520.06127565 8679400.127386428 8677260.902477594 ...  8620285.005458355 8617914.608782493 8615539.08859436] [8664363.445810208 8660262.554028146 8656123.535898086 ...  8545775.811233208 8541183.934635974 8536582.189731605] [8647718.159236167 8641691.232742459 8635607.75142195 ...  8473392.17235197 8466643.812254759 8459881.21639354] ... [8140649.882998233 8076294.437824036 8011480.039829206 ...  6344153.476494026 6277425.343137824 6210768.553760526] [8127233.962865222 8061359.199178592 7995020.868200521 ...  6290756.775248199 6222646.160566564 6154616.173331602] [8113860.065615568 8046472.352082037 7978616.8387802495 ...  6237707.297633604 6168230.8245090805 6098844.643668482]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>ampere</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>bootstrap_fraction</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.002124 0.002368 ... 0.299</div><input id='attrs-37ba0673-37a6-4d4f-9df9-890b57b9b182' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-37ba0673-37a6-4d4f-9df9-890b57b9b182' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8141a96e-e1b8-4711-bf0c-c8e09ec7045a' class='xr-var-data-in' type='checkbox'><label for='data-8141a96e-e1b8-4711-bf0c-c8e09ec7045a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.002124130887856379 0.0023678014498357686 0.0026136893703915137 ...  0.00916264305076379 0.009435102438793874 0.0097081507362804] [0.004096155653999082 0.004567522525500515 0.00504327173585215 ...  0.017726918249056742 0.01825472015678469 0.018783656352689106] [0.006009406984348739 0.006702157156039226 0.007401407882534449 ...  0.026046876741152917 0.02682255031554498 0.02759986018465055] ... [0.06429311689675485 0.07169029450298435 0.07914022530698787 ...  0.27078695672482456 0.278456857110595 0.28611855703902] [0.06583517668215833 0.07340698860016176 0.08103208411488266 ...  0.2769245085921611 0.2847533148774065 0.29257285364004587] [0.0673724062510841 0.07511812045034051 0.08291760473790236 ...  0.2830221496972869 0.29100795120585277 0.29898337429097904]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>effective_collisionality</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.009816 0.008076 ... 0.02503</div><input id='attrs-bed14c64-5610-41f1-85db-b48dbb4563f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bed14c64-5610-41f1-85db-b48dbb4563f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e2da1c1-8e87-483d-9d26-6fceecb2b180' class='xr-var-data-in' type='checkbox'><label for='data-7e2da1c1-8e87-483d-9d26-6fceecb2b180' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.009815823007644586 0.008076108843901723 0.0067636257299399215 ...  0.0006956262038510845 0.0006593284604358324 0.0006258068798442818] [0.019631646722071617 0.01615221884307155 0.013527252807796694 ...  0.00139125771647904 0.001318662616551577 0.001251619801040421] [0.029447470655190634 0.02422832936510147 0.02029088058722282 ...  0.0020868913286829836 0.001977999017592502 0.0018774350967354996] ... [0.37300139642887836 0.3068922868812732 0.2570179476366575 ...  0.026434344431234862 0.025055069775177304 0.02378128506901158] [0.38281722487595543 0.31496840216973504 0.26378158021533765 ...  0.02712998916586901 0.025714418112237097 0.02440711302751023] [0.392633053446731 0.3230445175754732 0.2705452128944608 ...  0.027825634003470753 0.026373766559938727 0.02503294110350688]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.687 1.71 1.73 ... 1.402 1.404</div><input id='attrs-54e8bf35-7387-466b-a897-cc91dfb2aee0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-54e8bf35-7387-466b-a897-cc91dfb2aee0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15731386-7324-44d6-864c-157a9d4f0a09' class='xr-var-data-in' type='checkbox'><label for='data-15731386-7324-44d6-864c-157a9d4f0a09' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.6868895995636184 1.709601815918639 1.730239105429699 ...  1.993536156417228 1.999693471971326 2.005685745945137] [1.6047011012686356 1.6273005265065377 1.6478250257663805 ...  1.908301967934278 1.9143464376205965 1.9202258652506903] [1.5561714073897808 1.5786580426252297 1.5990697523068493 ...  1.8567267618511967 1.8626584098632424 1.8684250155504503] ... [1.2209518441474223 1.2394909237572924 1.2559550758625309 ...  1.4149218366450191 1.4169057160514313 1.418724551368564] [1.2168224376009238 1.2352487300101342 1.251600095019323 ...  1.4077471651833946 1.409618255274579 1.4113243012574055] [1.2127699794265894 1.2310834846415044 1.2473220625604284 ...  1.4006494425461269 1.4024077433819127 1.4040010000907601]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.787 1.81 1.83 ... 1.502 1.504</div><input id='attrs-9b94c7a1-04b5-44f9-9078-ed236f29878c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9b94c7a1-04b5-44f9-9078-ed236f29878c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d1ac92c-8659-4b32-89d8-10fceddf570a' class='xr-var-data-in' type='checkbox'><label for='data-4d1ac92c-8659-4b32-89d8-10fceddf570a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.7868895995636183 1.809601815918639 1.830239105429699 ...  2.093536156417228 2.099693471971326 2.105685745945137] [1.7047011012686355 1.7273005265065375 1.7478250257663803 ...  2.008301967934278 2.0143464376205964 2.02022586525069] [1.6561714073897806 1.6786580426252296 1.6990697523068492 ...  1.9567267618511965 1.9626584098632422 1.9684250155504501] ... [1.3209518441474222 1.3394909237572923 1.3559550758625307 ...  1.514921836645019 1.5169057160514312 1.5187245513685639] [1.3168224376009237 1.335248730010134 1.3516000950193228 ...  1.5077471651833945 1.509618255274579 1.5113243012574054] [1.3127699794265892 1.3310834846415043 1.3473220625604283 ...  1.5006494425461268 1.5024077433819125 1.50400100009076]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.787 1.81 ... 60.16</div><input id='attrs-c950c6d6-97fb-4c4f-9c14-980a5254c984' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c950c6d6-97fb-4c4f-9c14-980a5254c984' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10808f43-ff7f-455b-aac1-10b42b0fd54f' class='xr-var-data-in' type='checkbox'><label for='data-10808f43-ff7f-455b-aac1-10b42b0fd54f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.7868895995636183 1.809601815918639 1.830239105429699 ...  2.093536156417228 2.099693471971326 2.105685745945137] [3.409402202537271 3.454601053013075 3.4956500515327606 ...  4.016603935868556 4.028692875241193 4.04045173050138] [4.9685142221693415 5.035974127875688 5.097209256920547 ...  5.870180285553589 5.887975229589727 5.905275046651351] ... [50.19617007760204 50.90065510277711 51.52629288277617 ...  57.56702979251072 57.64241720995439 57.71153295200543] [51.35607506643602 52.07470047039523 52.71240370575359 ...  58.80213944215238 58.875111955708576 58.94164774903881] [52.51079917706357 53.24333938566017 53.89288250241713 ...  60.02597770184507 60.0963097352765 60.1600400036304]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_fuel_ion_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.441 1.461 ... 47.97</div><input id='attrs-2eadc78e-acb3-4891-9f61-a3111ddd6bed' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2eadc78e-acb3-4891-9f61-a3111ddd6bed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9557acc6-33cb-4781-afd6-881795b481c8' class='xr-var-data-in' type='checkbox'><label for='data-9557acc6-33cb-4781-afd6-881795b481c8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.4414357228724801 1.4607999040868362 1.4783896848696179 ...  1.7029852350700923 1.708240309261998 1.7133543687466526] [2.742412405806982 2.780952174569594 2.815943189399771 ...  3.260347102022048 3.2706648442022828 3.280700556924755] [3.9892137191088426 4.046737926920939 4.098939051765622 ...  4.758345619708415 4.773533455777685 4.788298248337603] ... [39.64521143622854 40.245997563033335 40.779367949858646 ...  45.93066094043023 45.99492917694468 46.05383951428103] [40.55089301424928 41.16373482684124 41.707387063182345 ...  46.900331976137814 46.962534490456726 47.01923812887296] [41.45214756632334 42.076852449953044 42.63059393383133 ...  47.86037438876477 47.92031850961266 47.974622778915865]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.5 13.79 ... 48.71 50.0</div><input id='attrs-58767af0-029a-4763-99f4-703e79fca754' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-58767af0-029a-4763-99f4-703e79fca754' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc1074b0-338c-4405-af71-a23e2586b3d9' class='xr-var-data-in' type='checkbox'><label for='data-fc1074b0-338c-4405-af71-a23e2586b3d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[12.5 13.793103448275863 15.086206896551724 16.379310344827587 17.67241379310345 18.96551724137931 20.258620689655174 21.551724137931036 22.844827586206897 24.137931034482758 25.43103448275862 26.724137931034484 28.01724137931035 29.31034482758621 30.60344827586207 31.896551724137932 33.189655172413794 34.48275862068966 35.77586206896552 37.06896551724138 38.36206896551724 39.6551724137931 40.94827586206897 42.24137931034483 43.5344827586207 44.82758620689655 46.12068965517242 47.41379310344827 48.70689655172414 50.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_ion_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.5 13.79 ... 48.71 50.0</div><input id='attrs-93430220-a803-4842-8a40-e5c9fe53c99c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-93430220-a803-4842-8a40-e5c9fe53c99c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03b2cbcc-20e5-44ef-8d99-d90978849880' class='xr-var-data-in' type='checkbox'><label for='data-03b2cbcc-20e5-44ef-8d99-d90978849880' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[12.5 13.793103448275863 15.086206896551724 16.379310344827587 17.67241379310345 18.96551724137931 20.258620689655174 21.551724137931036 22.844827586206897 24.137931034482758 25.43103448275862 26.724137931034484 28.01724137931035 29.31034482758621 30.60344827586207 31.896551724137932 33.189655172413794 34.48275862068966 35.77586206896552 37.06896551724138 38.36206896551724 39.6551724137931 40.94827586206897 42.24137931034483 43.5344827586207 44.82758620689655 46.12068965517242 47.41379310344827 48.70689655172414 50.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.02 0.04 ... 0.94 0.96 0.98</div><input id='attrs-cf3dfbdc-dce3-4f3d-8cef-7dd39b42920d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cf3dfbdc-dce3-4f3d-8cef-7dd39b42920d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-878adcec-9157-4d86-a669-0db831b0ef48' class='xr-var-data-in' type='checkbox'><label for='data-878adcec-9157-4d86-a669-0db831b0ef48' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] ... [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]] [[0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  ...  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]  [0.0 0.02 0.04 ... 0.9400000000000001 0.96 0.98]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.787 1.786 ... 18.57</div><input id='attrs-e123d50d-3161-4780-b4af-244f3d66f745' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e123d50d-3161-4780-b4af-244f3d66f745' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-237e1d70-6ed0-4236-a22a-093eaab299e5' class='xr-var-data-in' type='checkbox'><label for='data-237e1d70-6ed0-4236-a22a-093eaab299e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[1.78652041233513 1.7855161496230305 1.78250674739495 ...   0.654396613361848 0.6202869463811439 0.3939404523090703]  [1.8091069409325389 1.8080642494542996 1.8049397794095987 ...   0.6460375852353695 0.6123636229326156 0.38890839796500487]  [1.829631703334343 1.828553706178457 1.8253235240724688 ...   0.6385551827369553 0.6052712320146791 0.3844040637976245]  ...  [2.0929146426156326 2.091351955154327 2.0866708900269453 ...   0.5512611504676488 0.5225273002644021 0.33185389795952897]  [2.099135660328723 2.0975608199716422 2.092843384336517 ...   0.5493762555976608 0.5207406533605499 0.330719209419771]  [2.105194302147951 2.103607595533253 2.098854647586985 ...   0.5475477941376431 0.5190074983404109 0.32961849324874953]] [[3.4095179383431584 3.407780137739491 3.402572048570853 ...   1.371598980595286 1.300105969317569 0.825689362948449]  [3.45449866231181 3.4526875711506912 3.447259992684603 ...   1.3539549967808868 1.2833816577628263 0.8150678547950518]  [3.4953362331445756 3.493457825127202 3.4878286556904157 ...   1.3381812626201495 1.2684301112605807 0.8055722189023766]  ...  [4.01440555654382 4.011608550564747 4.003229219950767 ...   1.1560404148089392 1.0957831445844004 0.6959251845112768]  [4.026519198603616 4.023699389123656 4.015251803588529 ...   1.1521593482721326 1.0921043741542626 0.693588819872871]  [4.038307581619117 4.035465522170629 4.026951339215824 ...   1.1483973053966199 1.088538423414667 0.6913241063310757]] [[4.9692857514424835 4.966910706952833 4.959792382155573 ...   2.1157564046282715 2.0054750478782526 1.2736649579116948]  [5.036488509967169 5.034006875733398 5.026569307291713 ...   2.088451437573708 1.9795933206665202 1.2572276309877377]  [5.097460101650234 5.094880591286957 5.087149889542476 ...   2.0640622093978034 1.9564753528150276 1.2425455507585537]  ...  [5.866874560307962 5.8629665981965475 5.851258323636762 ...   1.7845920420011265 1.6915722448228454 1.0743072043136557]  [5.8846453863682235 5.88070474094837 5.868898630711233 ...   1.778700179670017 1.6859874890046775 1.0707603599928452]  [5.9019274349959145 5.897954920167798 5.886053411591194 ...   1.7729926594330505 1.6805774666620972 1.0673244878354957]] ... [[50.19144749561783 50.179463458397194 50.14352851232378 ...   32.764042598512766 31.056254753713954 19.723637771326313]  [50.89899951927111 50.88611966644543 50.84749965993917 ...   32.388942500237164 30.700706314440495 19.497831128445416]  [51.52731404511529 51.51362763926437 51.47259022970311 ...   32.06078058817401 30.389649462684304 19.30028082114075]  ...  [57.58469906860011 57.562715962569385 57.49681698430505 ...   29.11567140326097 27.598050689451295 17.527353485157253]  [57.660137544549634 57.63804528188709 57.571819268327154 ...   29.081307155627716 27.56547763850042 17.506666539382337]  [57.72929606083397 57.70710360465027 57.64057741069551 ...   29.049850288950825 27.535660424634525 17.487729808913553]] [[51.35052548707966 51.338429014786094 51.30215669237474 ...   33.71284090884432 31.955598048942353 20.294805206930718]  [52.07228402892363 52.05927680536765 52.02027462603125 ...   33.32883454728776 31.591607575065705 20.06363707941857]  [52.712732128450895 52.69890553730543 52.657447520418586 ...   32.99311237072189 31.273384528854237 19.86153556577058]  ...  [58.82004504251716 58.79788743378618 58.7314646758656 ...   30.009896829612227 28.445665649189927 18.065668570734108]  [58.89308307675776 58.870820282581164 58.80408238208608 ...   29.97643744998418 28.41395030104552 18.045526346774636]  [58.95967499678758 58.93731618813522 58.87029062303689 ...   29.945973770074634 28.38507450523486 18.027187505164633]] [[52.50440103856363 52.49219798265763 52.45560582968484 ...   34.66473204852344 32.857872963363924 20.867834495984876]  [53.240136255997776 53.22700787020066 53.18764213344124 ...   34.27190584396773 32.48552237060861 20.631356908017956]  [53.89248878704254 53.87852857017514 53.83666961320849 ...   33.92871272678955 32.16021779792774 20.424757960147524]  ...  [60.04404907722156 60.02173141343937 59.954828181033044 ...   30.910035680892683 29.298885803419314 18.60754348110794]  [60.11445942138121 60.092040832423436 60.02483521669761 ...   30.877598568929134 29.26813943841915 18.588016652426973]  [60.178257448677 60.15574731141623 60.08826740757028 ...   30.848246318815562 29.240317140411175 18.570346880839026]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fuel_ion_density_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.442 1.441 ... 16.85</div><input id='attrs-02a25513-603d-421a-b0f2-706fcb7f1538' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02a25513-603d-421a-b0f2-706fcb7f1538' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-05efdb2b-dbea-440e-9789-47fcf1953db9' class='xr-var-data-in' type='checkbox'><label for='data-05efdb2b-dbea-440e-9789-47fcf1953db9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[1.4415528849382209 1.4408348323526954 1.438682819900638 ...   0.592041631401124 0.5611821457719729 0.3564033543232823]  [1.460829786033365 1.4600805801135002 1.457835267006879 ...   0.5843483543388538 0.5538898718830477 0.351772075701469]  [1.478333306097552 1.4775554708188952 1.4752244197021136 ...   0.577467285691904 0.5473674709847175 0.34762973871530517]  ...  [1.702030244567853 1.7008592335948245 1.697351032450673 ...   0.4978501148435506 0.4719002531283756 0.2997009694412106]  [1.707290358753583 1.7061095048658241 1.7025718413958966 ...   0.49614541566911036 0.4702844094277492 0.29867475697293405]  [1.7124115586167818 1.711221095532527 1.707654669615729 ...   0.49449230529769084 0.46871746552342336 0.29767960046671643]] [[2.7431006866242904 2.741883907052709 2.738236805801514 ...   1.2418919374615867 1.1771597558642273 0.7476069734671519]  [2.781546969556335 2.7802709083364223 2.7764462360341486 ...   1.2255950939242581 1.1617123664569242 0.7377964307729838]  [2.816431518745021 2.8151009742803614 2.8111131111702887 ...   1.2110355700477156 1.1479117409314523 0.7290317377653835]  ...  [3.2586848584418897 3.256609129106665 3.2503898709678984 ...   1.0441898441914748 0.9897626556596935 0.6285922193333119]  [3.2689659249333602 3.2668716963911653 3.2605970571996545 ...   1.040662676446669 0.9864193374561352 0.626468898355808]  [3.2789681994538906 3.2768559224803484 3.2705272522943014 ...   1.0372447448865962 0.9831795616274589 0.6244113365083844]] [[3.9904127211838496 3.9887747803912537 3.983864990853403 ...   1.9166970080783265 1.8167913922582872 1.1538331202889425]  [4.047883040030085 4.046159051999107 4.040991492120781 ...   1.8914282860654228 1.792839773169343 1.1386215932489467]  [4.10000029174447 4.09819722526793 4.0927927820755485 ...   1.8688715792319592 1.7714588086037346 1.1250426732008623]  ...  [4.756435315319444 4.753555139585909 4.744925072400148 ...   1.6122431357223261 1.5282068260463066 0.9705548243224995]  [4.771547791139164 4.768641087644751 4.759931596979045 ...   1.6068732931815692 1.5231168803403807 0.9673222308827707]  [4.786241010852564 4.783308441538814 4.774521510050886 ...   1.6016729873077047 1.5181876343985719 0.9641916968820348]] ... [[39.62873420630806 39.622422946405045 39.60349519683146 ...   29.816957855340192 28.26278339591192 17.94952116831663]  [40.23134483494643 40.224331495404925 40.20329881154127 ...   29.46655996872161 27.93064959406893 17.738585018703123]  [40.76659084953908 40.758943941406514 40.73601182227466 ...   29.15999666140975 27.640065544759633 17.55403686322998]  ...  [45.9388879373165 45.924657695351506 45.881993412147736 ...   26.415584428422886 25.038702626841868 15.901927157418319]  [46.00337060217845 45.98905309948873 45.94612732185493 ...   26.38362615952526 25.00841014576637 15.882688587646589]  [46.06247521786152 46.04807761096841 46.004911785958555 ...   26.35436708271964 24.98067616451538 15.865074905491761]] [[40.533615548864816 40.52729704225615 40.508347431507346 ...   30.682311487232685 29.083031470101787 18.47045571197773]  [41.148237922954856 41.14120604617714 41.120117625142925 ...   30.323566399210936 28.7429855550793 18.254494627593573]  [41.693744017732165 41.686068873174335 41.66305191568111 ...   30.009912997697434 28.44568097453238 18.065678303765527]  ...  [46.90795765030628 46.89367591861646 46.850856807794514 ...   27.22952525098621 25.810217724954992 16.391911685526065]  [46.97037665572466 46.95601089007206 46.91293995012833 ...   27.198397878792434 25.78071283105318 16.373173307559508]  [47.027275718434595 47.01283323813129 46.96953240423172 ...   27.170052033421662 25.753844480104203 16.35610938192414]] [[41.434078364315006 41.42775709712977 41.40879908129779 ...   31.55055237943492 29.90601630949546 18.993128358509676]  [42.06051350061127 42.053467862334784 42.03233802808584 ...   31.183540347418766 29.558134355377586 18.772190653541195]  [42.61608160377596 42.60838328273031 42.58529666250165 ...   30.86287979056181 29.254187859359128 18.57915608975127]  ...  [47.8673328363406 47.853010969363204 47.81007107384857 ...   28.04897714777553 26.586956638920952 16.885213827186465]  [47.92749360374727 47.91309115720197 47.869909780398395 ...   28.018790131630904 26.55834308609629 16.86704153449567]  [47.98199252962117 47.96751698382022 47.924116543656105 ...   27.991467781963642 26.53244488232045 16.850593743406453]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_temp_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.48 12.47 ... 8.396 5.332</div><input id='attrs-8ba93384-d11a-42fd-ad17-675e357c8b53' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8ba93384-d11a-42fd-ad17-675e357c8b53' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-784c4c06-864d-4d3c-8362-20e87bc836c8' class='xr-var-data-in' type='checkbox'><label for='data-784c4c06-864d-4d3c-8362-20e87bc836c8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] ... [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_temp_profile</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 12.48 12.47 ... 8.396 5.332</div><input id='attrs-9ef12546-35df-487b-8d76-399cd58db16e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9ef12546-35df-487b-8d76-399cd58db16e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-faeca410-a165-4959-9821-08caa7d7b55d' class='xr-var-data-in' type='checkbox'><label for='data-faeca410-a165-4959-9821-08caa7d7b55d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] ... [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]] [[12.48477375455781 12.472690003809308 12.436508879948953 ...   2.214306121271446 2.0988879744661233 1.332990937228577]  [13.776302073994827 13.762968280065445 13.723044281322982 ...   2.4433722717478026 2.3160143166522746 1.4708865514246368]  [15.06783039343184 15.053246556321579 15.009579682697012 ...   2.672438422224159 2.533140658838425 1.6087821656206964]  ...  [47.356038379357216 47.310203462724964 47.172964717047755 ...   8.399092184133071 7.961299213492193 5.056172520522189]  [48.64756669879424 48.60048173898111 48.45950011842179 ...   8.628158334609429 8.178425555678345 5.19406813471825]  [49.93909501823124 49.890760015237234 49.74603551979581 ...   8.857224485085784 8.395551897864493 5.331963748914308]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_zeff</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.1735 nan ... 0.0 0.05955</div><input id='attrs-c6431378-c50e-4a19-b399-83ef8797c52f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c6431378-c50e-4a19-b399-83ef8797c52f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d652d89c-0f99-46f8-992f-20a5c467a5f6' class='xr-var-data-in' type='checkbox'><label for='data-d652d89c-0f99-46f8-992f-20a5c467a5f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.12 0.1735490269548407 nan 0.0 0.032913541645778796]  [0.12 0.17355458754807104 nan 0.0 0.035290650771073684]  [0.12 0.17355909146455692 nan 0.0 0.03777772107784784]  ...  [0.12 0.1735849516550259 nan 0.0 0.05890357014947366]  [0.12 0.1735849516550259 nan 0.0 0.05920694848077528]  [0.12 0.1735849516550259 nan 0.0 0.05951100476504286]] [[0.12 0.17354907963793814 nan 0.0 0.032913536718251916]  [0.12 0.17355462901142768 nan 0.0 0.0352907043517873]  [0.12 0.1735591181254002 nan 0.0 0.03777782707745898]  ...  [0.12 0.1735849679009758 nan 0.0 0.058908714764157905]  [0.12 0.1735849679009758 nan 0.0 0.059212775354084535]  [0.12 0.1735849679009758 nan 0.0 0.05951751971029031]] [[0.12 0.1735491022128548 nan 0.0 0.03291353991284943]  [0.12 0.1735546541101569 nan 0.0 0.03529073961159789]  [0.12 0.17355914461904262 nan 0.0 0.037777890835743566]  ...  [0.12 0.17358497493156097 nan 0.0 0.05891178873803536]  [0.12 0.17358497493156097 nan 0.0 0.059216251388385356]  [0.12 0.17358497493156097 nan 0.0 0.0595214010940243]] ... [[0.12 0.17354942558135295 nan 0.0 0.03291357736629408]  [0.12 0.17355489540396643 nan 0.0 0.03529099593662638]  [0.12 0.1735593582480649 nan 0.0 0.03777833436075351]  ...  [0.12 0.17358504567943905 nan 0.0 0.05893154965743786]  [0.12 0.17358504567943905 nan 0.0 0.059238617977248345]  [0.12 0.17358504567943905 nan 0.0 0.05954639494710869]] [[0.12 0.17354943104282744 nan 0.0 0.032913579615368484]  [0.12 0.17355490061000167 nan 0.0 0.03529100117593242]  [0.12 0.17355936280985446 nan 0.0 0.03777834179958359]  ...  [0.12 0.17358504671190178 nan 0.0 0.05893175260966177]  [0.12 0.17358504671190178 nan 0.0 0.05923884819571947]  [0.12 0.17358504671190178 nan 0.0 0.05954665266496467]] [[0.12 0.1735494364890245 nan 0.0 0.03291358191209339]  [0.12 0.17355490578138585 nan 0.0 0.035291006410039176]  [0.12 0.1735593673231849 nan 0.0 0.037778349181115146]  ...  [0.12 0.17358504771506142 nan 0.0 0.05893195039688712]  [0.12 0.17358504771506142 nan 0.0 0.059239072556243805]  [0.12 0.17358504771506142 nan 0.0 0.059546903825851]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_dilution</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp, dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.0248 ... 0.0 0.0009526</div><input id='attrs-22eea573-5200-4859-8ffc-1c80d6263d62' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-22eea573-5200-4859-8ffc-1c80d6263d62' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4785e515-ab41-428f-958d-3a7c50d9acf3' class='xr-var-data-in' type='checkbox'><label for='data-4785e515-ab41-428f-958d-3a7c50d9acf3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[[0.12 0.024796601548613642 nan 0.0 0.0007101801368237771]  [0.12 0.024796972306066447 nan 0.0 0.0007351097934786922]  [0.12 0.024797272604332028 nan 0.0 0.0007603094487768586]  ...  [0.12 0.02479899675535657 nan 0.0 0.0009475052139441062]  [0.12 0.02479899675535657 nan 0.0 0.0009499226637828853]  [0.12 0.02479899675535657 nan 0.0 0.0009523393098700133]] [[0.12 0.024796605061333327 nan 0.0 0.0007101800842302126]  [0.12 0.024796975070650068 nan 0.0 0.0007351103457736218]  [0.12 0.024797274381930037 nan 0.0 0.0007603105048163745]  ...  [0.12 0.02479899783846661 nan 0.0 0.0009475462602778486]  [0.12 0.02479899783846661 nan 0.0 0.0009499690341391954]  [0.12 0.02479899783846661 nan 0.0 0.0009523910231631766]] [[0.12 0.024796606566547513 nan 0.0 0.0007101801183274943]  [0.12 0.02479697674411635 nan 0.0 0.000735110709221606]  [0.12 0.02479727614837988 nan 0.0 0.0007603111400186328]  ...  [0.12 0.024798998307192482 nan 0.0 0.000947570785138295]  [0.12 0.024798998307192482 nan 0.0 0.0009499966953924986]  [0.12 0.024798998307192482 nan 0.0 0.0009524218308465333]] ... [[0.12 0.024796628127584312 nan 0.0 0.0007101805180837244]  [0.12 0.02479699283245676 nan 0.0 0.0007351133513408036]  [0.12 0.024797290391979043 nan 0.0 0.0007603155586936967]  ...  [0.12 0.024799003023920425 nan 0.0 0.000947728426958879]  [0.12 0.024799003023920425 nan 0.0 0.0009501746626799329]  [0.12 0.024799003023920425 nan 0.0 0.000952620190349688]] [[0.12 0.02479662849173542 nan 0.0 0.0007101805420890259]  [0.12 0.024796993179570667 nan 0.0 0.0007351134053458514]  [0.12 0.024797290696133793 nan 0.0 0.0007603156328037788]  ...  [0.12 0.024799003092754224 nan 0.0 0.0009477300458637379]  [0.12 0.024799003092754224 nan 0.0 0.0009501764943159409]  [0.12 0.024799003092754224 nan 0.0 0.0009526222354671749]] [[0.12 0.02479662885486788 nan 0.0 0.0007101805666029202]  [0.12 0.024796993524374204 nan 0.0 0.0007351134592973027]  [0.12 0.02479729099705755 nan 0.0 0.0007603157063430113]  ...  [0.12 0.024799003159634403 nan 0.0 0.0009477316235658673]  [0.12 0.024799003159634403 nan 0.0 0.0009501782793422457]  [0.12 0.024799003159634403 nan 0.0 0.0009526242285476364]]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z_effective</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.326 1.329 ... 1.353 1.353</div><input id='attrs-7f9e462e-a6e9-43c2-92f0-82b9e3286f35' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7f9e462e-a6e9-43c2-92f0-82b9e3286f35' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae7ffadf-6d72-4aa5-96e7-d5fd5c245c32' class='xr-var-data-in' type='checkbox'><label for='data-ae7ffadf-6d72-4aa5-96e7-d5fd5c245c32' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[1.3264625686006195 1.3288452383191447 1.3313368125424048 ...  1.3524885218044995 1.3527919001358013 1.3530959564200686] [1.3264626163561901 1.328845333363215 1.3313369452028592 ...  1.3524936826651337 1.3527977432550604 1.353102487611266] [1.3264626421257042 1.3288453937217548 1.3313370354547862 ...  1.3524967636695964 1.3528012263199463 1.3531063760255853] ... [1.326463002947647 1.3288458913405927 1.3313376926088183 ...  1.352516595336877 1.3528236636566873 1.3531314406265478] [1.326463010658196 1.3288459017859342 1.331337704609438 ...  1.3525167993215637 1.3528238949076212 1.3531316993768665] [1.326463018401118 1.3288459121914251 1.3313377165043 ...  1.3525169981119487 1.3528241202713054 1.3531319515409124]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dilution</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.8545 0.8545 ... 0.8543 0.8542</div><input id='attrs-85b47672-3fe3-4aa0-bd42-62c274df882b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-85b47672-3fe3-4aa0-bd42-62c274df882b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ebd72c8-ec4f-4324-8636-bee7b3046dd5' class='xr-var-data-in' type='checkbox'><label for='data-7ebd72c8-ec4f-4324-8636-bee7b3046dd5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.8544932183145626 0.8544679179004548 0.8544424179468911 ...  0.8542534980306993 0.8542510805808605 0.8542486639347734] [0.8544932148544364 0.8544679145835763 0.8544424151132536 ...  0.8542534559012556 0.8542510331273943 0.8542486111383703] [0.8544932133151251 0.8544679125466621 0.8544424127116015 ...  0.8542534309076693 0.854251004997415 0.854248579861961] ... [0.854493191354332 0.8544678938162025 0.8544423940493273 ...  0.8542532685491206 0.8542508223133997 0.8542483767857298] [0.8544931909661756 0.8544678934150834 0.8544423936710625 ...  0.854253266861382 0.8542508204129298 0.8542483746717786] [0.8544931905785292 0.8544678930163285 0.8544423932965994 ...  0.8542532652167998 0.8542508185610234 0.854248372611818]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>summed_impurity_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 0.06312 ... 2.525</div><input id='attrs-b912eab2-798b-449d-b229-d9ce571b8ebd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b912eab2-798b-449d-b229-d9ce571b8ebd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c5824ac-c094-4c8d-ae67-6ffb19c3c1f3' class='xr-var-data-in' type='checkbox'><label for='data-6c5824ac-c094-4c8d-ae67-6ffb19c3c1f3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.063115 0.063115 0.063115 ... 0.063115 0.063115 0.063115] [0.12623 0.12623 0.12623 ... 0.12623 0.12623 0.12623] [0.189345 0.189345 0.189345 ... 0.189345 0.189345 0.189345] ... [2.3983700000000003 2.3983700000000003 2.3983700000000003 ...  2.3983700000000003 2.3983700000000003 2.3983700000000003] [2.461485 2.461485 2.461485 ... 2.461485 2.461485 2.461485] [2.5246000000000004 2.5246000000000004 2.5246000000000004 ...  2.5246000000000004 2.5246000000000004 2.5246000000000004]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_density</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 0.8545 0.8545 ... 34.17</div><input id='attrs-607e3cac-bacf-4fa7-861c-28ee6aeb7e09' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-607e3cac-bacf-4fa7-861c-28ee6aeb7e09' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f33b9090-735d-4089-8c45-fc9d4eaf2c3e' class='xr-var-data-in' type='checkbox'><label for='data-f33b9090-735d-4089-8c45-fc9d4eaf2c3e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.8544932183145626 0.8544679179004548 0.8544424179468911 ...  0.8542534980306993 0.8542510805808605 0.8542486639347734] [1.7089864297088728 1.7089358291671526 1.7088848302265072 ...  1.7085069118025111 1.7085020662547885 1.7084972222767405] [2.563479639945375 2.5634037376399865 2.5633272381348045 ...  2.5627602927230075 2.562753014992245 2.562745739585883] ... [32.47074127146462 32.4697799650157 32.46881097387444 ...  32.46162420486658 32.461531247909186 32.461438317857734] [33.32523444768085 33.32424784318825 33.32325335317144 ...  33.3158774075939 33.31578199610426 33.315686612199364] [34.17972762314117 34.178715720653145 34.17769573186398 ...  34.17013060867199 34.17003274244094 34.16993490447272]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.00983 0.0135 ... 20.64 21.1</div><input id='attrs-3877e92e-a6d0-480f-84ea-bbf9fc3a0723' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3877e92e-a6d0-480f-84ea-bbf9fc3a0723' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d6d6a59b-132c-462a-8395-db1fbc7fa627' class='xr-var-data-in' type='checkbox'><label for='data-d6d6a59b-132c-462a-8395-db1fbc7fa627' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.009830084957383255 0.01350356383047275 0.01802901168605406 ...  0.6496462581928651 0.6906441680285702 0.7332311196587762] [0.03676929686733769 0.050509893812909434 0.06743726900446216 ...  0.9696026778426566 1.0314546239093516 1.09584779356697] [0.07954753976890183 0.10927426210891443 0.14589533353359857 ...  1.2385106438971079 1.3165084059064063 1.3977943703006652] ... [9.982565334456943 12.229215822435497 12.209263401500952 ...  18.56161575091423 18.990566228019816 19.43299862901945] [10.488477988660264 12.867654485091396 12.843623268412422 ...  19.364718902271548 19.80426152707152 20.257460228321296] [11.006244847336747 13.522419089233697 13.494110623732624 ...  20.184883276962466 20.635079237756806 21.099102077410734]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation_from_core_seeded_impurity</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 0.0 0.0 0.0</div><input id='attrs-e98ed0fe-27dd-413a-8846-d372c68cdc1b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e98ed0fe-27dd-413a-8846-d372c68cdc1b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec6c6554-db09-46a1-b35a-80f5ced802b3' class='xr-var-data-in' type='checkbox'><label for='data-ec6c6554-db09-46a1-b35a-80f5ced802b3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] ... [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>min_P_radiation</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0 0.0 0.0 ... 0.0 0.0 0.0</div><input id='attrs-562f1d66-7358-47a9-9abf-a5a4e42710fc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-562f1d66-7358-47a9-9abf-a5a4e42710fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d03c59f-9090-4a91-9b80-e37deb606299' class='xr-var-data-in' type='checkbox'><label for='data-5d03c59f-9090-4a91-9b80-e37deb606299' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] ... [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0] [0.0 0.0 0.0 ... 0.0 0.0 0.0]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_beta</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·percent·T/MA] 0.02035 ... 3.256</div><input id='attrs-980864d4-bd89-4963-bb54-d69286093910' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-980864d4-bd89-4963-bb54-d69286093910' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aa0bfd27-061b-4158-960d-14d7de92f530' class='xr-var-data-in' type='checkbox'><label for='data-aa0bfd27-061b-4158-960d-14d7de92f530' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.020349803063009993 0.02245495510401102 0.024560107145012052 ...  0.0771889081700379 0.07929406021103895 0.08139921225203997] [0.040699606126019985 0.04490991020802204 0.049120214290024104 ...  0.1543778163400758 0.1585881204220779 0.16279842450407994] [0.06104940918902998 0.06736486531203308 0.07368032143503617 ...  0.2315667245101137 0.2378821806331168 0.2441976367561199] ... [0.7732925163943796 0.8532882939524189 0.933284071510458 ...  2.9331785104614396 3.0131742880194796 3.0931700655775183] [0.7936423194573895 0.8757432490564299 0.9578441786554702 ...  3.0103674186314775 3.092468348230518 3.174569277829558] [0.8139921225203997 0.898198204160441 0.9824042858004822 ...  3.0875563268015154 3.171762408441557 3.2559684900815986]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>meter percent tesla/megaampere</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_total</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0002546 0.0002809 ... 0.04074</div><input id='attrs-b5171a0d-546c-485a-910f-11e78da4fff5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b5171a0d-546c-485a-910f-11e78da4fff5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d01c328-1f28-4775-87db-40ce80296227' class='xr-var-data-in' type='checkbox'><label for='data-3d01c328-1f28-4775-87db-40ce80296227' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.00025459871412806374 0.00028093651214131164 0.0003072743101545596 ...  0.0009657192604857589 0.000992057058499007 0.001018394856512255] [0.0005091974282561275 0.0005618730242826233 0.0006145486203091192 ...  0.0019314385209715178 0.001984114116998014 0.00203678971302451] [0.0007637961423841911 0.000842809536423935 0.0009218229304636789 ...  0.002897157781457277 0.0029761711754970207 0.0030551845695367644] ... [0.00967475113686642 0.010675587461369844 0.011676423785873264 ...  0.036697331898458835 0.037698168222962264 0.03869900454746568] [0.009929349850994484 0.010956523973511155 0.011983698096027826 ...  0.03766305115894459 0.038690225281461266 0.039717399403977935] [0.01018394856512255 0.011237460485652467 0.012290972406182385 ...  0.03862877041943035 0.039682282339960274 0.0407357942604902]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_poloidal</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.004321 0.004768 ... 0.6914</div><input id='attrs-bd3364bd-186b-4475-b03d-b998625cb93f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd3364bd-186b-4475-b03d-b998625cb93f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f61981ae-9318-4ba4-8919-ea856369b7ef' class='xr-var-data-in' type='checkbox'><label for='data-f61981ae-9318-4ba4-8919-ea856369b7ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.004320943723639652 0.0047679379019472026 0.005214932080254752 ...  0.01638978653794351 0.01683678071625106 0.01728377489455861] [0.008641887447279305 0.009535875803894405 0.010429864160509504 ...  0.03277957307588702 0.03367356143250212 0.03456754978911722] [0.012962831170918955 0.014303813705841608 0.015644796240764255 ...  0.049169359613830524 0.05051034214875318 0.05185132468367582] ... [0.16419586149830678 0.1811816402739937 0.19816741904968058 ...  0.6228118884418532 0.6397976672175403 0.6567834459932271] [0.16851680522194643 0.1859495781759409 0.20338235112993533 ...  0.6392016749797967 0.6566344479337913 0.6740672208877857] [0.1728377489455861 0.1907175160778881 0.2085972832101901 ...  0.6555914615177402 0.6734712286500424 0.6913509957823444]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_toroidal</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0002705 0.0002985 ... 0.04329</div><input id='attrs-00c6ff29-a4e6-4af3-bf0e-0c3809c7dd86' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00c6ff29-a4e6-4af3-bf0e-0c3809c7dd86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18095148-8f5b-4f7a-8bd5-adf35701bc38' class='xr-var-data-in' type='checkbox'><label for='data-18095148-8f5b-4f7a-8bd5-adf35701bc38' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.00027053944347691186 0.00029852628245728203 0.00032651312143765215  ... 0.001026184095946907 0.0010541709349272774 0.0010821577739076474] [0.0005410788869538237 0.0005970525649145641 0.0006530262428753043 ...  0.002052368191893814 0.002108341869854555 0.002164315547815295] [0.0008116183304307355 0.0008955788473718461 0.0009795393643129565 ...  0.003078552287840721 0.0031625128047818316 0.003246473321722942] ... [0.01028049885212265 0.011343998733376716 0.012407498614630781 ...  0.03899499564598246 0.04005849552723654 0.0411219954084906] [0.010551038295599561 0.011642525015834 0.012734011736068435 ...  0.04002117974192936 0.041112666462163806 0.042204153182398244] [0.010821577739076474 0.011941051298291282 0.013060524857506087 ...  0.04104736383787627 0.04216683739709109 0.0432863109563059]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_time</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 46.4 37.27 ... 0.08033 0.07578</div><input id='attrs-bd5c2739-5f2c-4979-afe5-e28c2a9816cf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd5c2739-5f2c-4979-afe5-e28c2a9816cf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-19ec6e5a-8318-4dd0-9f7b-8c9f0435b8cd' class='xr-var-data-in' type='checkbox'><label for='data-19ec6e5a-8318-4dd0-9f7b-8c9f0435b8cd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[46.40090461948922 37.27190303202119 30.53306060503524 ...  2.387356005486323 2.2485790957890215 2.1211956162225096] [24.810092797350357 19.928908291503088 16.32571762683004 ...  1.2764950851934382 1.2022924840648972 1.13418183385677] [17.201971348641003 13.817623031009221 11.319366252988962 ...  0.8850524123146735 0.8336043589564748 0.7863801334007429] ... [1.7363015304120992 1.3946982842373117 1.1425337523699564 ...  0.08933383722801787 0.08414086763285904 0.07937423499413057] [1.6960390546068214 1.362357124072674 1.1160399454026746 ...  0.08726230692731954 0.08218975526129028 0.07753365437473593] [1.6576946424086068 1.3315566640504872 1.0908082765868867 ...  0.08528946223012833 0.08033159190470385 0.07578075714929662]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>second</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_in</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.00983 0.0135 ... 884.9 962.9</div><input id='attrs-e3cf1500-80af-46d1-ad14-a52576358c46' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e3cf1500-80af-46d1-ad14-a52576358c46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-32ca3978-5c1a-4910-a6df-20c6830042b9' class='xr-var-data-in' type='checkbox'><label for='data-32ca3978-5c1a-4910-a6df-20c6830042b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.009830084957383255 0.01350356383047275 0.01802901168605406 ...  0.7246143412150099 0.7903166897577718 0.8600181161830167] [0.03676929686733769 0.050509893812909434 0.06743726900446216 ...  2.7104097480930958 2.9561684319152044 3.2168856055171893] [0.07954753976890183 0.10927426210891443 0.14589533353359857 ...  5.863762353044213 6.395442268848338 6.959483717014321] ... [9.982565334456943 13.71302582044784 18.308670655342947 ...  735.8540206058483 802.5754563041149 873.3579936135505] [10.488477988660264 14.407996807804901 19.23654719399171 ...  773.1468237403675 843.2496762340688 917.6194453764696] [11.006244847336747 15.119251887149945 20.1861651107071 ...  811.3134466441916 884.8769469926318 962.9180015435777]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megawatt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_stored_energy</span></div><div class='xr-var-dims'>(dim_average_electron_density, dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MJ] 0.4561 0.5033 ... 71.08 72.97</div><input id='attrs-094db44b-f87e-4294-b8f9-f4472b93117d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-094db44b-f87e-4294-b8f9-f4472b93117d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5457b58-8db4-49f9-a4b9-8d807a11e257' class='xr-var-data-in' type='checkbox'><label for='data-e5457b58-8db4-49f9-a4b9-8d807a11e257' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[0.4561248345090162 0.5033035216760889 0.5504809064591771 ...  1.7299123991611696 1.777089587642503 1.8242666579193558] [0.9122496673719719 1.0066070416110313 1.100961811291427 ...  3.4598247223012217 3.5541790873215633 3.6485332153729315] [1.36837449995953 1.5099105608126744 1.6514427148687845 ...  5.189737015801747 5.331268552766462 5.47279973378602] ... [17.33274346765636 19.125533583480554 20.918274184754686 ...  65.73666330038536 67.52939523426598 69.32212261908435] [17.78886829215181 19.628837094729352 21.468755080118484 ...  67.46657543311417 69.30648451384039 71.14638892535606] [18.24499311646746 20.132140605792415 22.019235975308757 ...  69.19648756435501 71.08357379169236 72.9706552296599]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>megajoule</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 5.0 5.517 ... 19.48 20.0</div><input id='attrs-c25a7e99-41df-4dba-a3b5-6886c663fc0f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c25a7e99-41df-4dba-a3b5-6886c663fc0f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4e7de659-d3c4-4dc6-8ea4-857f7f5c15ed' class='xr-var-data-in' type='checkbox'><label for='data-4e7de659-d3c4-4dc6-8ea4-857f7f5c15ed' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[5.0 5.517241379310345 6.0344827586206895 6.551724137931035 7.068965517241379 7.586206896551724 8.10344827586207 8.620689655172415 9.137931034482758 9.655172413793103 10.172413793103448 10.689655172413794 11.206896551724139 11.724137931034484 12.24137931034483 12.758620689655173 13.275862068965518 13.793103448275863 14.310344827586208 14.827586206896552 15.344827586206897 15.862068965517242 16.379310344827587 16.896551724137932 17.413793103448278 17.93103448275862 18.448275862068968 18.96551724137931 19.48275862068966 20.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_mass</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[u] 2.5</div><input id='attrs-0b205176-ed0e-4442-a591-1b7e9acf7b9f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0b205176-ed0e-4442-a591-1b7e9acf7b9f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2ade857-1c8f-4002-89cc-35bfe0ff5a37' class='xr-var-data-in' type='checkbox'><label for='data-c2ade857-1c8f-4002-89cc-35bfe0ff5a37' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 unified_atomic_mass_unit</div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.29</div><input id='attrs-83225323-42f8-43a3-920e-872b686dea56' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-83225323-42f8-43a3-920e-872b686dea56' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bb8139a9-21e6-4154-a574-96fde9406310' class='xr-var-data-in' type='checkbox'><label for='data-bb8139a9-21e6-4154-a574-96fde9406310' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.2902757162288694 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>f_shaping</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.672</div><input id='attrs-35214687-45bc-45ec-ac90-2fdecf58a133' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-35214687-45bc-45ec-ac90-2fdecf58a133' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3107d495-b04b-43c9-ae92-0200e4647d9d' class='xr-var-data-in' type='checkbox'><label for='data-3107d495-b04b-43c9-ae92-0200e4647d9d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.6721853873123846 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_area</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m²] 55.54</div><input id='attrs-2021cef7-4050-48e3-896a-7f394d6e2a7f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2021cef7-4050-48e3-896a-7f394d6e2a7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-218e7c7e-b068-4afe-b5b2-75381457cadb' class='xr-var-data-in' type='checkbox'><label for='data-218e7c7e-b068-4afe-b5b2-75381457cadb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>55.536257947812175 meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_volume</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m³] 19.79</div><input id='attrs-41a53b98-d412-444c-a098-cbc8eae38bbb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-41a53b98-d412-444c-a098-cbc8eae38bbb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-711cde80-748c-4455-a652-980a1771e028' class='xr-var-data-in' type='checkbox'><label for='data-711cde80-748c-4455-a652-980a1771e028' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>19.79484837055445 meter<sup>3</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.122</div><input id='attrs-8436abc5-4f76-41fb-a8bf-b6966f7d1dd8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8436abc5-4f76-41fb-a8bf-b6966f7d1dd8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e6de736-ddc0-4d68-a527-7041010baa22' class='xr-var-data-in' type='checkbox'><label for='data-9e6de736-ddc0-4d68-a527-7041010baa22' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1221579687499998 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 0.57</div><input id='attrs-f260af0b-e69a-474f-8664-ad37712a6d7b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f260af0b-e69a-474f-8664-ad37712a6d7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea9a0b14-23f1-448a-940e-4bf34ff91334' class='xr-var-data-in' type='checkbox'><label for='data-ea9a0b14-23f1-448a-940e-4bf34ff91334' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.569985 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_triangularity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.54</div><input id='attrs-a950263b-be09-4e6a-b30d-3fe3a20167bf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a950263b-be09-4e6a-b30d-3fe3a20167bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-48fc23ec-5f57-42fe-8bd2-2986d54cc16c' class='xr-var-data-in' type='checkbox'><label for='data-48fc23ec-5f57-42fe-8bd2-2986d54cc16c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.54 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.969</div><input id='attrs-c6d6d37c-43fa-401f-a409-1505b9b719e0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c6d6d37c-43fa-401f-a409-1505b9b719e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2babdd27-d84e-44f8-a161-5df9aa06aac7' class='xr-var-data-in' type='checkbox'><label for='data-2babdd27-d84e-44f8-a161-5df9aa06aac7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.96875 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>atomic_data</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&lt;cfspopcon.formulas.atomic_data....</div><input id='attrs-a639c8a6-3202-44b6-a4bf-b38bf1891448' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a639c8a6-3202-44b6-a4bf-b38bf1891448' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b69a0879-79bf-4535-9ba7-08b3d0f7a214' class='xr-var-data-in' type='checkbox'><label for='data-b69a0879-79bf-4535-9ba7-08b3d0f7a214' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;cfspopcon.formulas.atomic_data.atomic_data.AtomicData object at 0x17f4172f0&gt;,\n",
+       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>major_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.85</div><input id='attrs-3a0e95bb-ffa4-4b13-bd26-0ed5834b4a3b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3a0e95bb-ffa4-4b13-bd26-0ed5834b4a3b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e7fa160b-14a0-429e-97f6-6855efefbb6a' class='xr-var-data-in' type='checkbox'><label for='data-e7fa160b-14a0-429e-97f6-6855efefbb6a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.85 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>magnetic_field_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 12.2</div><input id='attrs-3782c745-4a93-4638-b61f-b60c5f8bceee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3782c745-4a93-4638-b61f-b60c5f8bceee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31674eee-0d9e-4acb-aefd-7cf4def760bc' class='xr-var-data-in' type='checkbox'><label for='data-31674eee-0d9e-4acb-aefd-7cf4def760bc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.2 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inverse_aspect_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3081</div><input id='attrs-fd6dda57-6b3b-4114-a343-16ffdeb55222' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fd6dda57-6b3b-4114-a343-16ffdeb55222' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5faffbdd-dbae-4abe-a810-79e72f627cf5' class='xr-var-data-in' type='checkbox'><label for='data-5faffbdd-dbae-4abe-a810-79e72f627cf5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3081 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>areal_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.75</div><input id='attrs-e3587089-5ca3-48d4-ad6c-42f10dc5f1e9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e3587089-5ca3-48d4-ad6c-42f10dc5f1e9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e46b5b77-6751-4f8d-9e0b-6e9845e574c8' class='xr-var-data-in' type='checkbox'><label for='data-e46b5b77-6751-4f8d-9e0b-6e9845e574c8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.75 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_sep_to_areal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.125</div><input id='attrs-79d7e300-1cd8-4c51-afbd-62dd426aea08' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-79d7e300-1cd8-4c51-afbd-62dd426aea08' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3599b2cb-93ae-4aa0-aebf-88bbd4cc8879' class='xr-var-data-in' type='checkbox'><label for='data-3599b2cb-93ae-4aa0-aebf-88bbd4cc8879' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.125 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_areal_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.025</div><input id='attrs-0e758eb0-a69d-4afc-bce8-6e95e06d288f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0e758eb0-a69d-4afc-bce8-6e95e06d288f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3f698265-6618-4df9-ae32-5eb9d3ef9764' class='xr-var-data-in' type='checkbox'><label for='data-3f698265-6618-4df9-ae32-5eb9d3ef9764' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.025 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-c8941ee7-dc89-497d-964c-931026c26285' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c8941ee7-dc89-497d-964c-931026c26285' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3a26795-eaa0-4bc0-ad6a-9c4ac3df862c' class='xr-var-data-in' type='checkbox'><label for='data-d3a26795-eaa0-4bc0-ad6a-9c4ac3df862c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_ratio_sep_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.8</div><input id='attrs-85b2ae4d-33eb-4013-96e8-3898aa329f5c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-85b2ae4d-33eb-4013-96e8-3898aa329f5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dd1c492d-463b-4dc7-b4b8-6e33743f07a5' class='xr-var-data-in' type='checkbox'><label for='data-dd1c492d-463b-4dc7-b4b8-6e33743f07a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.8 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.7e+06</div><input id='attrs-cf6ad5f8-23cb-4dbb-b691-45ce5ff7d311' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cf6ad5f8-23cb-4dbb-b691-45ce5ff7d311' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bcb88a5f-f58b-4237-a21a-b2db99decd83' class='xr-var-data-in' type='checkbox'><label for='data-bcb88a5f-f58b-4237-a21a-b2db99decd83' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8700000.0 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_external_power_coupled</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9</div><input id='attrs-e9034cff-afda-4282-8244-d526019a875a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e9034cff-afda-4282-8244-d526019a875a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07d5f803-6325-44d8-b5d5-3a1ef849ae1d' class='xr-var-data-in' type='checkbox'><label for='data-07d5f803-6325-44d8-b5d5-3a1ef849ae1d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_reaction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U17</div><div class='xr-var-preview xr-preview'>&#x27;DTFusionBoschHale&#x27;</div><input id='attrs-baf7be59-7bdc-4107-8978-9f9f80c89aff' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-baf7be59-7bdc-4107-8978-9f9f80c89aff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a6ac5d1-3c85-4a56-9d2a-8db3e47b451c' class='xr-var-data-in' type='checkbox'><label for='data-4a6ac5d1-3c85-4a56-9d2a-8db3e47b451c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;DTFusionBoschHale&#x27;, dtype=&#x27;&lt;U17&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heavier_fuel_species_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.5</div><input id='attrs-45351c22-d177-420e-b479-85b2ef4e3f68' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-45351c22-d177-420e-b479-85b2ef4e3f68' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-42c9d8ab-e620-4824-a5af-2a419c96013b' class='xr-var-data-in' type='checkbox'><label for='data-42c9d8ab-e620-4824-a5af-2a419c96013b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>density_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-c286f202-d4e2-48bd-9956-44a434b776c0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c286f202-d4e2-48bd-9956-44a434b776c0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60ae86c1-2971-4fab-885d-fe7f322e7290' class='xr-var-data-in' type='checkbox'><label for='data-60ae86c1-2971-4fab-885d-fe7f322e7290' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-9fed6a91-e01f-47d6-b33c-732e9ce0e1b9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9fed6a91-e01f-47d6-b33c-732e9ce0e1b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b1e30e9-8e23-4877-b229-28bfea2dd0d6' class='xr-var-data-in' type='checkbox'><label for='data-3b1e30e9-8e23-4877-b229-28bfea2dd0d6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_inverse_temp_scale_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-a9975fea-dff0-4b62-9720-d7093b04c47d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a9975fea-dff0-4b62-9720-d7093b04c47d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-185eb36c-32b8-4696-9d89-b65568690052' class='xr-var-data-in' type='checkbox'><label for='data-185eb36c-32b8-4696-9d89-b65568690052' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.1</div><input id='attrs-b6e46ac3-4059-4dae-ab8f-12feac2f72cd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b6e46ac3-4059-4dae-ab8f-12feac2f72cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c98aa7d1-8b83-4b00-a480-0e8b8ae939f0' class='xr-var-data-in' type='checkbox'><label for='data-c98aa7d1-8b83-4b00-a480-0e8b8ae939f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.2</div><input id='attrs-e2749c50-f5cb-4ab3-abb9-a991f85157ad' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e2749c50-f5cb-4ab3-abb9-a991f85157ad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94e13b78-fea2-401a-8eb3-73c7cbac8aec' class='xr-var-data-in' type='checkbox'><label for='data-94e13b78-fea2-401a-8eb3-73c7cbac8aec' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.2 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-c61b2983-ceeb-4e64-aa5f-e969ed23a228' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c61b2983-ceeb-4e64-aa5f-e969ed23a228' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a2b9540-20fc-4798-92de-e7c071a8af40' class='xr-var-data-in' type='checkbox'><label for='data-3a2b9540-20fc-4798-92de-e7c071a8af40' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_to_electron_temp_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-7ca5ed6f-81be-4d93-85fc-4bd51a6acb30' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7ca5ed6f-81be-4d93-85fc-4bd51a6acb30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec8ae556-405b-4206-849d-2c855969580f' class='xr-var-data-in' type='checkbox'><label for='data-ec8ae556-405b-4206-849d-2c855969580f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_threshold_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-939183bb-b2d5-48cd-a803-3f5b9d00afad' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-939183bb-b2d5-48cd-a803-3f5b9d00afad' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7689c4ad-f2ef-4085-a9d6-db5d3c209cde' class='xr-var-data-in' type='checkbox'><label for='data-7689c4ad-f2ef-4085-a9d6-db5d3c209cde' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_time_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-1f252d3c-6132-43c4-ab2e-7a8a522f87d5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f252d3c-6132-43c4-ab2e-7a8a522f87d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f987a9fc-0963-4637-93aa-e2b19e6f30c6' class='xr-var-data-in' type='checkbox'><label for='data-f987a9fc-0963-4637-93aa-e2b19e6f30c6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ITER98y2&#x27;</div><input id='attrs-8f52cdf5-e09e-4392-841a-f9a60cf464cd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8f52cdf5-e09e-4392-841a-f9a60cf464cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03c5d22a-5149-4f08-8422-9551e2ee7678' class='xr-var-data-in' type='checkbox'><label for='data-03c5d22a-5149-4f08-8422-9551e2ee7678' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ITER98y2&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_method</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>RadiationMethod.Radas</div><input id='attrs-d33cce58-23d4-4b7d-9b09-3656bf03bfff' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d33cce58-23d4-4b7d-9b09-3656bf03bfff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1a676b28-ea88-4175-bf9c-f957631d1389' class='xr-var-data-in' type='checkbox'><label for='data-1a676b28-ea88-4175-bf9c-f957631d1389' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;RadiationMethod.Radas: &#x27;Impurity line and bremsstrahlung radiation, using coronal Lz curves from Radas&#x27;&gt;,\n",
+       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-bb657539-775f-4bbb-a83a-b809bf683051' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bb657539-775f-4bbb-a83a-b809bf683051' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72ff9914-7dc6-4d54-bec0-9a56828119c0' class='xr-var-data-in' type='checkbox'><label for='data-72ff9914-7dc6-4d54-bec0-9a56828119c0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minimum_core_radiated_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0</div><input id='attrs-deabb925-97ce-469a-8e15-5d237a3fa7f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-deabb925-97ce-469a-8e15-5d237a3fa7f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-600c78fe-d0d9-485e-8a82-4c54b0bef9e6' class='xr-var-data-in' type='checkbox'><label for='data-600c78fe-d0d9-485e-8a82-4c54b0bef9e6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>radas_dir</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>/Users/tbody/Projects/cfspopcon/...</div><input id='attrs-082effae-ec9f-40f9-8211-cd66153ad175' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-082effae-ec9f-40f9-8211-cd66153ad175' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2b32fca-1cb1-4931-a230-2be5e0a18125' class='xr-var-data-in' type='checkbox'><label for='data-f2b32fca-1cb1-4931-a230-2be5e0a18125' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(PosixPath(&#x27;/Users/tbody/Projects/cfspopcon/radas_dir&#x27;), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>intrinsic_impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 nan nan 1.5e-05</div><input id='attrs-f6eb1d15-ae66-4684-8df6-024e5a4209e7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f6eb1d15-ae66-4684-8df6-024e5a4209e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2072961-99c1-4203-afc2-0df30514e567' class='xr-var-data-in' type='checkbox'><label for='data-e2072961-99c1-4203-afc2-0df30514e567' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 nan nan 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Xenon</div><input id='attrs-dfc8c4a0-5f67-4259-b279-90312dadf78d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dfc8c4a0-5f67-4259-b279-90312dadf78d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60bc48ee-f2ea-48c7-b056-2cc0ff7689c1' class='xr-var-data-in' type='checkbox'><label for='data-60bc48ee-f2ea-48c7-b056-2cc0ff7689c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Xenon: 54&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nesep_over_nebar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-97a019bd-823a-4ec8-97cc-fe3663c7aca6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-97a019bd-823a-4ec8-97cc-fe3663c7aca6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-498b4534-dabd-4e17-a2b1-b752e79dd130' class='xr-var-data-in' type='checkbox'><label for='data-498b4534-dabd-4e17-a2b1-b752e79dd130' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>toroidal_flux_expansion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6974</div><input id='attrs-c9289319-8779-41f0-b526-405b2f71cc2d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c9289319-8779-41f0-b526-405b2f71cc2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5ab6e23-8a2d-4763-b632-537fd378ccfb' class='xr-var-data-in' type='checkbox'><label for='data-e5ab6e23-8a2d-4763-b632-537fd378ccfb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6974 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>parallel_connection_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 30.0</div><input id='attrs-4b5f3f5f-1d77-4e3d-893a-645b9de3ec0f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4b5f3f5f-1d77-4e3d-893a-645b9de3ec0f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-682a5df4-e4b0-401f-82e8-30ef55d9a971' class='xr-var-data-in' type='checkbox'><label for='data-682a5df4-e4b0-401f-82e8-30ef55d9a971' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>30.0 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>LambdaQScaling.EichRegression15</div><input id='attrs-23154857-a6de-4dde-9faf-fb2fd9d43e8a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-23154857-a6de-4dde-9faf-fb2fd9d43e8a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f152bf99-0456-49a7-b189-1fd75d678984' class='xr-var-data-in' type='checkbox'><label for='data-f152bf99-0456-49a7-b189-1fd75d678984' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;LambdaQScaling.EichRegression15: 3&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-2adfe5a0-7b73-4d81-a297-f2abc339f8e3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2adfe5a0-7b73-4d81-a297-f2abc339f8e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a43c6bae-07a2-46f7-bcab-ea33ff9a5c9d' class='xr-var-data-in' type='checkbox'><label for='data-a43c6bae-07a2-46f7-bcab-ea33ff9a5c9d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_momentum_loss_function</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MomentumLossFunction.KotovReiter</div><input id='attrs-0f5172e6-3c37-4861-a812-74b19d2b8da5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0f5172e6-3c37-4861-a812-74b19d2b8da5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c641fa0d-a7ad-45d0-a243-9f0aacd5fec5' class='xr-var-data-in' type='checkbox'><label for='data-c641fa0d-a7ad-45d0-a243-9f0aacd5fec5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;MomentumLossFunction.KotovReiter: 1&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_P_SOL_to_divertor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-c13a7b28-2aea-4883-89b5-7766f8f355c1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c13a7b28-2aea-4883-89b5-7766f8f355c1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-948c8197-79ed-4142-87e4-5755aa805888' class='xr-var-data-in' type='checkbox'><label for='data-948c8197-79ed-4142-87e4-5755aa805888' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>kappa_e0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[W/eV³⋅⁵/m] 2.6e+03</div><input id='attrs-365952dc-86fb-4eff-b44d-e9af1bedaa0a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-365952dc-86fb-4eff-b44d-e9af1bedaa0a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b241fca4-e976-44d2-b72e-990d2147ed76' class='xr-var-data-in' type='checkbox'><label for='data-b241fca4-e976-44d2-b72e-990d2147ed76' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2600.0 watt/(electron_volt<sup>3.5</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0</div><input id='attrs-e35e070b-4bf9-49b9-80e6-dbbd2dc9cff7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e35e070b-4bf9-49b9-80e6-dbbd2dc9cff7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-83a4628c-89eb-48d3-9166-0d5f3b5fd919' class='xr-var-data-in' type='checkbox'><label for='data-83a4628c-89eb-48d3-9166-0d5f3b5fd919' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>sheath_heat_transmission_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 7.5</div><input id='attrs-4a4ccd47-5da4-4491-a6ea-627e65b7f12f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4a4ccd47-5da4-4491-a6ea-627e65b7f12f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9679a49c-23ff-4b34-be67-42c9ddad34cd' class='xr-var-data-in' type='checkbox'><label for='data-9679a49c-23ff-4b34-be67-42c9ddad34cd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Argon</div><input id='attrs-4963b9c1-0169-4cb9-9045-e01d8a4c1fdf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4963b9c1-0169-4cb9-9045-e01d8a4c1fdf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-64daca3a-89bc-4ac9-af05-f202eefa01f2' class='xr-var-data-in' type='checkbox'><label for='data-64daca3a-89bc-4ac9-af05-f202eefa01f2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Argon: 18&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lengyel_overestimation_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 4.3</div><input id='attrs-0b1d2881-681b-42b7-97ff-b4ad5f458250' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0b1d2881-681b-42b7-97ff-b4ad5f458250' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4090ffa7-344b-45a6-a477-d76ebbde5f41' class='xr-var-data-in' type='checkbox'><label for='data-4090ffa7-344b-45a6-a477-d76ebbde5f41' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_enrichment</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 5.0</div><input id='attrs-cbc5c03d-4f27-4181-9f36-2cc86b568d74' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cbc5c03d-4f27-4181-9f36-2cc86b568d74' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2c3c77c9-560c-471e-b926-4200256e321c' class='xr-var-data-in' type='checkbox'><label for='data-2c3c77c9-560c-471e-b926-4200256e321c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_inductance_coefficients</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-d51a3c1c-dd8f-4337-8e8e-ab1c6779ae91' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d51a3c1c-dd8f-4337-8e8e-ab1c6779ae91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0b6885a-4257-4f8a-b5f4-f76414d7ee2f' class='xr-var-data-in' type='checkbox'><label for='data-b0b6885a-4257-4f8a-b5f4-f76414d7ee2f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>total_flux_available_from_CS</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[Wb] 35</div><input id='attrs-1cd6bdc2-5ea5-4a89-a0a6-4261c58ed096' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1cd6bdc2-5ea5-4a89-a0a6-4261c58ed096' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b8ed3532-a293-47e7-9e80-418326f6ca4d' class='xr-var-data-in' type='checkbox'><label for='data-b8ed3532-a293-47e7-9e80-418326f6ca4d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>35 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ejima_coefficient</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-43a52dbe-5f6b-4242-9e46-3dac9fe81d5d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-43a52dbe-5f6b-4242-9e46-3dac9fe81d5d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f4e84c81-db91-485c-9a92-e0d9e7a30b84' class='xr-var-data-in' type='checkbox'><label for='data-f4e84c81-db91-485c-9a92-e0d9e7a30b84' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>safety_factor_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[] 1</div><input id='attrs-ccf80d94-2ecb-4622-9653-339e8f8e36d5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ccf80d94-2ecb-4622-9653-339e8f8e36d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6738a86f-2aa2-4c33-805f-61c729fa3753' class='xr-var-data-in' type='checkbox'><label for='data-6738a86f-2aa2-4c33-805f-61c729fa3753' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field_equation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-5cd9d05c-6958-4c3b-ba10-07c7a149e088' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5cd9d05c-6958-4c3b-ba10-07c7a149e088' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d823150e-dc34-45c9-851b-b87c7deb94aa' class='xr-var-data-in' type='checkbox'><label for='data-d823150e-dc34-45c9-851b-b87c7deb94aa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_density</span></div><div class='xr-var-dims'>(dim_average_electron_density)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.0 2.0 ... 39.0 40.0</div><input id='attrs-12e0911d-1627-4b0a-89a9-d82820a4b0ea' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-12e0911d-1627-4b0a-89a9-d82820a4b0ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-90b247f4-7f84-4597-8794-c6bb8ce6797c' class='xr-var-data-in' type='checkbox'><label for='data-90b247f4-7f84-4597-8794-c6bb8ce6797c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[1.0 2.0 3.0 4.0 5.0 6.0 7.0 8.0 9.0 10.0 11.0 12.0 13.0 14.0 15.0 16.0 17.0 18.0 19.0 20.0 21.0 22.0 23.0 24.0 25.0 26.0 27.0 28.0 29.0 30.0 31.0 32.0 33.0 34.0 35.0 36.0 37.0 38.0 39.0 40.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_temp</span></div><div class='xr-var-dims'>(dim_average_electron_temp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 5.0 5.517 ... 19.48 20.0</div><input id='attrs-e9449c82-57d8-4adf-a9e4-c75a866f4b33' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e9449c82-57d8-4adf-a9e4-c75a866f4b33' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7edbcea8-0bcb-46df-b0ee-f65a37986af1' class='xr-var-data-in' type='checkbox'><label for='data-7edbcea8-0bcb-46df-b0ee-f65a37986af1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[5.0 5.517241379310345 6.0344827586206895 6.551724137931035 7.068965517241379 7.586206896551724 8.10344827586207 8.620689655172415 9.137931034482758 9.655172413793103 10.172413793103448 10.689655172413794 11.206896551724139 11.724137931034484 12.24137931034483 12.758620689655173 13.275862068965518 13.793103448275863 14.310344827586208 14.827586206896552 15.344827586206897 15.862068965517242 16.379310344827587 16.896551724137932 17.413793103448278 17.93103448275862 18.448275862068968 18.96551724137931 19.48275862068966 20.0]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li></ul></div></li><li class='xr-section-item'><input id='section-79804851-344e-4f91-ba94-2fcbbab91de0' class='xr-section-summary-in' type='checkbox'  ><label for='section-79804851-344e-4f91-ba94-2fcbbab91de0' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_temp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5b4a95d9-4864-45c2-9930-f60ede5dba2b' class='xr-index-data-in' type='checkbox'/><label for='index-5b4a95d9-4864-45c2-9930-f60ede5dba2b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([               5.0,  5.517241379310345, 6.0344827586206895,\n",
        "        6.551724137931035,  7.068965517241379,  7.586206896551724,\n",
        "         8.10344827586207,  8.620689655172415,  9.137931034482758,\n",
        "        9.655172413793103, 10.172413793103448, 10.689655172413794,\n",
@@ -1000,13 +1002,13 @@
        "       15.862068965517242, 16.379310344827587, 16.896551724137932,\n",
        "       17.413793103448278,  17.93103448275862, 18.448275862068968,\n",
        "        18.96551724137931,  19.48275862068966,               20.0],\n",
-       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_temp&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_density</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-42420e0d-ced8-4932-b518-fb5c1968d381' class='xr-index-data-in' type='checkbox'/><label for='index-42420e0d-ced8-4932-b518-fb5c1968d381' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1.0,  2.0,  3.0,  4.0,  5.0,  6.0,  7.0,  8.0,  9.0, 10.0, 11.0, 12.0,\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_temp&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_average_electron_density</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-52f6d587-63cc-4e21-806a-bb60554936ea' class='xr-index-data-in' type='checkbox'/><label for='index-52f6d587-63cc-4e21-806a-bb60554936ea' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1.0,  2.0,  3.0,  4.0,  5.0,  6.0,  7.0,  8.0,  9.0, 10.0, 11.0, 12.0,\n",
        "       13.0, 14.0, 15.0, 16.0, 17.0, 18.0, 19.0, 20.0, 21.0, 22.0, 23.0, 24.0,\n",
        "       25.0, 26.0, 27.0, 28.0, 29.0, 30.0, 31.0, 32.0, 33.0, 34.0, 35.0, 36.0,\n",
        "       37.0, 38.0, 39.0, 40.0],\n",
-       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_density&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_species</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ecc12105-33a3-4612-8904-47995f9ad742' class='xr-index-data-in' type='checkbox'/><label for='index-ecc12105-33a3-4612-8904-47995f9ad742' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  AtomicSpecies.Helium,   AtomicSpecies.Oxygen,    AtomicSpecies.Argon,\n",
+       "      dtype=&#x27;float64&#x27;, name=&#x27;dim_average_electron_density&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>dim_species</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-860d79b1-37c2-4aa4-a033-66928f7391bf' class='xr-index-data-in' type='checkbox'/><label for='index-860d79b1-37c2-4aa4-a033-66928f7391bf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  AtomicSpecies.Helium,   AtomicSpecies.Oxygen,    AtomicSpecies.Argon,\n",
        "          AtomicSpecies.Xenon, AtomicSpecies.Tungsten],\n",
-       "      dtype=&#x27;object&#x27;, name=&#x27;dim_species&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-00dfc875-5085-4bfd-b9d1-8e8e541c7fb6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-00dfc875-5085-4bfd-b9d1-8e8e541c7fb6' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+       "      dtype=&#x27;object&#x27;, name=&#x27;dim_species&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5e3f4dce-ed90-4773-aed7-ba15daebf564' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5e3f4dce-ed90-4773-aed7-ba15daebf564' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
       ],
       "text/plain": [
        "<xarray.Dataset> Size: 3MB\n",
@@ -1018,7 +1020,7 @@
        "  * dim_average_electron_density           (dim_average_electron_density) float64 320B ...\n",
        "  * dim_species                            (dim_species) object 40B AtomicSpe...\n",
        "Dimensions without coordinates: dim_rho\n",
-       "Data variables: (12/147)\n",
+       "Data variables: (12/148)\n",
        "    current_relaxation_time                (dim_average_electron_temp, dim_average_electron_density) float64 10kB [s] ...\n",
        "    peak_pressure                          (dim_average_electron_temp, dim_average_electron_density) float64 10kB [Pa] ...\n",
        "    fusion_triple_product                  (dim_average_electron_density, dim_average_electron_temp) float64 10kB [1e10 m^-3·keV·s] ...\n",
@@ -1084,7 +1086,7 @@
        "   'units': 'n20'}},\n",
        " 'fill': {'variable': 'Q',\n",
        "  'where': {'Q': {'min': 1.0},\n",
-       "   'P_auxiliary': {'min': 0.0, 'max': 25.0, 'units': 'MW'},\n",
+       "   'P_auxiliary_launched': {'min': 0.0, 'max': 25.0, 'units': 'MW'},\n",
        "   'greenwald_fraction': {'max': 0.9},\n",
        "   'ratio_of_P_SOL_to_P_LH': {'min': 1.0},\n",
        "   'max_flattop_duration': {'min': 0.0, 'units': 'seconds'}}},\n",
@@ -1100,7 +1102,7 @@
        "   'color': 'tab:blue',\n",
        "   'levels': [1.0],\n",
        "   'format': '1.2g'},\n",
-       "  'P_auxiliary': {'label': '$P_{aux}$',\n",
+       "  'P_auxiliary_launched': {'label': '$P_{aux,launched}$',\n",
        "   'levels': [1.0, 5.0, 10.0, 25.0, 50.0],\n",
        "   'color': 'tab:gray',\n",
        "   'format': '1.2g'},\n",
@@ -1109,7 +1111,7 @@
        "   'levels': [50.0, 100.0, 150.0, 200.0],\n",
        "   'format': '1.2g'},\n",
        "  'max_flattop_duration': {'label': '$t_{flattop}$',\n",
-       "   'color': 'xkcd:pumpkin',\n",
+       "   'color': 'tab:orange',\n",
        "   'levels': [0.0, 1.0, 2.0, 4.0, 6.0, 8.0, 10.0],\n",
        "   'format': '1.2g'}}}"
       ]
@@ -1161,7 +1163,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 1200x900 with 2 Axes>"
       ]
@@ -1196,7 +1198,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
       "text/plain": [
        "<Figure size 1200x900 with 2 Axes>"
       ]
@@ -1249,7 +1251,7 @@
      "data": {
       "text/plain": [
        "{'maximize': 'Q',\n",
-       " 'where': {'P_auxiliary': {'min': 0.0, 'max': 25.0, 'units': 'MW'},\n",
+       " 'where': {'P_auxiliary_launched': {'min': 0.0, 'max': 25.0, 'units': 'MW'},\n",
        "  'greenwald_fraction': {'max': 0.9},\n",
        "  'ratio_of_P_SOL_to_P_LH': {'min': 1.0},\n",
        "  'P_fusion': {'max': 140.0, 'units': 'MW'}}}"
@@ -1283,7 +1285,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.collections.QuadMesh at 0x134962e10>"
+       "<matplotlib.collections.QuadMesh at 0x32fde29f0>"
       ]
      },
      "execution_count": 12,
@@ -1292,7 +1294,7 @@
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 2 Axes>"
       ]
@@ -1385,6 +1387,7 @@
        "}\n",
        "\n",
        "html[theme=dark],\n",
+       "html[data-theme=dark],\n",
        "body[data-theme=dark],\n",
        "body.vscode-dark {\n",
        "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
@@ -1718,14 +1721,14 @@
        "  fill: currentColor;\n",
        "}\n",
        "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;Q&#x27; ()&gt; Size: 8B\n",
-       "&lt;Quantity(11.40073536510645, &#x27;dimensionless&#x27;)&gt;\n",
+       "&lt;Quantity(12.720160972996633, &#x27;dimensionless&#x27;)&gt;\n",
        "Coordinates:\n",
        "    dim_average_electron_temp     float64 8B 9.138\n",
-       "    dim_average_electron_density  float64 8B 25.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'Q'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-24633e61-25ad-42d5-bd6b-d86431e37b73' class='xr-array-in' type='checkbox' checked><label for='section-24633e61-25ad-42d5-bd6b-d86431e37b73' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>[] 11.4</span></div><div class='xr-array-data'>11.40073536510645 dimensionless</div></div></li><li class='xr-section-item'><input id='section-1dfef112-d6f4-4e82-bd48-b6a880e210e6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1dfef112-d6f4-4e82-bd48-b6a880e210e6' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.138</div><input id='attrs-56b6a719-e9e8-440f-8ecf-871450e038cc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-56b6a719-e9e8-440f-8ecf-871450e038cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc843dec-9294-4faa-a5a7-9c54ca0784aa' class='xr-var-data-in' type='checkbox'><label for='data-dc843dec-9294-4faa-a5a7-9c54ca0784aa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(9.13793103)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>25.0</div><input id='attrs-7bd10961-87e2-4a1e-ac8c-744e73b1a801' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7bd10961-87e2-4a1e-ac8c-744e73b1a801' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e28e922a-95ca-4b14-b304-43ccb6c8598c' class='xr-var-data-in' type='checkbox'><label for='data-e28e922a-95ca-4b14-b304-43ccb6c8598c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(25.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-124bbad0-176d-4cff-88a3-05cfca5a583c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-124bbad0-176d-4cff-88a3-05cfca5a583c' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-b9cc10d0-90ea-4574-9d23-e50ca28b74cc' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b9cc10d0-90ea-4574-9d23-e50ca28b74cc' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+       "    dim_average_electron_density  float64 8B 25.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'Q'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-809a2006-bf93-4146-a720-f186e7005110' class='xr-array-in' type='checkbox' checked><label for='section-809a2006-bf93-4146-a720-f186e7005110' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>[] 12.72</span></div><div class='xr-array-data'>12.720160972996633 dimensionless</div></div></li><li class='xr-section-item'><input id='section-63f801fe-9feb-4b22-90e5-da0beebc0b55' class='xr-section-summary-in' type='checkbox'  checked><label for='section-63f801fe-9feb-4b22-90e5-da0beebc0b55' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.138</div><input id='attrs-15bd4b31-7f42-41c7-9a78-75cdb0558657' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-15bd4b31-7f42-41c7-9a78-75cdb0558657' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef824e18-3230-4364-a7a6-b23a450299f5' class='xr-var-data-in' type='checkbox'><label for='data-ef824e18-3230-4364-a7a6-b23a450299f5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(9.13793103)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>25.0</div><input id='attrs-2861a6a4-da4a-43a8-bf1d-4a4a032086f2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2861a6a4-da4a-43a8-bf1d-4a4a032086f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e726659-4cf8-4b89-8af7-5b673a35b17d' class='xr-var-data-in' type='checkbox'><label for='data-9e726659-4cf8-4b89-8af7-5b673a35b17d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(25.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-66480285-3cb6-4b37-b47e-806368ffaeb8' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-66480285-3cb6-4b37-b47e-806368ffaeb8' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-c6705be8-2a4f-468d-aceb-1acebbc76dde' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c6705be8-2a4f-468d-aceb-1acebbc76dde' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
       ],
       "text/plain": [
        "<xarray.DataArray 'Q' ()> Size: 8B\n",
-       "<Quantity(11.40073536510645, 'dimensionless')>\n",
+       "<Quantity(12.720160972996633, 'dimensionless')>\n",
        "Coordinates:\n",
        "    dim_average_electron_temp     float64 8B 9.138\n",
        "    dim_average_electron_density  float64 8B 25.0"
@@ -1786,6 +1789,7 @@
        "}\n",
        "\n",
        "html[theme=dark],\n",
+       "html[data-theme=dark],\n",
        "body[data-theme=dark],\n",
        "body.vscode-dark {\n",
        "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
@@ -2125,7 +2129,7 @@
        "    dim_average_electron_density           float64 8B 25.0\n",
        "  * dim_species                            (dim_species) object 40B AtomicSpe...\n",
        "Dimensions without coordinates: dim_rho\n",
-       "Data variables: (12/147)\n",
+       "Data variables: (12/148)\n",
        "    current_relaxation_time                float64 8B [s] 16.36\n",
        "    peak_pressure                          float64 8B [Pa] 2.469e+06\n",
        "    fusion_triple_product                  float64 8B [1e10 m^-3·keV·s] 45.28\n",
@@ -2138,13 +2142,13 @@
        "    safety_factor_on_axis                  int64 8B [] 1\n",
        "    vertical_magnetic_field_equation       &lt;U4 16B &#x27;Barr&#x27;\n",
        "    average_electron_density               float64 8B [1e19 m^-3] 25.0\n",
-       "    average_electron_temp                  float64 8B [keV] 9.138</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-75ce0092-feb5-482a-83dc-f8b294053255' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-75ce0092-feb5-482a-83dc-f8b294053255' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>dim_species</span>: 5</li><li><span>dim_rho</span>: 50</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-809bc2a1-90dc-4d97-b30b-b3127f8f040a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-809bc2a1-90dc-4d97-b30b-b3127f8f040a' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.138</div><input id='attrs-2ae2a78b-44af-44f0-8df1-a7fa5d003af0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2ae2a78b-44af-44f0-8df1-a7fa5d003af0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff430332-177a-4136-9193-15f65a4ad37d' class='xr-var-data-in' type='checkbox'><label for='data-ff430332-177a-4136-9193-15f65a4ad37d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(9.13793103)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>25.0</div><input id='attrs-40435bbc-df07-4d87-a7fd-408dbd4850b8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-40435bbc-df07-4d87-a7fd-408dbd4850b8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a58c9ca-62ed-4d8a-a77b-8c43b9025fea' class='xr-var-data-in' type='checkbox'><label for='data-0a58c9ca-62ed-4d8a-a77b-8c43b9025fea' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(25.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_species</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Helium ... AtomicS...</div><input id='attrs-42ea2b95-98e3-498f-83b7-15f72d4bd76c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-42ea2b95-98e3-498f-83b7-15f72d4bd76c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97e015b2-b58b-4cfa-9c86-d3c5b0b04f05' class='xr-var-data-in' type='checkbox'><label for='data-97e015b2-b58b-4cfa-9c86-d3c5b0b04f05' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&lt;AtomicSpecies.Helium: 2&gt;, &lt;AtomicSpecies.Oxygen: 8&gt;,\n",
+       "    average_electron_temp                  float64 8B [keV] 9.138</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-de2049cc-73d0-4b8b-8e3e-3dd09f5b5728' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-de2049cc-73d0-4b8b-8e3e-3dd09f5b5728' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>dim_species</span>: 5</li><li><span>dim_rho</span>: 50</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1ad82e60-7fbc-4bed-ad69-54453511ae46' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1ad82e60-7fbc-4bed-ad69-54453511ae46' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.138</div><input id='attrs-f4db99b3-9862-406c-bf70-62d935abfd37' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f4db99b3-9862-406c-bf70-62d935abfd37' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a2ddf259-f701-42b3-b507-47764c542846' class='xr-var-data-in' type='checkbox'><label for='data-a2ddf259-f701-42b3-b507-47764c542846' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(9.13793103)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>25.0</div><input id='attrs-f2f4d520-8dc8-4de0-8449-db0c1347f69e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f2f4d520-8dc8-4de0-8449-db0c1347f69e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-844f5db3-5736-4bbb-8f65-9ee28509e764' class='xr-var-data-in' type='checkbox'><label for='data-844f5db3-5736-4bbb-8f65-9ee28509e764' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(25.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>dim_species</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Helium ... AtomicS...</div><input id='attrs-6f93af18-0283-4e93-a704-b979498d5729' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6f93af18-0283-4e93-a704-b979498d5729' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7725e3a1-db65-4285-a841-62d78d5ab860' class='xr-var-data-in' type='checkbox'><label for='data-7725e3a1-db65-4285-a841-62d78d5ab860' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&lt;AtomicSpecies.Helium: 2&gt;, &lt;AtomicSpecies.Oxygen: 8&gt;,\n",
        "       &lt;AtomicSpecies.Argon: 18&gt;, &lt;AtomicSpecies.Xenon: 54&gt;,\n",
-       "       &lt;AtomicSpecies.Tungsten: 74&gt;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-45d35e18-7bf3-44d0-a43d-6b53494b4274' class='xr-section-summary-in' type='checkbox'  ><label for='section-45d35e18-7bf3-44d0-a43d-6b53494b4274' class='xr-section-summary' >Data variables: <span>(147)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>current_relaxation_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 16.36</div><input id='attrs-b0aec7a6-25e4-4e50-a8be-18591a4202fa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b0aec7a6-25e4-4e50-a8be-18591a4202fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-537d905c-64d5-4513-879e-393f2b88fbc6' class='xr-var-data-in' type='checkbox'><label for='data-537d905c-64d5-4513-879e-393f2b88fbc6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>16.361422316376107 second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_pressure</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 2.469e+06</div><input id='attrs-857c897b-fcc2-431a-a1df-9199568f7080' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-857c897b-fcc2-431a-a1df-9199568f7080' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-427a2673-1d52-407a-aa22-6b72ebc40a32' class='xr-var-data-in' type='checkbox'><label for='data-427a2673-1d52-407a-aa22-6b72ebc40a32' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2468917.5023597004 pascal</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_triple_product</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e10 m^-3·keV·s] 45.28</div><input id='attrs-ee7157b5-db08-474e-86bb-5f6142bd07fe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ee7157b5-db08-474e-86bb-5f6142bd07fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f03156e3-ce21-45c3-81b3-fe9202e7275c' class='xr-var-data-in' type='checkbox'><label for='data-f03156e3-ce21-45c3-81b3-fe9202e7275c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>45.27909640073872 _1e20_per_cubic_metre kiloelectron_volt second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.002213</div><input id='attrs-efb492cb-98dd-41f1-b7bf-0f209831e106' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-efb492cb-98dd-41f1-b7bf-0f209831e106' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82bcb82a-a0d5-445c-8926-93538a8ad883' class='xr-var-data-in' type='checkbox'><label for='data-82bcb82a-a0d5-445c-8926-93538a8ad883' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0022127891680210027 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>nu_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.02375</div><input id='attrs-170308af-8048-430c-995d-24c54f8e807d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-170308af-8048-430c-995d-24c54f8e807d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40fd0a0a-68d8-4928-8d7c-7d5bb910ec25' class='xr-var-data-in' type='checkbox'><label for='data-40fd0a0a-68d8-4928-8d7c-7d5bb910ec25' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.023749339512849004 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_radiated_power_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.1872</div><input id='attrs-144d0ec3-38a5-4488-8e55-a00c269df4e3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-144d0ec3-38a5-4488-8e55-a00c269df4e3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07f44c75-fb7d-4de6-9d1d-2d6781076697' class='xr-var-data-in' type='checkbox'><label for='data-07f44c75-fb7d-4de6-9d1d-2d6781076697' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.1871625858572634 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.2933</div><input id='attrs-a932d2a5-ca9b-44bf-b49a-619740fe2ba6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a932d2a5-ca9b-44bf-b49a-619740fe2ba6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98c6d80d-bf98-4cdf-aee2-643ed6881dbf' class='xr-var-data-in' type='checkbox'><label for='data-98c6d80d-bf98-4cdf-aee2-643ed6881dbf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.2932901530528177 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_density_limit</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 85.24</div><input id='attrs-5a80e2e6-ddb6-4773-88bd-bf2b48f35ee1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a80e2e6-ddb6-4773-88bd-bf2b48f35ee1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de9b3c7d-7ad9-4624-a194-4115dfc85b9d' class='xr-var-data-in' type='checkbox'><label for='data-de9b3c7d-7ad9-4624-a194-4115dfc85b9d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>85.23982049781885 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ratio_of_P_SOL_to_P_LH</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.04</div><input id='attrs-7c4d953f-0151-40dd-9564-f275a3203749' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7c4d953f-0151-40dd-9564-f275a3203749' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6912353c-bb31-4c7e-a020-3b6ec47afc88' class='xr-var-data-in' type='checkbox'><label for='data-6912353c-bb31-4c7e-a020-3b6ec47afc88' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.039860841293689 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_LH_thresh</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 24.59</div><input id='attrs-fc34292f-a8e4-4ce6-92b7-16663b4e60c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fc34292f-a8e4-4ce6-92b7-16663b4e60c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d537be7a-0794-465c-a568-116bae265a24' class='xr-var-data-in' type='checkbox'><label for='data-d537be7a-0794-465c-a568-116bae265a24' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>24.59383938922551 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_charge_state</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.0 7.999 17.89 45.81 58.38</div><input id='attrs-c3f9f90c-7506-441d-8291-cbf92ef48879' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c3f9f90c-7506-441d-8291-cbf92ef48879' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2847ff9c-9c59-40fe-a699-9b025af8af16' class='xr-var-data-in' type='checkbox'><label for='data-2847ff9c-9c59-40fe-a699-9b025af8af16' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[2.0 7.999462489512582 17.893776835302685 45.811693483863905 58.38308823843501]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0844</div><input id='attrs-9897f039-5c12-4f46-8d3e-62322a91555c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9897f039-5c12-4f46-8d3e-62322a91555c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef3de89c-e851-438c-8a3e-9dba05fcc129' class='xr-var-data-in' type='checkbox'><label for='data-ef3de89c-e851-438c-8a3e-9dba05fcc129' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.08439527531343535 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration_in_core</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01688</div><input id='attrs-649867ee-c7de-4568-933f-9b7bc4876578' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-649867ee-c7de-4568-933f-9b7bc4876578' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fc1c0da4-f4d7-4507-90fd-e35fd5f6b474' class='xr-var-data-in' type='checkbox'><label for='data-fc1c0da4-f4d7-4507-90fd-e35fd5f6b474' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.01687905506268707 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 0.01688 0.0 1.5e-05</div><input id='attrs-9e54cd83-b53d-4ddf-ba12-a40f3c57e3f0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9e54cd83-b53d-4ddf-ba12-a40f3c57e3f0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8e83519-bf7a-4b69-912a-0138fa9b732b' class='xr-var-data-in' type='checkbox'><label for='data-f8e83519-bf7a-4b69-912a-0138fa9b732b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 0.01687905506268707 0.0 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 299.1</div><input id='attrs-466dcb02-88d2-4204-89f7-151d1990b419' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-466dcb02-88d2-4204-89f7-151d1990b419' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93e8e6aa-a195-43fe-9d76-71a3fb1dd6eb' class='xr-var-data-in' type='checkbox'><label for='data-93e8e6aa-a195-43fe-9d76-71a3fb1dd6eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>299.0648656105667 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 44.86</div><input id='attrs-b9a44cc1-edef-4779-8e3d-c9bad4b05e4f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b9a44cc1-edef-4779-8e3d-c9bad4b05e4f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb544b15-5039-4e95-9c8e-6eb4ea04f825' class='xr-var-data-in' type='checkbox'><label for='data-fb544b15-5039-4e95-9c8e-6eb4ea04f825' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>44.85972984158247 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_power_loss_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9639</div><input id='attrs-6129a5ad-0ccb-4657-9581-c7487ffd69f4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6129a5ad-0ccb-4657-9581-c7487ffd69f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d699fe70-81b3-4c78-8d3c-4f7c4c48c59b' class='xr-var-data-in' type='checkbox'><label for='data-d699fe70-81b3-4c78-8d3c-4f7c4c48c59b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9639499116429592 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/m²/s] 1.971e+25</div><input id='attrs-7a3566a0-88f9-4403-bde0-042d19cb8178' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7a3566a0-88f9-4403-bde0-042d19cb8178' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f477f4a6-d00e-4e8d-9793-52ab59fecdbf' class='xr-var-data-in' type='checkbox'><label for='data-f477f4a6-d00e-4e8d-9793-52ab59fecdbf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.970617339216083×10<sup>25</sup> 1/(meter<sup>2</sup> second)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_q_parallel</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 0.4129</div><input id='attrs-ac6bbcd6-15e0-433b-bfdd-fcc680573497' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac6bbcd6-15e0-433b-bfdd-fcc680573497' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d42b51ec-78b3-4dfc-9f9f-af3d68cbc729' class='xr-var-data-in' type='checkbox'><label for='data-d42b51ec-78b3-4dfc-9f9f-af3d68cbc729' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.4128534409629226 gigawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 7.5</div><input id='attrs-5514d02d-7598-4376-88de-0eb4691a7131' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5514d02d-7598-4376-88de-0eb4691a7131' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35d7d111-cd78-4faa-9e67-f27e9e78665d' class='xr-var-data-in' type='checkbox'><label for='data-35d7d111-cd78-4faa-9e67-f27e9e78665d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.5 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_perp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 5.938e+03</div><input id='attrs-607c6dc2-bdb1-42b9-8e13-a0a3335ad34b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-607c6dc2-bdb1-42b9-8e13-a0a3335ad34b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d002201d-21ba-4cdc-a2c7-9928a0c186e7' class='xr-var-data-in' type='checkbox'><label for='data-d002201d-21ba-4cdc-a2c7-9928a0c186e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5937.516785354829 megawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_parallel</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 11.45</div><input id='attrs-55dbd752-f3f1-4193-9a5a-a9b42fc84f2c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-55dbd752-f3f1-4193-9a5a-a9b42fc84f2c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-460d8a60-4c40-404e-95af-a9dfa48ce77f' class='xr-var-data-in' type='checkbox'><label for='data-460d8a60-4c40-404e-95af-a9dfa48ce77f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>11.452217172785087 gigawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[mm] 0.2833</div><input id='attrs-7e8e352d-64cb-4453-b60a-16a90a9b2ec9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7e8e352d-64cb-4453-b60a-16a90a9b2ec9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92f19c26-1e68-4df3-964a-93ef84afff3b' class='xr-var-data-in' type='checkbox'><label for='data-92f19c26-1e68-4df3-964a-93ef84afff3b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.28327233584935924 millimeter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fieldline_pitch_at_omp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.215</div><input id='attrs-f64ac25c-86b0-454b-91fd-723e308c6b57' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f64ac25c-86b0-454b-91fd-723e308c6b57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ffd8dd6-5312-4424-9227-4cfed18894a8' class='xr-var-data-in' type='checkbox'><label for='data-6ffd8dd6-5312-4424-9227-4cfed18894a8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.214648364176006 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_t_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 9.327</div><input id='attrs-48737593-f878-4f50-bce6-c97bc23bdd07' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-48737593-f878-4f50-bce6-c97bc23bdd07' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4124398e-ba49-4e92-9f73-4baf36641f24' class='xr-var-data-in' type='checkbox'><label for='data-4124398e-ba49-4e92-9f73-4baf36641f24' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.326504089901384 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_pol_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 3.053</div><input id='attrs-167f62f6-eb40-4b12-bf87-9e5647aa6104' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-167f62f6-eb40-4b12-bf87-9e5647aa6104' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-86bd2942-a8bf-4aef-b7e7-69a8c2d43de2' class='xr-var-data-in' type='checkbox'><label for='data-86bd2942-a8bf-4aef-b7e7-69a8c2d43de2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.0527119151332296 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>PBpRnSq</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/1e10 m^-3²/m] 8.201</div><input id='attrs-3eebf819-2aef-4e31-9f8f-12ef9a42992e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3eebf819-2aef-4e31-9f8f-12ef9a42992e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c83231e8-2b9f-4622-aa56-94dcfc6ca6e2' class='xr-var-data-in' type='checkbox'><label for='data-c83231e8-2b9f-4622-aa56-94dcfc6ca6e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8.20119898533133 megawatt tesla/(_1e20_per_cubic_metre<sup>2</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>PB_over_R</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/m] 168.7</div><input id='attrs-92055c9f-5d75-4c64-b415-882dcc4a8f3b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-92055c9f-5d75-4c64-b415-882dcc4a8f3b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e635a620-b807-4fc6-9d19-1416b2055ff4' class='xr-var-data-in' type='checkbox'><label for='data-e635a620-b807-4fc6-9d19-1416b2055ff4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>168.65128665872822 megawatt tesla/meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_total_pressure</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 7.32e+05</div><input id='attrs-90a6f80a-6fa3-4582-877e-8bbb18ff0724' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-90a6f80a-6fa3-4582-877e-8bbb18ff0724' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21675fb9-7322-4eaf-a92a-299c5d5d619c' class='xr-var-data-in' type='checkbox'><label for='data-21675fb9-7322-4eaf-a92a-299c5d5d619c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>732028.9793275861 pascal</div></li><li class='xr-var-item'><div class='xr-var-name'><span>power_crossing_separatrix</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 25.57</div><input id='attrs-3e5952cc-a0a8-4bda-8426-843fa3742d46' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3e5952cc-a0a8-4bda-8426-843fa3742d46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f360621a-5d87-440d-88e7-933dad55a054' class='xr-var-data-in' type='checkbox'><label for='data-f360621a-5d87-440d-88e7-933dad55a054' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.574170517921907 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>breakdown_flux_consumption</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 0.1284</div><input id='attrs-9abc82a2-495d-4ef9-8a3a-e14b910d61a6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9abc82a2-495d-4ef9-8a3a-e14b910d61a6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4018bc83-e808-4ba1-a168-9cff66f39cf2' class='xr-var-data-in' type='checkbox'><label for='data-4018bc83-e808-4ba1-a168-9cff66f39cf2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.12840000000000001 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>max_flattop_duration</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 2.354</div><input id='attrs-76d9e4dd-5750-4682-8ab3-9a18ee2c68a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-76d9e4dd-5750-4682-8ab3-9a18ee2c68a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6357edad-6204-4a50-9a9d-3c11726a0778' class='xr-var-data-in' type='checkbox'><label for='data-6357edad-6204-4a50-9a9d-3c11726a0778' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.3537375861939336 second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>flux_needed_from_CS_over_rampup</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 34.64</div><input id='attrs-05dd1003-ad95-4256-9333-c6a58d84046b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-05dd1003-ad95-4256-9333-c6a58d84046b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fdbe19b1-5f31-4f07-8507-a48753304b83' class='xr-var-data-in' type='checkbox'><label for='data-fdbe19b1-5f31-4f07-8507-a48753304b83' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>34.64464918777696 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>poloidal_field_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 12.66</div><input id='attrs-9ff239fb-9ecd-4d09-af3e-adaea5180252' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9ff239fb-9ecd-4d09-af3e-adaea5180252' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc29e131-c633-4f86-9854-a0c2df120018' class='xr-var-data-in' type='checkbox'><label for='data-dc29e131-c633-4f86-9854-a0c2df120018' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.663930174827374 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>resistive_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 12.14</div><input id='attrs-debabe72-3b6d-4376-b640-485a67151bea' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-debabe72-3b6d-4376-b640-485a67151bea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80b51165-2bfc-4fcc-b6a3-fd6d108dedcf' class='xr-var-data-in' type='checkbox'><label for='data-80b51165-2bfc-4fcc-b6a3-fd6d108dedcf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.135344108941705 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 23.6</div><input id='attrs-01af9043-5475-4740-aaf8-4912cd5d4670' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-01af9043-5475-4740-aaf8-4912cd5d4670' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4efa3ec7-ac37-4941-9d96-2425b76526af' class='xr-var-data-in' type='checkbox'><label for='data-4efa3ec7-ac37-4941-9d96-2425b76526af' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>23.59919917115023 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 11.57</div><input id='attrs-3d3791bc-9fab-4e76-b41e-3534a8a3448d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3d3791bc-9fab-4e76-b41e-3534a8a3448d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0f062c2-b288-479e-bb6e-3db055d6d289' class='xr-var-data-in' type='checkbox'><label for='data-f0f062c2-b288-479e-bb6e-3db055d6d289' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>11.574036082512393 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 1.144</div><input id='attrs-62faface-4c2d-4e54-b343-bd5e380f7eff' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-62faface-4c2d-4e54-b343-bd5e380f7eff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e58aecee-0bd9-4308-bb74-a347d66c98e2' class='xr-var-data-in' type='checkbox'><label for='data-e58aecee-0bd9-4308-bb74-a347d66c98e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1441875312785694 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>invmu_0_dLedR</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.163</div><input id='attrs-9d555ae2-1eab-4cd9-95ae-ce8df81ca2a5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9d555ae2-1eab-4cd9-95ae-ce8df81ca2a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ba8916ef-104f-4c36-a9ce-a27a4127c64f' class='xr-var-data-in' type='checkbox'><label for='data-ba8916ef-104f-4c36-a9ce-a27a4127c64f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.163372412583668 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_field_mutual_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.029</div><input id='attrs-0feaabcd-ff89-48c3-a097-6b9e0d654011' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0feaabcd-ff89-48c3-a097-6b9e0d654011' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-efac794c-059e-47bf-8440-955803657339' class='xr-var-data-in' type='checkbox'><label for='data-efac794c-059e-47bf-8440-955803657339' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0293853117575016 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 2.713e-06</div><input id='attrs-074dc30c-dd91-49bd-a6cf-b4c28765f818' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-074dc30c-dd91-49bd-a6cf-b4c28765f818' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0557faf2-9b84-497a-b77e-7fd910b3bcb9' class='xr-var-data-in' type='checkbox'><label for='data-0557faf2-9b84-497a-b77e-7fd910b3bcb9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.7125516288678424×10<sup>-6</sup> henry</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 1.33e-06</div><input id='attrs-42dee469-9a96-4dba-afbf-e866278ec550' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-42dee469-9a96-4dba-afbf-e866278ec550' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-229791bf-5e7b-41a9-8ba2-60d6d012c557' class='xr-var-data-in' type='checkbox'><label for='data-229791bf-5e7b-41a9-8ba2-60d6d012c557' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.3303489750014244×10<sup>-6</sup> henry</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.144</div><input id='attrs-25ee45fc-4cd1-4d2a-abc3-ad6b6f69a979' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-25ee45fc-4cd1-4d2a-abc3-ad6b6f69a979' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-056ce19a-0be6-4c06-af28-63918972f605' class='xr-var-data-in' type='checkbox'><label for='data-056ce19a-0be6-4c06-af28-63918972f605' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1444952177978316 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>cylindrical_safety_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.675</div><input id='attrs-473e223d-868c-4960-ae70-448177945300' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-473e223d-868c-4960-ae70-448177945300' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-831f3e5f-afd9-4bc4-811e-5e852946757a' class='xr-var-data-in' type='checkbox'><label for='data-831f3e5f-afd9-4bc4-811e-5e852946757a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.675118549054515 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.707</div><input id='attrs-b1b79c92-0d0f-4969-8f43-d02af743b2af' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b1b79c92-0d0f-4969-8f43-d02af743b2af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5c88fe8-4871-4150-bf5b-f9215bf025f1' class='xr-var-data-in' type='checkbox'><label for='data-f5c88fe8-4871-4150-bf5b-f9215bf025f1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.707317073170732 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_auxiliary</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 7.703</div><input id='attrs-d6571abb-fe19-4470-983f-c4aa3a9ba525' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d6571abb-fe19-4470-983f-c4aa3a9ba525' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9435fade-beaf-42d4-b546-bc2451d32d03' class='xr-var-data-in' type='checkbox'><label for='data-9435fade-beaf-42d4-b546-bc2451d32d03' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.702542635179901 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_ohmic</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 1.202</div><input id='attrs-df0e6219-d00e-4571-a15e-951835ab38a5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-df0e6219-d00e-4571-a15e-951835ab38a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f7e7afa-cc83-4e7e-84a9-2cf3a5f4ddcc' class='xr-var-data-in' type='checkbox'><label for='data-5f7e7afa-cc83-4e7e-84a9-2cf3a5f4ddcc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.2016218704216768 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>loop_voltage</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[V] 0.151</div><input id='attrs-2544294f-d646-4b00-af88-1cedadcc9729' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2544294f-d646-4b00-af88-1cedadcc9729' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35f2398f-649b-4520-8755-e1aea1c56ff3' class='xr-var-data-in' type='checkbox'><label for='data-35f2398f-649b-4520-8755-e1aea1c56ff3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.15097299474137646 volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>neoclassical_loop_resistivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 2.915e-09</div><input id='attrs-b725b123-aa28-4367-b52e-422e5dbca010' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b725b123-aa28-4367-b52e-422e5dbca010' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6129942a-595c-4fa4-9d89-abc200693fda' class='xr-var-data-in' type='checkbox'><label for='data-6129942a-595c-4fa4-9d89-abc200693fda' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.914700219539595×10<sup>-9</sup> meter ohm</div></li><li class='xr-var-item'><div class='xr-var-name'><span>trapped_particle_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.378</div><input id='attrs-706284b9-defd-4216-9762-3918a9915899' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-706284b9-defd-4216-9762-3918a9915899' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-efff9780-c6a0-4935-8e7e-84bdb0f2732e' class='xr-var-data-in' type='checkbox'><label for='data-efff9780-c6a0-4935-8e7e-84bdb0f2732e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.377505168672477 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>spitzer_resistivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 1.014e-09</div><input id='attrs-12383bba-e318-4a10-aa4c-02f4178af4c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-12383bba-e318-4a10-aa4c-02f4178af4c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9be2ec70-d59a-4b0b-91a6-82f0f0547377' class='xr-var-data-in' type='checkbox'><label for='data-9be2ec70-d59a-4b0b-91a6-82f0f0547377' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0136457814443183×10<sup>-9</sup> meter ohm</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inductive_plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 7.959e+06</div><input id='attrs-e55b284c-cb72-42ae-b925-ccf1d0ff144d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e55b284c-cb72-42ae-b925-ccf1d0ff144d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bd2aa292-eaec-4965-b437-8ebbbd8afabe' class='xr-var-data-in' type='checkbox'><label for='data-bd2aa292-eaec-4965-b437-8ebbbd8afabe' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7959184.1738326065 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>bootstrap_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.08515</div><input id='attrs-e1dbb1f6-37ff-42b4-8980-41f298d6cafa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e1dbb1f6-37ff-42b4-8980-41f298d6cafa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e974ab2a-d53e-49e9-9348-daf94d804e28' class='xr-var-data-in' type='checkbox'><label for='data-e974ab2a-d53e-49e9-9348-daf94d804e28' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.08515124438705672 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_external</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 8.904</div><input id='attrs-a5b23937-cc5f-44d4-8a3d-2762702f0227' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a5b23937-cc5f-44d4-8a3d-2762702f0227' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1a6d0ad7-1b62-48fc-9830-84944aab268b' class='xr-var-data-in' type='checkbox'><label for='data-1a6d0ad7-1b62-48fc-9830-84944aab268b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8.904164505601578 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_launched</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 9.894</div><input id='attrs-8fa89a7f-2836-4924-bea5-500f27b52671' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8fa89a7f-2836-4924-bea5-500f27b52671' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e9ccc79-4c60-42b3-8e04-d699ee72e07c' class='xr-var-data-in' type='checkbox'><label for='data-9e9ccc79-4c60-42b3-8e04-d699ee72e07c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.893516117335087 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>Q</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 11.4</div><input id='attrs-7a87d5d4-a23d-43f6-8a2b-32f699c6a67b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7a87d5d4-a23d-43f6-8a2b-32f699c6a67b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12bc195e-ab5b-46f4-b70b-fee720f5c9d8' class='xr-var-data-in' type='checkbox'><label for='data-12bc195e-ab5b-46f4-b70b-fee720f5c9d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>11.40073536510645 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_power_flux_to_walls</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 1.625</div><input id='attrs-3a36bd25-c2a0-4844-a0f8-df279f4753ed' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3a36bd25-c2a0-4844-a0f8-df279f4753ed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-562bbef8-0221-4bf4-ab31-8013c4f90ffc' class='xr-var-data-in' type='checkbox'><label for='data-562bbef8-0221-4bf4-ab31-8013c4f90ffc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.6247887524599953 megawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_rate</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/s] 4e+19</div><input id='attrs-ccb89976-28e8-49e0-834f-36ccdf2a4f27' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ccb89976-28e8-49e0-834f-36ccdf2a4f27' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-abfec657-5bab-4366-a9a8-a2ba0ae9844f' class='xr-var-data-in' type='checkbox'><label for='data-abfec657-5bab-4366-a9a8-a2ba0ae9844f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.000004399219608×10<sup>19</sup> 1/second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_fusion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 112.8</div><input id='attrs-37cffd12-4c31-4ced-bed6-d153912b5290' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-37cffd12-4c31-4ced-bed6-d153912b5290' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da1f1cc0-2076-4c53-9809-a1b21395e6eb' class='xr-var-data-in' type='checkbox'><label for='data-da1f1cc0-2076-4c53-9809-a1b21395e6eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>112.79335908415277 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_neutron</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 90.23</div><input id='attrs-ef6f4257-109e-48c9-af97-bc773c128ad6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ef6f4257-109e-48c9-af97-bc773c128ad6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11e2c0d3-fa01-42dc-85dc-f9f8e0567c45' class='xr-var-data-in' type='checkbox'><label for='data-11e2c0d3-fa01-42dc-85dc-f9f8e0567c45' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>90.23468726732224 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_alpha</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 22.56</div><input id='attrs-06675edc-a3af-4209-9ae9-150ae1cc4853' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-06675edc-a3af-4209-9ae9-150ae1cc4853' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e95f1f7a-adb8-47ce-bee9-88fbc9caf89e' class='xr-var-data-in' type='checkbox'><label for='data-e95f1f7a-adb8-47ce-bee9-88fbc9caf89e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>22.55867181683056 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>effective_collisionality</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.07443</div><input id='attrs-8652793e-5a1b-414e-90d5-107295544259' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8652793e-5a1b-414e-90d5-107295544259' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67d75bf7-92aa-4af7-bdaf-fcb5ea79bfec' class='xr-var-data-in' type='checkbox'><label for='data-67d75bf7-92aa-4af7-bdaf-fcb5ea79bfec' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0744319988819624 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.401</div><input id='attrs-cde2b6b5-fbfe-4d7c-89ef-aceffb4b2114' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cde2b6b5-fbfe-4d7c-89ef-aceffb4b2114' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-076630fd-5d7d-4139-a7dd-cadfab62e227' class='xr-var-data-in' type='checkbox'><label for='data-076630fd-5d7d-4139-a7dd-cadfab62e227' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.4011364712930259 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.501</div><input id='attrs-f8785ea8-20f2-43d7-90bb-7ff9cf6b6a78' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f8785ea8-20f2-43d7-90bb-7ff9cf6b6a78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c74cb02-d409-4f6f-a2af-86cb9681e32e' class='xr-var-data-in' type='checkbox'><label for='data-0c74cb02-d409-4f6f-a2af-86cb9681e32e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.5011364712930257 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 37.53</div><input id='attrs-40fe3dbd-bde6-4875-9bb8-52b81a9c0b63' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-40fe3dbd-bde6-4875-9bb8-52b81a9c0b63' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f31e52b9-3bf6-4087-ae2f-c9507e11fb07' class='xr-var-data-in' type='checkbox'><label for='data-f31e52b9-3bf6-4087-ae2f-c9507e11fb07' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>37.52841178232564 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_fuel_ion_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 29.93</div><input id='attrs-ec8b12fb-895a-485c-9a41-83331e9047ca' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ec8b12fb-895a-485c-9a41-83331e9047ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-18f9577d-d107-4daa-a646-293b14561211' class='xr-var-data-in' type='checkbox'><label for='data-18f9577d-d107-4daa-a646-293b14561211' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>29.925680120635736 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.84</div><input id='attrs-32b82cc8-f28d-43ec-a94c-c0e56dc12525' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-32b82cc8-f28d-43ec-a94c-c0e56dc12525' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72962a8b-5aed-4ad3-9cc9-815d9c833cff' class='xr-var-data-in' type='checkbox'><label for='data-72962a8b-5aed-4ad3-9cc9-815d9c833cff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>22.844827586206897 kiloelectron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_ion_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.84</div><input id='attrs-2657fe32-f950-470f-8cdc-8fb94a159b45' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2657fe32-f950-470f-8cdc-8fb94a159b45' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96f6932c-8942-4be1-8fa6-582e6dab20b2' class='xr-var-data-in' type='checkbox'><label for='data-96f6932c-8942-4be1-8fa6-582e6dab20b2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>22.844827586206897 kiloelectron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.02 0.04 ... 0.94 0.96 0.98</div><input id='attrs-d866c40f-0f8b-45ff-8662-8b9001096ffd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d866c40f-0f8b-45ff-8662-8b9001096ffd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-96750a6e-0c8e-4350-8da3-669c99dca525' class='xr-var-data-in' type='checkbox'><label for='data-96750a6e-0c8e-4350-8da3-669c99dca525' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2 0.22 0.24 0.26 0.28 0.3 0.32 0.34 0.36 0.38 0.4 0.42 0.44 0.46 0.48 0.5 0.52 0.54 0.56 0.58 0.6 0.62 0.64 0.66 0.68 0.7000000000000001 0.72 0.74 0.76 0.78 0.8 0.8200000000000001 0.84 0.86 0.88 0.9 0.92 0.9400000000000001 0.96 0.98]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 37.54 37.53 ... 11.63</div><input id='attrs-b0437a2d-96a9-423a-9fda-3660771fd55a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b0437a2d-96a9-423a-9fda-3660771fd55a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5cd56a3a-8a86-4c9d-8580-a27a0c412abc' class='xr-var-data-in' type='checkbox'><label for='data-5cd56a3a-8a86-4c9d-8580-a27a0c412abc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[37.53972018043796 37.52575417564094 37.48388732838437 37.41421302417732 37.31688651982328 37.192124366959796 37.04020360921376 36.861460757138225 36.656290546239276 36.42514448450862 36.16852919694192 35.887004575537986 35.581181744233064 35.25172084912106 34.89932868513999 34.524756171161464 34.12879568609923 33.712278279251606 33.276070768606374 32.821072741264814 32.34821347048002 31.8584487640539 31.352757758996113 30.832139677416684 30.29761055860306 29.750199982123945 29.191310871556677 28.63580481195515 28.090869945391574 27.55630510372329 27.031912947005782 26.51749989064269 26.012876033922094 25.517855089912786 25.032254316694605 24.555894449897405 24.088599636523856 23.630197370031514 23.18051842665035 22.7393968029121 22.30666965436841 21.882177235475183 21.465762840620954 21.057272746277402 20.6565561542508 20.263465136013373 19.87785457809397 19.31315395148588 18.30647812801552 11.626332483716707]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fuel_ion_density_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 29.93 29.92 ... 10.55</div><input id='attrs-ecc00c60-ae08-40cf-adaa-f8311384ed95' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ecc00c60-ae08-40cf-adaa-f8311384ed95' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97830deb-c0fc-4797-b96a-bebc8da2c172' class='xr-var-data-in' type='checkbox'><label for='data-97830deb-c0fc-4797-b96a-bebc8da2c172' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[29.930067150900502 29.92110127101585 29.894219743109797 29.8494708541808 29.786934921944418 29.70672405461707 29.60898181602275 29.493882797422952 29.36163209785715 29.212464715158934 29.046644850178552 28.864465127095357 28.666245733040473 28.452333480570086 28.223100796831044 27.97894464354134 27.72028537216766 27.447565518918495 27.161248544384176 26.861817522842813 26.549773786413212 26.225635529371754 25.889936378059 25.543223931884263 25.186058280990594 24.819010506170905 24.44290595138778 24.067685187747337 23.698224402963213 23.33443517613859 22.97623044371757 22.623524478648758 22.27623286986871 21.93427250210033 21.59756153596137 21.266019388378268 20.939566713300714 20.61812538271217 20.301618467932002 19.989970221204533 19.683106057570825 19.38095253701865 19.083437346906553 18.790489284657667 18.502038240719234 18.218015181783677 17.93835213426727 17.526886456122497 16.61331776090008 10.551016672631755]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_temp_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.82 22.79 ... 3.836 2.436</div><input id='attrs-4f67b642-6961-41e6-a97f-85074ef291e8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4f67b642-6961-41e6-a97f-85074ef291e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c2b61ee-f196-40e5-9385-1add3d7b2761' class='xr-var-data-in' type='checkbox'><label for='data-8c2b61ee-f196-40e5-9385-1add3d7b2761' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[22.81700031005393 22.794916213858393 22.72879209094119 22.61901119942156 22.46620818995649 22.271262994778876 22.035292388010884 21.759639330503582 21.44586024142759 21.095710365374412 20.71112742738783 20.294213788755364 19.84721733324049 19.372511326493818 18.872573500483547 18.349964619853683 17.807306788148814 17.247261748912724 16.672509429922524 16.085726968478994 15.489568442015889 14.886645511652285 14.279509167072204 13.67063273969366 13.06239632792736 12.457072753886544 11.857198932297228 11.278916509472818 10.728837253556305 10.205585679849829 9.707853386836657 9.234395784495796 8.784028982178587 8.355626828265335 7.948118094199611 7.560483795858814 7.1917546455630434 6.841008628350937 6.50736869646198 6.190000576260198 5.888110682115468 5.600944132026026 5.327782860020225 5.067943820617523 4.820777280858972 4.585665195636339 4.36201966225737 4.046835325082298 3.835898711955329 2.4361558507970544]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_temp_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.82 22.79 ... 3.836 2.436</div><input id='attrs-0456723b-d5cd-44ae-9031-ac28f3192e9e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0456723b-d5cd-44ae-9031-ac28f3192e9e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5746e7f-be8f-4af7-9b77-0f7f991df70f' class='xr-var-data-in' type='checkbox'><label for='data-f5746e7f-be8f-4af7-9b77-0f7f991df70f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[22.81700031005393 22.794916213858393 22.72879209094119 22.61901119942156 22.46620818995649 22.271262994778876 22.035292388010884 21.759639330503582 21.44586024142759 21.095710365374412 20.71112742738783 20.294213788755364 19.84721733324049 19.372511326493818 18.872573500483547 18.349964619853683 17.807306788148814 17.247261748912724 16.672509429922524 16.085726968478994 15.489568442015889 14.886645511652285 14.279509167072204 13.67063273969366 13.06239632792736 12.457072753886544 11.857198932297228 11.278916509472818 10.728837253556305 10.205585679849829 9.707853386836657 9.234395784495796 8.784028982178587 8.355626828265335 7.948118094199611 7.560483795858814 7.1917546455630434 6.841008628350937 6.50736869646198 6.190000576260198 5.888110682115468 5.600944132026026 5.327782860020225 5.067943820617523 4.820777280858972 4.585665195636339 4.36201966225737 4.046835325082298 3.835898711955329 2.4361558507970544]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_zeff</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.1736 nan 0.0 0.05025</div><input id='attrs-59e9bb8c-a531-4753-b839-ed40b93f7260' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-59e9bb8c-a531-4753-b839-ed40b93f7260' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae657275-9b65-4132-b45b-4b9a9091234e' class='xr-var-data-in' type='checkbox'><label for='data-ae657275-9b65-4132-b45b-4b9a9091234e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.12 0.1735750066579794 nan 0.0 0.0502530285602768]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_dilution</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.0248 nan 0.0 0.0008757</div><input id='attrs-9abafca2-0200-4876-a58a-238575ffc1b3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9abafca2-0200-4876-a58a-238575ffc1b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78f8b69c-4a76-4467-9498-4f7f125c1d79' class='xr-var-data-in' type='checkbox'><label for='data-78f8b69c-4a76-4467-9498-4f7f125c1d79' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.12 0.024798333717489005 nan 0.0 0.0008757463235765251]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z_effective</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.344</div><input id='attrs-c6c32c2c-86b7-4215-8318-827460289d3b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c6c32c2c-86b7-4215-8318-827460289d3b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb10fe49-b1f5-4334-bdd0-f13aa0761bfe' class='xr-var-data-in' type='checkbox'><label for='data-fb10fe49-b1f5-4334-bdd0-f13aa0761bfe' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.3438280352182561 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>dilution</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.8543</div><input id='attrs-a29e454e-15e2-4376-906c-3139c142bb22' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a29e454e-15e2-4376-906c-3139c142bb22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb2e3387-0626-49f5-9df2-7d1153184fef' class='xr-var-data-in' type='checkbox'><label for='data-fb2e3387-0626-49f5-9df2-7d1153184fef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.8543259199589345 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>summed_impurity_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.578</div><input id='attrs-61f1e3bd-65ec-4563-9d3d-d336e8323e10' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-61f1e3bd-65ec-4563-9d3d-d336e8323e10' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f307d66-46f4-47ed-b3f9-da798902bd3d' class='xr-var-data-in' type='checkbox'><label for='data-5f307d66-46f4-47ed-b3f9-da798902bd3d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.5778750000000001 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 21.36</div><input id='attrs-46388eaa-1614-49f2-b05c-4a657f175771' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-46388eaa-1614-49f2-b05c-4a657f175771' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97b302a8-b72d-483d-a9b3-eabcaa4a15c9' class='xr-var-data-in' type='checkbox'><label for='data-97b302a8-b72d-483d-a9b3-eabcaa4a15c9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>21.35814799897336 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 5.889</div><input id='attrs-73135b1d-f99c-4012-80da-07c5f2390fbe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-73135b1d-f99c-4012-80da-07c5f2390fbe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d30bf251-eb69-45c0-8607-d68835d575d9' class='xr-var-data-in' type='checkbox'><label for='data-d30bf251-eb69-45c0-8607-d68835d575d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.8886658045102305 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation_from_core_seeded_impurity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0</div><input id='attrs-65989f6b-5ce0-415d-b2e9-7cde3328efca' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-65989f6b-5ce0-415d-b2e9-7cde3328efca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3b72c52-2239-4e16-a0f2-da966946319f' class='xr-var-data-in' type='checkbox'><label for='data-a3b72c52-2239-4e16-a0f2-da966946319f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>min_P_radiation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0</div><input id='attrs-a2566976-863f-4e67-b654-858d348494fa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a2566976-863f-4e67-b654-858d348494fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39d62c12-7d13-465c-88c4-f52edfc156eb' class='xr-var-data-in' type='checkbox'><label for='data-39d62c12-7d13-465c-88c4-f52edfc156eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_beta</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·percent·T/MA] 0.9298</div><input id='attrs-1abcb228-f4dc-4f72-9944-114f1159083d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1abcb228-f4dc-4f72-9944-114f1159083d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-810eb968-cc6f-48b9-97ee-c6c1a2ae37ba' class='xr-var-data-in' type='checkbox'><label for='data-810eb968-cc6f-48b9-97ee-c6c1a2ae37ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9297754847754564 meter percent tesla/megaampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_total</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01163</div><input id='attrs-24e2a519-219c-451c-bc67-ca72b3d0281d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-24e2a519-219c-451c-bc67-ca72b3d0281d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b17f48e-6fa1-41c6-8217-9ee7b52a6f79' class='xr-var-data-in' type='checkbox'><label for='data-5b17f48e-6fa1-41c6-8217-9ee7b52a6f79' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.011632527455851185 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_poloidal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.1974</div><input id='attrs-10392f60-0945-4cb3-9616-875c2cc8f3e1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-10392f60-0945-4cb3-9616-875c2cc8f3e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85527f00-e911-4e6c-825c-a172d210a04e' class='xr-var-data-in' type='checkbox'><label for='data-85527f00-e911-4e6c-825c-a172d210a04e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.19742242875250135 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_toroidal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01236</div><input id='attrs-f0da5dbe-e471-4b05-a49e-c6433b869522' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f0da5dbe-e471-4b05-a49e-c6433b869522' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f14b176-d09f-4f39-bd29-68084a0c101f' class='xr-var-data-in' type='checkbox'><label for='data-2f14b176-d09f-4f39-bd29-68084a0c101f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.012360853882996833 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 0.6623</div><input id='attrs-1c77afc3-7306-4b4d-a7c0-09ec4533b8a1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1c77afc3-7306-4b4d-a7c0-09ec4533b8a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca52e3d9-d1b3-4c23-85e3-f01d3a4d7d92' class='xr-var-data-in' type='checkbox'><label for='data-ca52e3d9-d1b3-4c23-85e3-f01d3a4d7d92' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6623169006550258 second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_in</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 31.46</div><input id='attrs-eb8be0ed-7491-464a-b10c-e69435badb44' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eb8be0ed-7491-464a-b10c-e69435badb44' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0e56f7df-c6af-4dc5-8786-77275e5ca798' class='xr-var-data-in' type='checkbox'><label for='data-0e56f7df-c6af-4dc5-8786-77275e5ca798' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>31.46283632243214 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_stored_energy</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MJ] 20.84</div><input id='attrs-c0a50db0-f2d3-4ea6-bfa4-b581ffee3011' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c0a50db0-f2d3-4ea6-bfa4-b581ffee3011' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-418560d3-8f38-4c4f-bc0d-b1124a35fed7' class='xr-var-data-in' type='checkbox'><label for='data-418560d3-8f38-4c4f-bc0d-b1124a35fed7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>20.838368238889625 megajoule</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 9.138</div><input id='attrs-f24b8784-d9ef-4c9e-97a1-8cc4a09c7e76' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f24b8784-d9ef-4c9e-97a1-8cc4a09c7e76' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44685220-245b-449b-9790-dbbee99a2a2c' class='xr-var-data-in' type='checkbox'><label for='data-44685220-245b-449b-9790-dbbee99a2a2c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.137931034482758 kiloelectron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_mass</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[u] 2.5</div><input id='attrs-83b56c74-8bb8-4c5e-ba92-69cb29d66c3c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-83b56c74-8bb8-4c5e-ba92-69cb29d66c3c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e959751b-90f5-4a06-a664-27d4487013ef' class='xr-var-data-in' type='checkbox'><label for='data-e959751b-90f5-4a06-a664-27d4487013ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 unified_atomic_mass_unit</div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.29</div><input id='attrs-d5e3744f-f11b-4719-b50d-b78d97f0579e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d5e3744f-f11b-4719-b50d-b78d97f0579e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62c8f4f5-78f4-4df7-b367-7e4feb6680a3' class='xr-var-data-in' type='checkbox'><label for='data-62c8f4f5-78f4-4df7-b367-7e4feb6680a3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.2902757162288694 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>f_shaping</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.672</div><input id='attrs-d38d8f13-d30c-4812-9478-1b8ada97a535' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d38d8f13-d30c-4812-9478-1b8ada97a535' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e4f9687d-9dc0-4702-abb1-6762cf5ad034' class='xr-var-data-in' type='checkbox'><label for='data-e4f9687d-9dc0-4702-abb1-6762cf5ad034' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.6721853873123846 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_area</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m²] 55.54</div><input id='attrs-a71f3113-8630-4237-bb3b-bf4b0ddc3b31' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a71f3113-8630-4237-bb3b-bf4b0ddc3b31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c908c899-445d-43a8-8d6a-ca6ea973145e' class='xr-var-data-in' type='checkbox'><label for='data-c908c899-445d-43a8-8d6a-ca6ea973145e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>55.536257947812175 meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_volume</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m³] 19.79</div><input id='attrs-7e971b1f-ea6f-4967-ace0-00385d117105' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7e971b1f-ea6f-4967-ace0-00385d117105' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aba6a7e4-db19-48f0-a88b-674286385005' class='xr-var-data-in' type='checkbox'><label for='data-aba6a7e4-db19-48f0-a88b-674286385005' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>19.79484837055445 meter<sup>3</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.122</div><input id='attrs-1f95b200-8a3e-4115-998e-9879de32ca95' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f95b200-8a3e-4115-998e-9879de32ca95' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-febf7a47-39c3-4a34-9a01-c9a157c519f2' class='xr-var-data-in' type='checkbox'><label for='data-febf7a47-39c3-4a34-9a01-c9a157c519f2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1221579687499998 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 0.57</div><input id='attrs-c2619028-cc78-40a7-a331-3cc88b8293a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c2619028-cc78-40a7-a331-3cc88b8293a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f10d5bde-9484-4084-bab7-fe29ad52971f' class='xr-var-data-in' type='checkbox'><label for='data-f10d5bde-9484-4084-bab7-fe29ad52971f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.569985 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_triangularity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.54</div><input id='attrs-14c0ce27-f336-4ba7-893d-c4b2e8f6d744' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-14c0ce27-f336-4ba7-893d-c4b2e8f6d744' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06549416-6e9c-4e0d-92e1-0e52256ea54b' class='xr-var-data-in' type='checkbox'><label for='data-06549416-6e9c-4e0d-92e1-0e52256ea54b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.54 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.969</div><input id='attrs-a42e0e75-c85a-4fab-bfe6-693acdccef51' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a42e0e75-c85a-4fab-bfe6-693acdccef51' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6d0abe55-f030-41ef-9c8e-fb5cb02f668e' class='xr-var-data-in' type='checkbox'><label for='data-6d0abe55-f030-41ef-9c8e-fb5cb02f668e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.96875 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>atomic_data</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&lt;cfspopcon.formulas.atomic_data....</div><input id='attrs-22c58bae-eae8-4c11-b1a9-c7325875d5b9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-22c58bae-eae8-4c11-b1a9-c7325875d5b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b38c313-8a4d-4449-b06a-9d99d3fabdf3' class='xr-var-data-in' type='checkbox'><label for='data-9b38c313-8a4d-4449-b06a-9d99d3fabdf3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;cfspopcon.formulas.atomic_data.atomic_data.AtomicData object at 0x104ae6d80&gt;,\n",
-       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>major_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.85</div><input id='attrs-7383cd00-ab47-469b-a198-02158473fbba' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7383cd00-ab47-469b-a198-02158473fbba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dcc1d27b-4a27-4e46-9304-fc3c7147575b' class='xr-var-data-in' type='checkbox'><label for='data-dcc1d27b-4a27-4e46-9304-fc3c7147575b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.85 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>magnetic_field_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 12.2</div><input id='attrs-3fdb9b83-e880-476b-bc0b-07259f6f861e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3fdb9b83-e880-476b-bc0b-07259f6f861e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89fbeee7-4b8e-4630-8afa-30cf20ff6885' class='xr-var-data-in' type='checkbox'><label for='data-89fbeee7-4b8e-4630-8afa-30cf20ff6885' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.2 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inverse_aspect_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3081</div><input id='attrs-5c10d8c9-3832-4d87-8678-87282b43eb7a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5c10d8c9-3832-4d87-8678-87282b43eb7a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e3ec456c-8943-4ae3-8e48-05ca09adb90b' class='xr-var-data-in' type='checkbox'><label for='data-e3ec456c-8943-4ae3-8e48-05ca09adb90b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3081 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>areal_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.75</div><input id='attrs-d4553177-f106-44fa-b34f-f30983d3e025' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d4553177-f106-44fa-b34f-f30983d3e025' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b23128f9-4695-45b2-9ece-5ef75b243dba' class='xr-var-data-in' type='checkbox'><label for='data-b23128f9-4695-45b2-9ece-5ef75b243dba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.75 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_sep_to_areal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.125</div><input id='attrs-edabf0b2-a1fd-47ee-8062-c868f678b163' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-edabf0b2-a1fd-47ee-8062-c868f678b163' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c46a621-9589-4eac-8333-c9463eb5c4af' class='xr-var-data-in' type='checkbox'><label for='data-1c46a621-9589-4eac-8333-c9463eb5c4af' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.125 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_areal_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.025</div><input id='attrs-2284fc1e-029c-44f1-8bed-fed824f5cfeb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2284fc1e-029c-44f1-8bed-fed824f5cfeb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b095c693-eb8a-4053-a139-c059e6527aa1' class='xr-var-data-in' type='checkbox'><label for='data-b095c693-eb8a-4053-a139-c059e6527aa1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.025 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-8fd55d83-0c7e-4bc1-9e6b-f75e176d591e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8fd55d83-0c7e-4bc1-9e6b-f75e176d591e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f91c43c6-41e7-43ab-8af8-ff2cdd9962d1' class='xr-var-data-in' type='checkbox'><label for='data-f91c43c6-41e7-43ab-8af8-ff2cdd9962d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_ratio_sep_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.8</div><input id='attrs-2dfacc6d-5443-439a-a1e2-538eb308d23c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2dfacc6d-5443-439a-a1e2-538eb308d23c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec6edb95-5d02-4ded-a8a2-d2185f54c608' class='xr-var-data-in' type='checkbox'><label for='data-ec6edb95-5d02-4ded-a8a2-d2185f54c608' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.8 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.7e+06</div><input id='attrs-8a87ddac-f5d7-434a-8d49-8532baca9950' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8a87ddac-f5d7-434a-8d49-8532baca9950' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ee85ee8-b7b2-4bbb-96eb-29eeec5610af' class='xr-var-data-in' type='checkbox'><label for='data-5ee85ee8-b7b2-4bbb-96eb-29eeec5610af' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8700000.0 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_external_power_coupled</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9</div><input id='attrs-032542d3-6a4b-42f9-ae78-c7e7f02984b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-032542d3-6a4b-42f9-ae78-c7e7f02984b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f4a3457-df78-40a8-b676-27854d9121c9' class='xr-var-data-in' type='checkbox'><label for='data-5f4a3457-df78-40a8-b676-27854d9121c9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_reaction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U14</div><div class='xr-var-preview xr-preview'>&#x27;DTFusionHively&#x27;</div><input id='attrs-4efccfc1-ea76-43b6-93a2-d17694cbed48' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4efccfc1-ea76-43b6-93a2-d17694cbed48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0040526d-b09c-4103-92bb-d0c35df3240c' class='xr-var-data-in' type='checkbox'><label for='data-0040526d-b09c-4103-92bb-d0c35df3240c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;DTFusionHively&#x27;, dtype=&#x27;&lt;U14&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heavier_fuel_species_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.5</div><input id='attrs-d82bb509-a639-46ec-832d-55f79d85eac2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d82bb509-a639-46ec-832d-55f79d85eac2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cad4c743-114b-4793-a8ec-738a147769cc' class='xr-var-data-in' type='checkbox'><label for='data-cad4c743-114b-4793-a8ec-738a147769cc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>density_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-e781838b-ba72-4893-b2f4-0489141079ab' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e781838b-ba72-4893-b2f4-0489141079ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eeede31a-bd31-452d-9fe2-f8bcc8f3ffa8' class='xr-var-data-in' type='checkbox'><label for='data-eeede31a-bd31-452d-9fe2-f8bcc8f3ffa8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-3a09454a-40e8-418a-a705-e19f7ba9541c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3a09454a-40e8-418a-a705-e19f7ba9541c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2812732e-64cb-4c02-8212-df84d402d035' class='xr-var-data-in' type='checkbox'><label for='data-2812732e-64cb-4c02-8212-df84d402d035' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_inverse_temp_scale_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-1a290245-89b6-483a-991b-ee1746766e24' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1a290245-89b6-483a-991b-ee1746766e24' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-805e3419-15f8-4fa1-84aa-75919bda275c' class='xr-var-data-in' type='checkbox'><label for='data-805e3419-15f8-4fa1-84aa-75919bda275c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.1</div><input id='attrs-66dc9d38-e5a8-4e13-9052-9b34d10aafeb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-66dc9d38-e5a8-4e13-9052-9b34d10aafeb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a7eae93-e439-42c7-b3fe-a4aa35385ea4' class='xr-var-data-in' type='checkbox'><label for='data-5a7eae93-e439-42c7-b3fe-a4aa35385ea4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.2</div><input id='attrs-a57f294b-0249-4ddb-a4bc-1fbc530fbcf0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a57f294b-0249-4ddb-a4bc-1fbc530fbcf0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11f2fb79-115b-45b2-9d93-2e882b1d39bf' class='xr-var-data-in' type='checkbox'><label for='data-11f2fb79-115b-45b2-9d93-2e882b1d39bf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.2 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-2904315a-ef28-4948-a61e-50bbfdb7db2b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2904315a-ef28-4948-a61e-50bbfdb7db2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3db883b3-1606-4408-b179-d7181272522c' class='xr-var-data-in' type='checkbox'><label for='data-3db883b3-1606-4408-b179-d7181272522c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_to_electron_temp_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-e5f90c47-4a73-4ae8-a15f-31ac01cafc2f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e5f90c47-4a73-4ae8-a15f-31ac01cafc2f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce5f5324-de39-4903-a532-50301dfc4d00' class='xr-var-data-in' type='checkbox'><label for='data-ce5f5324-de39-4903-a532-50301dfc4d00' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_threshold_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-25ffa868-a46b-49f3-9943-6c71d72ed7df' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-25ffa868-a46b-49f3-9943-6c71d72ed7df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0782d6de-1a57-4e02-8c20-7234220972cb' class='xr-var-data-in' type='checkbox'><label for='data-0782d6de-1a57-4e02-8c20-7234220972cb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_time_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-c49a142a-9ad7-430b-82a2-9cf5b67dc823' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c49a142a-9ad7-430b-82a2-9cf5b67dc823' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bfc75456-39f3-43f2-a54d-3dee34bedfd2' class='xr-var-data-in' type='checkbox'><label for='data-bfc75456-39f3-43f2-a54d-3dee34bedfd2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ITER98y2&#x27;</div><input id='attrs-fcace994-d978-4dd2-bfe9-125b3154473e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fcace994-d978-4dd2-bfe9-125b3154473e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88f91aa0-a286-4bb4-aca2-fa31c85d323a' class='xr-var-data-in' type='checkbox'><label for='data-88f91aa0-a286-4bb4-aca2-fa31c85d323a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ITER98y2&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_method</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>RadiationMethod.Radas</div><input id='attrs-ab7acebd-126b-43e8-9904-b9fe6ed4f96e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ab7acebd-126b-43e8-9904-b9fe6ed4f96e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34c98e1b-4cf1-431d-9ec4-82a33d94c4ae' class='xr-var-data-in' type='checkbox'><label for='data-34c98e1b-4cf1-431d-9ec4-82a33d94c4ae' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;RadiationMethod.Radas: &#x27;Impurity line and bremsstrahlung radiation, using coronal Lz curves from Radas&#x27;&gt;,\n",
-       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-6fc460bb-8bdb-4477-a170-9c36434f0ae7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6fc460bb-8bdb-4477-a170-9c36434f0ae7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4060c07-ca40-445c-878c-9880b38afd7c' class='xr-var-data-in' type='checkbox'><label for='data-a4060c07-ca40-445c-878c-9880b38afd7c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minimum_core_radiated_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0</div><input id='attrs-40cc17b8-f1e1-4439-997f-c2021916c4a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-40cc17b8-f1e1-4439-997f-c2021916c4a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4a58db2f-6ffb-4b02-b601-8a359c4c977c' class='xr-var-data-in' type='checkbox'><label for='data-4a58db2f-6ffb-4b02-b601-8a359c4c977c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>radas_dir</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>/Users/tbody/Code/cfspopcon/rada...</div><input id='attrs-feb6534c-753e-4bb4-9d44-f9a46c903087' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-feb6534c-753e-4bb4-9d44-f9a46c903087' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-caac255c-96a3-4dbe-851e-1ac5cd3fe56c' class='xr-var-data-in' type='checkbox'><label for='data-caac255c-96a3-4dbe-851e-1ac5cd3fe56c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(PosixPath(&#x27;/Users/tbody/Code/cfspopcon/radas_dir&#x27;), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>intrinsic_impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 nan nan 1.5e-05</div><input id='attrs-26c8cdc4-3313-433f-9ce7-5ef4a1fa829f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-26c8cdc4-3313-433f-9ce7-5ef4a1fa829f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-19ebe2e7-88e9-41df-aee9-e8d272b29361' class='xr-var-data-in' type='checkbox'><label for='data-19ebe2e7-88e9-41df-aee9-e8d272b29361' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 nan nan 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Xenon</div><input id='attrs-2e9ae77e-adc2-407a-a987-b107b2fced61' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2e9ae77e-adc2-407a-a987-b107b2fced61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bab6fd61-8f6a-4e3f-85e7-433c035afded' class='xr-var-data-in' type='checkbox'><label for='data-bab6fd61-8f6a-4e3f-85e7-433c035afded' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Xenon: 54&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nesep_over_nebar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-583940da-ad04-4800-832a-842c11ee8787' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-583940da-ad04-4800-832a-842c11ee8787' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d0e7e1e8-c76d-44e9-b89c-74df27665da6' class='xr-var-data-in' type='checkbox'><label for='data-d0e7e1e8-c76d-44e9-b89c-74df27665da6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>toroidal_flux_expansion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6974</div><input id='attrs-e367c086-54c2-4b87-85b1-b34b2b57e7b6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e367c086-54c2-4b87-85b1-b34b2b57e7b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d60eb230-a1a7-4ebd-8610-977e05a12eeb' class='xr-var-data-in' type='checkbox'><label for='data-d60eb230-a1a7-4ebd-8610-977e05a12eeb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6974 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>parallel_connection_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 30.0</div><input id='attrs-45444e84-ac4d-4d9e-be7f-9796e4e7d2b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-45444e84-ac4d-4d9e-be7f-9796e4e7d2b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3956e054-5c0a-4383-9da1-ef3f0e36f1c1' class='xr-var-data-in' type='checkbox'><label for='data-3956e054-5c0a-4383-9da1-ef3f0e36f1c1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>30.0 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>LambdaQScaling.EichRegression15</div><input id='attrs-607a350b-b840-4850-9d53-a156a48a35fe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-607a350b-b840-4850-9d53-a156a48a35fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6b65ea36-0e85-459a-8265-99824b91ed06' class='xr-var-data-in' type='checkbox'><label for='data-6b65ea36-0e85-459a-8265-99824b91ed06' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;LambdaQScaling.EichRegression15: 3&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-879bc8ca-679d-4633-910c-b3a101b62578' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-879bc8ca-679d-4633-910c-b3a101b62578' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-215b3400-fb72-42d0-abae-e3770056d75f' class='xr-var-data-in' type='checkbox'><label for='data-215b3400-fb72-42d0-abae-e3770056d75f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_momentum_loss_function</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MomentumLossFunction.KotovReiter</div><input id='attrs-077f0988-7836-448d-be42-67f6b2848d4f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-077f0988-7836-448d-be42-67f6b2848d4f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0487c778-5473-4093-91c5-d8ccd3bfaeab' class='xr-var-data-in' type='checkbox'><label for='data-0487c778-5473-4093-91c5-d8ccd3bfaeab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;MomentumLossFunction.KotovReiter: 1&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_P_SOL_to_divertor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-376310fb-83a6-41fd-8c26-315c3c47127a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-376310fb-83a6-41fd-8c26-315c3c47127a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5913e601-ed6b-4fe3-b154-ed055c3d22c3' class='xr-var-data-in' type='checkbox'><label for='data-5913e601-ed6b-4fe3-b154-ed055c3d22c3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>kappa_e0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[W/eV³⋅⁵/m] 2.6e+03</div><input id='attrs-3f39d71a-f583-45d3-8e32-ce35c6c34c73' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3f39d71a-f583-45d3-8e32-ce35c6c34c73' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8d9b316e-b0f3-4688-8e7d-f8b420278258' class='xr-var-data-in' type='checkbox'><label for='data-8d9b316e-b0f3-4688-8e7d-f8b420278258' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2600.0 watt/(electron_volt<sup>3.5</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0</div><input id='attrs-ad9d257b-1d77-479a-a2e9-932c224a97c8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ad9d257b-1d77-479a-a2e9-932c224a97c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ab51994-5d59-417c-a5e3-689a05c8be70' class='xr-var-data-in' type='checkbox'><label for='data-6ab51994-5d59-417c-a5e3-689a05c8be70' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Argon</div><input id='attrs-537a5c1f-655b-4965-bf0c-c6914f2957ee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-537a5c1f-655b-4965-bf0c-c6914f2957ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22bdacfe-5d54-475d-8666-bdf8050a9986' class='xr-var-data-in' type='checkbox'><label for='data-22bdacfe-5d54-475d-8666-bdf8050a9986' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Argon: 18&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lengyel_overestimation_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 4.3</div><input id='attrs-df9c86db-46f3-45d6-a141-c2b8e1d96f67' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-df9c86db-46f3-45d6-a141-c2b8e1d96f67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1af8528f-9a52-4a65-aae8-b5dbc4a9325e' class='xr-var-data-in' type='checkbox'><label for='data-1af8528f-9a52-4a65-aae8-b5dbc4a9325e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_enrichment</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 5.0</div><input id='attrs-25123e12-766d-4c76-b82f-e40c42fcb950' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-25123e12-766d-4c76-b82f-e40c42fcb950' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-acdfd36c-0a83-4e7b-956e-c6a1101fd086' class='xr-var-data-in' type='checkbox'><label for='data-acdfd36c-0a83-4e7b-956e-c6a1101fd086' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_inductance_coefficients</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-18e48342-e2b6-4b5a-a516-c0cca83a2ef4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18e48342-e2b6-4b5a-a516-c0cca83a2ef4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce59b97b-5855-49b9-a73c-7b5d313e4f80' class='xr-var-data-in' type='checkbox'><label for='data-ce59b97b-5855-49b9-a73c-7b5d313e4f80' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>total_flux_available_from_CS</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[Wb] 35</div><input id='attrs-60343254-c5bd-4b77-8f89-d74355865dcd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-60343254-c5bd-4b77-8f89-d74355865dcd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2889ad1-b0d2-41ef-8e0d-2179d8960b8b' class='xr-var-data-in' type='checkbox'><label for='data-b2889ad1-b0d2-41ef-8e0d-2179d8960b8b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>35 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ejima_coefficient</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-d30f0660-1581-4232-9f00-b8fed41b3afe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d30f0660-1581-4232-9f00-b8fed41b3afe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8630da22-1726-4272-bde1-dc5ae00afc04' class='xr-var-data-in' type='checkbox'><label for='data-8630da22-1726-4272-bde1-dc5ae00afc04' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>safety_factor_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[] 1</div><input id='attrs-4b2d41b3-5257-4ad3-a40a-b45a657ef769' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4b2d41b3-5257-4ad3-a40a-b45a657ef769' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5073fe7c-dca9-406b-83cd-c5a9f738b900' class='xr-var-data-in' type='checkbox'><label for='data-5073fe7c-dca9-406b-83cd-c5a9f738b900' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field_equation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-0a14dccc-4397-4f36-9eff-0507907db168' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0a14dccc-4397-4f36-9eff-0507907db168' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b0a0390-1b0d-45b3-8db2-dbc26860c80f' class='xr-var-data-in' type='checkbox'><label for='data-5b0a0390-1b0d-45b3-8db2-dbc26860c80f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 25.0</div><input id='attrs-676120c9-d929-4612-ba35-76b3110ce30d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-676120c9-d929-4612-ba35-76b3110ce30d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce2da0e7-03a3-41a0-a5a9-60f59a72fa03' class='xr-var-data-in' type='checkbox'><label for='data-ce2da0e7-03a3-41a0-a5a9-60f59a72fa03' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 9.138</div><input id='attrs-6b358df8-64b5-4cba-a965-ee4031ec0a58' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6b358df8-64b5-4cba-a965-ee4031ec0a58' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0d79c7d5-84cf-4a42-8b9f-76d4ec2a5b2c' class='xr-var-data-in' type='checkbox'><label for='data-0d79c7d5-84cf-4a42-8b9f-76d4ec2a5b2c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.137931034482758 kiloelectron_volt</div></li></ul></div></li><li class='xr-section-item'><input id='section-24550026-37b3-47d5-97af-78f04e63c381' class='xr-section-summary-in' type='checkbox'  ><label for='section-24550026-37b3-47d5-97af-78f04e63c381' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>dim_species</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a6fef067-2fea-4b74-8698-4a314e311583' class='xr-index-data-in' type='checkbox'/><label for='index-a6fef067-2fea-4b74-8698-4a314e311583' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  AtomicSpecies.Helium,   AtomicSpecies.Oxygen,    AtomicSpecies.Argon,\n",
+       "       &lt;AtomicSpecies.Tungsten: 74&gt;], dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4e39fc52-9657-4f19-bc9c-772c7175392f' class='xr-section-summary-in' type='checkbox'  ><label for='section-4e39fc52-9657-4f19-bc9c-772c7175392f' class='xr-section-summary' >Data variables: <span>(148)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>current_relaxation_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 16.36</div><input id='attrs-345d3e28-906d-4a8e-b7b2-e4f8b4a4ee7a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-345d3e28-906d-4a8e-b7b2-e4f8b4a4ee7a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07d4a4ff-19db-473f-a97b-7828439f796f' class='xr-var-data-in' type='checkbox'><label for='data-07d4a4ff-19db-473f-a97b-7828439f796f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>16.361422316376107 second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_pressure</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 2.469e+06</div><input id='attrs-ebe5f208-c24f-4735-9759-2421f3be2135' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ebe5f208-c24f-4735-9759-2421f3be2135' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3857d5c6-0f82-4fe9-b226-15ffbbbc4d74' class='xr-var-data-in' type='checkbox'><label for='data-3857d5c6-0f82-4fe9-b226-15ffbbbc4d74' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2468917.5023597004 pascal</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_triple_product</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e10 m^-3·keV·s] 45.28</div><input id='attrs-736fc091-4854-4478-8bc3-ef48469e8e0b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-736fc091-4854-4478-8bc3-ef48469e8e0b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-beab0551-c97b-49fb-ad7c-45297997de86' class='xr-var-data-in' type='checkbox'><label for='data-beab0551-c97b-49fb-ad7c-45297997de86' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>45.27909640073872 _1e20_per_cubic_metre kiloelectron_volt second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.002213</div><input id='attrs-ebacda99-7274-40a7-bf61-01be4977bf55' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ebacda99-7274-40a7-bf61-01be4977bf55' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8ff1347-6add-45a2-a7dc-ecb593340820' class='xr-var-data-in' type='checkbox'><label for='data-d8ff1347-6add-45a2-a7dc-ecb593340820' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0022127891680210027 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>nu_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.02375</div><input id='attrs-a01361d0-5244-4ef2-87f5-b787860337b0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a01361d0-5244-4ef2-87f5-b787860337b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a150e99e-a5b5-4432-8cb8-4d4760c061ac' class='xr-var-data-in' type='checkbox'><label for='data-a150e99e-a5b5-4432-8cb8-4d4760c061ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.023749339512849004 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_radiated_power_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.1872</div><input id='attrs-a8ec5ef2-88e9-499d-9860-f7bc8161b431' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a8ec5ef2-88e9-499d-9860-f7bc8161b431' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3530efe4-480b-45f5-a530-35682cf00d1e' class='xr-var-data-in' type='checkbox'><label for='data-3530efe4-480b-45f5-a530-35682cf00d1e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.1871625858572634 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.2933</div><input id='attrs-c4c9b35d-03d7-49d1-bae9-382b0fe7ff5d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c4c9b35d-03d7-49d1-bae9-382b0fe7ff5d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1021eca-312e-41c4-ac6e-7e1f8b9adc9b' class='xr-var-data-in' type='checkbox'><label for='data-f1021eca-312e-41c4-ac6e-7e1f8b9adc9b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.2932901530528177 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>greenwald_density_limit</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 85.24</div><input id='attrs-4e4316c6-bf52-4c3e-b57d-70722c3663bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4e4316c6-bf52-4c3e-b57d-70722c3663bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf00afbe-dbee-4376-bcfd-c6656ff91a9e' class='xr-var-data-in' type='checkbox'><label for='data-cf00afbe-dbee-4376-bcfd-c6656ff91a9e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>85.23982049781885 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ratio_of_P_SOL_to_P_LH</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.04</div><input id='attrs-ea907949-5a91-4908-b794-6a8752941e87' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ea907949-5a91-4908-b794-6a8752941e87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d590aea-6fc5-4c7f-9df0-dfeca7cf2ecd' class='xr-var-data-in' type='checkbox'><label for='data-1d590aea-6fc5-4c7f-9df0-dfeca7cf2ecd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.039860841293689 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_LH_thresh</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 24.59</div><input id='attrs-d2d2a415-10c2-4776-b962-a3105bc328ae' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d2d2a415-10c2-4776-b962-a3105bc328ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5815ab66-cb42-49c5-8201-3cbcbfc98fa8' class='xr-var-data-in' type='checkbox'><label for='data-5815ab66-cb42-49c5-8201-3cbcbfc98fa8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>24.59383938922551 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_charge_state</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.0 7.999 17.89 45.81 58.38</div><input id='attrs-62be92ac-27e6-4dac-9cff-cb29f05cd039' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-62be92ac-27e6-4dac-9cff-cb29f05cd039' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24c15196-e0b8-469c-82cd-337b32cd7594' class='xr-var-data-in' type='checkbox'><label for='data-24c15196-e0b8-469c-82cd-337b32cd7594' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[2.0 7.999462489512582 17.893776835302685 45.811693483863905 58.38308823843501]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0844</div><input id='attrs-3fdfaa8b-f053-4dcc-9397-b082eea9222a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3fdfaa8b-f053-4dcc-9397-b082eea9222a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c37ea89c-d3d5-4d70-b281-b8a0fa1e73f0' class='xr-var-data-in' type='checkbox'><label for='data-c37ea89c-d3d5-4d70-b281-b8a0fa1e73f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.08439527660760744 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_concentration_in_core</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01688</div><input id='attrs-6c56f25a-db3b-4639-a519-1fd1e16cf079' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6c56f25a-db3b-4639-a519-1fd1e16cf079' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-feed1acb-357b-4d51-9c5c-34e92575e469' class='xr-var-data-in' type='checkbox'><label for='data-feed1acb-357b-4d51-9c5c-34e92575e469' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.01687905532152149 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 0.01688 0.0 1.5e-05</div><input id='attrs-004d6140-c48e-4a11-9ee4-45db5d7d2338' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-004d6140-c48e-4a11-9ee4-45db5d7d2338' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b376bb82-1768-4c60-a9da-70c5f733d808' class='xr-var-data-in' type='checkbox'><label for='data-b376bb82-1768-4c60-a9da-70c5f733d808' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 0.01687905532152149 0.0 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 299.1</div><input id='attrs-55c04057-9323-452a-8ebc-fd349fe448ea' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-55c04057-9323-452a-8ebc-fd349fe448ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8909d35-13de-401f-b75b-707930638d4b' class='xr-var-data-in' type='checkbox'><label for='data-f8909d35-13de-401f-b75b-707930638d4b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>299.0648656105667 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 44.86</div><input id='attrs-f718de80-8454-4c4d-be51-cd058c014227' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f718de80-8454-4c4d-be51-cd058c014227' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2cb498e0-4bea-43c2-bb07-26bbe7c79ba7' class='xr-var-data-in' type='checkbox'><label for='data-2cb498e0-4bea-43c2-bb07-26bbe7c79ba7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>44.85972984158247 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_power_loss_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9639</div><input id='attrs-c54ea6d7-0564-4d30-813a-9739671b7328' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c54ea6d7-0564-4d30-813a-9739671b7328' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-880269d6-9192-480b-9f9e-65e19bd723ef' class='xr-var-data-in' type='checkbox'><label for='data-880269d6-9192-480b-9f9e-65e19bd723ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9639499116429592 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/m²/s] 1.971e+25</div><input id='attrs-59c8a861-7845-44ba-afb8-574f902b976d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-59c8a861-7845-44ba-afb8-574f902b976d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-defbc852-3830-4ecf-a614-987fa5717be7' class='xr-var-data-in' type='checkbox'><label for='data-defbc852-3830-4ecf-a614-987fa5717be7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.970617339216083×10<sup>25</sup> 1/(meter<sup>2</sup> second)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_q_parallel</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 0.4129</div><input id='attrs-d77b6fea-2259-4ac3-9281-efa09c94548a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d77b6fea-2259-4ac3-9281-efa09c94548a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a189dca-c5bb-4f5e-aa34-c95ee0bd82ec' class='xr-var-data-in' type='checkbox'><label for='data-3a189dca-c5bb-4f5e-aa34-c95ee0bd82ec' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.4128534409629226 gigawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 7.5</div><input id='attrs-f15d6862-6f3a-4151-887e-ac4335ed5879' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f15d6862-6f3a-4151-887e-ac4335ed5879' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1c4ee1f8-7cb3-4aa1-a981-8d3a61a5991d' class='xr-var-data-in' type='checkbox'><label for='data-1c4ee1f8-7cb3-4aa1-a981-8d3a61a5991d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.5 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_perp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 5.938e+03</div><input id='attrs-292cfaca-8406-4280-8aa7-b8dde11a2d75' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-292cfaca-8406-4280-8aa7-b8dde11a2d75' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6bc1478c-cb0c-40cd-a568-8602a25aeaae' class='xr-var-data-in' type='checkbox'><label for='data-6bc1478c-cb0c-40cd-a568-8602a25aeaae' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5937.516785354829 megawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_parallel</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[GW/m²] 11.45</div><input id='attrs-5642d2eb-1468-4c87-8936-0c61ebff6f87' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5642d2eb-1468-4c87-8936-0c61ebff6f87' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f166e96c-6e44-4f8e-9ba2-bcc534d1f8aa' class='xr-var-data-in' type='checkbox'><label for='data-f166e96c-6e44-4f8e-9ba2-bcc534d1f8aa' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>11.452217172785087 gigawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[mm] 0.2833</div><input id='attrs-883f6908-ecaf-498e-99fd-9c3084386091' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-883f6908-ecaf-498e-99fd-9c3084386091' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8405e9d-5fe6-494e-a334-c5b9e8ce3d5e' class='xr-var-data-in' type='checkbox'><label for='data-e8405e9d-5fe6-494e-a334-c5b9e8ce3d5e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.28327233584935924 millimeter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fieldline_pitch_at_omp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.215</div><input id='attrs-02ac205c-c8b6-491d-9ebc-82af72ed3f08' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02ac205c-c8b6-491d-9ebc-82af72ed3f08' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ec3a13d4-f280-4edb-8dd3-0539a75f9fc6' class='xr-var-data-in' type='checkbox'><label for='data-ec3a13d4-f280-4edb-8dd3-0539a75f9fc6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.214648364176006 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_t_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 9.327</div><input id='attrs-54bab737-7950-4460-ad3a-de29705728b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-54bab737-7950-4460-ad3a-de29705728b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2185bcd7-f09d-465c-afa3-08e2cdaf89b5' class='xr-var-data-in' type='checkbox'><label for='data-2185bcd7-f09d-465c-afa3-08e2cdaf89b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.326504089901384 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_pol_out_mid</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 3.053</div><input id='attrs-744889f7-1cb3-47ab-87f6-85cbaab2ba82' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-744889f7-1cb3-47ab-87f6-85cbaab2ba82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c6eefa3-f690-43fa-929d-b4089ed5a084' class='xr-var-data-in' type='checkbox'><label for='data-4c6eefa3-f690-43fa-929d-b4089ed5a084' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.0527119151332296 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>PBpRnSq</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/1e10 m^-3²/m] 8.201</div><input id='attrs-75a9ec68-c4a8-436b-b430-6611344a09f5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-75a9ec68-c4a8-436b-b430-6611344a09f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1fcab0bf-6e31-40f8-b3c0-5bd961216063' class='xr-var-data-in' type='checkbox'><label for='data-1fcab0bf-6e31-40f8-b3c0-5bd961216063' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8.20119898533133 megawatt tesla/(_1e20_per_cubic_metre<sup>2</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>PB_over_R</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW·T/m] 168.7</div><input id='attrs-11182220-9cc2-4a42-ae61-1be4c7c2f278' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-11182220-9cc2-4a42-ae61-1be4c7c2f278' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c175d479-47ef-47dc-b612-74c01a6f1779' class='xr-var-data-in' type='checkbox'><label for='data-c175d479-47ef-47dc-b612-74c01a6f1779' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>168.65128665872822 megawatt tesla/meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_total_pressure</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Pa] 7.32e+05</div><input id='attrs-7021a2b6-a2ec-4531-84c9-72da5ed1bb3d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7021a2b6-a2ec-4531-84c9-72da5ed1bb3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95f270a5-dd9d-4f62-84e2-0c1efeeff93e' class='xr-var-data-in' type='checkbox'><label for='data-95f270a5-dd9d-4f62-84e2-0c1efeeff93e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>732028.9793275861 pascal</div></li><li class='xr-var-item'><div class='xr-var-name'><span>power_crossing_separatrix</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 25.57</div><input id='attrs-f82e21da-d107-4310-bf93-3560acf53f53' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f82e21da-d107-4310-bf93-3560acf53f53' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ee6c171c-cfca-48af-8f32-c8191c938b30' class='xr-var-data-in' type='checkbox'><label for='data-ee6c171c-cfca-48af-8f32-c8191c938b30' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.574170517921907 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>breakdown_flux_consumption</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 0.1284</div><input id='attrs-c66d862c-88b9-4872-8090-a18efc2aa1ec' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c66d862c-88b9-4872-8090-a18efc2aa1ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-64827b3d-8c38-4220-845e-2559f59a2652' class='xr-var-data-in' type='checkbox'><label for='data-64827b3d-8c38-4220-845e-2559f59a2652' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.12840000000000001 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>max_flattop_duration</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 2.354</div><input id='attrs-8b4f0be0-9c74-42b4-9f35-e852dfa4d4ef' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8b4f0be0-9c74-42b4-9f35-e852dfa4d4ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7154e96a-515e-4fdb-8a67-89ab7dc1e246' class='xr-var-data-in' type='checkbox'><label for='data-7154e96a-515e-4fdb-8a67-89ab7dc1e246' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.3537375861939336 second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>flux_needed_from_CS_over_rampup</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 34.64</div><input id='attrs-b61ba1dc-04fa-4578-b426-a8dfe01ef1da' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b61ba1dc-04fa-4578-b426-a8dfe01ef1da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da371676-ab2a-43e2-b052-332b47d5a603' class='xr-var-data-in' type='checkbox'><label for='data-da371676-ab2a-43e2-b052-332b47d5a603' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>34.64464918777696 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>poloidal_field_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 12.66</div><input id='attrs-2d5a9c88-2c32-4997-a6e6-c472aa993824' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2d5a9c88-2c32-4997-a6e6-c472aa993824' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-572466e5-7456-41db-9c88-df28a7f3c34f' class='xr-var-data-in' type='checkbox'><label for='data-572466e5-7456-41db-9c88-df28a7f3c34f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.663930174827374 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>resistive_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 12.14</div><input id='attrs-f5dac810-d922-4ee0-bb44-41d99f0e31c6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f5dac810-d922-4ee0-bb44-41d99f0e31c6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff6479e1-c115-4180-82bd-1bcc23786884' class='xr-var-data-in' type='checkbox'><label for='data-ff6479e1-c115-4180-82bd-1bcc23786884' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.135344108941705 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 23.6</div><input id='attrs-8ef2c7cd-1e95-4cab-b302-eb79197580a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8ef2c7cd-1e95-4cab-b302-eb79197580a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e2c699f-6f30-4f7e-8621-95664d510679' class='xr-var-data-in' type='checkbox'><label for='data-9e2c699f-6f30-4f7e-8621-95664d510679' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>23.59919917115023 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_flux</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[Wb] 11.57</div><input id='attrs-98b7f994-3ddc-4fa3-8391-732c67e7b3d0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-98b7f994-3ddc-4fa3-8391-732c67e7b3d0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91b670e0-3932-40c4-8f66-c7388df0e20d' class='xr-var-data-in' type='checkbox'><label for='data-91b670e0-3932-40c4-8f66-c7388df0e20d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>11.574036082512393 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 1.144</div><input id='attrs-b2fa2d3b-c34c-4f51-b063-f02bcc3f175a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b2fa2d3b-c34c-4f51-b063-f02bcc3f175a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1e858ec-a210-4877-a3b5-0e7e3d57cebf' class='xr-var-data-in' type='checkbox'><label for='data-b1e858ec-a210-4877-a3b5-0e7e3d57cebf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1441875312785694 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>invmu_0_dLedR</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.163</div><input id='attrs-6bab4c33-d719-47ef-af8f-1fca72a9ce2e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6bab4c33-d719-47ef-af8f-1fca72a9ce2e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-064782bf-7060-4cc7-9625-2fee1a754491' class='xr-var-data-in' type='checkbox'><label for='data-064782bf-7060-4cc7-9625-2fee1a754491' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.163372412583668 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_field_mutual_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.029</div><input id='attrs-4cc4f8aa-cea1-4583-a7f7-3800a81d3968' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4cc4f8aa-cea1-4583-a7f7-3800a81d3968' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3492104e-9314-4759-b635-9b5a32cbdfe0' class='xr-var-data-in' type='checkbox'><label for='data-3492104e-9314-4759-b635-9b5a32cbdfe0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0293853117575016 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>external_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 2.713e-06</div><input id='attrs-5b075dee-0e48-4140-b380-e17cc7791337' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5b075dee-0e48-4140-b380-e17cc7791337' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4328d462-d649-44a7-81bb-f474b2b1a64a' class='xr-var-data-in' type='checkbox'><label for='data-4328d462-d649-44a7-81bb-f474b2b1a64a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.7125516288678424×10<sup>-6</sup> henry</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductance</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[H] 1.33e-06</div><input id='attrs-1f7cd248-914e-4162-8bd7-0b252c089752' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1f7cd248-914e-4162-8bd7-0b252c089752' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-45dc2a2e-2d74-4cd9-abe6-2498916a0340' class='xr-var-data-in' type='checkbox'><label for='data-45dc2a2e-2d74-4cd9-abe6-2498916a0340' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.3303489750014244×10<sup>-6</sup> henry</div></li><li class='xr-var-item'><div class='xr-var-name'><span>internal_inductivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.144</div><input id='attrs-0af998e9-cae9-4801-8702-a39f94fa96f6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0af998e9-cae9-4801-8702-a39f94fa96f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-830a6e21-879b-4ed8-9b05-9ffa74a9aa49' class='xr-var-data-in' type='checkbox'><label for='data-830a6e21-879b-4ed8-9b05-9ffa74a9aa49' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1444952177978316 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>cylindrical_safety_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.675</div><input id='attrs-9b624f4b-7ac3-4246-b074-271e4862c3cd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9b624f4b-7ac3-4246-b074-271e4862c3cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-52cc0728-2bb1-46da-bca8-e2379e251816' class='xr-var-data-in' type='checkbox'><label for='data-52cc0728-2bb1-46da-bca8-e2379e251816' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.675118549054515 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.707</div><input id='attrs-f83b7c2a-282d-43d6-814b-a87e6ddb4dcb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f83b7c2a-282d-43d6-814b-a87e6ddb4dcb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fa1b083-3129-4648-8a1d-ab64c87d3e08' class='xr-var-data-in' type='checkbox'><label for='data-3fa1b083-3129-4648-8a1d-ab64c87d3e08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.707317073170732 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>Q</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 12.72</div><input id='attrs-df396be4-8e76-49c9-9544-234d289a6eed' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-df396be4-8e76-49c9-9544-234d289a6eed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a0171366-e66e-4b04-b548-9a66c3491c9f' class='xr-var-data-in' type='checkbox'><label for='data-a0171366-e66e-4b04-b548-9a66c3491c9f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.720160972996633 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_external</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 8.311</div><input id='attrs-4596af10-38d1-42ae-a3f8-e7d9e5bc7be8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4596af10-38d1-42ae-a3f8-e7d9e5bc7be8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fce948dd-298d-4496-9330-4ca079cf0f81' class='xr-var-data-in' type='checkbox'><label for='data-fce948dd-298d-4496-9330-4ca079cf0f81' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8.310679908126566 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_auxiliary_absorbed</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 7.109</div><input id='attrs-4489b71b-5a7c-4ba5-bb43-509df547482e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4489b71b-5a7c-4ba5-bb43-509df547482e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8d07313-3fd8-421d-b5cc-1df7187fc3ea' class='xr-var-data-in' type='checkbox'><label for='data-f8d07313-3fd8-421d-b5cc-1df7187fc3ea' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.109058037704889 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_auxiliary_launched</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 7.899</div><input id='attrs-ad359c9d-1969-4250-82c2-19a352182124' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ad359c9d-1969-4250-82c2-19a352182124' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-77d504a3-3d63-4f87-b07b-e603274d00ab' class='xr-var-data-in' type='checkbox'><label for='data-77d504a3-3d63-4f87-b07b-e603274d00ab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.898953375227654 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_power_flux_to_walls</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW/m²] 1.668</div><input id='attrs-83ea7cdc-747f-47fa-8042-6f0ff3c47bbf' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-83ea7cdc-747f-47fa-8042-6f0ff3c47bbf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e05df8ef-c2a4-4b79-b47c-73224d11054a' class='xr-var-data-in' type='checkbox'><label for='data-e05df8ef-c2a4-4b79-b47c-73224d11054a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.6675344915072832 megawatt/meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>neutron_rate</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1/s] 4.105e+19</div><input id='attrs-00c7c1dd-9ca7-40af-8358-512449aa33d1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00c7c1dd-9ca7-40af-8358-512449aa33d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d50bf421-44ec-44c2-af7f-1142766d459e' class='xr-var-data-in' type='checkbox'><label for='data-d50bf421-44ec-44c2-af7f-1142766d459e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.105238475943841×10<sup>19</sup> 1/second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_fusion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 115.8</div><input id='attrs-c93d4600-dd91-44ef-8847-29aee4e32bb4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c93d4600-dd91-44ef-8847-29aee4e32bb4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4597f6cc-3b6c-4b76-bb35-ca8cffe107e2' class='xr-var-data-in' type='checkbox'><label for='data-4597f6cc-3b6c-4b76-bb35-ca8cffe107e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>115.76078207152787 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_neutron</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 92.61</div><input id='attrs-e6602998-d430-447d-81c1-0567bafc0ca5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e6602998-d430-447d-81c1-0567bafc0ca5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e361c74d-fe99-4751-b33c-b0d6564ecd76' class='xr-var-data-in' type='checkbox'><label for='data-e361c74d-fe99-4751-b33c-b0d6564ecd76' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>92.60862565722229 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_alpha</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 23.15</div><input id='attrs-8aed31b8-112f-4fcc-bfca-1080b6c7ff15' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8aed31b8-112f-4fcc-bfca-1080b6c7ff15' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5e0897c-40cb-4662-9631-00e128026d4d' class='xr-var-data-in' type='checkbox'><label for='data-f5e0897c-40cb-4662-9631-00e128026d4d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>23.152156414305573 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_ohmic</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 1.202</div><input id='attrs-2ba5673f-de11-4dc4-b65f-a72f04553748' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2ba5673f-de11-4dc4-b65f-a72f04553748' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a191e125-404e-423c-b933-cfade2abcede' class='xr-var-data-in' type='checkbox'><label for='data-a191e125-404e-423c-b933-cfade2abcede' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.2016218704216768 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>loop_voltage</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[V] 0.151</div><input id='attrs-a233e9ac-842c-423e-a52f-5fc11be49811' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a233e9ac-842c-423e-a52f-5fc11be49811' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a5b225be-8c52-4de8-be38-bc14949240dc' class='xr-var-data-in' type='checkbox'><label for='data-a5b225be-8c52-4de8-be38-bc14949240dc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.15097299474137646 volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>neoclassical_loop_resistivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 2.915e-09</div><input id='attrs-93a221a2-acbc-47b0-8548-3989fe8f9255' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-93a221a2-acbc-47b0-8548-3989fe8f9255' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1335661-a6e4-4ce5-9100-26bf0c26b58b' class='xr-var-data-in' type='checkbox'><label for='data-b1335661-a6e4-4ce5-9100-26bf0c26b58b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.914700219539595×10<sup>-9</sup> meter ohm</div></li><li class='xr-var-item'><div class='xr-var-name'><span>trapped_particle_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.378</div><input id='attrs-f514301c-46b0-4327-af96-25efe787e9e2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f514301c-46b0-4327-af96-25efe787e9e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-321d439d-d39b-4da0-bc58-d5a7e9aefd00' class='xr-var-data-in' type='checkbox'><label for='data-321d439d-d39b-4da0-bc58-d5a7e9aefd00' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.377505168672477 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>spitzer_resistivity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·Ω] 1.014e-09</div><input id='attrs-31ae51a9-7465-4d5f-bd01-4c127aa4784e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-31ae51a9-7465-4d5f-bd01-4c127aa4784e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b08276c3-d047-4a02-a9c3-7ed20206dff9' class='xr-var-data-in' type='checkbox'><label for='data-b08276c3-d047-4a02-a9c3-7ed20206dff9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0136457814443183×10<sup>-9</sup> meter ohm</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inductive_plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 7.959e+06</div><input id='attrs-215b8574-0826-4287-b1d4-06d544112513' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-215b8574-0826-4287-b1d4-06d544112513' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbeead84-7921-4c76-b135-bc51ccc80fd8' class='xr-var-data-in' type='checkbox'><label for='data-cbeead84-7921-4c76-b135-bc51ccc80fd8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7959184.1738326065 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>bootstrap_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.08515</div><input id='attrs-475aef7d-3be7-4218-99bb-11e4ced36ddc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-475aef7d-3be7-4218-99bb-11e4ced36ddc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-67863069-7187-4bd6-8ca6-1cf119ff6db6' class='xr-var-data-in' type='checkbox'><label for='data-67863069-7187-4bd6-8ca6-1cf119ff6db6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.08515124438705672 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>effective_collisionality</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.07443</div><input id='attrs-57751019-fcfd-4d0b-9265-1286840d07a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-57751019-fcfd-4d0b-9265-1286840d07a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-560b18ea-d484-432a-8cde-bd5243e28cae' class='xr-var-data-in' type='checkbox'><label for='data-560b18ea-d484-432a-8cde-bd5243e28cae' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0744319988819624 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.401</div><input id='attrs-71f9ca84-108c-409a-aebe-84717b0423ee' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-71f9ca84-108c-409a-aebe-84717b0423ee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-253b87de-9816-4f83-981f-564cdc24f598' class='xr-var-data-in' type='checkbox'><label for='data-253b87de-9816-4f83-981f-564cdc24f598' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.4011364712930259 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.501</div><input id='attrs-00fdf730-63f8-4b18-b3e0-a229f350c67e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00fdf730-63f8-4b18-b3e0-a229f350c67e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12fce67a-cba7-443c-b439-c30773054fc0' class='xr-var-data-in' type='checkbox'><label for='data-12fce67a-cba7-443c-b439-c30773054fc0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.5011364712930257 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 37.53</div><input id='attrs-cf630912-c1c1-4ccf-ba4c-9f98f1c659f7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cf630912-c1c1-4ccf-ba4c-9f98f1c659f7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29f22c9d-9a2a-46d3-b8f1-8292dee2d519' class='xr-var-data-in' type='checkbox'><label for='data-29f22c9d-9a2a-46d3-b8f1-8292dee2d519' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>37.52841178232564 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_fuel_ion_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 29.93</div><input id='attrs-d13122c6-8762-43fb-8a9f-afcc5f27643c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d13122c6-8762-43fb-8a9f-afcc5f27643c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-031cd2d3-7d76-4611-9202-c3879131f7f5' class='xr-var-data-in' type='checkbox'><label for='data-031cd2d3-7d76-4611-9202-c3879131f7f5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>29.925680120635736 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.84</div><input id='attrs-18128c32-500d-4335-87f1-6b4f826b0098' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18128c32-500d-4335-87f1-6b4f826b0098' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-be71b067-7761-4dd2-a28f-068bb2f03366' class='xr-var-data-in' type='checkbox'><label for='data-be71b067-7761-4dd2-a28f-068bb2f03366' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>22.844827586206897 kiloelectron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>peak_ion_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.84</div><input id='attrs-b2068603-3c2f-46f4-91cd-84c75bd8040d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b2068603-3c2f-46f4-91cd-84c75bd8040d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f7951d94-0566-4664-9b80-6456d5157b1a' class='xr-var-data-in' type='checkbox'><label for='data-f7951d94-0566-4664-9b80-6456d5157b1a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>22.844827586206897 kiloelectron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>rho</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0 0.02 0.04 ... 0.94 0.96 0.98</div><input id='attrs-5ff785dc-7ab6-44a6-bbf5-0b66d3a3545b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5ff785dc-7ab6-44a6-bbf5-0b66d3a3545b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-38d6a12a-a2d6-4be4-9e05-4a82599cffd9' class='xr-var-data-in' type='checkbox'><label for='data-38d6a12a-a2d6-4be4-9e05-4a82599cffd9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2 0.22 0.24 0.26 0.28 0.3 0.32 0.34 0.36 0.38 0.4 0.42 0.44 0.46 0.48 0.5 0.52 0.54 0.56 0.58 0.6 0.62 0.64 0.66 0.68 0.7000000000000001 0.72 0.74 0.76 0.78 0.8 0.8200000000000001 0.84 0.86 0.88 0.9 0.92 0.9400000000000001 0.96 0.98]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 37.54 37.53 ... 11.63</div><input id='attrs-d10c8e69-e625-4d26-9308-fd2f6e272ba3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d10c8e69-e625-4d26-9308-fd2f6e272ba3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5afc6e5d-3dab-4b1c-97d8-722ba39e8731' class='xr-var-data-in' type='checkbox'><label for='data-5afc6e5d-3dab-4b1c-97d8-722ba39e8731' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[37.53972018043796 37.52575417564094 37.48388732838437 37.41421302417732 37.31688651982328 37.192124366959796 37.04020360921376 36.861460757138225 36.656290546239276 36.42514448450862 36.16852919694192 35.887004575537986 35.581181744233064 35.25172084912106 34.89932868513999 34.524756171161464 34.12879568609923 33.712278279251606 33.276070768606374 32.821072741264814 32.34821347048002 31.8584487640539 31.352757758996113 30.832139677416684 30.29761055860306 29.750199982123945 29.191310871556677 28.63580481195515 28.090869945391574 27.55630510372329 27.031912947005782 26.51749989064269 26.012876033922094 25.517855089912786 25.032254316694605 24.555894449897405 24.088599636523856 23.630197370031514 23.18051842665035 22.7393968029121 22.30666965436841 21.882177235475183 21.465762840620954 21.057272746277402 20.6565561542508 20.263465136013373 19.87785457809397 19.31315395148588 18.30647812801552 11.626332483716707]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fuel_ion_density_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 29.93 29.92 ... 10.55</div><input id='attrs-7b57c160-773d-4e8a-ac07-337b36a15822' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7b57c160-773d-4e8a-ac07-337b36a15822' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11790c0d-7f0c-462b-aa80-16bc4815975a' class='xr-var-data-in' type='checkbox'><label for='data-11790c0d-7f0c-462b-aa80-16bc4815975a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[29.930067150900502 29.92110127101585 29.894219743109797 29.8494708541808 29.786934921944418 29.70672405461707 29.60898181602275 29.493882797422952 29.36163209785715 29.212464715158934 29.046644850178552 28.864465127095357 28.666245733040473 28.452333480570086 28.223100796831044 27.97894464354134 27.72028537216766 27.447565518918495 27.161248544384176 26.861817522842813 26.549773786413212 26.225635529371754 25.889936378059 25.543223931884263 25.186058280990594 24.819010506170905 24.44290595138778 24.067685187747337 23.698224402963213 23.33443517613859 22.97623044371757 22.623524478648758 22.27623286986871 21.93427250210033 21.59756153596137 21.266019388378268 20.939566713300714 20.61812538271217 20.301618467932002 19.989970221204533 19.683106057570825 19.38095253701865 19.083437346906553 18.790489284657667 18.502038240719234 18.218015181783677 17.93835213426727 17.526886456122497 16.61331776090008 10.551016672631755]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>_1e19_per_cubic_metre</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_temp_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.82 22.79 ... 3.836 2.436</div><input id='attrs-ad1b2aae-435e-4536-b4b2-7a729d05e17e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ad1b2aae-435e-4536-b4b2-7a729d05e17e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-25cfc210-9b32-4d6d-9921-70bbb5809c08' class='xr-var-data-in' type='checkbox'><label for='data-25cfc210-9b32-4d6d-9921-70bbb5809c08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[22.81700031005393 22.794916213858393 22.72879209094119 22.61901119942156 22.46620818995649 22.271262994778876 22.035292388010884 21.759639330503582 21.44586024142759 21.095710365374412 20.71112742738783 20.294213788755364 19.84721733324049 19.372511326493818 18.872573500483547 18.349964619853683 17.807306788148814 17.247261748912724 16.672509429922524 16.085726968478994 15.489568442015889 14.886645511652285 14.279509167072204 13.67063273969366 13.06239632792736 12.457072753886544 11.857198932297228 11.278916509472818 10.728837253556305 10.205585679849829 9.707853386836657 9.234395784495796 8.784028982178587 8.355626828265335 7.948118094199611 7.560483795858814 7.1917546455630434 6.841008628350937 6.50736869646198 6.190000576260198 5.888110682115468 5.600944132026026 5.327782860020225 5.067943820617523 4.820777280858972 4.585665195636339 4.36201966225737 4.046835325082298 3.835898711955329 2.4361558507970544]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_temp_profile</span></div><div class='xr-var-dims'>(dim_rho)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 22.82 22.79 ... 3.836 2.436</div><input id='attrs-79ae6e21-2e59-416b-b1aa-80b31e186007' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-79ae6e21-2e59-416b-b1aa-80b31e186007' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bdac9f68-82d8-44f3-b038-b2be18ad6cd6' class='xr-var-data-in' type='checkbox'><label for='data-bdac9f68-82d8-44f3-b038-b2be18ad6cd6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[22.81700031005393 22.794916213858393 22.72879209094119 22.61901119942156 22.46620818995649 22.271262994778876 22.035292388010884 21.759639330503582 21.44586024142759 21.095710365374412 20.71112742738783 20.294213788755364 19.84721733324049 19.372511326493818 18.872573500483547 18.349964619853683 17.807306788148814 17.247261748912724 16.672509429922524 16.085726968478994 15.489568442015889 14.886645511652285 14.279509167072204 13.67063273969366 13.06239632792736 12.457072753886544 11.857198932297228 11.278916509472818 10.728837253556305 10.205585679849829 9.707853386836657 9.234395784495796 8.784028982178587 8.355626828265335 7.948118094199611 7.560483795858814 7.1917546455630434 6.841008628350937 6.50736869646198 6.190000576260198 5.888110682115468 5.600944132026026 5.327782860020225 5.067943820617523 4.820777280858972 4.585665195636339 4.36201966225737 4.046835325082298 3.835898711955329 2.4361558507970544]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kiloelectron_volt</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_zeff</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.1736 nan 0.0 0.05025</div><input id='attrs-c30c5dd8-7492-40b8-a4c3-31d7dbf97beb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c30c5dd8-7492-40b8-a4c3-31d7dbf97beb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61f34d74-7d17-4db9-a595-c23b3a51c95b' class='xr-var-data-in' type='checkbox'><label for='data-61f34d74-7d17-4db9-a595-c23b3a51c95b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.12 0.1735750066579794 nan 0.0 0.0502530285602768]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>change_in_dilution</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.12 0.0248 nan 0.0 0.0008757</div><input id='attrs-e1050219-3a4e-4a46-a419-2c6fb0533711' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e1050219-3a4e-4a46-a419-2c6fb0533711' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11546464-bffc-47ec-aa62-0c60b167b878' class='xr-var-data-in' type='checkbox'><label for='data-11546464-bffc-47ec-aa62-0c60b167b878' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.12 0.024798333717489005 nan 0.0 0.0008757463235765251]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z_effective</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.344</div><input id='attrs-0f614406-37e8-44d5-ac4a-041da06ca10a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0f614406-37e8-44d5-ac4a-041da06ca10a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-becc4c8a-5a2a-4315-882b-31141256b8d9' class='xr-var-data-in' type='checkbox'><label for='data-becc4c8a-5a2a-4315-882b-31141256b8d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.3438280352182561 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>dilution</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.8543</div><input id='attrs-36ca59f5-5a65-4f55-976d-9020cdc985b9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-36ca59f5-5a65-4f55-976d-9020cdc985b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-604db45d-c6af-4d16-89aa-aea7a4a1136f' class='xr-var-data-in' type='checkbox'><label for='data-604db45d-c6af-4d16-89aa-aea7a4a1136f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.8543259199589345 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>summed_impurity_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 1.578</div><input id='attrs-f1217163-ed02-4e49-86fe-4acf7fa4c255' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f1217163-ed02-4e49-86fe-4acf7fa4c255' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0e622f4-9cb6-48a4-8fe4-d471c13881f6' class='xr-var-data-in' type='checkbox'><label for='data-b0e622f4-9cb6-48a4-8fe4-d471c13881f6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.5778750000000001 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 21.36</div><input id='attrs-75744dc9-dd3d-4dab-8574-e9f7920f39dd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-75744dc9-dd3d-4dab-8574-e9f7920f39dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb078a1f-71af-4dda-8808-6cfcb1ec7315' class='xr-var-data-in' type='checkbox'><label for='data-fb078a1f-71af-4dda-8808-6cfcb1ec7315' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>21.35814799897336 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 5.889</div><input id='attrs-53892c57-0bbc-4031-9a8f-084523722767' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-53892c57-0bbc-4031-9a8f-084523722767' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-32e1f643-0dc0-4da1-9222-1f6273fb46f4' class='xr-var-data-in' type='checkbox'><label for='data-32e1f643-0dc0-4da1-9222-1f6273fb46f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.8886658045102305 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_radiation_from_core_seeded_impurity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0</div><input id='attrs-e19f1c51-a6e5-44a7-85da-c479babd60c5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e19f1c51-a6e5-44a7-85da-c479babd60c5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de32c150-c390-4364-acd2-63d84af07730' class='xr-var-data-in' type='checkbox'><label for='data-de32c150-c390-4364-acd2-63d84af07730' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>min_P_radiation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 0.0</div><input id='attrs-287aa52c-7318-4fb7-bea8-7325c2acbda4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-287aa52c-7318-4fb7-bea8-7325c2acbda4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ff5a155-f77a-4141-bb43-657d5dc9532a' class='xr-var-data-in' type='checkbox'><label for='data-7ff5a155-f77a-4141-bb43-657d5dc9532a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_beta</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m·percent·T/MA] 0.9298</div><input id='attrs-40f90489-2e70-4ca9-9946-f64a8195ce75' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-40f90489-2e70-4ca9-9946-f64a8195ce75' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-661f87a8-93cc-4690-87c6-7f9755088939' class='xr-var-data-in' type='checkbox'><label for='data-661f87a8-93cc-4690-87c6-7f9755088939' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9297754847754564 meter percent tesla/megaampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_total</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01163</div><input id='attrs-40c51fda-fbea-4e45-87f9-86d12de14e42' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-40c51fda-fbea-4e45-87f9-86d12de14e42' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-263c6a1e-33a4-426a-ada3-51ff29673cc5' class='xr-var-data-in' type='checkbox'><label for='data-263c6a1e-33a4-426a-ada3-51ff29673cc5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.011632527455851185 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_poloidal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.1974</div><input id='attrs-77525e22-c97d-406a-a97e-b57e34ce5b0b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-77525e22-c97d-406a-a97e-b57e34ce5b0b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce46716a-9fba-4c66-bf4f-4f1f1425fc7c' class='xr-var-data-in' type='checkbox'><label for='data-ce46716a-9fba-4c66-bf4f-4f1f1425fc7c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.19742242875250135 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>beta_toroidal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.01236</div><input id='attrs-02b20ff3-4276-46c8-8633-9790591b5305' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-02b20ff3-4276-46c8-8633-9790591b5305' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a5b2367-9763-47c0-9e88-36c59e25ca04' class='xr-var-data-in' type='checkbox'><label for='data-3a5b2367-9763-47c0-9e88-36c59e25ca04' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.012360853882996833 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[s] 0.6623</div><input id='attrs-6e419b5e-69cc-463f-b7fd-1e1d034f5938' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6e419b5e-69cc-463f-b7fd-1e1d034f5938' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1ea3bfd-b399-46cc-b654-0b2d779df3fb' class='xr-var-data-in' type='checkbox'><label for='data-f1ea3bfd-b399-46cc-b654-0b2d779df3fb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6623169006550258 second</div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_in</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MW] 31.46</div><input id='attrs-e140a23c-4710-416f-9140-e01d88d05731' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e140a23c-4710-416f-9140-e01d88d05731' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a36eea1-99d2-4f19-9432-3092efb94794' class='xr-var-data-in' type='checkbox'><label for='data-6a36eea1-99d2-4f19-9432-3092efb94794' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>31.46283632243214 megawatt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_stored_energy</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[MJ] 20.84</div><input id='attrs-1a713ded-76f8-4277-824c-703f144c3e0c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1a713ded-76f8-4277-824c-703f144c3e0c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-27cc49bf-b966-4cd7-8288-e2b219ffa775' class='xr-var-data-in' type='checkbox'><label for='data-27cc49bf-b966-4cd7-8288-e2b219ffa775' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>20.838368238889625 megajoule</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 9.138</div><input id='attrs-a5e6bc6a-e818-44f1-92c2-4f6e52c502ce' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a5e6bc6a-e818-44f1-92c2-4f6e52c502ce' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7513b86c-b976-4bde-9254-ea749578201c' class='xr-var-data-in' type='checkbox'><label for='data-7513b86c-b976-4bde-9254-ea749578201c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.137931034482758 kiloelectron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_ion_mass</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[u] 2.5</div><input id='attrs-96b12a07-ca4a-4c20-a264-1a9ff8e82f85' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-96b12a07-ca4a-4c20-a264-1a9ff8e82f85' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c33a0708-7b6b-450d-98d4-f1a6ef5f2c51' class='xr-var-data-in' type='checkbox'><label for='data-c33a0708-7b6b-450d-98d4-f1a6ef5f2c51' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 unified_atomic_mass_unit</div></li><li class='xr-var-item'><div class='xr-var-name'><span>q_star</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 3.29</div><input id='attrs-b86fb034-405b-4d73-b228-e9147bd6822d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b86fb034-405b-4d73-b228-e9147bd6822d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b3ef853e-a9a5-4987-96f8-d0e00c0cd723' class='xr-var-data-in' type='checkbox'><label for='data-b3ef853e-a9a5-4987-96f8-d0e00c0cd723' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>3.2902757162288694 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>f_shaping</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.672</div><input id='attrs-97af0f85-ccfc-4c49-bdb2-abf7be3ecb35' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-97af0f85-ccfc-4c49-bdb2-abf7be3ecb35' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2c18f98b-398d-444d-9ed7-db6034c17e4f' class='xr-var-data-in' type='checkbox'><label for='data-2c18f98b-398d-444d-9ed7-db6034c17e4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.6721853873123846 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_area</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m²] 55.54</div><input id='attrs-d5fadaad-f03d-492c-9ab7-aa5150da4915' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d5fadaad-f03d-492c-9ab7-aa5150da4915' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bc1eb23a-b8db-4066-9ac0-d5b274065c96' class='xr-var-data-in' type='checkbox'><label for='data-bc1eb23a-b8db-4066-9ac0-d5b274065c96' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>55.536257947812175 meter<sup>2</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_volume</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m³] 19.79</div><input id='attrs-5a5f30f3-556f-4146-a532-0b614b01869b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a5f30f3-556f-4146-a532-0b614b01869b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2790ae27-66b3-40d4-b5e7-31b81840515e' class='xr-var-data-in' type='checkbox'><label for='data-2790ae27-66b3-40d4-b5e7-31b81840515e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>19.79484837055445 meter<sup>3</sup></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.122</div><input id='attrs-a8b13223-2a95-407b-88fb-049fb82a85b6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a8b13223-2a95-407b-88fb-049fb82a85b6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fdf119d-5325-460b-9fdf-b774b8599a2a' class='xr-var-data-in' type='checkbox'><label for='data-3fdf119d-5325-460b-9fdf-b774b8599a2a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.1221579687499998 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minor_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 0.57</div><input id='attrs-d62b232c-d3b2-4f67-80c0-a5363a79d62a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d62b232c-d3b2-4f67-80c0-a5363a79d62a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c87070f9-9813-498d-b376-77a6b7e892f5' class='xr-var-data-in' type='checkbox'><label for='data-c87070f9-9813-498d-b376-77a6b7e892f5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.569985 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_triangularity</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.54</div><input id='attrs-112d58ff-8f1d-4030-956a-e969ff0a94ba' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-112d58ff-8f1d-4030-956a-e969ff0a94ba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3449eaf5-a3b4-485e-9c97-0ad5e8be33c0' class='xr-var-data-in' type='checkbox'><label for='data-3449eaf5-a3b4-485e-9c97-0ad5e8be33c0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.54 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>separatrix_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.969</div><input id='attrs-f295eff6-64d4-46b3-b9d9-0285f7fb588e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f295eff6-64d4-46b3-b9d9-0285f7fb588e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ecc7422-debc-47c1-998f-04e63473395b' class='xr-var-data-in' type='checkbox'><label for='data-9ecc7422-debc-47c1-998f-04e63473395b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.96875 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>atomic_data</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&lt;cfspopcon.formulas.atomic_data....</div><input id='attrs-6a38eb03-49ab-46b0-8980-4851985b4159' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6a38eb03-49ab-46b0-8980-4851985b4159' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbebab11-3bf5-46a9-9880-20befeb03115' class='xr-var-data-in' type='checkbox'><label for='data-dbebab11-3bf5-46a9-9880-20befeb03115' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;cfspopcon.formulas.atomic_data.atomic_data.AtomicData object at 0x17f4172f0&gt;,\n",
+       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>major_radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 1.85</div><input id='attrs-3c190990-9c81-42f5-8cd6-c32aa86c0ce6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3c190990-9c81-42f5-8cd6-c32aa86c0ce6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1d91bd6-9189-4903-b51b-8c8d6019c214' class='xr-var-data-in' type='checkbox'><label for='data-f1d91bd6-9189-4903-b51b-8c8d6019c214' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.85 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>magnetic_field_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[T] 12.2</div><input id='attrs-d3af839d-a9c1-4bc1-9b55-8ff836a9f3c9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d3af839d-a9c1-4bc1-9b55-8ff836a9f3c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-959e4b58-8583-4c48-b15b-fa9ce8638d8c' class='xr-var-data-in' type='checkbox'><label for='data-959e4b58-8583-4c48-b15b-fa9ce8638d8c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>12.2 tesla</div></li><li class='xr-var-item'><div class='xr-var-name'><span>inverse_aspect_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3081</div><input id='attrs-41965c24-3edd-4f23-832b-d9d4da1e86bc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-41965c24-3edd-4f23-832b-d9d4da1e86bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9ca80a61-6c4d-4938-afca-c907de9a6ab5' class='xr-var-data-in' type='checkbox'><label for='data-9ca80a61-6c4d-4938-afca-c907de9a6ab5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3081 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>areal_elongation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.75</div><input id='attrs-bbde6b30-5e3e-43b8-bb20-9099c6f6548f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bbde6b30-5e3e-43b8-bb20-9099c6f6548f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-12e8503e-59e0-4b9a-806e-cd2bce47e5b3' class='xr-var-data-in' type='checkbox'><label for='data-12e8503e-59e0-4b9a-806e-cd2bce47e5b3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.75 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_sep_to_areal</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.125</div><input id='attrs-4c8d5352-1170-4355-ac47-86a04240a07d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4c8d5352-1170-4355-ac47-86a04240a07d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8b6a8d7-49fc-4adf-bd5c-97919c4cfc42' class='xr-var-data-in' type='checkbox'><label for='data-a8b6a8d7-49fc-4adf-bd5c-97919c4cfc42' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.125 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>elongation_ratio_areal_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.025</div><input id='attrs-34f16262-290d-47e2-bb68-981fa4ca017c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-34f16262-290d-47e2-bb68-981fa4ca017c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1c8b7e0-ef02-417a-99fd-24b264d77187' class='xr-var-data-in' type='checkbox'><label for='data-b1c8b7e0-ef02-417a-99fd-24b264d77187' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.025 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-ca1aad28-2ea6-495c-a453-c5fe9c7250c3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ca1aad28-2ea6-495c-a453-c5fe9c7250c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2072841f-f98b-42d9-9455-9b99e0fb80a1' class='xr-var-data-in' type='checkbox'><label for='data-2072841f-f98b-42d9-9455-9b99e0fb80a1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>triangularity_ratio_sep_to_psi95</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.8</div><input id='attrs-d8f4e904-37e8-490b-a2fa-9fbbb4b451a0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d8f4e904-37e8-490b-a2fa-9fbbb4b451a0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7071e14d-97f6-4df1-bb31-7570e674dfa8' class='xr-var-data-in' type='checkbox'><label for='data-7071e14d-97f6-4df1-bb31-7570e674dfa8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.8 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>plasma_current</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[A] 8.7e+06</div><input id='attrs-d8abd416-0be4-49d7-b4b9-60a20bec5d64' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d8abd416-0be4-49d7-b4b9-60a20bec5d64' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91675893-0c29-4166-9af4-48b139e8381d' class='xr-var-data-in' type='checkbox'><label for='data-91675893-0c29-4166-9af4-48b139e8381d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>8700000.0 ampere</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_external_power_coupled</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.9</div><input id='attrs-d4eb5ced-3b53-41e4-addd-764b3409e3f6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d4eb5ced-3b53-41e4-addd-764b3409e3f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0772ffa6-0436-4eca-81a4-5a215876e900' class='xr-var-data-in' type='checkbox'><label for='data-0772ffa6-0436-4eca-81a4-5a215876e900' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.9 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>fusion_reaction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U17</div><div class='xr-var-preview xr-preview'>&#x27;DTFusionBoschHale&#x27;</div><input id='attrs-339a6bee-76dc-4679-9132-d9a23380ced4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-339a6bee-76dc-4679-9132-d9a23380ced4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-156eabae-7a78-4310-9127-72ed0a2e7196' class='xr-var-data-in' type='checkbox'><label for='data-156eabae-7a78-4310-9127-72ed0a2e7196' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;DTFusionBoschHale&#x27;, dtype=&#x27;&lt;U17&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heavier_fuel_species_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.5</div><input id='attrs-314ca03d-cd09-47e4-956a-237004542db2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-314ca03d-cd09-47e4-956a-237004542db2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a84dff09-80d5-4404-a3aa-43070408509d' class='xr-var-data-in' type='checkbox'><label for='data-a84dff09-80d5-4404-a3aa-43070408509d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>density_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-a7911ad0-0a9f-4457-8476-a5933c737da9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a7911ad0-0a9f-4457-8476-a5933c737da9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d0c75d41-7b4a-49ab-894d-cf96c5dd5990' class='xr-var-data-in' type='checkbox'><label for='data-d0c75d41-7b4a-49ab-894d-cf96c5dd5990' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>temp_profile_form</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>ProfileForm.prf</div><input id='attrs-513d9133-5d8d-4663-a1f2-8937fae8fd11' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-513d9133-5d8d-4663-a1f2-8937fae8fd11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49318f8c-06be-4e58-b634-3c72bd257c5f' class='xr-var-data-in' type='checkbox'><label for='data-49318f8c-06be-4e58-b634-3c72bd257c5f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;ProfileForm.prf: 2&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>normalized_inverse_temp_scale_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-ef841a90-5b00-4ddf-9d2f-e742222fdc8c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ef841a90-5b00-4ddf-9d2f-e742222fdc8c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c3ef555-e975-44e8-991b-f0580f13cd2e' class='xr-var-data-in' type='checkbox'><label for='data-8c3ef555-e975-44e8-991b-f0580f13cd2e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>electron_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.1</div><input id='attrs-77e4a70b-f3b3-4fdc-a115-2cf038aea083' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-77e4a70b-f3b3-4fdc-a115-2cf038aea083' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-021cd085-9b57-4dfd-b872-ca9779659652' class='xr-var-data-in' type='checkbox'><label for='data-021cd085-9b57-4dfd-b872-ca9779659652' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_density_peaking_offset</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] -0.2</div><input id='attrs-e7d0bab6-91ff-49c9-8347-8237fc8138a4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e7d0bab6-91ff-49c9-8347-8237fc8138a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2564a3cd-7cc1-45be-98e7-4428e5f52a81' class='xr-var-data-in' type='checkbox'><label for='data-2564a3cd-7cc1-45be-98e7-4428e5f52a81' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>-0.2 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>temperature_peaking</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 2.5</div><input id='attrs-f4e66812-104e-47ff-b8af-c97cc7d092d2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f4e66812-104e-47ff-b8af-c97cc7d092d2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e9c6f25-3a75-45a2-94cf-e50e8355c8ba' class='xr-var-data-in' type='checkbox'><label for='data-3e9c6f25-3a75-45a2-94cf-e50e8355c8ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ion_to_electron_temp_ratio</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-d2b83ecb-3e3c-4f6b-8798-dacb57496c69' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d2b83ecb-3e3c-4f6b-8798-dacb57496c69' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7060eda5-0758-413f-a0da-5cb40a3a7bf9' class='xr-var-data-in' type='checkbox'><label for='data-7060eda5-0758-413f-a0da-5cb40a3a7bf9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_threshold_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-b6702b0b-b960-411a-821a-ad1b3c742f50' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b6702b0b-b960-411a-821a-ad1b3c742f50' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24820863-23f1-4353-b8ee-e1b98c4865bb' class='xr-var-data-in' type='checkbox'><label for='data-24820863-23f1-4353-b8ee-e1b98c4865bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>confinement_time_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-7832e952-08b5-4d6a-9c73-355fe4f4d036' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7832e952-08b5-4d6a-9c73-355fe4f4d036' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-968668fc-d89f-4c9a-84a1-6303455a06e3' class='xr-var-data-in' type='checkbox'><label for='data-968668fc-d89f-4c9a-84a1-6303455a06e3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy_confinement_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U8</div><div class='xr-var-preview xr-preview'>&#x27;ITER98y2&#x27;</div><input id='attrs-69508ec3-756f-4b99-b4a2-8f0c4cdd3b46' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-69508ec3-756f-4b99-b4a2-8f0c4cdd3b46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0629ed7e-1074-47c3-b33a-f15263fc347e' class='xr-var-data-in' type='checkbox'><label for='data-0629ed7e-1074-47c3-b33a-f15263fc347e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;ITER98y2&#x27;, dtype=&#x27;&lt;U8&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_method</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>RadiationMethod.Radas</div><input id='attrs-7e97c7be-6400-4df8-832e-8096df60fd45' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7e97c7be-6400-4df8-832e-8096df60fd45' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1358202-e2a6-4f99-8fab-428b085f2ae0' class='xr-var-data-in' type='checkbox'><label for='data-b1358202-e2a6-4f99-8fab-428b085f2ae0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;RadiationMethod.Radas: &#x27;Impurity line and bremsstrahlung radiation, using coronal Lz curves from Radas&#x27;&gt;,\n",
+       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radiated_power_scalar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-90113704-614b-47f7-a318-bc2ecdf304b2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-90113704-614b-47f7-a318-bc2ecdf304b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2812e9b-e939-4719-8d46-f8fd25c006a5' class='xr-var-data-in' type='checkbox'><label for='data-d2812e9b-e939-4719-8d46-f8fd25c006a5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>minimum_core_radiated_fraction</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.0</div><input id='attrs-9a75d190-1ed0-47a7-b020-e58bde284c21' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9a75d190-1ed0-47a7-b020-e58bde284c21' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-30a2add5-d28e-4bcf-b77f-2f62336a4cb9' class='xr-var-data-in' type='checkbox'><label for='data-30a2add5-d28e-4bcf-b77f-2f62336a4cb9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>radas_dir</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>/Users/tbody/Projects/cfspopcon/...</div><input id='attrs-d1496c79-1c91-400e-a68e-091708a21027' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d1496c79-1c91-400e-a68e-091708a21027' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-28baae08-b41d-4513-a64c-09e1fb26f453' class='xr-var-data-in' type='checkbox'><label for='data-28baae08-b41d-4513-a64c-09e1fb26f453' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(PosixPath(&#x27;/Users/tbody/Projects/cfspopcon/radas_dir&#x27;), dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>intrinsic_impurity_concentration</span></div><div class='xr-var-dims'>(dim_species)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.06 0.0031 nan nan 1.5e-05</div><input id='attrs-4937a85d-20ea-4404-98bf-c0a944c15a94' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4937a85d-20ea-4404-98bf-c0a944c15a94' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3d9beb82-26bc-4283-b650-1c7eb7811e37' class='xr-var-data-in' type='checkbox'><label for='data-3d9beb82-26bc-4283-b650-1c7eb7811e37' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[0.06 0.0031 nan nan 1.5e-05]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>dimensionless</td></tr></tbody></table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>core_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Xenon</div><input id='attrs-af1b76a1-83c8-4266-940e-845c40f30909' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-af1b76a1-83c8-4266-940e-845c40f30909' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ef68742-46df-4c69-96ef-3719a19b316b' class='xr-var-data-in' type='checkbox'><label for='data-0ef68742-46df-4c69-96ef-3719a19b316b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Xenon: 54&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nesep_over_nebar</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.3</div><input id='attrs-dda8986d-a38b-4bdb-85b3-8f644560386a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-dda8986d-a38b-4bdb-85b3-8f644560386a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9db87fdd-e9e7-4f6a-94d6-954cbc48fbc3' class='xr-var-data-in' type='checkbox'><label for='data-9db87fdd-e9e7-4f6a-94d6-954cbc48fbc3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>toroidal_flux_expansion</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6974</div><input id='attrs-0559b084-e85d-4f4b-9362-9fc45eee0664' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0559b084-e85d-4f4b-9362-9fc45eee0664' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-656ec342-fa0d-4503-b64d-70bb8a429916' class='xr-var-data-in' type='checkbox'><label for='data-656ec342-fa0d-4503-b64d-70bb8a429916' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6974 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>parallel_connection_length</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[m] 30.0</div><input id='attrs-b1c9b31f-49ed-406c-972e-f09dd85450c0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b1c9b31f-49ed-406c-972e-f09dd85450c0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2e8783b-0122-4df2-8c6a-2b86da54c30b' class='xr-var-data-in' type='checkbox'><label for='data-d2e8783b-0122-4df2-8c6a-2b86da54c30b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>30.0 meter</div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_scaling</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>LambdaQScaling.EichRegression15</div><input id='attrs-379fc23f-e3d3-4afb-8084-fa0ad9a91c34' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-379fc23f-e3d3-4afb-8084-fa0ad9a91c34' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4968d294-a5df-45d0-845b-ff1d41df504f' class='xr-var-data-in' type='checkbox'><label for='data-4968d294-a5df-45d0-845b-ff1d41df504f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;LambdaQScaling.EichRegression15: 3&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lambda_q_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 1.0</div><input id='attrs-0b3ccd92-2d5e-4e49-bf8b-d5e239910e8b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0b3ccd92-2d5e-4e49-bf8b-d5e239910e8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-867b1719-da7f-493b-a37b-0a947a3e1436' class='xr-var-data-in' type='checkbox'><label for='data-867b1719-da7f-493b-a37b-0a947a3e1436' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>SOL_momentum_loss_function</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>MomentumLossFunction.KotovReiter</div><input id='attrs-18d7f933-09d4-4744-bc01-2b166f087f47' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-18d7f933-09d4-4744-bc01-2b166f087f47' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ea6e2c6-5482-48af-96c7-d70621babd95' class='xr-var-data-in' type='checkbox'><label for='data-8ea6e2c6-5482-48af-96c7-d70621babd95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;MomentumLossFunction.KotovReiter: 1&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>fraction_of_P_SOL_to_divertor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-51beda93-371b-46f7-829e-948a60597300' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-51beda93-371b-46f7-829e-948a60597300' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31628979-cddd-4e6a-b534-baad7f9b5154' class='xr-var-data-in' type='checkbox'><label for='data-31628979-cddd-4e6a-b534-baad7f9b5154' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>kappa_e0</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[W/eV³⋅⁵/m] 2.6e+03</div><input id='attrs-5f11f098-21e6-4525-82ea-bc7d8d8add28' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5f11f098-21e6-4525-82ea-bc7d8d8add28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eea153d8-2e86-4235-8bef-3dac6f7ec0d8' class='xr-var-data-in' type='checkbox'><label for='data-eea153d8-2e86-4235-8bef-3dac6f7ec0d8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>2600.0 watt/(electron_volt<sup>3.5</sup> meter)</div></li><li class='xr-var-item'><div class='xr-var-name'><span>target_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[eV] 25.0</div><input id='attrs-d315073b-aaa6-479f-bb6e-a0c8cf24ba8c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d315073b-aaa6-479f-bb6e-a0c8cf24ba8c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eeaa80ce-f7c5-494f-92ea-1349bbc1db1e' class='xr-var-data-in' type='checkbox'><label for='data-eeaa80ce-f7c5-494f-92ea-1349bbc1db1e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 electron_volt</div></li><li class='xr-var-item'><div class='xr-var-name'><span>sheath_heat_transmission_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 7.5</div><input id='attrs-1e4ae641-37c3-4e1a-89fa-347a04daba01' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1e4ae641-37c3-4e1a-89fa-347a04daba01' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af70cb4d-7a17-4f72-845c-f7bcbdb55c88' class='xr-var-data-in' type='checkbox'><label for='data-af70cb4d-7a17-4f72-845c-f7bcbdb55c88' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>7.5 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_species</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>AtomicSpecies.Argon</div><input id='attrs-88e5a9ea-8c95-4366-b09b-75e51e586713' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-88e5a9ea-8c95-4366-b09b-75e51e586713' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8228a68-ec71-4f9a-8f08-6ecf3f8e5a98' class='xr-var-data-in' type='checkbox'><label for='data-e8228a68-ec71-4f9a-8f08-6ecf3f8e5a98' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;AtomicSpecies.Argon: 18&gt;, dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lengyel_overestimation_factor</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 4.3</div><input id='attrs-2585aed8-8bbd-40c4-8d70-d2e772c3a450' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2585aed8-8bbd-40c4-8d70-d2e772c3a450' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-38d06860-f3a0-4c73-976f-00134491fde4' class='xr-var-data-in' type='checkbox'><label for='data-38d06860-f3a0-4c73-976f-00134491fde4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>4.3 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>edge_impurity_enrichment</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 5.0</div><input id='attrs-fb073cd4-0223-4443-bf7b-a85497faf80d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fb073cd4-0223-4443-bf7b-a85497faf80d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-051da0de-4c03-4c6e-a42d-3ccb2315d80e' class='xr-var-data-in' type='checkbox'><label for='data-051da0de-4c03-4c6e-a42d-3ccb2315d80e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>5.0 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>surface_inductance_coefficients</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-1409dadf-f7c1-4213-9148-b27d1c77f742' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1409dadf-f7c1-4213-9148-b27d1c77f742' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-682df8e8-d33e-4c2d-bf2a-575721dbefa5' class='xr-var-data-in' type='checkbox'><label for='data-682df8e8-d33e-4c2d-bf2a-575721dbefa5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>total_flux_available_from_CS</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[Wb] 35</div><input id='attrs-57d4677a-12b5-4a5d-aaf0-0e6893ad9f01' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-57d4677a-12b5-4a5d-aaf0-0e6893ad9f01' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2324b2b5-5648-46ef-b461-bf2980bae434' class='xr-var-data-in' type='checkbox'><label for='data-2324b2b5-5648-46ef-b461-bf2980bae434' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>35 weber</div></li><li class='xr-var-item'><div class='xr-var-name'><span>ejima_coefficient</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[] 0.6</div><input id='attrs-55ab6da1-3789-4380-b42f-d1db2d50d058' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-55ab6da1-3789-4380-b42f-d1db2d50d058' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-272d63c0-fa68-4770-9192-d8c343c97efb' class='xr-var-data-in' type='checkbox'><label for='data-272d63c0-fa68-4770-9192-d8c343c97efb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>0.6 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>safety_factor_on_axis</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>[] 1</div><input id='attrs-e4f1b8e7-3271-4be6-b80d-458be9f57e12' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e4f1b8e7-3271-4be6-b80d-458be9f57e12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3e78755-152d-44f7-9a03-626170e8ed72' class='xr-var-data-in' type='checkbox'><label for='data-f3e78755-152d-44f7-9a03-626170e8ed72' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>1 dimensionless</div></li><li class='xr-var-item'><div class='xr-var-name'><span>vertical_magnetic_field_equation</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>&lt;U4</div><div class='xr-var-preview xr-preview'>&#x27;Barr&#x27;</div><input id='attrs-fc231767-465e-4353-b6eb-e98c5e65e502' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fc231767-465e-4353-b6eb-e98c5e65e502' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0a2ba11-1ed0-407a-8254-ddf2e703c1b9' class='xr-var-data-in' type='checkbox'><label for='data-b0a2ba11-1ed0-407a-8254-ddf2e703c1b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&#x27;Barr&#x27;, dtype=&#x27;&lt;U4&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[1e19 m^-3] 25.0</div><input id='attrs-a9344522-554f-4b6c-9ef4-346e0801d183' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a9344522-554f-4b6c-9ef4-346e0801d183' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6afaf565-0691-4108-a845-6091460af4e5' class='xr-var-data-in' type='checkbox'><label for='data-6afaf565-0691-4108-a845-6091460af4e5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>25.0 _1e19_per_cubic_metre</div></li><li class='xr-var-item'><div class='xr-var-name'><span>average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>[keV] 9.138</div><input id='attrs-81f77aa1-2c18-487c-a7e8-d2a38b9a88c5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-81f77aa1-2c18-487c-a7e8-d2a38b9a88c5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-25261afb-aa86-48db-9b02-9b521bdd6685' class='xr-var-data-in' type='checkbox'><label for='data-25261afb-aa86-48db-9b02-9b521bdd6685' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'>9.137931034482758 kiloelectron_volt</div></li></ul></div></li><li class='xr-section-item'><input id='section-2cb4a6a1-eaba-4db5-bfbf-287359bacbb3' class='xr-section-summary-in' type='checkbox'  ><label for='section-2cb4a6a1-eaba-4db5-bfbf-287359bacbb3' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>dim_species</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-695fee2e-07e9-4513-ab95-eb5737d10efd' class='xr-index-data-in' type='checkbox'/><label for='index-695fee2e-07e9-4513-ab95-eb5737d10efd' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  AtomicSpecies.Helium,   AtomicSpecies.Oxygen,    AtomicSpecies.Argon,\n",
        "          AtomicSpecies.Xenon, AtomicSpecies.Tungsten],\n",
-       "      dtype=&#x27;object&#x27;, name=&#x27;dim_species&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-30518f5b-c5d3-4be7-a505-2bab6370bddb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-30518f5b-c5d3-4be7-a505-2bab6370bddb' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+       "      dtype=&#x27;object&#x27;, name=&#x27;dim_species&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7fec593f-9480-48b4-9e7e-cbcd8f4b9231' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7fec593f-9480-48b4-9e7e-cbcd8f4b9231' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
       ],
       "text/plain": [
        "<xarray.Dataset> Size: 3kB\n",
@@ -2154,7 +2158,7 @@
        "    dim_average_electron_density           float64 8B 25.0\n",
        "  * dim_species                            (dim_species) object 40B AtomicSpe...\n",
        "Dimensions without coordinates: dim_rho\n",
-       "Data variables: (12/147)\n",
+       "Data variables: (12/148)\n",
        "    current_relaxation_time                float64 8B [s] 16.36\n",
        "    peak_pressure                          float64 8B [Pa] 2.469e+06\n",
        "    fusion_triple_product                  float64 8B [1e10 m^-3·keV·s] 45.28\n",
@@ -2229,6 +2233,7 @@
        "}\n",
        "\n",
        "html[theme=dark],\n",
+       "html[data-theme=dark],\n",
        "body[data-theme=dark],\n",
        "body.vscode-dark {\n",
        "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
@@ -2565,7 +2570,7 @@
        "&lt;Quantity(25574170.517921906, &#x27;watt&#x27;)&gt;\n",
        "Coordinates:\n",
        "    dim_average_electron_temp     float64 8B 9.138\n",
-       "    dim_average_electron_density  float64 8B 25.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'power_crossing_separatrix'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-945c2801-bb7e-4e19-8a3e-05d3bcf95f48' class='xr-array-in' type='checkbox' checked><label for='section-945c2801-bb7e-4e19-8a3e-05d3bcf95f48' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>[W] 2.557e+07</span></div><div class='xr-array-data'>25574170.517921906 watt</div></div></li><li class='xr-section-item'><input id='section-73feaffc-688c-44e8-8379-eba55c969255' class='xr-section-summary-in' type='checkbox'  checked><label for='section-73feaffc-688c-44e8-8379-eba55c969255' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.138</div><input id='attrs-3ca96402-3ad9-44a8-82a6-0ac4ba4b7349' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3ca96402-3ad9-44a8-82a6-0ac4ba4b7349' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0961a2a9-4c1d-4b18-be8c-65505c280b8d' class='xr-var-data-in' type='checkbox'><label for='data-0961a2a9-4c1d-4b18-be8c-65505c280b8d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(9.13793103)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>25.0</div><input id='attrs-f469976a-e70c-476b-99aa-9fb8f920c4a9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f469976a-e70c-476b-99aa-9fb8f920c4a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-716a1329-fb1f-49e0-b2e4-b6deb9a0dcba' class='xr-var-data-in' type='checkbox'><label for='data-716a1329-fb1f-49e0-b2e4-b6deb9a0dcba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(25.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-feb9c102-9326-48f2-8198-27301dbc06ae' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-feb9c102-9326-48f2-8198-27301dbc06ae' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-2cad3d3d-335b-49c5-b8d2-4f1e1cbbd71e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2cad3d3d-335b-49c5-b8d2-4f1e1cbbd71e' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
+       "    dim_average_electron_density  float64 8B 25.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'power_crossing_separatrix'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-5ad96196-87bd-44ba-99c0-b0194ac731e6' class='xr-array-in' type='checkbox' checked><label for='section-5ad96196-87bd-44ba-99c0-b0194ac731e6' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>[W] 2.557e+07</span></div><div class='xr-array-data'>25574170.517921906 watt</div></div></li><li class='xr-section-item'><input id='section-5a118528-f00c-47eb-a363-87cd3121d560' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5a118528-f00c-47eb-a363-87cd3121d560' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_temp</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>9.138</div><input id='attrs-2edb3752-d249-4bf1-a10d-e9b5af97d962' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2edb3752-d249-4bf1-a10d-e9b5af97d962' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cdf31d21-d217-47ac-8d94-5ac8f7cfcf09' class='xr-var-data-in' type='checkbox'><label for='data-cdf31d21-d217-47ac-8d94-5ac8f7cfcf09' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(9.13793103)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>dim_average_electron_density</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>25.0</div><input id='attrs-bd6025f1-c632-413d-9188-74a4bb0d66c7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd6025f1-c632-413d-9188-74a4bb0d66c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-64b9503f-7d4e-41e6-a523-0ea78b880684' class='xr-var-data-in' type='checkbox'><label for='data-64b9503f-7d4e-41e6-a523-0ea78b880684' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(25.)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-359ef379-f476-48cf-9cf9-d727a6c86f9a' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-359ef379-f476-48cf-9cf9-d727a6c86f9a' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-80c271cd-89a4-484d-877b-612aeec4658b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-80c271cd-89a4-484d-877b-612aeec4658b' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
       ],
       "text/plain": [
        "<xarray.DataArray 'power_crossing_separatrix' ()> Size: 8B\n",
@@ -2599,7 +2604,7 @@
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x15761b8f0>]"
+       "[<matplotlib.lines.Line2D at 0x32febccb0>]"
       ]
      },
      "execution_count": 17,
@@ -2608,7 +2613,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
diff --git a/docs/doc_sources/separatrix_operational_space.ipynb b/docs/doc_sources/separatrix_operational_space.ipynb
index 48f2362..4eb2fa1 100644
--- a/docs/doc_sources/separatrix_operational_space.ipynb
+++ b/docs/doc_sources/separatrix_operational_space.ipynb
@@ -18,8 +18,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "/Users/tbody/Code/cfspopcon\n",
-      "Running in /Users/tbody/Code/cfspopcon\n"
+      "/Users/tbody/Projects/cfspopcon\n",
+      "Running in /Users/tbody/Projects/cfspopcon\n"
      ]
     }
    ],
@@ -82,7 +82,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -145,7 +145,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 2 Axes>"
       ]
diff --git a/docs/doc_sources/time_independent_inductances_and_fluxes.ipynb b/docs/doc_sources/time_independent_inductances_and_fluxes.ipynb
index ff0f1fb..84a5973 100644
--- a/docs/doc_sources/time_independent_inductances_and_fluxes.ipynb
+++ b/docs/doc_sources/time_independent_inductances_and_fluxes.ipynb
@@ -20,8 +20,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "/Users/tbody/Code/cfspopcon\n",
-      "Running in /Users/tbody/Code/cfspopcon\n"
+      "/Users/tbody/Projects/cfspopcon\n",
+      "Running in /Users/tbody/Projects/cfspopcon\n"
      ]
     }
    ],
@@ -487,7 +487,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 1500x500 with 1 Axes>"
       ]
@@ -606,7 +606,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 1200x900 with 2 Axes>"
       ]
diff --git a/docs/doc_sources/understanding_algorithms.ipynb b/docs/doc_sources/understanding_algorithms.ipynb
index db51f58..e7de3bf 100644
--- a/docs/doc_sources/understanding_algorithms.ipynb
+++ b/docs/doc_sources/understanding_algorithms.ipynb
@@ -24,8 +24,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "/Users/tbody/Code/cfspopcon\n",
-      "Running in /Users/tbody/Code/cfspopcon\n"
+      "/Users/tbody/Projects/cfspopcon\n",
+      "Running in /Users/tbody/Projects/cfspopcon\n"
      ]
     }
    ],
@@ -146,7 +146,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.collections.PathCollection at 0x146615160>"
+       "<matplotlib.collections.PathCollection at 0x13161b1d0>"
       ]
      },
      "execution_count": 4,
@@ -155,7 +155,7 @@
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -289,7 +289,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.collections.PathCollection at 0x146635250>"
+       "<matplotlib.collections.PathCollection at 0x13166ce00>"
       ]
      },
      "execution_count": 8,
@@ -298,7 +298,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -336,7 +336,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.collections.PathCollection at 0x1466c41d0>"
+       "<matplotlib.collections.PathCollection at 0x13167fe90>"
       ]
      },
      "execution_count": 9,
@@ -345,7 +345,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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Ttm1bzZo1Sx9//LE6d+58ywDgyZMnu6w4AACA2zF9b6aIiIjSV2az6auvvnJ6XStWrNCKFSv09ddfS5I6duyouXPnasiQIZKka9euadq0adq4caPy8/MVGxur119/3dQhLu7NBACA9Zj5/XbrjSbff/99eXt7q02bNjIMQ2+99ZYWLVqkw4cPq2PHjnr66ae1fft2rV27VkFBQZo4caK8vLy0b98+p1+DMAMAgPVYJsyUJDg4WIsWLdLDDz+shg0bav369Xr44YclSSdOnFD79u2VkpKiXr16ObU+wgwAANZj5vfbqQHAcXFxysvLc7qAWbNm6fLly07PL0lFRUXauHGj8vLyFB0drdTUVBUWFiomJsY+T2RkpJo1a6aUlBRT6wYAANWXU2Fm2bJlunr1qtMrTUhIUFZWllPzHj16VHXq1JGfn5/+8Ic/6L333lOHDh2Unp4uX19f1a1b12H+0NBQpaenl7q+/Px85eTkODwAAED15dTZTIZhqG3btk7fIdvMXpx27drpyJEjys7O1rvvvquxY8cqOTnZ6eVvFh8fr/nz55d7eQAAYC1OhZk1a9aYXrGzZxz5+vra78AdFRWl//znP1q2bJlGjRqlgoICZWVlOeydycjIUFhYWKnrmzVrluLi4uzPc3JyFB4ebrp+AABgDU6FmbFjx1Z2HXbFxcXKz89XVFSUfHx8tHv3bo0cOVKSdPLkSZ0/f17R0dGlLu/n5yc/P7+qKhcAALiZ6YvmudKsWbM0ZMgQNWvWTLm5uVq/fr2SkpK0c+dOBQUFafz48YqLi1NwcLACAwM1adIkRUdHO30mEwAAqP7cGmYyMzM1ZswYXbx4UUFBQerSpYt27type++9V5K0ZMkSeXl5aeTIkQ4XzQMAALjB464z42pcZwYAAOtx+XVmAAAAPFW5w8zp06e1c+dO/fjjj5J+On0bAACgqpkOM5cuXVJMTIzatm2r+++/XxcvXpQkjR8/XtOmTXN5gQAAAGUxHWamTp2qGjVq6Pz586pVq5a9fdSoUdqxY4dLiwMAALgd02cz7dq1Szt37lTTpk0d2tu0aaNz5865rDAAAABnmN4zk5eX57BH5obLly9zsToAAFDlTIeZvn37at26dfbnNptNxcXFWrhwoQYMGODS4gAAAG7H9GGmhQsXatCgQTp48KAKCgo0Y8YMff7557p8+bL27dtXGTUCAACUyvSemU6dOunLL79Unz59NHz4cOXl5emhhx7S4cOH1apVq8qoEQAAoFRcARgAAHgcM7/f5bo307Vr1/Tf//5XmZmZKi4udpj24IMPlmeVAAAA5WI6zOzYsUNjxozR999/f8s0m82moqIilxQGAADgDNNjZiZNmqRf/epXunjxooqLix0eBBkAAFDVTIeZjIwMxcXFKTQ0tDLqAQAAMMV0mHn44YeVlJRUCaUAAACYZ/pspqtXr+pXv/qVGjZsqM6dO8vHx8dh+uTJk11aYEVxNhMAANZTqWczbdiwQbt27ZK/v7+SkpJks9ns02w2m8eFGQAAUL2ZDjN//vOfNX/+fM2cOVNeXqaPUgEAALiU6TRSUFCgUaNGEWQAAIBHMJ1Ixo4dq02bNlVGLQAAAKaZPsxUVFSkhQsXaufOnerSpcstA4AXL17ssuIAAABux3SYOXr0qH7xi19Iko4dO+Yw7eeDgQEAAKqC6TCTmJhYGXUAAACUC6N4AQCApZneMzNgwIAyDyft2bOnQgUBAACYYTrMdOvWzeF5YWGhjhw5omPHjmns2LGuqgsAUM1dLypWDW+vUp8DzjIdZpYsWVJi+/PPP68rV65UuCAAQPVnGIaSvvxOCXtO62RGrtqFBmjiwNYaGBnCySQwzfS9mUpz+vRp3X333bp8+bIrVucy3JsJADzL9aJiJX35nX637qB+/gtks0mrxvRQv7YN2UMDU7/fLvtrSUlJkb+/v6tWBwCopmp4eylhz2nd/F9pw5ASEk8TZGCa6cNMDz30kMNzwzB08eJFHTx4UHPmzHFZYQCA6utkRm7J7ekltwNlMR1mgoKCHJ57eXmpXbt2euGFFzR48GCXFQYAqL7ahQbo8IWsW9vDAqq+GFie6TCzZs2ayqgDAHCHuF5UrIkDW+vJEsbMTBjQmrOaYBp/LQCAKlXD20sDI0O0akwPdW9WV7V9vdW9WV2tGtNDAyNDCDIwzak9M/Xq1XP6VDlPO5sJAOB5bDab+rVtqEHtQ+1t14uKOS0b5eJUmFm6dGkllwEAuNPcvAeGPTIoL6fCDFf2BQAAnsr0AGBJKioq0tatW3X8+HFJUseOHfXggw/K29vbpcUBAADcjukwc/r0ad1///369ttv1a5dO0lSfHy8wsPDtX37drVq1crlRQIAAJTG9AHKyZMnq1WrVrpw4YIOHTqkQ4cO6fz584qIiNDkyZMro0YAAIBSmd4zk5ycrP379ys4ONjeVr9+fS1YsEC9e/d2aXEAAAC3Y3rPjJ+fn3Jzb73c9JUrV+Tr6+uSogAAAJxlOsw88MADeuqpp3TgwAEZhiHDMLR//3794Q9/0IMPPlgZNQIAAJTKdJhZvny5WrVqpejoaPn7+8vf31+9e/dW69attWzZssqoEQAAoFSmx8zUrVtX27Zt06lTp3TixAlJUvv27dW6dWuXFwcAAHA7psPMxx9/rD59+qhNmzZq06ZNZdQEAADgNNOHmQYOHKiIiAg999xz+uKLLyqjJgAAAKeZDjNpaWmaNm2akpOT1alTJ3Xr1k2LFi3SN998Uxn1AQAAlMlmGIZR3oXPnj2r9evXa8OGDTpx4oR++ctfas+ePa6sr8JycnIUFBSk7OxsBQYGurscAADgBDO/3xUKM9JP92n68MMPNWfOHP33v/9VUVFRRVbncoQZAACsx8zvd7nvt75v3z798Y9/VKNGjfToo4+qU6dO2r59e3lXBwAAUC6mz2aaNWuWNm7cqLS0NN17771atmyZhg8frlq1alVGfQAAAGUyvWdm7969mj59ur799lt98MEHGj16dLmDTHx8vO666y4FBAQoJCREI0aM0MmTJx3muXbtmiZMmKD69eurTp06GjlypDIyMsr1egAAoPoxHWZuHF5q0KBBmfMNHTpUFy9eLHOe5ORkTZgwQfv379e///1vFRYWavDgwcrLy7PPM3XqVL3//vt65513lJycrLS0ND300ENmywYAANVUhQcAlyYgIECfffaZWrZs6fQy3333nUJCQpScnKxf/vKXys7OVsOGDbV+/Xo9/PDDkqQTJ06offv2SklJUa9evW67TgYAAwBgPVUyALgyZGdnS5KCg4MlSampqSosLFRMTIx9nsjISDVr1kwpKSklriM/P185OTkODwAAUH15TJgpLi7WlClT1Lt3b3Xq1EmSlJ6eLl9fX9WtW9dh3tDQUKWnp5e4nvj4eAUFBdkf4eHhlV06AABwI48JMxMmTNCxY8e0cePGCq1n1qxZys7Otj8uXLjgogoBAIAnMn1qdmWYOHGiPvjgA+3du1dNmza1t4eFhamgoEBZWVkOe2cyMjIUFhZW4rr8/Pzk5+dX2SUDAAAP4dY9M4ZhaOLEiXrvvfe0Z88eRUREOEyPioqSj4+Pdu/ebW87efKkzp8/r+jo6KouFwAAeKBK2zPz3HPP2QfylmbChAlav369tm3bpoCAAPs4mKCgINWsWVNBQUEaP3684uLiFBwcrMDAQE2aNEnR0dFOnckEAACqv3Kfmv3FF1/o/PnzKigocGh/8MEHnX9xm63E9jVr1ug3v/mNpJ8umjdt2jRt2LBB+fn5io2N1euvv17qYaabcWo2AADWU6k3mvzqq6/0P//zPzp69KhsNptuLH4jmHCjSQAAUFGVep2ZZ555RhEREcrMzFStWrX0+eefa+/everRo4eSkpLKWzMAAEC5mB4zk5KSoj179qhBgwby8vKSl5eX+vTpo/j4eE2ePFmHDx+ujDoBAABKZHrPTFFRkQICAiRJDRo0UFpamiSpefPmt9wkEgAAoLKZ3jPTqVMnffbZZ4qIiFDPnj21cOFC+fr66o033jB1HyYAAABXMB1mZs+ebb+r9QsvvKAHHnhAffv2Vf369bVp0yaXFwgAAFAWl9w1+/Lly6pXr16pp1q7E2czAQBgPWZ+v11y0bzbXRwPAACgspgOM9euXdNf//pXJSYmKjMzU8XFxQ7TDx065LLiAAAAbsd0mBk/frx27dqlhx9+WHfffbdHHloCAAB3DtNh5oMPPtC//vUv9e7duzLqAQAAMMX0dWaaNGliv84MAACAu5kOM6+++qqeffZZnTt3rjLqAQAAMMX0YaYePXro2rVratmypWrVqiUfHx+H6ZcvX3ZZcQAAALdjOsyMHj1a3377rV566SWFhoYyABgAALiV6TDzySefKCUlRV27dq2MegAAAEwxPWYmMjJSP/74Y2XUAgAAYJrpMLNgwQJNmzZNSUlJunTpknJychweAAAAVcn0vZm8vH7KPzePlTEMQzabTUVFRa6rzgW4NxMAANZTqfdmSkxMLHdhAAAArmY6zPTr168y6gAAACgX02NmduzYoY8//tj+PCEhQd26ddOjjz6qH374waXFAQAA3I7pMDN9+nT7QN+jR48qLi5O999/v86ePau4uDiXFwgAAFAW04eZzp49qw4dOkiStmzZomHDhumll17SoUOHdP/997u8QAAAgLKY3jPj6+urq1evSpI++ugjDR48WJIUHBzMqdkAAKDKmd4z06dPH8XFxal379769NNPtWnTJknSl19+qaZNm7q8QAAAgLKY3jPz2muvqUaNGnr33Xe1YsUKNWnSRJL04Ycf6r777nN5gQAAAGUxfdE8q+GieQAAWE+lXjTv565du6aCggKHNgIDAACoSqYPM+Xl5WnixIkKCQlR7dq1Va9ePYcHAABAVTIdZmbMmKE9e/ZoxYoV8vPz06pVqzR//nw1btxY69atq4waAQAASmX6MNP777+vdevWqX///ho3bpz69u2r1q1bq3nz5nr77bf12GOPVUadAAAAJTK9Z+by5ctq2bKlpJ/Gx1y+fFnST6ds792717XVAQAA3IbpMNOyZUudPXtWkhQZGanNmzdL+mmPTd26dV1aHAAAwO2YDjPjxo3TZ599JkmaOXOmEhIS5O/vr6lTp2r69OkuLxAAAKAsFb7OzLlz55SamqrWrVurS5curqrLZbjODAAA1lNl15mRpObNm6t58+YVXQ0AAEC5OBVmli9f7vQKJ0+eXO5iAAAAzHLqMFNERIRzK7PZ9NVXX1W4KFfiMBMAANbj8sNMN85eAgAA8DSmz2b6OcMwVM3vUwkAADxcucLM6tWr1alTJ/n7+8vf31+dOnXSqlWrXF0bAADAbZk+m2nu3LlavHixJk2apOjoaElSSkqKpk6dqvPnz+uFF15weZEAAAClMX2dmYYNG2r58uUaPXq0Q/uGDRs0adIkff/99y4tsKIYAAwAgPWY+f02fZipsLBQPXr0uKU9KipK169fN7s6AACACjEdZp544gmtWLHilvY33niDO2YDAIAqV64rAK9evVq7du1Sr169JEkHDhzQ+fPnNWbMGMXFxdnnW7x4sWuqBAAAKIXpMHPs2DF1795dknTmzBlJUoMGDdSgQQMdO3bMPp/NZnNRiQAAAKUzHWYSExMrow4AAIByqdBF8wAAANyNMAMAACzNrWFm7969GjZsmBo3biybzaatW7c6TDcMQ3PnzlWjRo1Us2ZNxcTE6NSpU+4pFgAAeCS3hpm8vDx17dpVCQkJJU5fuHChli9frpUrV+rAgQOqXbu2YmNjde3atSquFAAAeKpynZrtKkOGDNGQIUNKnGYYhpYuXarZs2dr+PDhkqR169YpNDRUW7du1SOPPFKVpQIAAA/lsWNmzp49q/T0dMXExNjbgoKC1LNnT6WkpJS6XH5+vnJychweAACg+vLYMJOeni5JCg0NdWgPDQ21TytJfHy8goKC7I/w8PBKrRMAALiXx4aZ8po1a5ays7PtjwsXLri7JAAAUIk8NsyEhYVJkjIyMhzaMzIy7NNK4ufnp8DAQIcHAACovjw2zERERCgsLEy7d++2t+Xk5OjAgQOKjo52Y2UAAMCTuPVspitXruj06dP252fPntWRI0cUHBysZs2aacqUKfrLX/6iNm3aKCIiQnPmzFHjxo01YsQI9xUNAAA8ilvDzMGDBzVgwAD78xt33B47dqzWrl2rGTNmKC8vT0899ZSysrLUp08f7dixQ/7+/u4qGQAAeBibYRiGu4uoTDk5OQoKClJ2djbjZwAAsAgzv98eO2YGAADAGYQZAABgaYQZAJZ0vai4zOcA7hxuHQAMAOVhGIaSvvxOCXtO62RGrtqFBmjiwNYaGBkim83m7vIAVDH2zACwlOtFxdp9IlO/W3dQhy9k6WpBkQ5fyNKT6w5qz4lM9tAAdyDCDABLqeHtpYQ9p3XzeZiGISUknlYNb77WgDsNn3oAlnMyI7fk9vSS2wFUb4QZAJbTLjSg5PawktsBVG+EGQCWcr2oWBMHttbN43xtNmnCgNaMmQHuQIQZAJZSw9tLAyNDtGpMD3VvVle1fb3VvVldrRrTQwMjQxgzA9yBODUbgOXYbDb1a9tQg9qH2tuuFxVzWjZwh+K/MAAs6eY9MOyRAe5cfPoBAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWYAAIClEWZwR7peVFzmcwCAddRwdwFAVTMMQ0lffqeEPad1MiNX7UIDNHFgaw2MDJHNZnN3eQAAk9gzgzvK9aJi7T6Rqd+tO6jDF7J0taBIhy9k6cl1B7XnRCZ7aADAgggzuKPU8PZSwp7TMgzHdsOQEhJPq4Y3HwkAsBq+uXHHOZmRW3J7esntAADPRpjBHaddaEDJ7WEltwMAPBthBneU60XFmjiwtW4e52uzSRMGtGbMDABYkCXCTEJCglq0aCF/f3/17NlTn376qbtLgkXV8PbSwMgQrRrTQ92b1VVtX291b1ZXq8b00MDIEMbMAIAFefyp2Zs2bVJcXJxWrlypnj17aunSpYqNjdXJkycVEhLitrquFxU7/PDd/Byey2azqV/bhhrUPtTedr2omNOyAcCibIZx83kdnqVnz56666679Nprr0mSiouLFR4erkmTJmnmzJm3XT4nJ0dBQUHKzs5WYGCgS2oyDEO7T2RynRIAACqJmd9vj96VUFBQoNTUVMXExNjbvLy8FBMTo5SUFLfUxHVKAADwLB4dZr7//nsVFRUpNDTUoT00NFTp6eklLpOfn6+cnByHhytxnRIAADxLtfvljY+PV1BQkP0RHh7u8tfgOiUAAHgOjw4zDRo0kLe3tzIyMhzaMzIyFBYWVuIys2bNUnZ2tv1x4cIFl9fFdUoAAPAcHh1mfH19FRUVpd27d9vbiouLtXv3bkVHR5e4jJ+fnwIDAx0ersR1SgAA8CweHWYkKS4uTn//+9/11ltv6fjx43r66aeVl5encePGuaUerlMCAIBn8fjrzIwaNUrfffed5s6dq/T0dHXr1k07duy4ZVBwVeI6JQAAeA6Pv85MRVXGdWYAAEDlqjbXmQEAALgdwgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0j783U0XduFtDTk6OmysBAADOuvG77cxdl6p9mMnNzZUkhYeHu7kSAABgVm5uroKCgsqcp9rfaLK4uFhpaWkKCAio1ne1zsnJUXh4uC5cuHBH3FDzTuovfa2+7qT+0tfqqTL7ahiGcnNz1bhxY3l5lT0qptrvmfHy8lLTpk3dXUaVCQwMrPYfnp+7k/pLX6uvO6m/9LV6qqy+3m6PzA0MAAYAAJZGmAEAAJZGmKkm/Pz8NG/ePPn5+bm7lCpxJ/WXvlZfd1J/6Wv15Cl9rfYDgAEAQPXGnhkAAGBphBkAAGBphBkAAGBphBkPlpCQoBYtWsjf3189e/bUp59+Wuq8f//739W3b1/Vq1dP9erVU0xMzC3z/+Y3v5HNZnN43HfffZXdDaeY6evatWtv6Ye/v7/DPIZhaO7cuWrUqJFq1qypmJgYnTp1qrK74RQzfe3fv/8tfbXZbBo6dKh9Hk/drnv37tWwYcPUuHFj2Ww2bd269bbLJCUlqXv37vLz81Pr1q21du3aW+Yx8/5VJbP9/ec//6l7771XDRs2VGBgoKKjo7Vz506HeZ5//vlbtm1kZGQl9sI5ZvualJRU4t9xenq6w3yeuG3N9rWkz6PNZlPHjh3t83jqdo2Pj9ddd92lgIAAhYSEaMSIETp58uRtl3vnnXcUGRkpf39/de7cWf/6178cplfF9zFhxkNt2rRJcXFxmjdvng4dOqSuXbsqNjZWmZmZJc6flJSk0aNHKzExUSkpKQoPD9fgwYP17bffOsx333336eLFi/bHhg0bqqI7ZTLbV+mnCzT9vB/nzp1zmL5w4UItX75cK1eu1IEDB1S7dm3Fxsbq2rVrld2dMpnt6z//+U+Hfh47dkze3t761a9+5TCfJ27XvLw8de3aVQkJCU7Nf/bsWQ0dOlQDBgzQkSNHNGXKFD355JMOP/Dl+VupKmb7u3fvXt17773617/+pdTUVA0YMEDDhg3T4cOHHebr2LGjw7b9+OOPK6N8U8z29YaTJ0869CUkJMQ+zVO3rdm+Llu2zKGPFy5cUHBw8C2fWU/crsnJyZowYYL279+vf//73yosLNTgwYOVl5dX6jKffPKJRo8erfHjx+vw4cMaMWKERowYoWPHjtnnqZLvYwMe6e677zYmTJhgf15UVGQ0btzYiI+Pd2r569evGwEBAcZbb71lbxs7dqwxfPhwV5daYWb7umbNGiMoKKjU9RUXFxthYWHGokWL7G1ZWVmGn5+fsWHDBpfVXR4V3a5LliwxAgICjCtXrtjbPHW7/pwk47333itznhkzZhgdO3Z0aBs1apQRGxtrf17R96+qONPfknTo0MGYP3++/fm8efOMrl27uq6wSuBMXxMTEw1Jxg8//FDqPFbYtuXZru+9955hs9mMr7/+2t5mhe1qGIaRmZlpSDKSk5NLnefXv/61MXToUIe2nj17Gr///e8Nw6i672P2zHiggoICpaamKiYmxt7m5eWlmJgYpaSkOLWOq1evqrCwUMHBwQ7tSUlJCgkJUbt27fT000/r0qVLLq3drPL29cqVK2revLnCw8M1fPhwff755/ZpZ8+eVXp6usM6g4KC1LNnT6ffv8rgiu26evVqPfLII6pdu7ZDu6dt1/JISUlxeG8kKTY21v7euOL982TFxcXKzc295TN76tQpNW7cWC1bttRjjz2m8+fPu6nCiuvWrZsaNWqke++9V/v27bO3V+dtu3r1asXExKh58+YO7VbYrtnZ2ZJ0y9/kz93uc1tV38eEGQ/0/fffq6ioSKGhoQ7toaGhtxxjLs2zzz6rxo0bO/wB3XfffVq3bp12796tl19+WcnJyRoyZIiKiopcWr8Z5elru3bt9Oabb2rbtm36xz/+oeLiYt1zzz365ptvJMm+XEXev8pQ0e366aef6tixY3ryyScd2j1xu5ZHenp6ie9NTk6OfvzxR5d8LjzZK6+8oitXrujXv/61va1nz55au3atduzYoRUrVujs2bPq27evcnNz3VipeY0aNdLKlSu1ZcsWbdmyReHh4erfv78OHTokyTXfeZ4oLS1NH3744S2fWSts1+LiYk2ZMkW9e/dWp06dSp2vtM/tje1WVd/H1f5Gk3eiBQsWaOPGjUpKSnIYGPvII4/Y/925c2d16dJFrVq1UlJSkgYNGuSOUsslOjpa0dHR9uf33HOP2rdvr7/97W968cUX3VhZ5Vq9erU6d+6su+++26G9umzXO9n69es1f/58bdu2zWEcyZAhQ+z/7tKli3r27KnmzZtr8+bNGj9+vDtKLZd27dqpXbt29uf33HOPzpw5oyVLluj//u//3FhZ5XrrrbdUt25djRgxwqHdCtt1woQJOnbsmEeM5XEGe2Y8UIMGDeTt7a2MjAyH9oyMDIWFhZW57CuvvKIFCxZo165d6tKlS5nztmzZUg0aNNDp06crXHN5VaSvN/j4+OgXv/iFvR83lqvIOitDRfqal5enjRs3OvVF5wnbtTzCwsJKfG8CAwNVs2ZNl/yteKKNGzfqySef1ObNm2/ZXX+zunXrqm3btpbbtiW5++677f2ojtvWMAy9+eabeuKJJ+Tr61vmvJ62XSdOnKgPPvhAiYmJatq0aZnzlva5vbHdqur7mDDjgXx9fRUVFaXdu3fb24qLi7V7926HPRI3W7hwoV588UXt2LFDPXr0uO3rfPPNN7p06ZIaNWrkkrrLo7x9/bmioiIdPXrU3o+IiAiFhYU5rDMnJ0cHDhxwep2VoSJ9feedd5Sfn6/HH3/8tq/jCdu1PKKjox3eG0n697//bX9vXPG34mk2bNigcePGacOGDQ6n25fmypUrOnPmjOW2bUmOHDli70d13LbJyck6ffq0U/8B8ZTtahiGJk6cqPfee0979uxRRETEbZe53ee2yr6PXTaUGC61ceNGw8/Pz1i7dq3xxRdfGE899ZRRt25dIz093TAMw3jiiSeMmTNn2udfsGCB4evra7z77rvGxYsX7Y/c3FzDMAwjNzfX+NOf/mSkpKQYZ8+eNT766COje/fuRps2bYxr1665pY83mO3r/PnzjZ07dxpnzpwxUlNTjUceecTw9/c3Pv/8c/s8CxYsMOrWrWts27bN+O9//2sMHz7ciIiIMH788ccq79/Pme3rDX369DFGjRp1S7snb9fc3Fzj8OHDxuHDhw1JxuLFi43Dhw8b586dMwzDMGbOnGk88cQT9vm/+uoro1atWsb06dON48ePGwkJCYa3t7exY8cO+zy3e//cyWx/3377baNGjRpGQkKCw2c2KyvLPs+0adOMpKQk4+zZs8a+ffuMmJgYo0GDBkZmZmaV9+/nzPZ1yZIlxtatW41Tp04ZR48eNZ555hnDy8vL+Oijj+zzeOq2NdvXGx5//HGjZ8+eJa7TU7fr008/bQQFBRlJSUkOf5NXr161z3Pzd9S+ffuMGjVqGK+88opx/PhxY968eYaPj49x9OhR+zxV8X1MmPFgf/3rX41mzZoZvr6+xt13323s37/fPq1fv37G2LFj7c+bN29uSLrlMW/ePMMwDOPq1avG4MGDjYYNGxo+Pj5G8+bNjd/97ndu/6K4wUxfp0yZYp83NDTUuP/++41Dhw45rK+4uNiYM2eOERoaavj5+RmDBg0yTp48WVXdKZOZvhqGYZw4ccKQZOzateuWdXnydr1xOu7Njxv9Gzt2rNGvX79blunWrZvh6+trtGzZ0lizZs0t6y3r/XMns/3t169fmfMbxk+npjdq1Mjw9fU1mjRpYowaNco4ffp01XasBGb7+vLLLxutWrUy/P39jeDgYKN///7Gnj17blmvJ27b8vwdZ2VlGTVr1jTeeOONEtfpqdu1pH5KcvgclvQdtXnzZqNt27aGr6+v0bFjR2P79u0O06vi+5i7ZgMAAEtjzAwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgwAALA0wgxwB+jfv7+mTJkiSWrRooWWLl3q1nrKIykpSTabTVlZWe4uxWk/f98l6773gKer4e4CAFSt//znP6pdu7a7yzDtnnvu0cWLFxUUFOTuUsrNqu894OkIM8AdpmHDhu4uoVx8fX0VFhZWoXUUFBTI19fX1DKFhYXy8fGp0OveYNX3HvB0HGYCqpm8vDyNGTNGderUUaNGjfTqq686TL/5UIfNZtPf/vY3PfDAA6pVq5bat2+vlJQUnT59Wv3791ft2rV1zz336MyZM069/vPPP69u3brpzTffVLNmzVSnTh398Y9/VFFRkRYuXKiwsDCFhITof//3fx2WW7x4sTp37qzatWsrPDxcf/zjH3XlyhX79JIOM23ZskUdO3aUn5+fWrRoUWJfX3zxRY0ZM0aBgYF66qmnyqz966+/ls1m06ZNm9SvXz/5+/vr7bff1qVLlzR69Gg1adJEtWrVUufOnbVhwwaHZW/3vt+o58Z7f+O1jhw5Yp+elZUlm82mpKQkSdIPP/ygxx57TA0bNlTNmjXVpk0brVmzpsw+AHciwgxQzUyfPl3Jycnatm2bdu3apaSkJB06dKjMZW784B85ckSRkZF69NFH9fvf/16zZs3SwYMHZRiGJk6c6HQNZ86c0YcffqgdO3Zow4YNWr16tYYOHapvvvlGycnJevnllzV79mwdOHDAvoyXl5eWL1+uzz//XG+99Zb27NmjGTNmlPoaqamp+vWvf61HHnlER48e1fPPP685c+Zo7dq1DvO98sor6tq1qw4fPqw5c+Y4Vf/MmTP1zDPP6Pjx44qNjdW1a9cUFRWl7du369ixY3rqqaf0xBNP6NNPP7UvU573/XbmzJmjL774Qh9++KGOHz+uFStWqEGDBhVaJ1AtufQe3ADcKjc31/D19TU2b95sb7t06ZJRs2ZN45lnnjEMwzCaN29uLFmyxD5dkjF79mz785SUFEOSsXr1anvbhg0bDH9/f6dqmDdvnlGrVi0jJyfH3hYbG2u0aNHCKCoqsre1a9fOiI+PL3U977zzjlG/fn3788TEREOS8cMPPxiGYRiPPvqoce+99zosM336dKNDhw72582bNzdGjBjhVN2GYRhnz541JBlLly697bxDhw41pk2bZhiGc+/7jXpuvPc3Xuvw4cP26T/88IMhyUhMTDQMwzCGDRtmjBs3zun6gTsVe2aAauTMmTMqKChQz5497W3BwcFq165dmct16dLF/u/Q0FBJUufOnR3arl27ppycHKfqaNGihQICAhyW79Chg7y8vBzaMjMz7c8/+ugjDRo0SE2aNFFAQICeeOIJXbp0SVevXi3xNY4fP67evXs7tPXu3VunTp1SUVGRva1Hjx5O1fxzNy9TVFSkF198UZ07d1ZwcLDq1KmjnTt36vz585LK/77fztNPP62NGzeqW7dumjFjhj755JMKrQ+orggzABwGuNpstlLbiouLTa/vxvIltd1Y39dff60HHnhAXbp00ZYtW5SamqqEhARJPw3arYjynD108zKLFi3SsmXL9OyzzyoxMVFHjhxRbGxshWq7EewMw7C3FRYWOswzZMgQnTt3TlOnTlVaWpoGDRqkP/3pT+V+TaC6IswA1UirVq3k4+PjMBblhx9+0JdffunGqm4vNTVVxcXFevXVV9WrVy+1bdtWaWlpZS7Tvn177du3z6Ft3759atu2rby9vV1a3759+zR8+HA9/vjj6tq1q1q2bOnwnpbnfb9xZtPFixftbT8fDPzz+caOHat//OMfWrp0qd544w0X9AioXjg1G6hG6tSpo/Hjx2v69OmqX7++QkJC9Oc//9nh8I4nat26tQoLC/XXv/5Vw4YN0759+7Ry5coyl5k2bZruuusuvfjiixo1apRSUlL02muv6fXXX3d5fW3atNG7776rTz75RPXq1dPixYuVkZGhDh06SCrf+16zZk316tVLCxYsUEREhDIzMzV79myHeebOnauoqCh17NhR+fn5+uCDD9S+fXuX9w+wOs/+hgNg2qJFi9S3b18NGzZMMTEx6tOnj6KiotxdVpm6du2qxYsX6+WXX1anTp309ttvKz4+vsxlunfvrs2bN2vjxo3q1KmT5s6dqxdeeEG/+c1vXF7f7Nmz1b17d8XGxqp///4KCwvTiBEjHOYpz/v+5ptv6vr164qKitKUKVP0l7/8xWG6r6+vZs2apS5duuiXv/ylvL29tXHjRld3D7A8m/HzA7YA4KF27typIUOG6Nq1a6YvfAegemPPDACPl5GRoW3btqlNmzYEGQC3IMwAMKVjx46qU6dOiY+33367Ul7z/vvv10cffWQ/w6m8XnrppVJrHzJkiIuqBVDVOMwEwJRz587dcgrxDaGhoQ7Xl/E0ly9f1uXLl0ucVrNmTTVp0qSKKwLgCoQZAABgaRxmAgAAlkaYAQAAlkaYAQAAlkaYAQAAlkaYAQAAlkaYAQAAlkaYAQAAlkaYAQAAlvb/XN5NBlxIov0AAAAASUVORK5CYII=",
       "text/plain": [
        "<Figure size 640x480 with 1 Axes>"
       ]
@@ -409,7 +409,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.collections.QuadMesh at 0x1466c4170>"
+       "<matplotlib.collections.QuadMesh at 0x1316b6bd0>"
       ]
      },
      "execution_count": 11,
@@ -418,7 +418,7 @@
     },
     {
      "data": {
-      "image/png": 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03UZNXHr16lVjF8/GjRurlI0fPx7jx483YFRERES1T8rExdnZWSNxeZaMjAzcuXMHL774orpMqVQiLS0Nq1atwoEDB1BWVoaHDx9qtLrk5+fDy8tLrzj1YVKDc4mIiEgar7zyCi5cuKBRNnLkSAQEBOCTTz6Br68vrKyscPjwYQwePBgAcPXqVWRnZyM0NNQYIQNg4kJERCQLtT2ryMnJCYGBgRplDg4OqF+/vrp89OjRiI2Nhbu7O5ydnTF+/HiEhobWOKPI0Ji4EBERyYCxpkPXZNmyZbCwsMDgwYNRWlqK8PBwrF69WtJn6IqJCxEREQEAUlNTNT7b2toiMTFR682Qn3by5En4+vqiYcOGyM3NxS+//CJJF5NJreNCRERkrgRAgk0W5aO4uBiTJ08G8GTW8B9//CFJvUxciIiIZMCcNlkEngz+rV+/PmbMmAF3d3f16rv6YlcRERERSap3795QKBQoKCjA2bNnERISoi47cuSIXnUzcSEiIpIBOQ7OFevo0aMAnmwn8Oqrr+LRo0eixsk8C7uKiIiIZMDcuooOHz6Mu3fvYuHChbh//77eLS2VmLgQERGR5Ozs7JCQkAAASEhIkGxbAXYVERERyYA5dRUBgEKhgEKhqPKzvtjiQkREJAOCoJDkkIvHjx9zOjQREZG50ncNl8pDLjgdmoiIiEwCp0MTERGZOXMa48Lp0ERERGbO3Ma4cDo0ERERmQxOhyYiIjJj5tRVBABdu3ZV/+zj4wMfHx9J6mXiQkREJANSdPXIqavIUNhVRERERCaDLS5EREQyIEjQVcQWFyIiIqoVAgBB0PMw9pd4Snl5OUaNGoWsrCxJ62XiQkRERJKzsrLCjh07JK9XVOLy9ddfY+/everPU6dOhaurK7p27Ypbt25JFhwREVFdYW5L/gPAwIEDkZKSImmdosa4LFy4EElJSQCA9PR0JCYmYtmyZdizZw9iYmKwc+dOSYMkIiIyd+Y4q6hFixaYN28eTpw4gZCQEDg4OGicnzBhgs51ikpccnJy0Lx5cwBASkoKBg8ejDFjxqBbt27o1auXmCqJiIjqNJWggMKM1nEBgPXr18PV1RUZGRnIyMjQOKdQKGovcXF0dMS9e/fg5+eHgwcPIjY2FgBga2sr2bbVREREZNqkHpgLiExc+vbti/feew8dOnTAtWvX0K9fPwDATz/9hMaNG0sZHxERUZ1QOTNI3zrkqKysDFlZWWjWrBksLfVbiUXU4NzExESEhobi999/x44dO1C/fn0AQEZGBoYOHapXQERERHWRuW2yCACPHz/G6NGjYW9vj7Zt2yI7OxsAMH78eCxatEhUnaLSHldXV6xatapK+dy5c0UFQUREROYnLi4O58+fR2pqKv7yl7+oy8PCwjBnzhxMmzZN5zpFJS5paWk1nn/55ZfFVEtERFRnmeOsopSUFHzzzTfo0qULFIr/H1vbtm1x48YNUXWKSlyeNXPo6YCUSqWoYIiIiOoqc5xV9Pvvv8PDw6NKeXFxsUbeoAtRY1wePHigcdy5cwf79+/HSy+9hIMHD4oKhIiIiMxLx44dNRasrUxW1q1bh9DQUFF1impxcXFxqVLWt29fWFtbIzY2tspcbSIiIqqZOc4qWrhwISIiInDp0iVUVFRgxYoVuHTpEn744QccO3ZMVJ2S7lXk6emJq1evSlklERFRnfAkcdF3VpGxv4Wm7t27IzMzExUVFWjXrh0OHjwIDw8PpKenIyQkRFSdolpc/u///k/jsyAIyM3NxaJFi9C+fXtRgRAREZH5adasGb788kvJ6hOVuLRv3x4KhQLCn1K7Ll264KuvvpIkMCIiorrEHGcV1atXD7m5uVUG6N67dw8eHh6iJvOISlz+vISvhYUFXnjhBdja2oqpjoiIqM4T/nfoW4ec/LmBo1JpaSmsra1F1SkqcfH39xf1MCIiIno2c2pxWblyJYAns4jWrVsHR0dH9TmlUom0tDQEBASIqlvrxGXlypUYM2YMbG1t1QFVR8xuj0RERGQeli1bBuBJi8uaNWtQr1499Tlra2s0btwYa9asEVW31onLsmXLMHz4cNja2qoDehax21QTERHVaWbUV1Q5pKR3797YuXMn3NzcJKtb68Tl6XEthtimmoiIqE6TYpNEmXQVVTp69CgAGewOTURERPQ8f/zxh/F2h46NjdW60qVLl4oKhoiIqK4yx5Vzp02bZrzdoc+dO6fx+ezZs6ioqECrVq0AANeuXUO9evVEr4RHRERUl5nTrKJKRt0durKfCnjSouLk5ISvv/5aPeDmwYMHGDlyJHr06CEqEKMQVABUxo7C9JSXGzsCk2X1mH/e9GF9V7++8bpsxx3+p1KM8uIyANx/TyzZ7A6dkJCA+Ph4jVHCbm5uWLBgARISEkQFQkREVKcJCmkOGZHN7tAFBQX4/fffq5T//vvvKCwsFBUIERFRXWaOY1xkszv0G2+8gZEjR2Lnzp349ddf8euvv2LHjh0YPXo0Bg0apHU9aWlpiIyMhI+PDxQKBVJSUp57T2lpKaZPnw5/f3/Y2NigcePG3B+JiIhIhmSzO/SaNWvw8ccfY9iwYSj/33gHS0tLjB49GkuWLNG6nuLiYgQHB2PUqFFaJzxvvfUW8vPzsX79ejRv3hy5ublQqThugIiITJwZLUD3NFnsDm1vb4/Vq1djyZIl6lHBzZo1g4ODg071REREICIiQuvr9+/fj2PHjuHmzZtwd3cHADRu3FinZxIREcmROc4qqnTnzh3cuXOnSkNDUFCQznXpNUTfwcFB1EPF+ve//42OHTti8eLF+Oc//wkHBwcMGDAA8+fPh52dXbX3lZaWorS0VP25oKCgNsIlIiLSjQxbTPSRkZGBqKgoXL58ucpO0QqFAkqlUuc6RScuZ86cwbZt25CdnY2ysjKNczt37hRbbY1u3ryJ48ePw9bWFrt27cLdu3fx0Ucf4d69e9iwYUO198XHx2Pu3LkGiYmIiIiebdSoUWjZsiXWr18PT09P0VOgnyYqcUlOTsaIESMQHh6OgwcP4tVXX8W1a9eQn5+PN954Q++gqqNSqaBQKLB582a4uLgAeLKmzF//+lesXr262laXuLg4jZV/CwoK4Ovra7A4iYiIdGWOXUU3b97Ejh070Lx5c8nqFDWraOHChVi2bBl2794Na2trrFixAleuXMFbb70FPz8/yYL7M29vbzRs2FCdtABA69atIQgCfv3112rvs7GxgbOzs8ZBREQkK4JEh4y88sorOH/+vKR1impxuXHjBvr37w8AsLa2Vq+AFxMTgz59+hisW6Zbt27Yvn07ioqK4OjoCODJVgMWFhZo1KiRQZ5JRERE4qxbtw5RUVG4ePEiAgMDYWVlpXF+wIABOtcpKnFxc3NTLzTXsGFDXLx4Ee3atcPDhw/x+PFjrespKirC9evX1Z+zsrKQmZkJd3d3+Pn5IS4uDr/99hs2bdoEABg2bBjmz5+PkSNHYu7cubh79y6mTJmCUaNG1Tg4l4iISP4U/zv0rUM+0tPTceLECXz//fdVzokdnCuqq+jll1/GoUOHAABvvvkmJk6ciPfffx9Dhw7FK6+8onU9Z86cQYcOHdChQwcAT3ag7tChA2bNmgUAyM3NVW+BDQCOjo44dOgQHj58iI4dO2L48OGIjIzEypUrxXwNIiIi+TDDrqLx48fj7bffVq+59vQhJmkBRLa4rFq1CiUlJQCA6dOnw8rKCj/88AMGDx6MGTNmaF1Pr169qkyPetrGjRurlAUEBKiTJiIiIpKve/fuISYmBp6enpLVqXPiUlFRgT179iA8PBwAYGFhgWnTpkkWEBERUZ1khivnDho0CEePHkWzZs0kq1PnxMXS0hJjx47F5cuXJQuCiIiozpNid2cd7k9KSkJSUhJ++eUXAEDbtm0xa9Ys9Yr2JSUlmDx5MpKTk1FaWorw8HCsXr1ap9aTli1bIi4uDsePH0e7du2qDM6dMGGC1nVVEtVV1KlTJ2RmZsLf31/M7URERGRkjRo1wqJFi9CiRQsIgoCvv/4ar7/+Os6dO4e2bdsiJiYGe/fuxfbt2+Hi4oJx48Zh0KBBOHHihNbPWLduHRwdHXHs2LEqu0ErFIraS1w++ugjxMbGIicnByEhIVX2KKrNbQCIiIjMgSA8OfStQ1uRkZEan//+978jKSkJJ0+eRKNGjbB+/Xps2bIFffr0AQBs2LABrVu3xsmTJ9GlSxetnpGVlaV9QFoSlbj87W9/A6DZxKNQKCAIgujpTURERHWaEce4KJVKbN++HcXFxQgNDUVGRgbKy8sRFhamviYgIAB+fn5IT0/XOnExBFGJiyEyKCIiojpNwjEuf95M2MbGBjY2NlUuv3DhAkJDQ1FSUgJHR0fs2rULbdq0QWZmJqytreHq6qpxvaenJ/Ly8moMITY2FvPnz6/SG1OduLg4TJkyBe7u7lpdL2odF39//xqPSv3790dubq6YRxAREZFIvr6+cHFxUR/x8fHPvK5Vq1bIzMzEqVOn8OGHHyIqKgqXLl3S69krVqzQaTHaxMREPHz4UOvrRe8OrY20tDT88ccfhnwEERGRWVAITw596wCAnJwcjX35ntXaAjzZtqdyA8SQkBD8+OOPWLFiBYYMGYKysjI8fPhQo9UlPz8fXl5eNcYgCAJatmyp9U7QxcXFWl1XyaCJCxEREWlJwjEuYjcUVqlUKC0tRUhICKysrHD48GEMHjwYAHD16lVkZ2cjNDS0xjo2bNig83N1mWLNxIWIiKgOiouLQ0REBPz8/FBYWIgtW7YgNTUVBw4cgIuLC0aPHo3Y2Fi4u7vD2dkZ48ePR2ho6HMH5kZFRRk0biYuREREclDLC9DduXMHI0aMQG5uLlxcXBAUFIQDBw6gb9++AIBly5bBwsICgwcP1liAztiYuBAREclBLU+HXr9+fY3nbW1tkZiYiMTERD2DkpaoWUVERERExqBz4lJeXo5Ro0ZptZbLp59+qvW8bCIiojpNkOgwczonLlZWVtixY4dW18bFxVVZvIaIiIiewYwTl+vXr+PAgQPqJVIEPfY2ENVVNHDgQKSkpIh+KBEREZm/e/fuISwsDC1btkS/fv3Ui9KOHj0akydPFlWnqMG5LVq0wLx583DixIlnbrIoZrdHIiKiOq2WZxXVhpiYGFhaWiI7OxutW7dWlw8ZMgSxsbFISEjQuU5Ricv69evh6uqKjIwMZGRkaJwTu001ERFRXSblyrlycfDgQRw4cACNGjXSKG/RogVu3bolqk5uskhERCQHRtwd2lCKi4thb29fpfz+/fvVbkPwPHpPhxYEQa9BNkRERGSeevTogU2bNqk/KxQKqFQqLF68GL179xZVp+jEZdOmTWjXrh3s7OxgZ2eHoKAg/POf/xRbHREREZmZxYsXY+3atYiIiEBZWRmmTp2KwMBApKWl4bPPPhNVp6iuoqVLl2LmzJkYN24cunXrBgA4fvw4xo4di7t37yImJkZUMERERHWVAhKMcZEkEukEBgbi2rVrWLVqFZycnFBUVIRBgwYhOjoa3t7eouoUlbh88cUXSEpKwogRI9RlAwYMQNu2bTFnzhwmLkRERAQAcHFxwfTp0yWrT1Tikpubi65du1Yp79q1q3qONhEREenADKdDA0BJSQn+7//+D3fu3IFKpdI4N2DAAJ3rE5W4NG/eHNu2bcOnn36qUf7NN9+gRYsWYqokIiKq28xwVtH+/fsxYsQI3L17t8o5hUIBpVKpc52iEpe5c+diyJAhSEtLU49xOXHiBA4fPoxt27aJqZKIiIjMzPjx4/Hmm29i1qxZ8PT0lKROUYnL4MGDcerUKSxbtky99H/r1q1x+vRpdOjQQZLAiIiI6hQzbHHJz89HbGysZEkLIDJxAYCQkBD861//kiwQIiKiuswcV87961//itTUVDRr1kyyOrVOXAoKCuDs7Kz+uSb29vawtBSdExEREZEZWLVqFd58803897//Rbt27WBlZaVxXswWQVpnF25ubsjNzYWHhwdcXV2hUFQ/clmhUKBFixZYvXq16JXxiIiI6hQz7CraunUrDh48CFtbW6SmpmrkDmL3NtQ6cTly5Ajc3d0BAEePHq3x2tLSUqSkpODDDz/ElStXdA6KiIiozjHDxGX69OmYO3cupk2bBgsLvXcZAqBD4tKzZ89n/lyd9u3b4/Tp0+KiIiIiqmPMcYxLWVkZhgwZIlnSAkiwyWJJSQkKCgo0DgDw8PDAmTNn9A6QiIiITFNUVBS++eYbSesUNYK2uLgYn3zyCbZt24Z79+5VOS9mQRkiIqI6zQxXzlUqlVi8eDEOHDiAoKCgKoNzly5dqnOdohKXqVOn4ujRo0hKSsI777yDxMRE/Pbbb/jHP/6BRYsWiamSiIiobjPDMS4XLlxQr+928eJFjXM1TfKpiajEZffu3di0aRN69eqFkSNHokePHmjevDn8/f2xefNmDB8+XFQwREREZD6eN5lHDFFjXO7fv4+mTZsCAJydnXH//n0AQPfu3ZGWliZddERERHVE5eBcfQ9zJ6rFpWnTpsjKyoKfnx8CAgKwbds2dOrUCbt374arq6vEIRIREdUBZthV1Lt37xq7hI4cOaJznaISl5EjR+L8+fPo2bMnpk2bhsjISKxatQrl5eWiBtoQERGR+Wnfvr3G5/LycmRmZuLixYuIiooSVaeoxCUmJkb9c1hYGK5cuYKMjAw0b94cQUFBogIhIiKq06To6pFZi8uyZcueWT5nzhwUFRWJqlOSDYX8/f3h7+8vRVVERER1kxl2FVXn7bffRqdOnfD555/rfK/oxOXHH3/E0aNHcefOHahUKo1z7C4iIiKi6qSnp8PW1lbUvaISl4ULF2LGjBlo1aoVPD09q2yaRERERDoywxaXQYMGaXwWBAG5ubk4c+YMZs6cKapOUYnLihUr8NVXX+Hdd98V9VAiIiLSZI57Fbm4uGh8trCwQKtWrTBv3jy8+uqrouoUlbhYWFigW7duoh5IREREdcOGDRskr1PUAnQxMTFITEyUOhYiIiKiGolqcfn444/Rv39/NGvWDG3atKmyadLOnTslCY6IiKjOMJMxLm5ublqPd61ceV8XohKXCRMm4OjRo+jduzfq16/PAblERER6MpcxLsuXLzdo/aISl6+//ho7duxA//799Xp4WloalixZgoyMDOTm5mLXrl0YOHCgVveeOHECPXv2RGBgIDIzM/WKg4iIiKQhdkVcbYlKXNzd3dGsWTO9H15cXIzg4GCMGjWqypSpmjx8+BAjRozAK6+8gvz8fL3jICIikgUZtJhITalUIiUlBZcvXwYAtG3bFgMGDEC9evVE1ScqcZkzZw5mz56NDRs2wN7eXtSDASAiIgIRERE63zd27FgMGzYM9erVQ0pKiujnExERyYaZjHF52vXr19GvXz/89ttvaNWqFQAgPj4evr6+2Lt3r6hGEFGJy8qVK3Hjxg14enqicePGVQbnnj17Vky1WtmwYQNu3ryJf/3rX1iwYIFW95SWlqK0tFT9uaCgwFDhERER0f9MmDABzZo1w8mTJ+Hu7g4AuHfvHt5++21MmDABe/fu1blOUYmLtuNQpPbzzz9j2rRp+O9//wtLS+1Dj4+Px9y5cw0YGRERkX7MZXDu044dO6aRtABA/fr1sWjRItHrwYlKXGbPnq3VdVu3bsWAAQPg4OAg5jEalEolhg0bhrlz56Jly5Y63RsXF4fY2Fj154KCAvj6+uodExERkWTMsKvIxsYGhYWFVcqLiopgbW0tqk5RC9Bp64MPPpBs8GxhYSHOnDmDcePGwdLSEpaWlpg3bx7Onz8PS0tLHDlypNp7bWxs4OzsrHEQERGRYb322msYM2YMTp06BUEQIAgCTp48ibFjx2LAgAGi6hS9O7Q2BEG61M/Z2RkXLlzQKFu9ejWOHDmCb7/9Fk2aNJHsWURERLXNHLuKVq5ciaioKISGhqrHw1ZUVGDAgAFYsWKFqDoNmrg8T1FREa5fv67+nJWVhczMTLi7u8PPzw9xcXH47bffsGnTJlhYWCAwMFDjfg8PD9ja2lYpJyIiMjlm2FXk6uqK7777Dj///DOuXLkCAGjdujWaN28uuk6jJi5nzpxB79691Z8rx6FERUVh48aNyM3NRXZ2trHCIyIiqj1mmLgcP34c3bt3R4sWLdCiRQtJ6jRq4tKrV68au5M2btxY4/1z5szBnDlzpA2KiIiIJNGnTx80bNgQQ4cOxdtvv402bdroXadBB+cSERGRdirHuOh7yMnt27cxefJkHDt2DIGBgWjfvj2WLFmCX3/9VXSdBm1x8ff3r7I4HZmBigpjR2CyLAvLjR2CSbO9Z9RGYpN27lYjY4dgklSPS2rvYWbYVdSgQQOMGzcO48aNQ1ZWFrZs2YKvv/4acXFxePnll2ucEVwdvX8LFBUVQaVSaZRVTje+ePGivtUTERGRGWjSpAmmTZuG4OBgzJw5E8eOHRNVj6iuoqysLPTv3x8ODg5wcXGBm5sb3Nzc4OrqCjc3N1GBEBER1WmCRIcMnThxAh999BG8vb0xbNgwBAYGilruHxDZ4vL2229DEAR89dVX8PT0hEKhEPVwIiIiesIc13GJi4tDcnIybt++jb59+2LFihV4/fXX9dqgWVTicv78eWRkZKh3eiQiIiL6s7S0NEyZMgVvvfUWGjRoIEmdorqKXnrpJeTk5EgSABEREcEsu4oqu4iel7T0798fubm5WtUpqsVl3bp1GDt2LH777TcEBgZWmTkUFBQkploiIqI6yxy7irSVlpaGP/74Q6trRSUuv//+O27cuIGRI0eqyxQKBQRBgEKhgFKpFFMtERERUY1EJS6jRo1Chw4dsHXrVg7OJSIikoIZruNiCKLGuNy6dQufffYZOnfujMaNG8Pf31/jICIiIh3V8hiX+Ph4vPTSS3BycoKHhwcGDhyIq1evalxTUlKC6Oho1K9fH46Ojhg8eDDy8/P1+556EpW49OnTB+fPn5c6FiIiojpLIdGhrWPHjiE6OhonT57EoUOHUF5ejldffRXFxcXqa2JiYrB7925s374dx44dw+3btzFo0CC9v6s+RHUVRUZGIiYmBhcuXEC7du2qDM4dMGCAJMERERGRYezfv1/j88aNG+Hh4YGMjAy8/PLLePToEdavX48tW7agT58+AIANGzagdevWOHnyJLp06WKMsMUlLmPHjgUAzJs3r8o5Ds4lIiISwchjXB49egQAcHd3BwBkZGSgvLwcYWFh6msCAgLg5+eH9PR0SROXTz/9VP3c5xGVuPx5byIiIiLSj5TToQsKCjTKbWxsYGNjU+19KpUKkyZNQrdu3RAYGAgAyMvLg7W1NVxdXTWu9fT0RF5enk5xXbp0CdnZ2SgrK9Mor+yhiYuL07oubrVKRERkZnx9fTU+z549G3PmzKn2+ujoaFy8eBHHjx+XNI6bN2/ijTfewIULF9TLpgBQz0YW00OjdeKycuVKjBkzBra2tli5cmWN106YMEHnQIiIiOo0CbuKcnJy4OzsrC6uqbVl3Lhx2LNnD9LS0tCoUSN1uZeXF8rKyvDw4UONVpf8/Hx4eXlpFc7EiRPRpEkTHD58GE2aNMHp06dx7949TJ48GZ9//rlu3+1/tE5cli1bhuHDh8PW1hbLli2r9jqFQsHEhYiISAyJ1mFxdnbWSFye+ShBwPjx47Fr1y6kpqaiSZMmGudDQkJgZWWFw4cPY/DgwQCAq1evIjs7G6GhoVrFkZ6ejiNHjqBBgwawsLCAhYUFunfvjvj4eEyYMAHnzp3T+btpnbhkZWU982ciIiIyPdHR0diyZQu+++47ODk5qcetuLi4wM7ODi4uLhg9ejRiY2Ph7u4OZ2dnjB8/HqGhoVoPzFUqlXBycgIANGjQALdv30arVq3g7+9fZc0YbWmduMTGxmp1nUKhQEJCgqhgiIiI6qra3qsoKSkJANCrVy+N8g0bNuDdd98F8KS3xcLCAoMHD0ZpaSnCw8OxevVqrZ8RGBiI8+fPo0mTJujcuTMWL14Ma2trrF27Fk2bNtU+2Kdonbj8uTnn7NmzqKioQKtWrQAA165dQ7169RASEiIqECIiojqtlqdDVw6UrYmtrS0SExORmJgoKpwZM2aoF7SbN28eXnvtNfTo0QP169fHN998I6pOrROXo0ePqn9eunQpnJyc8PXXX8PNzQ0A8ODBA4wcORI9evQQFQgRERGZl/DwcPXPzZs3x5UrV3D//n24ubmJ3udQ1JL/CQkJiI+PVyctAODm5oYFCxawm4iIiEiEyq4ifQ+5c3d312tzZlHruBQUFOD333+vUv7777+jsLBQdDBERER1lhnuDl1SUoIvvvgCR48exZ07d6osYHv27Fmd6xSVuLzxxhsYOXIkEhIS0KlTJwDAqVOnMGXKFKNvvkRERGSKantwbm0YPXo0Dh48iL/+9a/o1KmTXi0tlUQlLmvWrMHHH3+MYcOGoby8/ElFlpYYPXo0lixZondQREREZPr27NmDffv2oVu3bpLVKSpxsbe3x+rVq7FkyRLcuHEDANCsWTM4ODhIFhgREVGdYoZdRQ0bNlSv4yIVUYNzKzk4OCAoKAhBQUFMWoiIiPQhSHTISEJCAj755BPcunVLsjq5ySIREREZRMeOHVFSUoKmTZvC3t4eVlZWGufv37+vc51MXIiIiGTAHAfnDh06FL/99hsWLlwIT09P4w3OJSIiIomZ4RiXH374Aenp6QgODpasTr3GuBARERFVJyAgAH/88YekdTJxISIikgGFIEhyyMmiRYswefJkpKam4t69eygoKNA4xGBXERERkRyYYVfRX/7yFwDAK6+8olEuCAIUCgWUSqXOdTJxISIiIoN4eoNmqTBxISIikgFznFXUs2dPyevkGBciIiI5MMMF6Pbv34/jx4+rPycmJqJ9+/YYNmwYHjx4IKpOJi5EREQyUNniou8hJ1OmTFEPwr1w4QJiY2PRr18/ZGVlITY2VlSd7CoiIiIig8jKykKbNm0AADt27EBkZCQWLlyIs2fPol+/fqLqZIsLERGRHJhhV5G1tTUeP34MAPjPf/6DV199FQDg7u7O6dBERESmzBwH53bv3h2xsbHo1q0bTp8+jW+++QYAcO3aNTRq1EhUnWxxISIiIoNYtWoVLC0t8e233yIpKQkNGzYEAHz//ffqNV50xRYXIiIiOTDDBej8/PywZ8+eKuXLli0TXScTFyIiIpmQW1ePlEpKSlBWVqZR5uzsrHM97CoiIiIigyguLsa4cePg4eEBBwcHuLm5aRxiMHEhIiKSA0GQ5pCRqVOn4siRI0hKSoKNjQ3WrVuHuXPnwsfHB5s2bRJVJ7uKiIiIZMAcZxXt3r0bmzZtQq9evTBy5Ej06NEDzZs3h7+/PzZv3ozhw4frXCdbXIiIiMgg7t+/j6ZNmwJ4Mp7l/v37AJ5Mk05LSxNVp1ETl7S0NERGRsLHxwcKhQIpKSk1Xr9z50707dsXL7zwApydnREaGooDBw7UTrBERESGZIYL0DVt2hRZWVkAgICAAGzbtg3Ak5YYV1dXUXUaNXEpLi5GcHAwEhMTtbo+LS0Nffv2xb59+5CRkYHevXsjMjIS586dM3CkREREhqVQSXPIyciRI3H+/HkAwLRp05CYmAhbW1vExMRgypQpouo06hiXiIgIREREaH398uXLNT4vXLgQ3333HXbv3o0OHTpIHB0REVEtMsN1XGJiYtQ/h4WF4cqVK8jIyEDz5s0RFBQkqk6THpyrUqlQWFgId3f3Gq8rLS1FaWmp+rPY/RGIiIhIPH9/f/j7++tVh0knLp9//jmKiorw1ltv1XhdfHw85s6dW0tRERER6c5cZhWtXLlS62snTJigc/0mm7hs2bIFc+fOxXfffQcPD48ar42Li0NsbKz6c0FBAXx9fQ0dIhERkfakWIdFBuu4aLucv0KhqDuJS3JyMt577z1s374dYWFhz73exsYGNjY2tRAZERFR3VY5i8hQTC5x2bp1K0aNGoXk5GT079/f2OEQERFJwly6iqoj/K81SKFQ6FWPUadDFxUVITMzE5mZmQCeZGmZmZnIzs4G8KSLZ8SIEerrt2zZghEjRiAhIQGdO3dGXl4e8vLy8OjRI2OET0REJB0zXMcFANavX4/AwEDY2trC1tYWgYGBWLdunej6jJq4nDlzBh06dFBPZY6NjUWHDh0wa9YsAEBubq46iQGAtWvXoqKiAtHR0fD29lYfEydONEr8REREVL1Zs2Zh4sSJiIyMxPbt27F9+3ZERkYiJiZG/W+9rozaVdSrVy9109GzbNy4UeNzamqqYQMiIiIyEnPsKkpKSsKXX36JoUOHqssGDBiAoKAgjB8/HvPmzdO5TpMb40JERGSWzGRW0dPKy8vRsWPHKuUhISGoqKgQVSc3WSQiIiKDeOedd5CUlFSlfO3ataJ2hgbY4kJERCQL5thVBDwZnHvw4EF06dIFAHDq1ClkZ2djxIgRGmusLV26VKv6mLgQERHJgRnuVXTx4kW8+OKLAIAbN24AABo0aIAGDRrg4sWL6ut0mSLNxIWIiEgGzLHF5ejRo5LXyTEuREREZDLY4kJERCQHKuHJoW8dZo6JCxERkRyY4RgXQ2BXEREREZkMtrgQERHJgAISDM6VJBJ5Y+JCREQkB2a4cq4hsKuIiIiITAZbXIiIiGTAHNdxMQQmLkRERHLAWUVaYVcRERERmQy2uBAREcmAQhCg0HNwrb73mwImLqQzobzc2CGYLMuiMmOHYNLsf7c1dggmqyTLztghmCRlSS1OMFb979C3DjPHxIWIiEgG2OKiHY5xISIiIpPBxIWIiEgOBIkOHaSlpSEyMhI+Pj5QKBRISUnRDEkQMGvWLHh7e8POzg5hYWH4+eefRX9FKTBxISIikoPKlXP1PXRQXFyM4OBgJCYmPvP84sWLsXLlSqxZswanTp2Cg4MDwsPDUVJSIsU3FoVjXIiIiOqoiIgIREREPPOcIAhYvnw5ZsyYgddffx0AsGnTJnh6eiIlJQV/+9vfajNUNba4EBERyUDlyrn6HlLJyspCXl4ewsLC1GUuLi7o3Lkz0tPTpXuQjtjiQkREJAcSbrJYUFCgUWxjYwMbGxudqsrLywMAeHp6apR7enqqzxkDW1yIiIjMjK+vL1xcXNRHfHy8sUOSDFtciIiIZEChenLoWwcA5OTkwNnZWV2ua2sLAHh5eQEA8vPz4e3trS7Pz89H+/bt9YpTH2xxISIikgMJZxU5OztrHGISlyZNmsDLywuHDx9WlxUUFODUqVMIDQ2V7Gvrii0uREREdVRRURGuX7+u/pyVlYXMzEy4u7vDz88PkyZNwoIFC9CiRQs0adIEM2fOhI+PDwYOHGi0mJm4EBERyYGIBeSeWYcOzpw5g969e6s/x8bGAgCioqKwceNGTJ06FcXFxRgzZgwePnyI7t27Y//+/bC1Nd6+YUxciIiIZMAYexX16tULQg33KBQKzJs3D/PmzdMrLikxcSEiIpIDCadDmzMOziUiIiKTwRYXIiIiORAA6DkdWu8xMiaAiQsREZEMGGOMiyliVxERERGZDLa4EBERyYEACQbnShKJrDFxISIikgPOKtIKu4qIiIjIZLDFhYiISA5UABQS1GHmmLgQERHJAGcVaYeJCxERkRxwjItWOMaFiIiITAZbXIiIiOSALS5aYeJCREQkB0xctMKuIiIiIjIZbHEhIiKSA06H1goTFyIiIhngdGjtsKuIiIiITIZRE5e0tDRERkbCx8cHCoUCKSkpz70nNTUVL774ImxsbNC8eXNs3LjR4HESEREZXOXgXH0PM2fUxKW4uBjBwcFITEzU6vqsrCz0798fvXv3RmZmJiZNmoT33nsPBw4cMHCkREREBqYSpDnMnFHHuERERCAiIkLr69esWYMmTZogISEBANC6dWscP34cy5YtQ3h4uKHCJCIiIpkwqTEu6enpCAsL0ygLDw9Henq6kSIiIiKSCLuKtGJSs4ry8vLg6empUebp6YmCggL88ccfsLOze+Z9paWlKC0tVX8uKCgwaJxERES6kyLxMP/ExaRaXMSKj4+Hi4uL+vD19TV2SERERJrY4qIVk0pcvLy8kJ+fr1GWn58PZ2fnaltbACAuLg6PHj1SHzk5OYYOlYiIiAzApLqKQkNDsW/fPo2yQ4cOITQ0tMb7bGxsYGNjY8jQiIiI9KMSoHdXTx2YVWTUFpeioiJkZmYiMzMTwJPpzpmZmcjOzgbwpKVkxIgR6uvHjh2LmzdvYurUqbhy5QpWr16Nbdu2ISYmxhjhExERSUdQSXOYOaMmLmfOnEGHDh3QoUMHAEBsbCw6dOiAWbNmAQByc3PVSQwANGnSBHv37sWhQ4cQHByMhIQErFu3jlOhiYiI6gijdhX16tULQg0DiZ61Km6vXr1w7tw5A0ZFRERkBFIMrq0Dg3NNaowLERGR2eIYF62Y1KwiIiIiqtvY4kJERCQH7CrSChMXIiIiORAgQeIiSSSyxq4iIiIiMhlscSEiIpIDdhVphYkLERGRHKhUAPRcQE5l/gvQMXEhIiKSA7a4aIVjXIiIiMhksMWFiIhIDtjiohUmLkRERHLAlXO1wq4iIiIiMhlscSEiIpIBQVBBEPSbFaTv/aaAiQsREZEcCIL+XT11YIwLu4qIiIjIZLDFhYiISA4ECQbn1oEWFyYuREREcqBSAQo9x6jUgTEu7CoiIiIik8EWFyIiIjlgV5FWmLgQERHJgKBSQdCzq4jToYmIiKh2sMVFKxzjQkRERCaDLS5ERERyoBIABVtcnoeJCxERkRwIAgB9p0Obf+LCriIiIiIyGWxxISIikgFBJUDQs6tIqAMtLkxciIiI5EBQQf+uIvOfDs2uIiIiIjIZbHEhIiKSAXYVaYeJCxERkRywq0grdTJxqcxIK1Cu9yKFdZGgKjN2CCZLUJYaOwSTVlFeYuwQTJayRGHsEEySqvTJn7naaMmQ4t+kCpRLE4yM1cnEpbCwEABwHPuMHImJemDsAEwY351+Mo0dANVVhYWFcHFxMUjd1tbW8PLywvE8af5N8vLygrW1tSR1yZFCqAsdYn+iUqlw+/ZtODk5QaFQoKCgAL6+vsjJyYGzs7Oxw5MNvpfq8d1Uj+/m2fheqifndyMIAgoLC+Hj4wMLC8PNZykpKUFZmTSt2dbW1rC1tZWkLjmqky0uFhYWaNSoUZVyZ2dn2f2lkQO+l+rx3VSP7+bZ+F6qJ9d3Y6iWlqfZ2tqadbIhJU6HJiIiIpPBxIWIiIhMBhMXADY2Npg9ezZsbGyMHYqs8L1Uj++menw3z8b3Uj2+G9JFnRycS0RERKaJLS5ERERkMpi4EBERkclg4kJEREQmo84kLomJiWjcuDFsbW3RuXNnnD59usbrt2/fjoCAANja2qJdu3bYt888V9nV5b18+eWX6NGjB9zc3ODm5oawsLDnvkdTpuufmUrJyclQKBQYOHCgYQM0El3fy8OHDxEdHQ1vb2/Y2NigZcuW/Pv0P8uXL0erVq1gZ2cHX19fxMTEoKTEvLY1SEtLQ2RkJHx8fKBQKJCSkvLce1JTU/Hiiy/CxsYGzZs3x8aNGw0eJ5kQoQ5ITk4WrK2tha+++kr46aefhPfff19wdXUV8vPzn3n9iRMnhHr16gmLFy8WLl26JMyYMUOwsrISLly4UMuRG5au72XYsGFCYmKicO7cOeHy5cvCu+++K7i4uAi//vprLUdueLq+m0pZWVlCw4YNhR49egivv/567QRbi3R9L6WlpULHjh2Ffv36CcePHxeysrKE1NRUITMzs5YjNzxd383mzZsFGxsbYfPmzUJWVpZw4MABwdvbW4iJianlyA1r3759wvTp04WdO3cKAIRdu3bVeP3NmzcFe3t7ITY2Vrh06ZLwxRdfCPXq1RP2799fOwGT7NWJxKVTp05CdHS0+rNSqRR8fHyE+Pj4Z17/1ltvCf3799co69y5s/DBBx8YNM7aput7+bOKigrByclJ+Prrrw0VotGIeTcVFRVC165dhXXr1glRUVFmmbjo+l6SkpKEpk2bCmVlZbUVotHo+m6io6OFPn36aJTFxsYK3bp1M2icxqRN4jJ16lShbdu2GmVDhgwRwsPDDRgZmRKz7yoqKytDRkYGwsLC1GUWFhYICwtDenr6M+9JT0/XuB4AwsPDq73eFIl5L3/2+PFjlJeXw93d3VBhGoXYdzNv3jx4eHhg9OjRtRFmrRPzXv79738jNDQU0dHR8PT0RGBgIBYuXAilUllbYdcKMe+ma9euyMjIUHcn3bx5E/v27UO/fv1qJWa5qgu/f0k/Zr9X0d27d6FUKuHp6alR7unpiStXrjzznry8vGden5eXZ7A4a5uY9/Jnn3zyCXx8fKr8kjF1Yt7N8ePHsX79emRmZtZChMYh5r3cvHkTR44cwfDhw7Fv3z5cv34dH330EcrLyzF79uzaCLtWiHk3w4YNw927d9G9e3cIgoCKigqMHTsWn376aW2ELFvV/f4tKCjAH3/8ATs7OyNFRnJh9i0uZBiLFi1CcnIydu3aVec3BissLMQ777yDL7/8Eg0aNDB2OLKiUqng4eGBtWvXIiQkBEOGDMH06dOxZs0aY4dmdKmpqVi4cCFWr16Ns2fPYufOndi7dy/mz59v7NCIZM3sW1waNGiAevXqIT8/X6M8Pz8fXl5ez7zHy8tLp+tNkZj3Uunzzz/HokWL8J///AdBQUGGDNModH03N27cwC+//ILIyEh1mUqlAgBYWlri6tWraNasmWGDrgVi/sx4e3vDysoK9erVU5e1bt0aeXl5KCsrg7W1tUFjri1i3s3MmTPxzjvv4L333gMAtGvXDsXFxRgzZgymT58OC4u6+f/K6n7/Ojs7s7WFANSBFhdra2uEhITg8OHD6jKVSoXDhw8jNDT0mfeEhoZqXA8Ahw4dqvZ6UyTmvQDA4sWLMX/+fOzfvx8dO3asjVBrna7vJiAgABcuXEBmZqb6GDBgAHr37o3MzEz4+vrWZvgGI+bPTLdu3XD9+nV1IgcA165dg7e3t9kkLYC4d/P48eMqyUllgifU4Z1Y6sLvX9KTsUcH14bk5GTBxsZG2Lhxo3Dp0iVhzJgxgqurq5CXlycIgiC88847wrRp09TXnzhxQrC0tBQ+//xz4fLly8Ls2bPNdjq0Lu9l0aJFgrW1tfDtt98Kubm56qOwsNBYX8FgdH03f2aus4p0fS/Z2dmCk5OTMG7cOOHq1avCnj17BA8PD2HBggXG+goGo+u7mT17tuDk5CRs3bpVuHnzpnDw4EGhWbNmwltvvWWsr2AQhYWFwrlz54Rz584JAISlS5cK586dE27duiUIgiBMmzZNeOedd9TXV06HnjJlinD58mUhMTGR06FJQ51IXARBEL744gvBz89PsLa2Fjp16iScPHlSfa5nz55CVFSUxvXbtm0TWrZsKVhbWwtt27YV9u7dW8sR1w5d3ou/v78AoMoxe/bs2g+8Fuj6Z+Zp5pq4CILu7+WHH34QOnfuLNjY2AhNmzYV/v73vwsVFRW1HHXt0OXdlJeXC3PmzBGaNWsm2NraCr6+vsJHH30kPHjwoPYDN6CjR48+8/dG5buIiooSevbsWeWe9u3bC9bW1kLTpk2FDRs21HrcJF/cHZqIiIhMhtmPcSEiIiLzwcSFiIiITAYTFyIiIjIZTFyIiIjIZDBxISIiIpPBxIWIiIhMBhMXIiIiMhlMXIiIiMhkMHEh0lGvXr0wadIkAEDjxo2xfPlyo8bzLAqFAikpKcYOQ1JPv3dAvu+eiAzL7HeHJjKkH3/8EQ4ODsYOo4rc3Fy4ubkZOwyDkuu7JyLDYuJCpIcXXnjB2CE8k5eXl8GfUVZWpvMOz+Xl5bCyspLk+XJ990RkWOwqIqpBcXExRowYAUdHR3h7eyMhIUHj/J+7KxQKBf7xj3/gtddeg729PVq3bo309HRcv34dvXr1goODA7p27YobN25o9fw5c+agffv2+Oqrr+Dn5wdHR0d89NFHUCqVWLx4Mby8vODh4YG///3vGvc93VX0yy+/QKFQYOfOnejduzfs7e0RHByM9PR0jXt27NiBtm3bwsbGBo0bN37md50/fz5GjBgBZ2dnjBkzpsbYK5/7zTffoGfPnrC1tcXmzZtx7949DB06FA0bNoS9vT3atWuHrVu3atz7vPdeGU/lu698VmZmpvr8w4cPoVAokJqaCgB48OABhg8fjhdeeAF2dnZo0aIFNmzYUON3ICL5YeJCVIMpU6bg2LFj+O6773Dw4EGkpqbi7NmzNd5T+Y97ZmYmAgICMGzYMHzwwQeIi4vDmTNnIAgCxo0bp3UMN27cwPfff4/9+/dj69atWL9+Pfr3749ff/0Vx44dw2effYYZM2bg1KlTNdYzffp0fPzxx8jMzETLli0xdOhQVFRUAAAyMjLw1ltv4W9/+xsuXLiAOXPmYObMmdi4caNGHZ9//jmCg4Nx7tw5zJw5U6v4p02bhokTJ+Ly5csIDw9HSUkJQkJCsHfvXly8eBFjxozBO++8g9OnT6vvEfPen2fmzJm4dOkSvv/+e1y+fBlJSUlo0KCBXnUSkREYeXdqItkqLCwUrK2thW3btqnL7t27J9jZ2QkTJ04UBEEQ/P39hWXLlqnPAxBmzJih/pyeni4AENavX68u27p1q2Bra6tVDLNnzxbs7e2FgoICdVl4eLjQuHFjQalUqstatWolxMfHa8Sxa9cuQRAEISsrSwAgrFu3Tn3+p59+EgAIly9fFgRBEIYNGyb07dtX49lTpkwR2rRpo/7s7+8vDBw4UKu4n37u8uXLn3tt//79hcmTJwuCoN17r4yn8t1XPuvcuXPq8w8ePBAACEePHhUEQRAiIyOFkSNHah0/EckTW1yIqnHjxg2UlZWhc+fO6jJ3d3e0atWqxvuCgoLUP3t6egIA2rVrp1FWUlKCgoICreJo3LgxnJycNO5v06YNLCwsNMru3LmjdVze3t4AoL7n8uXL6Natm8b13bp1w88//wylUqku69ixo1YxP+3P9yiVSsyfPx/t2rWDu7s7HB0dceDAAWRnZwMQ/96f58MPP0RycjLat2+PqVOn4ocfftCrPiIyDiYuRBJ7evCpQqGotkylUulcX+X9zyp7Xn36xFBJzCyeP9+zZMkSrFixAp988gmOHj2KzMxMhIeHo6ysTOe6K1UmcYIgqMvKy8s1romIiMCtW7cQExOD27dv45VXXsHHH38s+plEZBxMXIiq0axZM1hZWWmMHXnw4AGuXbtmxKgMo3Xr1jhx4oRG2YkTJ9CyZUvUq1dP0medOHECr7/+Ot5++20EBwejadOmGu9UzHuvnGGUm5urLnt6oO7T10VFReFf//oXli9fjrVr10rwjYioNnE6NFE1HB0dMXr0aEyZMgX169eHh4cHpk+frtFFYy4mT56Ml156CfPnz8eQIUOQnp6OVatWYfXq1ZI/q0WLFvj222/xww8/wM3NDUuXLkV+fj7atGkDQNx7t7OzQ5cuXbBo0SI0adIEd+7cwYwZMzSumTVrFkJCQtC2bVuUlpZiz549aN26teTfj4gMi4kLUQ2WLFmCoqIiREZGwsnJCZMnT8ajR4+MHZbkXnzxRWzbtg2zZs3C/Pnz4e3tjXnz5uHdd9+V/FkzZszAzZs3ER4eDnt7e4wZMwYDBw7UeK9i3vtXX32F0aNHIyQkBK1atcLixYvx6quvqs9bW1sjLi4Ov/zyC+zs7NCjRw8kJydL/v2IyLAUwtOdwkREREQyZn5t3kRERGS2mLgQGVHbtm3h6Oj4zGPz5s3GDq9GCxcurDb2iIgIY4dHRGaKXUVERnTr1q0q03YreXp6aqzfIjf379/H/fv3n3nOzs4ODRs2rOWIiKguYOJCREREJoNdRURERGQymLgQERGRyWDiQkRERCaDiQsRERGZDCYuREREZDKYuBAREZHJYOJCREREJoOJCxEREZmM/weGNMbXCUqFswAAAABJRU5ErkJggg==",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 2 Axes>"
       ]
@@ -550,7 +550,7 @@
     {
      "data": {
       "text/plain": [
-       "<matplotlib.collections.QuadMesh at 0x146678470>"
+       "<matplotlib.collections.QuadMesh at 0x1402ea5a0>"
       ]
      },
      "execution_count": 15,
@@ -559,7 +559,7 @@
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 640x480 with 2 Axes>"
       ]
@@ -654,7 +654,7 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "/var/folders/vd/h84xj6nn6njb0ln3bvd_48p80000gq/T/ipykernel_24957/772097659.py:8: UserWarning: Unused input parameters [something_unused].\n",
+      "/var/folders/x2/fhfghwm566d83ws71kgzj86c0000gp/T/ipykernel_90530/772097659.py:8: UserWarning: Unused input parameters [something_unused].\n",
       "  Algorithm.get_algorithm(\"my_composite_algorithm\").validate_inputs(ds)\n"
      ]
     },
@@ -880,9 +880,6 @@
        " Algorithm: calc_core_seeded_impurity_concentration,\n",
        " Algorithm: calc_zeff_and_dilution_due_to_impurities,\n",
        " Algorithm: calc_peaked_profiles,\n",
-       " Algorithm: calc_fusion_power,\n",
-       " Algorithm: calc_neutron_flux_to_walls,\n",
-       " Algorithm: calc_fusion_gain,\n",
        " Algorithm: calc_bootstrap_fraction,\n",
        " Algorithm: calc_inductive_plasma_current,\n",
        " Algorithm: calc_Spitzer_loop_resistivity,\n",
@@ -890,7 +887,10 @@
        " Algorithm: calc_neoclassical_loop_resistivity,\n",
        " Algorithm: calc_loop_voltage,\n",
        " Algorithm: calc_ohmic_power,\n",
+       " Algorithm: calc_fusion_power,\n",
+       " Algorithm: calc_neutron_flux_to_walls,\n",
        " Algorithm: calc_auxiliary_power,\n",
+       " Algorithm: calc_fusion_gain,\n",
        " Algorithm: calc_elongation_at_psi95_from_areal_elongation,\n",
        " Algorithm: calc_cylindrical_edge_safety_factor,\n",
        " Algorithm: calc_internal_inductivity,\n",
@@ -972,7 +972,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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liiJefvllLF++XN5WWVmJN998E6Wlpejq6sJ9990np/URBEEQBHFyQ8INQRDESczoRTAA6PV6pKenY9myZbj++uvHXNCqo1KmGjkDAH19fUH7UKPVamUPG4ZhYDQakZubi1NPPRU333wzysrKgs5laGgIgiBMK+omko/nRB588EGsWrUK27Ztw5tvvolLLrlk6hMNwmhE1PDwsOw7NBFOpzPo9iuvvBJXXnklXn75ZQCS583pp58+bj9Hjx7FWWedhba2NnmbyWQKiHwa9TFyOBzj9pOQkBB0u0ajmXC/+phgYtEoeXl5U9rX09Mz7nFqRp9vh8Mx4eMaZbzneyaon5OzzjorQLQZxWKx4LbbbsNdd92FQ4cOobu7O+A9PtX+nU4nEhMTgx6nfmwT/Z0IgiAIgogeJNwQBEGcxEyUznIiaqPaffv2Yd26dVM6b//+/fL6ggULgh5z6qmnYsuWLVOey2g/Ho8HNTU14/Y7ESc+nuuvv35K503l8ZzIihUrcPXVV+OFF17A//7v/8opRdOF53kAwBNPPIFvfvOb0+6nubkZH374odzevn07eJ4ft2zzjTfeiLa2NhQWFuLXv/41zjzzzADTaJ7nZWFFHKdk92xk9Pm+44475NS3aKMWnObPnz/ucerX9fHjx6cs3OTm5srr7e3t4wo37e3tAIDExERYLJYp9U0QBEEQRGQhjxuCIAgCALBq1Sr5DvtohMZkiKKI1157DYB0sTlRmkkoqP1LXn311Wn1kZubi4qKCrmPqQoNo94hiYmJWLly5ZTH+/nPfw6NRoMjR47gmWeeCX3CKkafx5mk5Pj9fnzpS1+C1WpFWVkZ9Ho9tm3bhp/97GdBj29tbZU9ep577jlcddVVAaINEJoQGElGxYXJ9mVmZk6pv3A83zOlsrJyXEFNjfp1PNVKaUBgJSl1hakTGd13YsUxgiAIgiBiBwk3BEEQBAApnenmm28GIHnSTCVC5tlnn0VjYyMA4NZbbw3bXFatWiX7pDz22GMB6UsTcWKZ5m9961sApFLL//jHPyY9f+vWrfLj/vrXvy5Hl0yFkpISfP3rXwcA3H333fB4PFM+90RGo53+85//TLuPe+65Bzt27IDJZMJrr72GX/7ylwCABx54ANu2bRtzfGtrq7y+bNmyoH2qo3diyebNmyfdx7LsuI/jREaf7w8//BBut3vmE5wGBoNBTmOrqakZ97jRMt0Mw6CwsHDK/ZeVlWHu3LkAJOPmYDgcDtmj6dxzz51y3wRBEARBRBYSbgiCIAiZO+64Q45S+MpXvoKGhoZxj927dy++853vAJCibf77v/87rHP5zW9+A47j0N3djSuvvHLSCkFtbW1y1Z9Rvv71r8tRN9/97nexe/fucc9vamrCV77yFQCSN9CPfvSjkOd89913w2w2o6WlBY8//njI549yyy23AJCiH5544okJj3U4HPB6vQHbNm/eLKf8/O53v8P8+fPx3e9+FxdddBF4nsf1118/xvw3KSlJXj948OCYcWw2Gx544IFpPZ5ws23btqDCotvtxm9/+1sAUgWr5OTkKfV30003QaPRoK+vD/fcc8+Ex3q9XtmkONzceOONAICPPvoI+/btG7PfbrfjD3/4AwBgzZo1yMjImHLfDMPgq1/9KgDg+eefR3Nz85hjHn/8cdjtdnAcN+XUQoIgCIIgIg8JNwRBEIRMVlYW/v3vf8NkMqGtrQ2rVq3C7373O9mQFpAiM372s5/h9NNPx9DQENLT0/HSSy/BaDSGdS7r16/HI488AoZhsHXrVixevBh/+MMfAoxzfT4fPvvsM3zve99DWVkZtm7dGtCH0WjEyy+/jPT0dFitVmzYsAH33ntvQEpMT08PHn30UaxatQotLS0wmUx4/vnnp5xmoyY7Oxu33347AODNN9+c5iMHNmzYIF/E33bbbbj99tvlyCZA8v7ZsWMHfvSjH6GgoCDAhLe/vx9f+cpXIAgCNm3aJItAAPDUU08hJycHLS0tcnTQKPPnz5cjMm666Sbs3btX3vf5559j48aNE1Z6iiZJSUm48sor8dJLL8Hv9wMAamtrcdFFF6G2thYcx+H++++fcn/FxcW46667AAC/+tWv8NWvfjUgncjv9+PAgQO4//77UVJSggMHDoT18Yxy/fXXY/Xq1RBFEVdeeSU++ugjOYqspqYGl156Kbq6usCyLH7+85+POf/ee+8FwzBgGCaoMPODH/wA2dnZcDqduOiii+S/sdfrxRNPPCE/B7fccssYw3AAuOGGG+T+gyEIAvr6+uRF/XqxWq0B+2YSkUYQBEEQXzhEgiAI4qTinnvuEQGIM/mI3717t1hWVib3A0BMSEgQzWZzwLaVK1eK9fX14/azYcMGEYC4YcOGac/ltddeE3NycgLGNRgMYkpKisgwjLxNo9GI3/ve94L2UV9fL65cuTKgD5PJJCYmJgZsKy0tFXfv3j3uXL72ta9N+nisVquYlpYW0G9TU1PIj9vj8Yg333xzQD8Wi0VMSUkRWZYN2N7W1iafd+mll4oAxDlz5ogDAwNj+v3ggw/k5+3Pf/5zwL4333xT1Gg0Ac+RyWQSAYhms1n88MMP5X2bN28OOHfz5s2Tvu6eeuopEYBYUFAw7jGjr99gz3FBQYEIQHzooYfE8vJyEYCo1+vFpKQkeWyGYcY8rhPPf+qpp8bsEwRBvOuuuwJeU0ajUUxLSxM5jgt4vrdt2zbu/IMx+j645557Jj22s7NTrKysDPgbqB+fVqsd9/Gp3/vjveb27NkT8PpMSEgQtVqt3D733HNFt9sd9NzR1/94f+OmpqaA52miJdjfQM14rzOCIAiC+CJCETcEQRDEGFauXImqqir84x//wKZNm1BQUCBHNsybNw/XXXcdXnnlFezatQvFxcURnctll12GxsZGPPnkk9i0aRMKCwvBcRwcDgcyMzNx1lln4ec//zkaGxvxu9/9LmgfxcXF2LVrF1577TVcf/31KC4uBsMw8Hq9mDt3Lq644gr8/e9/R3V1dUiGxMFITEzET37ykxn1AQA6nQ5PPvkkPvvsM9xwww0oLi4Gz/Ow2+3IzMzExo0bcffdd+PQoUNyRaLHH38cb7zxBliWxbPPPouUlJQx/Z599tn44Q9/CAD43ve+F+CncvHFF2Pr1q246KKLkJycDL/fj/T0dNx4443Yu3dvgGl0LElJScGuXbvw4x//GHPnzoXH40FqaiouueQSbN++fUw00VRgGAb3338/Dh06hFtvvRXz588Hx3GwWq1ISUnBqaeeih/+8If47LPPplxxbTpkZ2dj3759+M1vfoNVq1ZBq9XC5XKhsLAQN910E/bt2zetxzfKihUrUFVVhdtvvx2lpaXw+Xwwm8047bTT8OSTT+Kdd96BXq8P4yMiCIIgCGKmMKJ4EtXzJAiCIAjipKWwsBDHjx/HU089hRtuuCHW05kyGzduxCeffIJ77rkH9957b6ynMysYTcfavHkzNm7cGNvJEARBEESMoYgbgiAIgiAIgiAIgiCIOIWEG4IgCIIgiChw3333yea+Dz/8cKynE3ckJydPaH5MEARBEF9UNLGeAEEQBEEQxMlMamoqsrKyAraZzeYYzSZ+ycrKgsFgCNim0+liNBuCIAiCiB9IuCEIgiAIgoggr7zySqynMCuoq6uL9RQIgiAIIi4hc2KCIAiCIAiCIAiCIIg4hTxuCIIgCIIgCIIgCIIg4hQSbgiCIAiCIAiCIAiCIOIUEm4IgiAIgiAIgiAIgiDiFBJuCIIgCIIgCIIgCIIg4hQSbgiCIAiCIAiCIAiCIOIUEm4IgiAIgiAIgiAIgiDiFE2sJ0AoZGdnw+FwYO7cubGeCkEQBEEQBEEQxKympaUFZrMZXV1dsZ5K2Lj00kvR0NAQ62kEpbi4GG+88Uasp3FSQsJNHOFwOODz+WI9DYKYEn7/0aiP2eJOjup4vIeb0flvJiTCxDC4zWGHTRSRxDAwgIGJAcwMAxPDwMwwMENatzAMMgx6LBWBBAD/wzLoYZjwPBiCIAiCIIgvGD6fDw6HI9bTCCsNDQ2or69BSaE21lMJoL6ZrmMjyRdGuOnv78f8+fPR29uL4uJi1NfXh9zH4OAg7r33Xrz22mvo6upCdnY2rrjiCtx7771ITk6e8RxHI22qqqpm3BdBRJqu9tyoj3nJoRuiOt7gkfQZne9/9WWkDgzguYTEKZ/DggFGtJq3//0CjIsWzmgOBEEQBEEQX1QWLFgQ6ylEhJJCLQ5/UhDraQSwaMPxWE/hpOYLI9x8//vfR19f37TP7+vrwymnnIL6+nrMmzcPl19+OaqqqvDII4/gnXfeweeff47U1NQwzpggiNmOWyvdCelOSIBdr4eH08Cl1cKl1cKp0wX879Jq4dRq8diXrgFrMoHRaqEvK43xIyAIgiAIgiDiDxEChFhP4gTEWE/gpOYLIdx89NFH+Pvf/45bbrkFf/7zn6fVx/e+9z3U19dj06ZN+Pe//w2NRnrqvvOd7+D3v/89/t//+394+umnwzhrgiBmO26NBjzL4icXXITehIQpnWM5/fQIz4ogCIIgCIIgiNnESV9VyuVy4Rvf+AYqKyvxgx/8YFp9dHZ24rnnnoNOp8Mf/vAHWbQBgF//+tfIyMjAs88+i56ennBNmyCIkwC3VgtOEJAxklut4XmwgjDhIo4uIt21IAiCIAiCIAjiCyDc3HfffWhsbMQf//hHaLXTM3B69913IQgC1q9fj6ysrIB9er0el1xyCXiex9tvvx2OKRMEcZIwrDdAYBiMho76WRbCJAszupApMUEQBEEQBBEEEQAvCnG10C3HyHJSCzeHDh3Cb3/7W9x4441Yv379tPs5ePAgAGD58uVB949uP3To0LTHIAji5OPt+ZX41ZlnoS0pGYDsORwcUZQibijShiAIgiAIgiAIFSetx40gCLj55puRnJyMX/3qVzPqq6WlBQCQn58fdP/o9uPHyUmbIAiFprQ0NKWlyW1xJIqGEwTo/X5oeB4MAC/HwaXTQWAYirQhCIIgCIIgCCKAk1a4+f3vf4/du3fjqaeeQprqwmk62O12AIDJZAq632w2AwBsNtuU+huvLF1DQwOKi4unMcPoIooi/L118FtbYSw9JyJjOKwetNUMoHxtTkT6nwqCexiuo+/CWHIOWFNK2Pu32+2orz4OxpaIReuzAJ6H6PdLFYU4LuzjTYbX68Xg4CDS0tICfJwmgxcYtA9nQM/5oLdbMLAvF4VLPwWbp5vy+cPWJOh0XpjNzulOP2oYRA9O9xzCPm0p+rjkqZ/n8yHTbkP+0BAKBgaQ67DD6PNDEAXwLAuXRgur0Qj71q0wr18PhmEgCgIYNjyBkYJzEI6Dz8G87HqwhqSw9DlTeJ5HS0sLDJwAS+eHMBSfBW16SUznJIoiRK8XossFxmQCq5va65ggiOkhiiJEnw+i0wlGrwdrNMZ6SgRBTILo9UKg92zMoeSkLxYnpXDT0tKCn/70p9iwYQNuuOGGWE/npMLTugv9z10H/0AjuKR85P74eFgjBHxeHm88fABdjVYAQEZBIlJzzGHrf6r0v3gTHAf+BfBepF37T5iXfilsfbtcLvztr0/DczQDOm8KGHTDfectSBxuBgAUv/8edHPnhm28yRBFEb/73e8wPDwMALj11luRmZk5pXOf+OwK/Gv/OQCvxX2aj7DC9yzy2d1wW5Ngum7y8z/dvg41tRUQBA6rV+3C8qUHZvBIIs8NzndxtWsrjPDib8bz8azp7Cmdl2sdwqVVVbigphpAYMrUiV+57T/8ESzr1iHtlq/DUFEBURRn/B4beP1/YN/9V8DvAVgOCWu+MaP+wsGuXbvw8ccfo9i+BSvEbfDxTiSs+w5SLnk4pvNqvPAieJuaAABznnwSlvWnxXQ+BHGy0/bNb8H+yScAgKy7forU66+P8YwIgpiIlq/fAsennwIAsu+9FynXXhPjGRHEF4OTUri57bbb4PV68cc//jEs/VksFgCA0xk8GsAxUjEmYYrlfquqqoJuHy8SJ57QpBTCPyhd1PDWNvi6q6DLXhi2/rU6Dn4fL7cbD/TGRLgBAPBeAID72AdhFW4MBgO8PjcYkQMzcgnfnne6LNyIfn6Cs8MPwzABETaDg4NTFm7MOhd8gmT6bffkwKjpAwBw/cMQ7Towlokjh7RaHwRBOmZgIPxRTeHGBw2MkF4X53l241njWcAkokpxXx/u+PhDZNls6EhKwqDFAr3ZBKfRBLdWg8+NFggsAx3PI9XhwE32YQy/8w4EhwPZ994DbU4Yos4YThJtADj2PBUXwo3RaITb7YYfGmh46bPVvudpJJ37AFi9JWbzYvR6eV1wu2I2D4L4oqB+z4kues8RRLzDGlTfk+NcGxEEEX5OSnPi//znPzCZTPjmN7+JjRs3ysu1114LAGhvb5e3dXV1Tdrf3JHoh7a2tqD7R7cXFBSE6RHEL5wlE7pcxaTZ07gl7GPMW5ohrzcd6A17/1PBoEoBcx97P6yGsQzDoKioCG5Th7ytO30ZfBop1FT0+8I21lRJSVFEk4GBgSmfV5jaKa0wwHvGPDj4nJGmiOFdkwuZqSmD8vrgYPwLN+/rV0IYEdvyhH4s9DdPeLzF48blRw4hy2bDx6Vl+PnZ5+Cu8y7A3uXLUTe/AsdLSrC/uBhbSkrxfnkFnl++AvmPP46U66+HfetWWP/zn7DM27LyJnnd27oL3q4jYel3JpSWloJlWTRwi+GF9CNQ9AzDsf/ZmM6LNRjkddHtjuFMCOKLAatKQxecJNwQRLzDqFKjBBcJN7FCBCDE2T9K3IosJ6VwAwBDQ0P45JNPApadO3cCANxut7zNPYUf5kuWLAEA7Nu3L+j+0e2LFy8O0+zjG33R6fK6u/GTsPc/b5ki3PQct8E2EP2LJ0PpOXIkBT/cAV938Cip6VJYWAiPoQ8CI0VvCJwOXVlrpJ1+f1jHmgpq4WZwcHCCIwMpTFGEz/2+BAwYlfcAXzu5AJWaoohEQ9ZkCEJ8G/P2csnYpy2V2+d5dk94fJrDiXVNTdg7Zw4eOX0D2pJTIAAYBMAIAhhBQCbvBysIYAUBAKCbOxcp118HLi0Nzp27wjJvXe4S6PJWyG3Hnr+Fpd+ZYDAYUFRUBD+jwzFuqbzd/vnjMa2sxaiEG4Hu/hNExGFN6otAes8RRLwTKLaScEMQ0eKkFG5EUQy6NI34FhQXF8vbCgsLJ+3v/PPPB8uy+PTTT9HT0xOwz+Px4M033wTHcbjwwgsj8XDiDv28jfK6p+mTsF9kpeaYkZylfCk07o9+1A1nTg+ILHIfez+s/RcVFQGMCLexW97WkXsaRAAiH91UKQBITU2V10MRbnKTeqFhJaFJAAvvIuW1YOFb0V81sVdPcvIQGEYSLHheg+HhxFCmHRPe1a+U1zd6D8IgesY9lhMEcIKA2swsuS0yDHo0OogsC5FlkSHwEFgWAsvK4g2XmAhNSgp423DY5m1eeaO87tj/LES/N2x9T5eKigoAQA2nPKe+7ip4IiAITxWKuCGI6EJ37wlidsGaFAsDEm4IInqclMLNdHnsscdQUVGBO++8M2B7Tk4OvvSlL8Hr9eLWW2+FXxUR8aMf/Qi9vb348pe/PGVfkNmOoWi9HI0iOPrg66kOa/8MwwSkSzXGRbrUB2HtOykpCampqXCbOuVtDnMOrEnFEH2zJ+JGwwqYk6yImW3pOjhZxZNlaHtGsNOU8zU8EhKUamyzIV1qu24h7Ix0cW8WPTjNO37akXOkIlHGSGU6fqRCVC/LAqIIiCKy/D6wPA9GFCGM7Pd1dMLT1ARd/pywzdu89DowGmnegqMPrtrwpGHNhPLycgDAMJuGNlapqGf7/PFYTQmMURVx4x5flCMIIjywRuVGDXncEET8o464EUm4iSEieDG+lrElN4hwQsKNir6+PtTV1aGzs3PMvocffhjFxcV4+eWXUVFRgWuvvRaLFi3Co48+itLSUjz00EMxmHFsYI3J0GYvkduRuDuuTpfqqB+Cczj60QGG0nPldU/jJxB94b37XlhYCF7jhlenCCXtuetj7nEzODgIYSTyYyoUpijvl+ODOWBLlQvfZOcR9DZVTHi+2udmYBYINx5Ghy065fV/nmfPuMcOGwyozcrCGfXHsLS9DWaPJAT0aDSS+MkwMI4sIsMg0eWC9fXX0XHnjwGeR8qXrg3bvFljMowLN8lt++7Yp0slJiYiLy8PAFDDrZK3u6pfg3+oNSZzYg3K3X+RzIkJIuKoSwnT3XuCiH8C37P0PUkQ0YKEmymSnp6OXbt24dvf/ja8Xi9effVVWK1WfOc738GuXbsCUk2+CBjmbZDXPU1bw95/ZkECLCkjrvUi0HQw+lE3+oJTweikcFDR74a7+dOw9l9UVAQAcKmibnoylsLtiG3EDc/zsNlsExwdiGxQDKB5MBsJa5RzE7jjaN58CibKplP73AwMzo730Xt6RWRY5qtHFh/c0Nmp0+HvK1dBZBjc9+47+N7WT3BJ1REsaWlBckcn8ltaUdTYiGsPHsA3PtuOOzZ/hM6774G3oRFZd94J08qVQfudLmqTYvfRd+G3toe1/+kwmi7VxpbAqUmTNgo87Dv/FJP5MOpqGS5KlSKISBPgcUMXgQQR97BmlcfNSGVdgiAizxdKuCksLIQoiqivrw+6/95774Uoinj66aeD7k9NTcWjjz6KlpYWeDwetLS04JFHHkFycnLkJh2n6FXCjbtxS9h9buIhXYrR6KCfd4bcDrfPzai/klffD56VIjFEVotjR6MfXaTX62E2KznLoRkUq4SbgRwwSRr4k5WKUqb+ZvQenz/u+SmzrLIUAFRpCtDKpgMAWIg4xxPcuBwAqrNzcN+556EhPR0Luzpx847P8b8ffoBzt27FqZ99hlW7duOyfXtxYU01Knp6YDl9PeY8+SRSrr0m7PPWz9sILqVQaogCHPv+EfYxQmU0XUpkWBzBMnm7fdeTEP3RT1VSR9xQOXCCiDwBRqeUKkUQcQ+ZE8cPAsS4WojI8oUSbojwoS86XfG5sffA31sX9jHU6VJttYPwuKIfiWJU+9wcDa/PTUJCAtLT08eYFB89JkAUov/hF6rPjYHhYGA4lKUqHjctQ9nQihqYFykfLbnazajdciX04ORz1Et2qlU+dsiaBK2oCXqcgeHAsWJUF5FB8IVl8J5Bibo5z7MbIsY//nBuLm6//Ar8ZuMZeGHpMnxUVoa9RUVoLixEfWkJ9ixahIdP34C7zr8A2XffDctp68CM+OOEE4ZlYVlxg9x27HkqphWcACAjI0OOWDzKLYPISo9bcPTCefjFqM+HNarNicnjhiAiTaA5MQk3BBHvsKobfRRxQxDRg4QbYlpwplRosxbJbXfjlrCPkVOSDGOCFgAg8CKOH+4L+xiTYSg7T173dR0CPzzW/2gmjKZLuU2dGM0nstmBtqNTj3gJF2rhZmAgeOpPMApTFNHJy2vRMZwGbalR1t3NXBd8HSK6myqDj5tslStLCQIHqzX+K0sBwPv6FRAgiZd5Qj8W+ZsmPkEUsWfuXDy7ciUeOX0DfnvGGdi1dg32rViBxgWV2FZagqqcHGgyJjZ0ninmlTfIoqu/vx6epvCmAIYKwzByupSXMaIzYY28z/ZZ9E2KGYq4IYioEmBOTHfvCSLuIeGGIGIDCTfEtNHPO11ej4TPDcsyKFqcLrdjURZck14KLrlAbrvCXF1qVLgROA/8WkWYqtraEdZxpsJ0S4IbtV7kJPTL7abBbLAWDpo8JWIkT7cZhz65PKjXjYYTkJyolL3unyXpUr1cMvZqS+X2+e7xTYoByGIJRBGMKMIGBrIsIIrI9PsxoRlQmNAkz4WhRIkkc+x5KuJjTsaocAMAu91KWp23dSc8rbujOpeAcuDkcUMQESfA44Yibggi7iHhJj4QAfAQ42oJ16/YvXv34sEHH8SmTZuQn58PhmHAjP6OHoeOjg78z//8D0pKSqDX62EymbB48WLcc889IXl3xjMk3BDTxjBvo7weCZ8bAJi3TCmxfryqHz4vH/YxJoJhGBjKIlcWvKBAEYUcFiVypelAb9QraU23JDgAzFMZFDcNSuXAtWXKXdRc7Rb0tpaga5yom7RUZby+gdkh3ADAe3rFPHij9yAM4hRSa0YqSIFl0cNp5G2ZgqCIOxHGvPJGed15+EUI7uEJjo48+fn5ssdSP5MNf8ZSeZ/98z9EdS4B5sRuEm4IItKwlCpFELMKtXDDU5QcEQF+9rOf4c4778Srr76K9vbJC2kcO3YMS5cuxeOPPw6e53HxxRfjjDPOQGtrK+6//36sXbsWVqt10n7iHRJuiGmjL1IibgRbF/x9x8I+Rn55CnQGDgDg9wporZ56Ck+4MJYq6VLu+g8ghlAqezLMZjOysrIAAF79ADi/pAgLgoiaz6IbdTMT4aYopUtebxrIBgBoSgzyJ4yBHUCa5jAObdkUNKgkbZaVBB9lm34h7IwUoWESPVjvORLS+b0cJ69n8NETJU0LLgdrkiKsRJ8TzkP/jtrYwWBZVjYpBoAms/LZ4jj0PHh79KLt1BeRIl1EEkTEYU4oBx5r3y2CICZGLdzA54PgjX5RDeLk5pRTTsFdd92FN954A52dndDr9RMef8cdd6C3txe33nor6uvr8fLLL+Ott95Cc3Mz1q5di+rqajz00ENRmn3kIOGGmDacOR3arAVy29P0SfjH0LIoWKSkSzXs75ng6MhgKD4TYKS3imDvga/zYFj7H02XAgOAUXxSqrd1RNWkWC3cOJ1OuEOINihKVYSbxhHhhjVy0MxRPmjztB+jr60UXY0LxpyfljIkr/cPJocw69jiYXTYolsit8/3hJbWI0fcAEgTeHBRumBhNHqYll4nt+1xli61qy8FrEV6HcHvgX3PX6M2D0aVKiV4yJyYICKNukINeB6izxe7yRAEMSkBwg0oXSqWxLqKVKSqSt1xxx24//77cckllyA7O3vS47dulSw77rrrLnCqm6JJSUn40Y9+BADYvTu6qfeRgIQbYkYElgUPv3ADIKAs+PHD/RD48EW8TAXWlALdnNVyO1JlwQFgKGUQzMgH33CfG6010YswSkhIgEajCAmhRN0ERNwMZstRNRpVulSO9lMw8OHQJ1eMibpRR9wMWZPA87Pno+ldVXWp5b56ZPFT/5sNsCxGa6VxkMSbaGFZeZO87m3ZAV93ddTGDkZRURG0WsmM3OMX4S25Ut5n3/FHiHx0qsqpy4FTxA1BRJ4A4QZkUEwQ8c6J71kSbohYM1lEDgCkpaVFYSaRZfZcHRFxiaFIEW48jZ9EJMR57oJUsBrJ+8Pj9KOzPvo5igZVWfBwGxQXFBSAGXne3CYGaUnKj9aqT6OXLsUwzLTTpYpUHjc2jxn9TqkylHaeQVIkAOhYGzI0e9HXVorOhoUB5ycnDYMdrSwlshi0Jk33YUSdKk0BWjhFXDzXs3fK54oME5AulRnFdCld7lJo85bLbfuev0Vt7GBotVqUlipmz7WaFQArCYn8UAtctf+JyjxY8rghiKiiTk8EyOeGIOIdhmXBqMQbEm6IWHPuuecCkLxxeNVvaavVil/96lcAgJtuuinoubMJEm6IGaGOuOGH2+Hvbwj7GDqDBvnlSsWjpkPRLwtuVJUF9zRvg+AN35eU0WhEml+JJjAkKH4eTYf64BiKXrrGdIWbFKMDKQbFsX3U54bRs9AUKqknebrNADAm6objBKQkK4Jc/ywyKAbDBJgUn+feE1J1qB42NsINAFhUJsWOfc9A5GOboqD2ualq6oVxwSa5bfs8OqXBA8uBk3BDEJGG0WjAjETbASTcEMRsgDWTcBNrRAC8KMbVEiuHsv/7v//DokWL8Ic//AElJSW46qqrcPHFF6OwsBDNzc149tlnccYZZ8RoduGDhBtiRnCWTGgylfK9nsYtERmnaInic9N0sDfq5oW6/NVg9FIUCXhv2B9njir9a5DrgSVVuusvCiKqt0cv6kYt3AwMhJamFeBzM1JZCgC05cqXe7Z2Ozi40N9egvZjSwLOT1WlS80mnxsAeF+/AgKkqLA8oR9L/I1TPlftc5PB+yGE0fx6MsxLrgM00mtNcPTCVf1G1MYORllZmVzu0eFwwFVytbzPU/8RvN1VEZ8Da1SXA6cLSIKIBgF37530viOIeIczUUlwIjgNDQ1YsGBB0CVSZGdnY8uWLTj33HPR3NwsmxMPDQ3h1FNPxYoVKyI2djQh4YaYMQFlwes/isgYRYsV4Wa4z43+dntExhkPhtPAUHK23HbVvhXW/nNUQtSA34cFp+XK7aqt7eCj5OuTmqpENoUq3KhLgjcOKMKNptAAaKWLcQ3jRrb2MwDAwc1XQRSV8tfpASXBlXnMBvq4ZOzVKmk+F7p3Bew3+HxIc9iRPzSE5BP8G/o4DqN/XR2Arq4uRAvWlALTQpWXzM4/RW3sYBiNRsWsG0BVvxHaHEXgs29/NOJzUEfciF5vWKvIEQQRnMBqbuRxQxDxjtqgmIQbItYcOnQIS5YsQV1dHV5//XUMDg6ira0NDz/8MN555x2sW7cOdXV1sZ7mjCHhhpgxakHD3fBRRC50zMl6ZBUlyu3G/dErDzyKcf5F8rqr5q2wRv1YGEXAcPI85p+aA5YbiTywetF0IDrpYWrjrlCFm+I0JTKovl8RnhgNA22p8qM8TyeJe0Pdc3G8ao28PT1VGW+2CTcA8JZBeSwbPAdhFpS7xrdt24a/P/cc/vjSizi/rjbgPD/DoF+VLtXU1IRoYlnzDXndXf8hfL1Hozr+iVRWVsrr1TU1sJz6Hbnt2PcMeEd/RMdXe9wAgEjpUgQRcdTCDaVKEUT8EyjckNgaK4Q4WwCguLgYVVVVQZdI4PP5cNVVV6GjowOvvPIKLr30UiQnJyMvLw/f/e538cADD2BgYAB33313RMaPJiTcEDPGUHyGUi7b0Rf2ctmjqKtLNR6IgXBTfqG8zltb4es+Era+TZzyVvQD4AxAyYpMedvhLW1hG2si1BE3VqsVvhDKsharI276cwL2qdOlMrV7oGOk6JqDmzdB4CXRIj1NEW6GbQnweLWYTXymW4AhRvoho4cf53j2yfvcWiUdyhDkOe1SGRQ3NzdHbpJB0BeeBm2WYhZt3/nHqI5/IhUVFXK6lM1mw2DaOrAW6b0g+t2w7/pzRMdXR9wAVBKcIKJBgHBDqVIEEfewZE5MxAk7duzAsWPHUFRUhOXLl4/Zf/XVUtr9aMnw2QwJN8SMYY3J0OUrJZHd9eGtujSKWrjpb3dgqCe6Cj+XkBVQFtxVE74qNyZOA0YVqWS327FoY77c7jg2hL62yKeHJSUlgWWVj4VQDIpLVBE3g+4EDDgT5DaXrwNjkcQJBgLyR6Ju7INZaDiwHgCQaLFDp/XK58wqg2IAPkaD9/VKDu2F7p3yulOrk9eNQYSbbpXPzfHjxwMc8SMNwzCwrP2m3LbveRqCN3Z3zywWCwoLC+V29dFGWNao5rfzTxAjWDZ9TMQN3f0niIjDmCjihiBmEwERN04SbojY0dYm3dxOSgpekXZ0eyjXNPEKCTdEWDCUqtKljn0YkTGSs0xIy1O+KGISdVOhSpcKo88Nq+FgUKVk2Gw2ZBUlImOuIn5EI+qG47hpGxSnmmwBlaUaVFE3DMNAW678MJ+X9Lq8fnjr5fD7tGCYwHSp3lmeLlXKd6DIL0UhqSNuggk3vRyHUSnC6/VG1ecGAMzLvgxGJ723RPcQnIf+HdXxTyQgXaq6GuZVNwMj6WT8UAvcde9EbGxGowHUFW4oVYogIg5rVN29J48bgoh7yOMm9ogAeIhxtcSiqlR2tlTJtq6uDjabbcz+3bt3A0DATcHZCgk3RFgwlJwjr7ubP4Xgi8wdsyJV1E1TTISbi+V1b8vn4B1h8p7hNAHCjd1uB8MwWHyGEnVzdGcX3I7Il2tWp0v194fmJzIvTUmXqh/IDdinrVB+mBu9nTBrjgMAXLYUHN0tCX/paSqD4v7ZJ9y0aLJQo5kjt8/17AUAuDWKEGDw+cecF2ufG9aQCPOyL8tt+44nojr+icyfP19OlxoeHkaXTYSx8nJ5vy3C82MNqspSJNwQRMQJNCemiBuCiHfI44aIF0455RRkZmbC4XDgf/7nf+BRpbh3dHTg9ttvBwBcddVVsZpi2CDhhggL+rlr5Tv28Hvgbd4ekXGKlynCTVfjMBxD0fWf0OYuBZc4IkiIYtju/DMcB6Pqx+qoYlyyMhMGs3TR7/cJqP28M+j54WQmlaXU6VIN/YHCDZemBZuiRJ4sKvq7vF61/WL4PIZZb1AMAB+o0qXO8uwHKwpwqSI4gkXcAEB3DH1uAMCy9lvyurdtDzxte6I+B3kuFgsKCgrkdlVVFRJU83MffRf+/qmXXA8VRpUuRRE3BBF5yOOGIGYX5HFDRJK33noLa9eulRevV7JSUG976y0p88FgMOBPf/oTNBoN/vGPf6C4uBiXX345zjvvPFRUVODw4cNYvnw5fvzjH8fyIYUFEm6IsMBodNAXbZDbrgj53KTlWZCYrtwNbzoY3agbhmEiki7FnJAqZbdLfjYaLYdKVWnww1vaIAiRDURUV5YKNeKmOFUl3AzkjNmvUVWXyhR3QaOTfqB7XRbUfH7BCcJNCsJYuCtqbNYvAT/y0ZohWLHU1xAo3PiDCzddKp+blpaWqPrcAIAuZzH0BevkdqyjbhYsWCCvV1dXQ1u0AZqMcmmDKMK2K3Kly1l1SXASbggi4pDHDUHMLsjjJj7gxfhawkVvby927twpL6OVfNXbenuVa8DLL78cu3btwnXXXQeGYfD2229j+/btKC4uxi9+8Qts27YNFoslfBOMESTcEGEjwOem/qOIjMEwTIBJcUMMyoIbVOlSrrp3IfJhSF/iNAERN6PCDQAs3JCH0Wrhw31utFRFthzyTCJuik+IuDlReFGXBRf73Fi4/EW5XbPjPCQYlOfS59Nh2JaA2cYQm4Bd2nK5fY5nb4BwE6yqFDDW56azM/LRVSeiNil2HnwegjN2Rm4npkt1dHQEmBQ79jwF0RcZUUWdKkURNwQRecjjhiBmF+RxQ0SSG264AaIoTrjccMMNAecsW7YM//znP9Ha2gqv1wu73Y79+/fjzjvvhNFoDD7QLIOEGyJsGEoVnxtfx/7w+b+cgFq4aT86FBXfFzWGkrPAaKQLO9EzDE/zthn3yXAcDK5Ac+JRElINKFqiPOZImxSrI26Gh4fHLQmuZzRjlvlpipA27DFj2JkWsN+YZgCnSpcqTXkHeqP0WP1eIxp2XojkROWxDw2kB5zPsUJUF7CY1vKBUUmXOt17GLxOUbAMfl/Qc3iOQR8XO58bADAtugqsOR0AIPpcsO/7+yRnRI4T06Wqq6thWfE1MFrpy1dw9MF55KWIjM2ohRu6+08QESfAV4pSpQgi7iGPG4KIPiTcEGFDm1kJLmEkPUYUIxZ1kz0vCaZEqbyyKIhoPhwZgWg8WJ0J+uIz5HY4yoIz2rHmxGoWqUyKW6oGMNQduS/JxMTEgJLgoUTdpBgdSDdZ5fax/sB0KYZhoC9Vvuz9TVYsPu1tuV2z5wykmRXfot5ZVhJ8lO36BXAwkk+KSfSgXHtc3mf0ji80xtrnhtHoYVl5k9y27/ijHJ4aC06sLsUYkmBa8iV5m23HHyMybqA5cXR9tAjiiwhLqVIEMatgzaooOUqVihlCnC1EZCHhhggbDMNAX6JOl4pMWXCGZVC0JF1uN8YgXSrsPjcnpEqdWM4urywZKTmK4HH4k8hF3cykJDgAlARUlsoes19fonzZ+7u8KK94H6YEaQyB1wK9SppRT//sFG68jBZb9Yvl9mqmWl43+sdWlRqlSxNbnxsAsKz5BkZz8/x9R+Fp+Djqcxhl/vz58rrVakV7e3uASbH3+GfwdhwM+7gBETduuogkiEjDGEm4IYjZBGtSfpPylCpFEFGBhBsirBjVPjfHPozY3fp5qupSLdUD8Hmie4GrFm78fUfh6zs2o/4YLtCc2O12B6QoMQyDxRvz5HbtZ53wuscXAGaKOl0qVOGmVC3c9I81KObSteCSFYHC3zyMpRvelNvD7fPB+aUf8bM14gYA3jco6VILxUZAL/29dDwPTgh+X6KP48CNRN34fD50dHQEPS6SaFKLYCi7QG7bPo+dSXFCQsKY6lK6/BXQzVktb7PvDP/8qBw4QUQX8rghiNmFOlVKpFQpgogKJNwQYUVfcpa8zg8dh7+/PiLj5JWlQGeULv55nxBxw94T0aQUQJu9SG7PNOrmxKpSwNh0qbI12dAZpIt6r5vH0V3dMxpzItQGxaFWllJH3Bw7oSQ4IIlQOlXUjafeibKl25GYOvJ4RBYmu3SxPmhNhNenGdPHbOCgdh562CQAAAcRmjwlimo8g2KeYZCfr6TFxcLnBgASVCbFrprX4be2x2QewNjqUqIoBpoU7/8nBPdwWMdkjGROTBDRRJ0qRR43BBH/qIUb3knCTSwQAfBg4mqZhcVgZxUk3BBhRZOYC22WcqHlPhaZsuCchkXhYiUqpPHALE+X4jTgBAE6j+KncaJwozNoUHGqEsFyeEtbxCKaZlJZqjRVEW4aBrKDlvQO8Lnp9EB0erBs42vyNoM7ExqfBQCDvoHkkMaPF0SGxYeG5XJbM0fx/jGOI9wAQGFhobweC58bADCUXwAueSTSReDh2P2XmMwDCJ4uZVpyDVijFI0leh1w7H8mrGOyeoq4IYhowlKqFEHMKtQeN/D5IHi9sZsMQXxBIOGGCDuGksiXBQcCq0s1H+4H74+uLZZxvlIW3NP4yYzu+jMaKZJmvJLgoyzaoERjDHQ40H50aNpjToQ6VSrUiJvitC553e41osuePOYYTYYWbJISSeNpcGLewt1IzWqRt5lthQCAnlmcLvWBKl2KS/GAsUjC3HgRNwBQVFQkr7e2tsI/gSdOpGBYDpY1t8ht+64nw1P2fhqcmC5VXV0NVmuEecUN8jb750+EVcQMjLghc2KCiDTkcUMQswt1xA1AJcEJIhqQcEOEHYPa56bhY4h8ZC4851amQaOVXsJelx/tdYMRGWc8dHPWgDWNCByCH+5j70+/sxFfE3W61IkGxQCQnGXC3AVKNEykSoOrI25sNhu8IdxJSdS7kG1R/hbBfG4kI2tVutQxJxhGxIozX5W36byp0HqT0DtLDYoBoFmTjaMaxZtIM0cS94y+8d8TeXl50IyYFMfK5wYALKv+G+C0AAB+uAOumjcnOSNyqKtLHT16FABgUaVz+Xqq4Wn6NGzjsQZV2gaZExNExAn0uKH3HEHEO+ooOYBKgscEERDibKFcqchCwg0RdvRFG+QLPtFthbd9T0TG0eo5zKlUBIaGKKdLMSwHQ/mFcttVM/10KYaTLtQni7gBgEUbVR4oB3phGwh/KkdSUpJskgsAg4OhiWKT+dwAgL5UVV2qwwPe7kd+6SFkzlGMns22wllbWWoUddSNJNyIMPjHj17RarVx4XPDWTJhWniV3LbtiJ1JcVlZmbze19eH/v5+aNNLYSg9R95uD+P8GINeXhdclCpFEJEm0OOGLgAJIt5hOC4wUo4ibggi4pBwQ4QdVm+Bfu4pctt9dAaRKJNQrKou1XSgFwIf7XQplc9N3VsQhelVtxpNlZos4gYA5i5IQ2K6lMohipGJumFZNqAkeMgGxalq4WZsxA0AaDJ1YBMVcchT7wTDACvPekXepvUlYbCtPKhPzmzhY/1S8JDKa7MmP9h0F4zeidOO1OlSsfK5AQKjWjz1H8HXUxOTeaSkpCAjQ3mvK1E3Smlw55GX4R8OT3SSOuKGyoETRORR370XfT6IE6STEgQRH6jTpUi4IYjIQ8INERHUd8Jdde9EbJyCRelgOemi2GXzof3YUMTGCoax7Dw5ukhw9MHTvG16HXFjPW7GE25YlgmIuqna2g6vK/zpaDPxuSlLVy6gx4u4YRgmwKTYUyd96WcXHEXOvCPydt1gGQaHkkIaP54Y4BKxW1cut7UFVhgniLgBAg2KW1paQkpVCyf6wtMCqqfZPvt9TOYBAOXlynNYV1cHADBWXAwuaY60UfDD/vkfwjKWOuJGJI8bgog4zIlpF2QKThBxj9qgWKBIuahDVaW+eJBwQ0QEdcUlb9su8PbIpDEZzFrMXaAIDPW7I1ciOxisIQmGYqUEuvPIKxMcPT5yqpRzcuEGACpPy5XLoXvdPKq2hd8HRS3c9PX1hXRuWbpSPrq+Pxt+IfhHjaFcVV2qywveKgkaa8/7N0RI0VMa3ogD288Lafx44x3DKnmdy7UhyR88DW6U/Px86HQ6AADP82hpaZnw+EjBMAwSTv223Hbs/QcEZ3S9pEZRCzfHjx+H0+kEw2mQcOr/yNvtO/8EwTfzCJlAjxu6gCSISMOaTAFtgUqCE0Tcw5oo4oYgogkJN0RE0OYsAZc4YsoqihGNuildmSmvN+zvjXp1KdPCK+R1V9WrEIXQxw9WVWoi4UZn0GDh6Uoky6GPW8GHOU0sPT1dXg89VaoLLCPNx8Pr0DKUEfQ4Ll0LLlUrt9110h2blMwOGLKOyttbDm6E22kJaQ7xxGf6BfD6pcfJcCKWcMcmPJ7juIB0qYaGhojObyJMy66XTbhFnxP2GJUGz8vLg3kkLFsURRw7Jj2HllU3g9FKF32Csx/O/c/OeCxW7XFDwg1BRBxGpwMYRm6LLrp7TxDxDkXcEER0IeGGiAgMw8BQcYHcdte9HbGxCheny9WlPE4/WmsGIjZWMIyVlwGMND5vbZuWGTMzcoffqPLTcDqdE5aCXnzGHDlNzD7oQf2enpDHnQi1cNPX1xdSuWW9xo/CZGU+dX0TpEuVB6ZLjY4zd8kWCIz0+AW/Hvs2XxbS/OMJP6NB65CS3rbQOLFwAwDz5s2T12Mp3LBaY0BpcNvnj0esUtyE82DZgKib2tpaabspBeaVN8jbbdsemXFpcEYdceMh4YYgIg3DMAE+NySYEkT8o46Uo4ib2BDr1KgTFyKykHBDRAxjucq49+h7EPnImA3qDBoULFJEhmN7opsuxVkyoS9cL7dd00iX4lKSAQCGEyrYjFdZCgDMyXqUrc6S2/vfb5nxBasadaqU2+2GI8QvZXW6VF1f3rjHGcqVL35+wAe+T3qd5OZ1wGk5rvSxdwMSh81jzp8t1NuUCJpM3QDm+SdObysuLpbXe3p6JozAijSWtbcCrJSaxw+1wFX9WkzmoRZu6uvr4RsxME049Tvydl9PNdzHPpjROCxVlSKIqMOoLwIpVYog4p4Ac2KKuCGIiEPCDRExDCVnAZzk0yG6rfAc/yxiY5WuUtKlmg70we+dXnWn6aJOl3IeeSVkAUWTKpU15wQB+ilUlhpl6Tlz5fX+dntYo43MZjOMqjugoaZLlasMio9OINxwSVpocpQLZfeISXFWej9cpg74OekHvChyWH6oPGgfs4FuMQ38gEFuX+jaNeHxaWlpSEpSTJkbGxsjNrfJ0CTlwbToarlt2/5oTOYxb948aLVSypnP55NLpWszymCouFiZ37aHZzSOOuJGoIgbgogKARE3lCpFEHEPVZUiiOhCwg0RMVi9BYZ5G+W2q/atiI1VsCANWr3kE+Pz8Dh+JDSRYaYYFyjCjb+/Hr7uIxMcPRZuRLgBAqNuJhNu0nItKFioRMbsfz+8JrYzMSguD4i4CZ4qNYo66mY0XcpicsNidsCRoAgWud0ZyOlKD9ZF3OPWauA/rggxZ7v3QSuOn3LEMEzcpEsBQMJp35XXPc3b4G3bG/U5aLXagEik0epSAJComp/76LszKl2ujrgRKeKGIKJCQElwF0XcEES8E5AqRRE3UUcEIIhMXC1UVSqykHBDRBRjxYXyurs2cj43Gh2HoqWxS5fSJM+Bbs5quR1quhSr18tfgCbVncbh4eFJz12mirppqx1Eb0v4UmpO9LkJBXWqVIctDTaPYdxj9SVmjKbGCnYevg6pBHNm+gC8+n54dUPyscsPlYMRZl8erUurhb89AaJfmnuS6MRpnokFPrVI0djYGNZUuFDRz1kN3dy1cns4RlE3FRUV8npdXR2EETNwffGZgaXLtz8y7TECI26oHDhBRIPAiBsSTAki3qGIG4KILiTcEBHFoCoL7uuphn+gOWJjla5U/F6aD/fD646ugappgTpd6tWQzx+Nugkl4gYAcsuSkVmQILf3fxC+qJuZVJbKTRiERafcNT06QdQNa+agnasIO55aJV0KDGBPaABGdPwkmwUlTfnBuolrXFot4Ofg71D+VhdMki6ljrix2+3o6QmvAXWoJKxTvGSch54Hb+uK+hxKS0vBjFSfsdvt6OiQUvIYhkHCOiXqxrHvGfCO6UXeqSNu4PNBnMAknCCI8MBQqhRBzCrInJggogsJN0RE0aYVQ5Oh+JK46iKXLjVnfir0phEDVZ+ApoOhRYjMFHW6lK/rEHx99SGdz6WkSP1MsST4KAzDBHjd1O/twXB/eMLMJ0qV0jPaCRcDq0VFeqd8fEP/3AmPt5Qnysd6jjmhEzTIT7cCAHitA0Jim7x/cXUJDH4WHCtEdBEZhG1xjXizqNOlVviOIVMYCDhOjclkQk5OjvIcxjhdyrTwSnCJI35FvA+2HU9EfQ5msxlz5yqv99HqUgBgXnodWLNUel70uWDf9edpjaG+gAQAwU1RNwQRaShViiBmF2ROHHtiXUWKqkpFFxJuiIhjLFfSpVwRTJfiNCyKl2XI7foop0tpM8qgzVoot11VoaVLcanTE24AoHhZBhLSpIgVURBx6KO2Sc6YGuqIm8HBwQnLkwejQmVQXNeXM8GRgLHYAoyUNxc9AtzHnchJH5T3D+jb4NNI4+u9OiyoLglpLrHGPSLcCP1GeJzS34qFiPNdE5ePPzFdKpYwnBaWU26V2/adf4Loj76ooa4upfa5YbQGWNZ+U27bP398WtXsWL0+oE0lwQki8gSmSpFwQxDxDkXcEER0IeGGiDhGVbqUp2EzBG/kVPmSVUq6VEv1ANyOyJQgHw/jwumnS2lSpFSp6Qg3LMdi6dlz5HbV9o6wPPaUlBQ5LUUURQwODk5yRiDlqoibyQyKWT0L4zzl7o2z1oakBAcMekkYEDkfmgoV4aK0vgAWm2lMP/GKS6sZWWNgb1cimS5w7QYjCuOepxZumpub5RLYscKy+hYwGkl4Euw9cFaFnhY4U9Q+N729vQFpfAlrvyVXs+OHO+A8/GLI/TOGQD8muogkiMjDmFTCDZUDJ4i4hyJuCCK6kHBDRBx94Wlg9JKvh+h3w9PwccTGyitLgTFRumgTeBGNB3ojNlYwTAuvlNe9rTvht0498mXU42Y6wg0AzD81F3qzJA74PTyqPm2f5IzJ0Wg0SBlJ4QJCNygOiLjpz4FwYi7QCZgqLPK6u9EB0ScgWx11k9oKh0n6ccCKLJYeqhjTR7wyGnEDAL62RPAjH7/ZwiCWe8dPq5szZ45cAtvv96O1tTWyE50EzpwG05Jr5bZ9xx+jPofU1FRkZCjRdeqoGy4hG+YlX5Lbtm0Ph2zqzLBsoN8G/SAliIjDGlV3790k3BBEvEMRN7FFBAMebFwtIqVLRRQSboiIw2h0MJSeK7cjWRacZRmULM+U21FPl8peBE2aEiHhCiHqRhMkVcrj8cAzxao2Wj2HRRsU095DH7eB940fyTFV1D43oRoUl6UpETd2rwHtwykTHA0YCsxg9NLHkugX4WpwBAg3ZjeDg4uVi/S8jixk9qSO6ScecamEG72dwQ6dIjpdNIFJsUajQUFBgdyOdboUAFjWfENe9zRtha+7OupzOLG6lBp16XJv2x54j38Wcv/qH6QiCTcEEXHI44YgZhccRdwQRFQh4YaICuqy4K7atyNa1rh0pSLctNUOwjnsjdhYJ8IwTIBJcShpJNxIqpTe4wGjen5CibpZtDEfnEZ6WzuHvajbNfOqPzMpCZ6g92BOoiL21E6SLsVoGJhKlagbV50NOekDcttiZ9Ga34W+NEXMWXZgPpjYVcmeMm6NItzoeB7v6lfJ7dM8h5EojH+3Sp0uFWuDYgDQzVkNbe4yuW3bGf2oG7XPTUtLCxyqu3263KXQz9sot4enURo84E4i/SAliIjDGpUURUqVIoj4h6GIG4KIKiTcEFHBWH6BvM5bW+HrPhKxsbLnJcGSIpmLiiLQsC+6JZRNCzfJ656mreDtU0vXGjUnZkURRpWPSSjCjSlRh/JTsuX2gQ9aIAozUzVmUhIcCEyXqp3EoBgAjOWqdKnjTmRZlL+f2cmAFYD9S2vkbcnWRBTNgvLgiseNxEG2GAOslEKoA4+z3PvHPVddFryzszNApIgFDMMgQRV149j3DARvdOeUm5sLi0V6rYiiiGPHjgXsV5cGdx15Bf6B5pD6J+GGIKILQ+bEBDGrUEfciG43RJ6P4Wy+mAgiE1cLEVlIuCGiApeQDV3+SrkdyXQphmVQslIxKT4W5XQpXf5qpWSyKMBV/fqUztOkKik/Buf0fG4AYOlZczCaYjrY5cTxI6GLLWomKgk+FSoy1MLNxBE3AKDPM4I1c1JDBIzdXdCOVJNiwMDiYDGQakXzXMXDZ9GRMmh8mmDdxQ1qjxsA0PoFvGtYIbcvcu2SlMYgZGZmyiIFADQ1NUVmkiFgWnqd4l3ltsJ58Pmojs+ybEDUjbosOAAY51+spC2KAmyfPxZa/yTcEERUUXvciORxQxBxjzriBqDvSoKINCTcEFHDoCoL7o5gWXAgMF2qs94K+2D0yvkyLAvjgsvl9lTTpTiVcGO0K2JNqMJNSrYZRYuVKJn9H7SEdP6JqCNuXC5XyNEe6spSUxFuGJaBqTxBGbPOhixValSCXfrYOrToKPycdHfH4NFjfu08xDN+joOPVT5yjT4/3jGultsl/g6U+YMbSjMME3fpUqzeAvOyL8vtWJgUq31uGhoaAipuMSyHhFO/Lbftu/4CwTP19xIJNwQRXViqKkUQswp1xA1A35UEEWlIuCGiRkBZ8OOfgXeEHr0xVTLmJiAxQ/kReHR3dKNu1OlS7voPITgnL6PNqao3qQ2Kh4eHQx5/2Tlz5fWOY0PobLCG3McoZrMZBlV55JlUlmoeTIfTp5v0HHV1KW+nG3MTFPEpwSF9bLlMbtSWK0a95UeL4r48uNqg2OjzoVWTicPaQnnbxa4d456rTpdqaGiIqE/UVLGs/aa87m3fC0/LzqiOX1RUBJ1Oej35fL4xgpZ55Y1g9IkAANEzDPuuv0y578BqGfRjlCAiDUupUgQxq2B0OkD1u4Z8bqKLCIAHE1dL7H+ZntyQcENEDV3eCnAJIx4nogBXzZsRG4thGJStUtKl6nZ0RfVCV1+4HqxlJOqH98F55OVJz2HNZjAjX4DTLQk+Sk5JMnKKk+T2nrenn1rDMMyMDIoLkvpg1EiVsUSwONqXPckZgDZDD02q8mNgjkvxtEmwKR9bteVNcBqlaCpOYLF8fyXi+VvDfYJwAwD/Ma6Rt53j3gfBHVxkU0fcDA8Po6cnut5NwdBlL4K+8DS5bfsstHSkmaLRaFBaWiq3q6sDq1ux+gRY1nxdbts+fQiif2pV2gKEG7qIJIiIQx43BDH74OgmB0FEDRJuiKgxJoUohFLZ06F8rSIQDHQ40NsSugAyXRhOA9Oiq+S2Ywr+HwzDyOlSRufMIm4AYOWFhfJ6S9UAupun1w8AZGRkyOu9vVMzWx6FY0VUqNKlqnvzJj2HYRiYKxPltrmzFYwolTY3O1iwI/53vIbH/iWKqJPTnYG89izEK2qDYr1fEm42G5bCykg/fIyiF469fw96rsViQW6ukmp29OjRCM506qjTkZyHXwA/3DnB0eGnsrJSXq+rq4Pf7w/Yn3Da7QAnReXww+1w7H92Sv0yAWkb9GOUICINlQMniNkHY6a0YoKIFiTcEFElIIXo2PsheU6ESnKmKSDqpHbHzEtjh4J56XXyuqdx85QuaEfTpUyqL7/pCjdzKlORWaB4xex5u3la/QAzE24AYH6G4t0yFeEGAEzzE2STZTh9mMNIaTDsiEHxKG35XejKVKKAlh2YD87PhTzHaBAYcSMJDF5Gi7dVXje2HU+MGx1WVlYmr59YRSlWGBdcDi5ppKoX74Nt55+iOn5paSm0I8+rx+MZky6lScyFecVX5fbwJ7+CKExe+SLQ44bCvwki0lCqFEHMPui7MrbwIhtXCxFZ6Bkmooq+6HSwphETXt4b0epSQGDUzbFd3eD9QkTHU6Obewq45AKpIYpwHPr3pOdoRkqCm1yKcGOz2SAIoc+bYRisuqhIbjcf6pt21NFMhZtKlXBTM0XhhjNrYChSfhAs5HbL64mqdCkwwL7l1eCZkYgclxGVNUpaUTzh0ijCjUFlpPuG8RQIIyqVv7cOnoaPg56vTgtqbW2FKw4ubhhOC8vab8lt+84/QfR7oza+TqcLeF6qqqrGHJN4+o8ARnrN+PuOwXXklUn7JXNigogujMpLTXBHr6AAQRDTh1UZFFOqFEFEFhJuiKjCcFoY518qt10RTpcqWZkFTiu9zN0O34xLY4cCwzAwL71Wbk+lXDKXLAk36lQpURRht9unNYeCRWlIn6MY/e55p3la/aiFm+HhYbhD/FGtFm5q+3LAC8wERyuo06UynY3QidLzkmgLjKixJThQV674+JTXFSFhOLDaQTwQzOMGADo1adipU0pb2z5/Iuj5OTk5MI/8SBJFEfX19RGaaWhYVn8d0OgBAIK9G87DL0Z1/AULFsjrwdKltOklMC26Wm5btzw4qecVa1L9GCXhhiAijloshd8P0Rs9AZggiOlBETexhIEANq4WJVSeiAQk3BBRx7jgCnndVfc2BF/kogb0Rg3mLVGMdWs/j67/hmnJl+R1b+su+PomvtAe9bjR8DzUtZemmy7FMAxWXahE3TTu70V/e+giUGJiopyOAoRuUFye3gl2JCLG5dfj+FD6JGdIGIrMYI2SSMOKAubxRwAoJcHVVM9vgMMovZY4MT6NitUeNwa/L2Df66ZTleNqXoff2jbmfJZlA6JL4iVdijOnw6x6rds++31Uxy8tLYVGIz23wdKlACBx4x3yuq9jP9zH3p+wT/WPUZGEG4KIOOpUKYDSpQhiNkA3OQgiepBwQ0QdY+k5YHRSFIjodcB97IOIjld+So68fvxIP1z26N3F02YvgjZLiQaYLOqGS0mW1828kh41XeEGAIqWpCMtT/linU7UDcuyM0qXMmp9KEpWzpmqzw3DMQGlwUv5gwAAs4uFJjCoQjIqXqoYFWf3pCO/bfIKVtEkmMfNKLt0FejgRtIIBR72nX8O2odauKmvr59WGl0kUJsUe1t3RbU0uE6nC/D/CZYupctdCkP5BXJ7ePODE/YZeBeRLiAJItKwqlQpgNKlCGI2QGnFBBE9SLghog6jNcBYcZHcjnS61Jz5qTAlSfErAi/i2O7uiI6nhmEYmJYo6VKOg89NmKIxak4MACZVmPh0SoLLc2AZrLigUG7X7+3BYFfo4ayxMCgGAPMCJV0qQ+xAiiD9/dRlwUdpz+tGZ7Yyt2UH50Pjix+jYpc2uMcNAAgMizeMp8ht+64ng3rFFBcXg2Wlx+50OtHe3j7mmFigy1sGfeF6uR3tqJvJ0qUAIHHjj+V1T9Mn8Bz/fNz+WKoqRRBRhdHpAI0SlUjvO4KIf1h1VSkHpUpFExEADyauljgLdD/pIOGGiAnGhap0qZo3IPK+CY6eGSzLoHy1EnlR+3mUq0upUkj8PTXwdR4a91jNSKoUABhVucIzibgBgOLlmUjJHvlyFacXdRMLg2IA0Kbroc3Sy+1S/gAAINEeRJBhgH1Lq8GzUhSKyWVAZU1JyHONFG5NcI+bUd4xrg70iqkaK2oaDAbMnTtXbsdLuhQAJKxTlQY/9AL8wx1RG3sq6VKGovXQF6yT28Nbxo+6obuIBBF9qCQ4QcwuKFWKIKIHCTdETDCWX6BcoLoG4W7cEtHxyk9RhJveFhv6O6Zn9jsdNGnzoJuzRm47Dz437rGj5sQAYFRF2cxUuGFPiLo5tqsbQz2hfcGeKNyw2UdDWhaU/0w+v3pgaUjnWtb+Vj63mD8MVuSRaGPBQhyzOBMcqCtXLtrLjxYiadgc9NjJFjAI6+LSqT1u/GP2WzkzzIuvkY+xf/6HoH+LePS5AQBjpao0uOCHPYqlwU9Ml6qurg56XOIZStSNq+ZNeLuOBD2OhBuCiD4sVZYiiFkF+cERRPQg4YaICaw+AcbSc+X2VMrzzoS0XAsy5ibI7booR90Epks9D3EcXxIuVRFuDAOD8vpMhRsAKF2ZiaRM6W6mKAJ73z0e0vnp6Yqh8NDQELwhVvwoz1Ke/16bB0POqZ9vXvIlWegzwok5wrGgBsWj1FY0wGGSfkCwIovl+xbEhVHxeFWl1FhOuVVe9zR/Cm/X4THHqIWbzs7OGaXShROG0wTMXyoN7ona+JWVlfJ6bW1t0HQpQ/mF0GYvltvDW34ZtC8Sbggi+jABKYoUcUMQ8Y76u5KnVKmow4tsXC1EZKFnmIgZ6upSzqrXIAp8RMerUEXd1O3qgsBHz9TVvPi/AEZ6u/FDLfC2BPfW0Kg8bowqsSYcwg3LsVhxfqHcPrqjC8N9U/9hnJKSAo5T0pNCrSyVlahHgkGJODnaPfWoJ9aUApPq9VLKH4DBw0LnDV52kNcI2L9MibjI7E3D3JbckOYbCSbyuBlFl78KurwVcjtY1E1GRgaSk5PldjxF3VhW3QxGI901F+w9cB56IWpjl5WVTZouxTBMQIUp56Hn4R9oGnNcwF1EtxsiH9nPJ4IgANagSpVyk3BDEPEOa1ZSpSjihiAiCwk3RMwwzr8EYCUhQLB3w9uyI6Ljla7KAstJF/pOqxettYOTnBE+uMQc6IvPkNuOA/8KfpzqYtyoyu8fHh6e0NR4qpStyUJi+shFtSBi73tTj7phWTYg6iZU4YZhGJSpom6OdocWJWJeeaO8ni8cg1G0BzUoHqUzpwcdOT1ye8nB+dB6NeMeHw3cqnLg40XcMAwTELXi2P8sBLd1zDHxmi7FmdNhWnqd3LZ99vuwvHanwlTTpUyLroYmdZ7UEHgMb/31mGMYlXADUGligogGao8bes8RRPwTEJ3qIOGGICIJCTdEzODMadDP2yi3nUdejuh4RosOBQvT5Hbd550RHe9E1CbFzsMvQeTHpnEwWi3YRKmKkkl154LneTjDcCeDOyHqpvazTtgGpu4jMFOD4rIspbT3sRCFG0Pxmeg3SMIPCxHF/CEk2CaoGMUA+5dVwc9JkRIGjx6LDleEPOdw4tKoI27G/v1HMS2+BqxRir4SvQ449j0z5hi1cNPQ0BA0LShWBJQGb9sDb2v0SoNPJV2K4TRI2PBDuW3f8xR4W2D6pPouIkDpUgQRDVhKlSKIWUVAVSn6nowqIgABTFwtceBKcFJDwg0RU0wLN8nrziOvRvzOfMUpOfJ648E+eFzRu9g1LdwEcCNlyR29cDd8FPS40XQprc8HrSo1KRzpUgBQvjYbltQRY2hexP4Qom5mKtyUZqojbkIziGZYDp/mKBflpfwBJNiCp0qN4jS7UF2pRKMUN85Fan9ySOOGk6l43AAAqzMFRBjZdjwx5r1RVFQkpwV5vV60tLSEebbTR5e7BPqi0+W2bXv0SoOfmC7V2NgY9DjL8q+BTRhJn/R7YNv2cMB+RqsFVO8/CgEniMjDUKoUQcwqAiNuyOOGICIJCTdETDFVXg4w0sU3P3Qcvo79ER2vYGEaDGbp4pn3Cajf0x3R8dSwxmQYyy+U284DwatLcSPCDQPAolFSa8Il3HAaFivOK5Db1ds74RiamoHsTIWb8mxFuDnWE7qh7qe5C+T1FLEPJdauSU2Hj5Y1wZqojLVi70IwwsSCT6SYisfNKJY135TX/T018JxQeU2r1aKoqEhux1O6FBAYdeM8/GLUSoPrdLqAaKSqqqqgxzFaAxJPu11u23Y8AcE1pOxnGDIoJogoQ6lSBDG7UEen0vckQUQWEm6ImMIl5kA39xS57YxwdSlOw6J0dZbcrtsR5epSS5XqUs6qVyH4xv4w5VJT5XUzowgM4RJuAKDi1ByYk6ToH94vYN/7U4u6UQs3AwMDIafnlKpSpfrsXgw4QqtM1WtKRu1ouWkA870HYfBMLMKIrIi9K5SSz8nWRJQeKwxp3HAR4HHj94OZIMJMm14CQ9n5ctsWxKRYLVAcPXo0TLMMD8bKy8AlzZEagh/2HX+M2tgLFigC33jpUgBgWftNMIZkAIDoscG2I/A5JuGGIKILpUoRxOyCvidjCQMebFwt0m1nIlKQcEPEHFNAdalXIz5exVqlulRngxVDPdH7ojFWXAxGJ4kXoscGd+1bY47hUpLldbOqkk04hRuNlsMyVdRN1acdcFgnj7pJTU0Fy0ofG6Ioor+/P6RxMyx6JJuUqJNQDYoB4JP8hfL6PP4IUq2TVwfrTx9EY1Gr3F5QVQqTwxDy2DNFHXEDAPpJhK8ElUmxq/o1+K3tAfvVwk1/fz8GBgbCMMvwwHCagPlHszR4aWnplNKlWH0CEk69TW7btj0Cwat8HtAPUoKILupUKYFSpQgi7gmowOj1QpwkmpggiOlDwg0Rc9TCjb+nBt6uIxMcPXMy5iYgNVcJ7az5LHomxazOBOOCy+W2Y/8/xxyjLglu8igXuuEUbgBgwWm5MCWORN34BOybgtcNx3FIS1MMnnt6eiY4eiwMw6Asc/qVpQBgd1YpPIw0bx28WNtZN6XzDi+qhUcnPZ8aXoPl+xZOmmYVbtwnCDcT+dwAgKH8AnDJIwKbwMN+QkRISkpKQBRUvKVLmdWlwR29cOx/Nirj6vX6AFHryJHxP1MSTv0OGK10sSg4emHf9aS8j4Qbgogu6lQpkVKlCCLuYU+swEjflQQRMUi4IWKOJm0edHkr5LZznFLZ4YJhGMw/VTEprv2sEzw/edRGuDAvu15ed9W+Bd4RWFabS1FSpYyqL0CrNbAk9EzR6DgsV0XdHNnaDvvg5BWmMjMz5fVQhRsAKMtW0qVqu0IXbrycFgeT5svtNYMHpnae3ocDS2vkdk5XJgqO54U8/kzwchzUrzT9BJWlAMmQOSBqZccfIXgDzf9OrC4VT3DmNJiXf0VuD2/9DUQhOu+1hQuVyKyamhp4vcHT8jhLBiyrb5Hbw5/8Uk5hDPDboLQNgog4rFGJhBRcU694SBBEbBgj3JDgGjVEALzIxtVCVaUiCwk3RFxgWnqdvO448Fzkq0utzQGrkfIwncNeNB/sm+SM8GEoORvanCWwnPptZN+2E6wpLWA/p464sSpRNuGOuAGABafnwpw8UmHKL2LPO5NH3cxUuCnPTpTX66Yh3ADAR/lL5PUcfweKhqZmMt0ytwOd2cqclx6YD71bN605TAuGmXJlqVEsq78up9cJrkE49j4dsH/evHny+vHjx8Gr0uvigYT135cNyP29dXDVvBmVccvKyqDXS69tn8+H2tracY9N3PAjJTLI1gX7zj8DABgqc0oQUYUhc2KCmFUwWi0YnfI7ir4rCSJykHBDxAWmJdcEVJfytnwe0fEMFi2KlykCRNWn7RMcHV4YlkP2d/Yh9dJHoMtbBoYJNPLikpPldcPgoLxutVrDLmhptBxWXqBE3dRs78Bw38Q/lrOyFHPn7u7Qq3JVqCpLHe2yTesx1Walo5tVTIrPbT40tRMZYO+KI/BppEgXnU+HZfsXTHJSeAmlshQgVSOzrLpJbtu2PQxRUMSZuXPnyr5DHo8HHR3Rqd40VbQZZTBWKumQw5/8KuLCLCBV3aqsVMrHHzo0/muES8yBZY0SdWP75FcQfC5KlSKIKMMaKFWKIGYbgSXB6buSICIFCTdEXKBJzIV+3hlyO5j3S7hZeHquvN5aMwhrb/S+bE4Ua9SozYkNqogWnufhcDiCnDEz5q/LRULqSLQBL2L3280THq+OuBkaGoLHE5rhbFmWItzYPH60D4X+41xkgX3m5XJ7VV8NTL6phdW7TG4cXqREX8xpy0FeW9YEZ4SXwMpSUzPxS1j3XYCRPq79/Q0BUSs6nQ5z5syR201NTWGaafhI3PBDed3b8jk8x7dHZdzFixfL6w0NDbDb7eMem7jhDjnqhrd1wrHrSbBG1Y9RF/0YJYhIE1BVyk2pUgQxG6CbHLFDABtXCxFZ6Bkm4gazKl3KefhFiHxknelzSpKRkq182VRvi49IBbU5MdfXJ6d7AOH3uQGkEukrLyqU23U7ujDUPf4Xb3JyMrSqqJFQ06WSjFrkJik+BtNNl9qbXgYXpL+fTvRjfUf1lM9tKG5Bb7pSgWn5voXQerUTnBE+3Bp1xM3UyqlrUotgWnil3LZ9+lDA/qKiInl9vApKsUQ/dw30RRvk9vCWX0Vl3IKCAiQmSql5oihOaFLMJebAvPrrcnt4yy/BGJW/lUg/Rgki4jAGtccNRdwQxGyADUgrDv8NRoIgJEi4IeIG08JNACflyQqOPrjrP4zoeAzDYMF6xZy25rNO8P7omRSPh9rjBoKARIsFDMMgw8LAV/Ui3A2bA1JlwkHF2mwkZUh3OkVBxO63xo/aYFl2xj43FTnSxbRBy6LfHtw0djIGkxgc45bK7TPbDgJTTcFhgD0rD4NnpefR4NFjycH5k5wUHlyqiJuppEqNkrD+/wEAWGMK9IWnQeQV0Uftc9Pa2gpfHJbjTNz4I3ndXfsfeLurIj4my7JYtGiR3J4oXQoAEjfeAWgkoZS3dUJklOPJnJggIg9VlSKI2QdDETcEERVIuCHiBtaYDFPlZTCUnovUq5+GvvC0iI9ZvjYbnEZ6G7hsPjQe6I34mJPBJiQAHCe3rzv7bPz0pz/F16+7DPqqv6Hvn/8Fd9074R2TY7HqYiVq4+jubvR3jJ9WMlOfmx9fUIHNP9iIqvvOx3+tmjP5CUGwJgqo41ZABDDIZODjnGXgxKkLb/YEB6oWKOWzi5rzkdWVPq25hEKgOfHUIm4AKWol7brnkXtnC5LP/wUYThGA8vLyoBsxB+R5Hi0tLeGbcJgwlJ0PbbYkomjSSyHYo/NeU6dLdXR0oK9vfCNyTWJuQIUp3rUZYKXXFP0YJYjIw5I5MUHMOihVKjaIIgM+zhZRHN8Kgpg5JNycJPi8/ITpLbOFtC89h8z/fheWFV8Fq0+Y/IQZYjBrUbJCbVIc+3QphmUDDIr1Ljc4joM2ezFSLvkdRJ8L1o9/Dt45MH4n06B0VZaSOiYCu/8zftTNjEuCZyWgKN0Mjp3+B7xXL6LXmITXdN/Aq7pvYl/CCvAsN/mJKo6WNWEgRUk/W7F3ETS+0PoIFXeI5sRqzIv/C6zOPGY7x3EoKFBMpuPR54ZhGCRf+Cukf/kl5Py/ahiKN0Zl3KysrAChMZSoG5G3QlMgvT7oxyhBRB7GQB43BDHbYE3K7xJKKyaIyEHCzSyn5/gwXvnNXvzl/23Fu38+HOvpzBiGjf5LcsF6xaS4vW4wJgKYKARGiqgNivkhpbKUoeQsJKz7Drxtu+AMs4EzyzJYfYmSctOwrxe9rcH9Z9TCTXd3d1SqBAVjOIHHIJsFMAwSbaELLiIrYs/KQxAY6fk3O41YeKQ83NMMwK0J3Zx4KsS7zw0AGMvOg2nhJjAhCmwzRR11c+jQoQlfr1LUjeJ1oy0bAFiB7v4TRBRQmxNTqhRBzA4o4oYgooNm8kOIeEZn0KCzXroj3N/ugMvuhdGii/GsZhfZxUlIzTVjoEMyVKva1oF1V5ZEfFy/tQ2+7mrocpaAS1AiAkRRhCY5BaPOL/zgUMB55uVfgbPqVdj3/R0J674d1jkVL8tAWr4F/W1SmtSuN5tw0a2LxxynjmBwuVyw2+1ISIh8hBTHBgpctiQemX1SBEuSjR2zfyrYU62om1+P+dVlAIDS+kJ0zG1Hf8YgEIGIT5dOibjR+/1jxlh8+++m1W8Sy+OskT9Be3sHVtz+EHxgAIiY6IEc+t3t0xpvNrFo0SJ88MEHAKRKaK2trZg7d+64xyduuAP2XU8Cfg9Yox+aOcP0Y5QgogCrMicWvV6IPA+Gi67QSxBEaJBwEzt4isH4QkF/7VlOUqYRpiRFqOk4OhS7ycQQwW2F7fPHYdv+KATn4OQnqJBMipWom9rPO8H7Im9SbP3ofvQ+dQG6HluNwbd/CG/HAXk+bEqifNxoxM1oNJI2cz64hFz4+46Bt4eepjQRDMtgzSVK5EbzoT50Nw2POc5sNsNsVkJjp5MuFQ6GExWPGIuNAzPNP1tdZT2GE5XoouW7l4DlI/PxGOhxE76IG6vAwiNIAg0LAekaPxJhhwbhNbKONqLAQ3AOwm9tn3ZkV2JiYoCB82TpUpqkPFhW3ii3taUDEJzTq35GEMTUYVQeNwAguChdiiDinQDhxkHCDUFEipNauHnooYewadMmlJaWIikpCXq9HgUFBfjqV7+Kw4dDSysqLCwEwzDjLrW1tRF6FBPDMAzyypQqRO1fUOHGP9QKx/5/wfrxA3DVvRXy+eVrsqHRSm8Ht92HhgORFyJ0WZJRq+Dohe3Th9D95zPR+49NcDdvgyY5TT7OP9APQIrEkatJMQxYnQX8UGvY51W4OB2ZBUr0zM43g6fdzNSgOBREUcTxfgecfangVWW7HRYBPCtdzLMiA4t9endmBU7A3lUHIULqK8FmwfyqsplPPAjqVKlQPW4mgoEIr8+OEv8BrPG/h7u5x/CE7pf4pfZx3KX5K1ayNWEbK1q4Gzaj75lNaPtZOrr/cCqG3voB/EPTM15Wp0sdOXIEfv/ExtCJp/8QYKTXE2vxgTHEn+EzQZxssCcIN6KLLgIJIt6hiBuCiA4ndarUL37xCzgcDixevFguCVtVVYVnnnkGzz//PF555RVcfPHFIfX5ta99Lej2pKSkGc93uuSVJePYbunCuf1oaNEmJwva9FKYl1yLwf/cDtvnT8BYeTlYvWXK5+tNWpSszETt510AgKqtHShblR2p6QIATEu/hMH/fA+GiougzVoAV9WrcNW8AVfN62A1JeByHOD7jeCHpFQ4hmEAhoPz0IvwNG6GNnMBtLnLIIqitG8EURTR0dGBnp4eFBUVIVlldDwVGIbBmkvn4c3fHwQAtFYPoOPYEHJLA/vJzMyUvVQiHXEjiMBT25vRfXARUkvrkTS3HQAgsoDdwiNpWPooSxjmYEscP8KEEQWIDCuVDWcC04cG04dQX9aE0qNSZEZp7TxkFhxDjzG8PgvTrSo1EXlMDzay+7BKOIYCsR0sBDAQYIMRDESsYGuxiq3Be8IavMpvRIeYEZZxI4nz8Evo+9c1AADWlA5wGti2Pwxvx36kf/klcKbUkPqrqKiARqOB3++H2+1GfX09Kioqxj1ek1oEfcF58DS/Lc0hu3nMe40giPDC6PXSZ/NIdB0ZFBNE/EPCTewQxJM6BoM4gZNauHn99dexYsUKGFQ50wDwhz/8AbfddhtuvvlmtLW1QaOZ+tPw9NNPh3mWM0cdcTPQ4YDL5oUx4eT3uREFARAFMJwGjEaPhHXfhqv2LbjrP4Cr+jWYl305pP4WrM+ThZuOY0MY7HIgJXtsBZ9wwZnToctbCW/HPqRe9nsknfG/cOz7BxwH/gVP4yfQrxYhOrXwO9/G8Of50GVVwtP4Cex7ngJYDYyVlwQ1cx6NAPv888+xceNGnHrqqWBDNH2eU5mKnOIkdDZIotHONxpx+f9bFnDROpOIG14Q4eMFGLSTR8iIogiOZbBsbjL+voOBvSsLluxucDpJ9LAlKsJN4jCHDgA63ocF/S1I8jjQaU5BvyERfcZESbQBxog2o0JO9aI65LRnweIwgxVZnNc5F/8sqoMQxmt11wyqSgXjVPYQLuM+wXzmOAAp8qaNLcFRbjmecKwCL/KYy3TjdHY/ruA+gQlu/Nr/lRmPGy5EUQQ/eBz+gQaIogBt1gJoEnNh3/1XAAySzrkPCWtvBRgGQ+/9BPadf4Ttk18h+YIHQxrHYDCgoqICR44cASClS00k3ACAZfmtinBjccJd9zaMFRdN63ESBDE5DMOAMRrlyjRkCk4Q8Q9rJuGGIKLBSS3TrVu3boxoAwC33noriouL0d3djerq6hjMLLyM8bk5NhS7yYQJwTUEX/fYv40oCBB56YKdYVkwnHTB7m3bi6EP7oWvRzpneHNoF3UAkFWUiLQ8JUonGqXBzStvBD/YDGf162A0OlhW34ysWz6GsewO8B0WMFoeou4gBl//NnqePBPWj+4Db22BvnA9Ek79TkBfgiCA56Vok7y8PDAMg6NHj8I9jTuWDMNg9aWKJ0jHsSG01QVGc6krS/X29kIQpm4w8/uPj+EXb9fA7gmMOBFFEbwgws8L4AVRngsAXLY0D4aUIbgHk+G1Kalcw6oIm8RhDmmuYTzx4eP4n/1v4ivVH+NHu1/G3Tuewy8/fQo3H34Pm459hsr+FswZ7gUjCuAEXhZyeA2P/asU/5NMjxGr+hWBKhy4tepUqelH3Bjhxi3cq/ix5h+yaFMrFsCKVGQLx1HA16BEMwAftGgQ8/EUfwm2CYuxnj2IUiY+0n4E9zCs7/0vev52Pnr/fil6/3Y+uh5dAWfVa/D11MJQfiGSzvwJWFMKWGMyks6+B/rC9bDteAKi3xPyeOp0qbq6OrgmuSjU5S+Fv1P5TLB+/H8hj0kQRGgEGBSTcEMQcQ9F3BBEdDipI24mQjty11unm/2RKaM+N3K6VN0gipdnTnJWfGP9+AG4ql5D2rX/hH7uGoh+DxiNfiTCRNIbPW174Dz0ApxHXgY/2CyfyyXmwVB6NkRBCKm8+KhJ8dbnjwIAand0Yu3l86CZQlTIdDEvuRaDr98GT/NnsKy8CQynhcj7YSw+D32/egVskgdHzyiARTOM0mQ3DHNWQl95OcwLLh/TlzqqpqKiAtnZ2WhpacHQ0BBMqi/VqZJfnoK88hS0jwg2u95oRH55iiykZGQo6TZ+vx8DAwNIT0+fUt+b63pxqG0IVyzLw7K5KfDzAjQcC4ZhwDGAugrSkNOLhl47jvc7IfiljyzXYDKMadK81MKN3s3Axiah3ZKONPcwnpl/JhxaPUqGOpFn70fJUCcs3kZc1LgLAsPCqjejNSEd7ZY0vFO4Ag6dEb1Z/WiadxxFjQUAgLV9WTiWMIQBfehCQTDcmplF3LAQIIDFarYa53M7YIcRb/Kn4R3+FAwhEWcZ2rCSq8dp/jdxPQs8iCthhSR0fSyswgq2DudxO3HMP35VpWgg8j5YP7gbts//AEZngX7eGeCSciG4hjD03k/AW1ugzV4oHTuSNsFZMmEoPgOe5k/hPPIKzEu/FNKYxcXFMJlMcDqd4HkeNTU1WL58+bjHsyYTfEdTocmRqqx5Wz6Du+lTGIrWT/NREwQxGazRKFuqkzkxQcQ/JNzEBhFM3FWVEiNRjpWQ+UIKN8888wzq6upQWlqK0tLSkM799a9/jYaGBuj1eixYsABXXHFFwAVsrAjwuTkJIm5Yczr8g01wN3wM/dw1YDR6AICnZaci1lgVY15N6jyYFl8D05JroRu52JsOZWuy8dkr9fB7BXgcfjTs60X5msh53bDGZOgLToOn+VP4emqgy1kMsBzYpEQADASrAe32hRjISseym78X1K/G5/PB4XBgeHgYw8PDGBwchN1uh90uXWz29vYiNzd3zHlTYc2l8/DKr/cCALoah3H8SD8KF0nijE6nQ2pqKgYGBgBIPjdTFW5WFaTgUNsQXF7p57mGY+H0+tHc50Rd9zCqO4ZR3TmMY9129NoVwUQUpWpb7iHFU8qnF+HWCzB4WDAQkTjMYfOcRfhyzWZkOQfxeskpOJxRBE7gwbMccu394AQeJUOdyHIOYUV3PRb3NsHHcni95BQAwOElNcjuzILRZYBmJGXq+YJjEMPwfeRSRdwY/aELNwJYmODCtdwHYCDil76v4KAoGSmzEFDHZyJJn4BUsRvz+X2YzzZjhyB5fB0R5qFPTEYJ0wo9vPAgdsK1p+lT2D77PQAgcf3/g3npddCkSVFentbd6Hv2Svj7jsLXXQ1tViVEvxfQ6KDNWQIA4G2dIY/JcRwWLlyIXbt2AZDSpSYSbhiTCcKgEXyvEVyGdOd/ePP/kXBDEBGEMSoRNwKZExNE3EPCDUFEhy+EcPPrX/8aVVVVcDgcqKmpQVVVFXJzc/Hcc8+B40KLpvjRj34U0L799tvx+9//HjfddFM4pxwyJ/rcOIe9MCXO3mgiy/KvwfreT+A+9gEMRafDefhFOA+/DN6mpC9p0kphWnINzEuuhTZzfsD5Iu8HWC5kI1G9UYPSVVmo2S5dFFZ92h5R4QYAzCtvwMDLN8PdsFkSbgBo0hQBxDhshTc9Hfv374fFYkFvby+sViusViuGh4fhnORLsq+vb9pzyylOwtwFaWipkipb7XqzCQUL0+TnNSsrSxZuuru7UVlZOaV+F+ZJwsvjW+rxj8+P40iHFe1DwUPik4xalGZasCA3CW8Nvw2dxQ6dxRFwzHAiD0MvCxEMEqwcPi1agOtqP8Hy7gZ8OHcpHDojhBF/mw5LGow+DxK9LlT2tyLZI/V1akeNLNz4dX7sX3EIp25bDQDIdZmxbDAD+1J7p/zcjYc7DB43OUw/UphhbBGW46BYBhYCREiiTr9f+tt0sEWYz+/GHLYfOwSAgQA39PCDhREeJMKB3hgKN35rGwDAsuYbSDrrp/J2kfdBP2cVEtZ9F0Pv/Aj23X9FysW/BaPRwW9tg/PAcwAATUrhtMZdvHixLNw0NzdjaGhoXANvRqsFNBp4j6bBmCHN1330XXjb90OXt2xa4xMEMTGsQaksJZI5MUHEPSTcEER0+EIIN++99x4++ugjuV1QUIB//OMfWLFixZT7uPTSS3HGGWdgxYoVyMjIQGNjI/72t7/hkUcewc0334y0tDRcdtllU+prwYIFQbc3NDSguLh4ynNSk5RphDlJB4fVC0CqLlW6MrzeHNGES8yBNmcpPE2foPtPp8vbNenlMC+5FqbF/wVtZqCxqMj7AYYN8L6ZDgtOy5OFm856K/rb7QHeN+HGtOgqDLx8M0SPTU7v4lQXkgk2KXLmk08+CXq+VqtFQkICkpKSkJycjOTkZKSkpCApKQkWiyXkqlInsubSIlm46W2xoX5PD0pXSa+tzMxM1NRIZaZDMShekCtFznzW0C9vM2o5FGdYsCA3EQtyE1GZm4TiDDOSTYq48Onmvwbtz5bII7NXCzAMkqwsmjgNduaU45SOGizqO44duRUAROTb+rG6qw6ndNQi1W0DAFj1ZhzImIfd2YHRd115PahJHMT8YUkUPa0nB83m4RmnTKk9bqZbVcoCJ0zwwCWqvCBGwmVdohZWnsUisU+KQGL9I/sZACL+7L8CrWImhhG51/RUEBxSJTJNuhQtNJoOOVqC21B8BsBwsG1/GKLPAdaQDP9wB5xHXgKXmAdN6rxx+56IvLy8gEixgwcPYsOGDUGPZRgGrNEIodcHflAPLkX621s//jkyvvLStMYnCGJi1CXBBSd53BBEvMOohRuHY4IjiXDDhyMUnJg1fCGEmw8//BAAMDQ0hMOHD+P+++/Hhg0b8MADD+AnP/nJlPp49NFHA9oLFizAb3/7W1RUVOCWW27BHXfcMWXhJhIwDIO8ihQc3SldPLfVzW7hBgDMy67HUOcBcIl5SDjtdhjLL4iYWKMmszABGXMT0NsiXdhXbW3H6V8qD0vfwWD1Cci9oxlcUr4cycJaLIBGA/j9MNulL8Hc3FxUVlbCZDIhJSUFiYmJSEhIiLhPU2ZBIuYty0Djfina5PNXG1C0NB0aLYfsbCUaKRThpjBdqtaVl2zEg5sWoyzLgszEsUbio/CCCFEURyvEjikKZU1SBBCLnQXLAx8ULMMpHTVY3XUUfpbFuo4aLO5tko87mpKHHTkV2JtVArvOiGBszmrDXIcFZl4LrcjiovYC/LPoGARGnPJjPRF1VSkdz4MVBAghVv2qEYvggh6FbAcSeAdsUFc/E2H2taKM2Q8A8HKjZbOlJ61KnDfSEmSxJxbo5qwBANlQnNHopXLbI8+Fr7cWmrRi6HKWwHP8c/i6j4DRGKCbewqSzvhf6HKXTmtchmGwZMkSbN68GQCwf/9+rF+/ftzKa6zJBMFmg+9oGrg1UsSfq+oVeDsOQpe7ZFpzIAhifAJSpdwk3BBEvKOOuBFdrpA9JgmCmBpfqHdVcnIy1q9fj7fffhsrVqzAXXfdhd27d8+oz//+7/9GZmYm6urq0NzcPKVzqqqqgi7TjbYZZU5FqrzeVjMwo77iAdPi/wIAaLMWIHH97dBmVkgX77xfKgUOSKXAw/zlMGpSPErtzi543dOv/jMVNMlzAtK6GIaRo27MI3cv5s2bh9NOOw3Lly9HUVER0tLSZNFGEAS5qhTP83I7XJxyeTFYVpqfbcCNQ5ultBG1cDM4ODjlClZajkVukhEMA6wqSkFmomFMRSlBUMQRjmVGzIvHijYA4LAI8HMjVajAIdHKwqHRw6E1YnFfE7518G0s7m2CVW/G5jlL8PM11+CXq6/GJ3MWwa4zghFFMOLY58ul4fFejuKllOkxYV3vzFLn1KlSwPQqS3mhxVZhGRYyjbiS24xE2JEGKzIwgNPZAzhD/BAJ4iDa2BI4NXlgMVZoiqVoAwCGovXQpJfDXf8RPC07AUive5H3w9d7FPadf4Z/sBnJ5/8fsr75KdK/8hrSv/IKUi95BIbSc2c09tKlS+X329DQ0ISf3aM/SPlOC7gE5TPa+tH9M5oDQRDBoVQpgphdsCcUwKBqcAQRGb5Qws0oWq0W11xzDURRxJtvvjmjvliWlQWXzs7QzTLDSX6F4nMz3OeGtXd2f3BqkvKhzV4Cd+MW+cIOohgRseZESldlQWeQUjZ8bl42fo4mXLLkA2Mc+QIcjWgZFWZGK+0A0uuQZVlwHAeO4+R2uEjOMmHhxjy5vfed43DZvUhOToZer5e3d3V1TbnPgjQT2gZdONhqBQCIoiLQcCwjC0VTgpF8bjSiByX+A/hW9Wv45adPwexzgRGBfmMinlx0Pu459Xo8W3kGGpNzpNNEARBFiAwDkQn+fDUlDONAsuITtKo/E/kOc9Bjp4JbExgZZpiGQTEAvOg/E0fFOdjEbcGfdQ/iR9p/4Oe6P+IHmn+iGC0YYLKwX7MBImtAGsdP2l8sSDrrp+AHmzH4xrfhOvo+3A1b4Kp+HUPv/xSe5k9hKNoA1pwORmeBqfISGMvOgy5/xYyj65KSklBSUiK39+3bN+6xStoGA/1cpYqVq+pVeDsOzGgeBEGMJSBViqpKEUTcc6JwQz430WHU2zCelunHoxNT4Qsp3ACQq9/09s7cbHRwUCpLbDZP/2IuHFhSDEjJVj4822pPgqibBZcDvFdJp4hS6KXOoAkwJT6ytT1AKIkGmmRJiDO43TBrNDCO/JgdFWZCNV6eKasuLILeJF0we11+7P5PMxiGCYi6CUW4ObMiE0vyk6HhRtLDQhFqgjCc5Eem0Ib1/jdQ6mjEkMGCLXMWgWdZODV67MitgE1nAisIcnSNyLDBQ3hO4JOsdgzopAsIBgwu6CiAnp9emXgfx4FXjTldg+IepOIR/zV4T1gLAQwKmC5kYwB9SMaz/Pl4hrkBfawktmVppzdGpDEvvQ4Jp34H3s5D6H3qAvQ+fRH6/v1luI68DP28M5B8wYNg9QkRed+rq0nV1NSMa/Kt/kHKmZZCm7NUbls/+lnY50UQX3TUqVIipUoRRNzD6PUBv6UEirghiIjwhfC4Ccao0etM05OqqqpQV1cHk8mEioqKyU+IMPkVqRjski5A2moHsWB93iRnxDeWU/8HXEI29AXroj72gtPzcPiTdgBAX6sdPc02ZBUlRm18LiUZAMCKIi5ITUXW+tiWIDZYtFhxQSE+e7kegOT9s2hjHrKzs3H8+HEAoQk3V6+cgzMrMpGbHNxfJlSsyTw6uGK08OVo0ZTgpTV5GDaYkOB1YUV3Peb3t6ImbU7IfjIA4GdFvJ17HF9qLgMHBol+Hc7sysM7eS2hT5Rh4NJqYfFKRuLTSZUapVXMxhP+K/AczkEO0w8BDGrEIgDAPN6DpZDEpiyNH0emPUpkSTrnPugKToF9x58AUQCjM0GXvxLmpddBmxE5b6mysjKYzWY4HA7wPI9Dhw5h7dq1Y45jTOq0DReSzr4bfc9sAqBE3UzXb4cgiLGoU6XInJgg4h+GYSQ/uJHUfoq4IYjIcNJG3Gzfvh3vvvvuGJ8Pn8+H3//+93jmmWdgNBpxzTXXyPsee+wxVFRU4M477ww45+2338bHH388ZoxDhw7h6quvhiiKuPnmmyNuEjsV1OlSbbWDEIXZHbTGmVJhXv11aDPKoj52Wp4FOSVJcvvIp+1RHV+pLCUi0+VCRkZGVMcPxuKN+UhMl+6GCoKIz19tkCNuNBpNSFFJSUYt5mVYYNBOL3LlRGwJPARGxEe6a3CMXQHRkwAA+Hf56bj3lOtQkzZnRv13G134LENJh6wcTkWFNXlafQVWlppZNIwIBgNIQpU4TxZtAKDbr4yRxAkwMuHzPAonrCER5sX/haxbPkLGDW8i7ZpnkHzOfREVbQApcm3p0qVye9++fUFfv6xJiaQUnE4YKy8LjLr5kLxuCCKcBJoTU6oUQcwGqCR4bOBFNq4WIrKctBE3x44dw4033oj09HSsWLECaWlp6Ovrw+HDh9HZ2QmDwYCnn34ac+YoF3N9fX2oq6sb41Wza9cu3HfffSgoKMCSJUtgMpnQ2NiIffv2we/3Y+PGjXjwwQej/RCDkleeAoZlIAoi3A4f+trsyJibEOtpzYhopwSpWXh6HjrrJQ+W+t3dWHdlCQxm7SRnhQfG4oa2shea/GH4BpqjMuZkcFoWay8vxvt/qQIANB3sQ8W6Stx2221IS0sLq69OqIisVBY8yaoBIwpIGmJhS+LRb0xEvzE8kVK703owz56IPJdUSvusrjloNzlgCzEVya1RXkMzibgBxjcZdggc7DwLCycJNlkaP5p9sReXgzFagYLVR7dE+bJly7B9+3YAQE9PD9rb25Gfnx9wjNpvQ3S5wDBMYNRN9Wvwtu+HLm9Z9CZOECcxrFFVoYZSpQhiVhAg3DhIuCGISHDSSmMbNmzA//7v/6K8vByHDh3Ciy++iO3btyM1NRXf/va3cfjwYfzXf/3XlPo677zzcNNNNyExMRHbt2/HSy+9hPr6epx22ml48skn8eGHH8r+I7FGb9Qgq1ARalpPgupSsaR4WSYMFuki2+8TULdj6qlAM0EURfjs/4SubACsyQ/euScq406FkhWZyJ6nCCF7/tOK9LT0mIo2o1iTJBNekWGROBx+XVpkgLdzW+BhpXEMAocLOgoQanVwdWWp6ZoTTwV11E28+twA0fOuOpH09HTMnTtXbu/fv3/MMcF+jI6JuiGvG4IIG6xBFXFD5sQEMStg1N+VLhJuCCISxP5KK0IUFRXh5z//ObZt24aOjg54vV7Y7XYcOXIEjz76aEBFkVHuvfdeiKKIp59+OmD7Kaecgr/+9a84dOgQ+vr64PP50N/fj82bN+Pmm28Gx4Un1SNc5KvLgp8EBsWxhNOymH9qjtyu+jQ6JsUMw0CXuUFui2xt1M2Rx4NhGKy7qlRu97bYcDQGVbeCYU1SoleSrBpEwt5+WOfFx1ltcnuO04IVA6GlsQWmSkWu1LxauMnU+MGQ3/8Y1CbFhw8fhsfjCdjPmtQVbqS7/1LUzT3y9tGoG4IgZk5AqhSZnBLErIBSpaKPCAZCnC0iYpcl8UXgpBVuvsjMma/43HTUW+H3xWcp4NnCgvW58vpglxMdR4eiMq6+6GJ5ndFa4es8FJVxp0L2vCQUL8+U2ztea4DfG/nXmYYVJlycyT6II+KEhmeQ6Jr8nIkWMGLQpTp5AHWJg/K8TuvJQYbHMO7xJy4ulXCj9/sC94eRXr8GrCAJEVoGSI3TsuCxpLKyUi5p7/V6UV1dHbB/vB+jxspLT4i6Ia8bgggHanNikYQbgpgVkHBDEJGHhJuTkKyiJGh00p+W9wnoarDGeEazm6QME+ZWKlFMR7ZGx6RYl1sJfkC58+g48M+ojDtVTrmiGKxGUtbtgx4c/Lg1xjMCBA3gSFDEicShselSer935gMxwIc5rbBppL44sLiwvQAaYWp3GjyqVKmZmhMHg4WAtexh/Ez7BC7w/h0YidbK1kQuuidS+LqrMfzpQxHrX6fTYdGiRXJ73759AfsZ49iIGyBY1M3rFHVDEGEgIMqNzIkJYlagFm5EEm4IIiKQcHMSwmlY5JYqUTettYMTHD374B39sO/+G/pf+u+opQ8tOF0pq964vxfO4TBc/E8Cl5wMf6viJeM88BxEIX4iJpIyjFi8UTFy3fvu8ZCfF54PfDyiKKJn2A0fP/0KSMOqdKkElXAzb7ATNxz6AL/96C+YY+2Zdv+juDke7+Yel9vpHiPW9+ROcIaCOuLG4A+/mJLL9OKn2qexmG1AFrqQLUjzjGefmxMR3MPo+9eX0PnwIgy99YOIiiLqdKnW1lb09vbK7cC7iI6A8yjqhiDCD6P2uCFzYoKYFaiN/AUnvW+jRayrSFFVqehCz/BJijpdqu0kMijmHf1o/3kOBl6+GY49T0UtfahwURosKVI6hSCIqN7eEfExuZRk+NsTII5oGPxwO3a//hj++te/4re//S12794d8TlMxooLCqE3SyKEz81j13+axj3W7Xaju7sb1dXV2Lp1K15++WU8/fTTEAQBoiji5r/vwaqff4jVv/gItZ22ac9pOFkVcaPyufmv2k+xrr0GesGPDa1Hpt2/mhaLHXtSFRFo+UAmCuyTV3ELMCeOQMRNm5iFfUKZ3F7A7wQAJHMC9HFaFvxEGH0CfL11crRQJA2Ac3Nz5bL2QGDUTUCFmxN+jFLUDUGEn4BKbnQBSBCzAkqVIsLJ3r178eCDD2LTpk3Iz88HwzBTqjLs8/nw8MMPY/Xq1UhMTITFYkFZWRluuukmtLdHJ2MikpBwc5KiNijuabHB7Zg9d9ongjOnQZe/Um47j7wclXFZjkXlaUo0RfWnHRCEyEb7cImJgE8Lvscsb9M0vYXW1lbYbDYMDsY+kspg1mLlBYUQGD8E1ovqbR0Y6AiMSti/fz+ee+45/O1vf8NTTz2FF154AR9//DEOHz6M1tZW9PX1gWEY9Njc6LNLETvVndNP77OpIm50XhYGl/Qxt3XOQnn7mo668KRMAdiW2YFevXJxcX5HAYz+iQ3L3Rq1OXFk3puv86fL63OFOiQI0usla5akS42W3R4l0gbA6qibgwcPwj8SCcWaJ/4xaqy8FNpcpRS49cP7IjZHgvgiEFBVilKlCGJWMNl3JUGEws9+9jPceeedePXVV6csuAwMDOCUU07B7bffjra2Npx99tk499xzYTAY8NRTT6Gpafyby7MFEm5OUtJyzTAmjNzVF4H2o7G/yA8XpoWb5HXXkVeiNu78U3PBsJLaaxtwo6WqP6LjMRwHLjER/jYlXSpl4HNwonRBOTQ0FNHxp0pqKeDOrIfH0AdBEPDZq/UAIKexmc1m9PT0oKenBykpKVi2bBkuvvhirF+/HgDkD+TKHOVxVncMT3s+fp0Ip0mJukmwSiLJnpxSODU6AICB92F159Fpj6GGZ0W8ndcM/0gki8WvxdmdcyesaOVSRdzoI1RVap9QjjZBqnbFAJjP7wIwe4QbILpltxctWgTNiKDmdDpRV1cH4ITw7yBGqWOibmregLd935jjCIKYGgG+UiTcEMSsYDw/OCJyiAB4sHG1hOuW9imnnIK77roLb7zxBjo7O+UiEuM+F6KIq666Cnv37sU999yDlpYWvPLKK3jllVdw6NAhNDQ0oKKiIkyzix0k3JykMCwTWBa85iQSbhYowo2vpxq+ntqojGtJ0aNoSbrcroqCSTGXkgK+0wLRLwlGnN+BfOEYgPgRbjq7OuFgegARYMCg+XAfWmsH5JDGkpISZGdnIy0tDZs2bcJll12GlStXory8HHq9Hm1tUmntylyVcNM5feEGAIaTFXEicUiKfvFyWuzIUz60Tw9TuhQA9Bnc+DRTSZ8rsyVj4VDquMe7I2xODAAiWLzBr1fmxO+HVvQgU+NHROqkR4CgUTcdByIyltFoRGVlpdweTZeaSvi3cf4lJ0TdkNcNQUwXtVgKnw9ihD4jCYIIH5QqRYSTO+64A/fffz8uueSSgFT28XjxxRexefNmXH311bj33nvlG3GjzJs3D+np6eOcPXsg4eYkJr9CbVB88vjcaNLmBdyFd1ZFL+pm4XrFpLj5SD+G+yN7V4FLTgZ4FnynRd5WzB8GAFit8VEtjGWlj5GUTMXbZftL9RAEEaIogmVZlJSUoL+/H52dnfIxFosFSUlJ6OiQBA91xE1Np21GqWi2AOFG+fBWp0sVWnswNwwmxaPsS+3FcbPizXNGVz5SPMHvELgjbE48ysfCSthF6SJIBy9K+QPQsyJSZlFZ8DFRN5t/EbGxli1TxJeGhgYMDQ1N6S4iRd0QRPhQp0oBFHVDELOBiYz8CSLSPPnkkwCAb3/72zGeSWQh4eYkZs585Y6/tccVcZEhmpgWXiGvO6OYLpVfkYKkjJELOVHyuokkXHIyAARUl5ojHINOdMHhcMDrjXx1q8lISkoCABQuU4TC/jY76nZ0ylE3ySOPw263y8eYzWakpqaiv19KOatQCTd2jx+tg9O/Y6OuLGVwc9B5pHm0J6SjPllR7sMZdQMGeDf3OFysNLZO5HBxeyG4ICXCI21OLI8DPd7j18jtSn4XGFGYVWXBGYZB0lk/lduuIy9LpsURoLCwEKmpyufm/v37wZoUjynR5YIoBDd3Ns6/BNo8xSeHvG4IYnqoxVKA0i4IYjag/q6kiJsoIQKCyMTVEouAbp/Ph23btkGj0WD16tU4dOgQ7rrrLnzjG9/A/fffj4MHD0Z/UhGChJuTmIRUA5IylR9ArdUnT9SNaeGV8rqvfR98ffVRGZdhGSxQRd1Ub++A3xu56AUuRRJD+F4zwEpRNxx4FPFVAOIj6iYrKwsA4PRZUboqCwwkoeKz1xrgdkqixKiRskF1J1Wr1SI1NRVerxfDw8Ow6DUoTFPu2Bxpn366lNcgwm1Q+dwERN0sktfXdNTB6PNMe5wTsWt9eD+3RW5nuk04ozt/zHFqc2JDhDxuRvkPvw68KP1NEsVBFAi1s0q4AQBj5eXQZIykuYkihjc/GJFxGIYJiLrZv38/YAiMmhqvzKkkMKmjbt6Ep3l7ROZJECczjE4HsMrPU5GEG4KIe1iTuhocCTdE9GhsbITb7UZaWhp+97vfYdmyZXjggQfw5z//Gffccw+WLVuG22+/PdbTDAsk3JzkzF2QJq8fPxJZM91oos2qhDZrgdx2HvhX1Maevy4HGu3/Z++8w+Oorjb+3pnZXlUsS5ZlSe623LsxtjHGBtNL6JBASC9Aki+kE9KABEIIgfRCQgKEGjAYG4O7ce9Vbiq2etveZ+b7Y6SZWdXVNmnl+3ueebxnNXPnbvXed855j/TR8bvDOLW7IWXn6si4gUjAEKXMZwIvdddxuRLzgkkGNpsN2dnZOHHiBKZfmS8/NwFXGHvfr0QkEpHV7mHDJLNcoT1rwW63g2EYtLZKomJZoU0e90hNYqJUVFtwlXCzt2AcPBpJQNLzYVx64VhC5+nMGasTB7Ka5Hh6Wy4mOrOi9vGnKeMGAJqQje3CdDmeFtmOLDYCQ4a0BQcAwjCwXvZdOfYe/DciLedScq4ZM2bI5X8ulwtnVeV9ACD6e/5Baph0LbQj58px2wffkU26KRRKbBBCOnWWSp64TqFQUkN0qRQVWy9mzp49i7Kysm63VNBxcbilpQXf+9738KUvfQlnz55Fc3Mz/va3v8FgMODZZ5/FCy+8kJLzpxMq3Axxiqcows2Fk23gw5mzWOsL44y75Nvegy+nbYGkN2kwcWGBHB/8+HzKzs3aFCEDgXHyzVyxDtlC3aDIuAGkjjx+vx9r1r+LcUutECGCZwPYu+0I3njtbZw/fx5jx46VS6Y6mDx5Mu6//37k5eVJ46iEm6MJCzdKVolNJdyEWQ5bipT/PJZVHQYRk/u52Dy8BnV6pcZ7RW0RslV+N8E0edx08Dp/uXw7V6xDoXAW+ZrMMvw0zbgLXPZoKRB4ODc9kZLzWCyWqM4D+w8fBohS7tZb2QYhBPZVv5TjUNUn8B9/JyXzpFCGMupyKTFAF4EUymCnrw6MlFRABryLVOcN6GoPkGo6LgZHIhGsWrUKL7zwAkaPHo2cnBx89rOfxVNPPQUAeOKJ1PxuTCdUuBniFI6zyxkQ4SCP2rOOgZ1QEjFNv1O+HWk+hVDNvrSde9rlSvlLW503ZWVorEroENpYaEctlOPx/MFBkXEDAHPmzMGkSZNQVVWFXafXwTF8D1z243DajuHkqWOw2+1YtmwZLBYLBEGQMxrMZjOKiopgbL9SM7VTxk0igphauDH4WGiCyn8mm0dNA9++GB/md2FaY0Xc5+kOnhHx3shKBFR+N9ddKAUntGdqpTHjBgAqxELs4SfJ8bTIdhRkWLkUYTlYl31fjr37/olIW1VKzjV79mz59unTp+HPUjKm+vpBqh9zGfQTrpZjx9rvQ+Qz67mmUAaaqIwbPzUnplAGO7SrFKWDMWPG4NixY91uqcBsVhq43H///V3+ft999wEAampqcOZMeqw1UgUVboY4nJZFoaq71FAql+KyS6ArXiTH6SyXyso3oWSqks106OPzKTmPWriJOBwwz31Ajsfwh+Fua+rmqPQiiiIsFguuvPJKLF26FIQQ8EwQAhMCGzHC6CnC4hmrUFgoeQMxTM9fO1NGKMKN0x/G+db4r9oE9QKCOiWTRl0u1Wqw4MDwMXK8vCr5xmUubQgfFCrCQm7QgCvqigCxk8dNhAfTg+FtMlFn3RSIVShjKsBlSFvwDkyz7gVrL5YCIQLXptR43ZSWliJLJdZUlZbKt2P5QWpf9YScpRNpOgnvvn8kf5IUyhCGGNSlUvTqPYUy2CEGRbgRAwGIfOZ0r6RkNsXFxfLtkpKSLn83Go1yZn9jY/K6yQ4EVLi5CChW+dxUDyHhBgCMM5VyKd+h/0IU0vcfxfTlRfLt6uOtaKn19LJ3fLB2RcjgHQ4Yp90GgZP+c9QhCO2Fj5N+zv7S0TnKZrNh2bJl+NrXvoaHH34Yk3KXwNZWBqOnBEfWNiMU6DvrwGbUoFhlUJyQzw2Jzroxu9ioP39cPEO+PanlAka4k//ZOGdxYXeO4oFU5szGVEdOVDtwANCloVzquDgaxwRFgJjJb0NexmXdaGBdpnjdePb+HRFH8kVThmEwfbriC1RROEKWuGIRbrT5U2Ga9Rk5dq5/DEKItkelUGKF0atLpWjGDYUy2GFMxqiYZsqlHhGAIDKDahuIy4E2mw2l7RfYOvxu1AiCAIfDASA6OycTocLNRYDa56at3gdn09C5emWceivASItg3l2H4NmNaTt34YQs5IxUvgAOpyDrJqpUyuEEozODL10l3zesOX2PN1bMZjNsNhtW3DkLHKsDAYHXEcS+D2Ira5miKpc6XONIaC4eq1q4iRZLzmQVoMo6TI6XVx1M6Fw9sT2vFhcMiqh3ef1ImHlr1D7p8LkBgNf45fLtUcJpzORSkymWSsyz7wNray9V5MNwbf5VSs6jFm5cRiO8iy6BafFisBZLTMfbVvwEhJOyBnh3Hdzbnk3FNCmUIQktlaJQMgu1xw3Qu5E/hZJsrr/+egDApk2buvxt586dCIVCMBgMmDBhQppnllyocHMRYM01ICtfUcKrjw2drBvWlAv9+Cvl2JvGcilCCGaosm7KdzXA5wol9RxRwo3PBzEUgm6GciU/N3ga4ebTST1nsrDnGTFzxSg5PvhRNdrq+846mJZEg2KPRcnAMnlYRDVSIgQbipXF+fyacphCyRc1BQK8P7ISPlbysuFEBlfVjUWIVRYmuhS3BO9gnzAR1aJirH0F2Qw+w9KZCaeD9bLvyLFnz18RcdUm/TxZWVlR6beNN9+MUX/5MwzTpsV0PGcvgnnR1+XYtflX4D0DX9pIoWQC1JyYQsksiE4HqErhqc8NJZ08/PDD0Gq1eP7557Fz5075/ubmZjz88MMAJP8bnU7XwwiZARVuLhLUWTdDyecGkLrNdOA7+hbEcPquzo2bMxxGqxYAwEcEHN1Sk9Txo7pKQfK5sY1filaSJ9/n3PmXpJ4zmcxeVQJztvQlKfAitr52uk/D4ejOUq6EDIq9Zh4CkY5nBQKDN7pcanfBeLi00gJBJ0Rw6YXjcZ+rNzyaMNYUVkFsTyLNCutxfNK9ckqpIQ0GxRIE/40oWTdjhGOoPrI1TedOHuY5D4C1tAtQkSDcm59KyXnUWTdHjhxBpJ+ZUbal3wVjkLxyxKAbzg0/T+r8KJShCs24oVAyC0II7Sw1APAgg2pLFu+//z4WLFggb6GQdGFcfd/7778v719SUoI//OEP8Hg8WLJkCZYuXYrrr78eEydOxJ49ezBr1iz88pe/7Ol0GQMVbi4SotqCl7chEsqsq+y9YZh8PYjWBAAQgy74T76XtnOzGgZTL1M6TB3dfAGRcPKeW8ZgkK5itMM7HDCZTDijmSXf59v/L4j84GztrNGyuPRTShvz88dbUXGouddjygqTZ1AssoDPpLweZne0cBNhOWwpmiLHy6oOpcwouMrsxo7cejluzZ2BC4WXAQD0acq4AYCtwnS0IhsAwECEM0WiRyohGj0sSx+RY8+uP4F3N/RyRHxMnjwZXLuRdCAQwKlTp/p1PGPMiuqE5dn1R0RaziV1jhTKUISaE1MomQftLEVJFk1NTdi1a5e8dVzEVd/X1BSdxfzZz34WGzZswOWXX47Dhw/jww8/RF5eHh577DFs2bIl4/1tACrcXDQUjLVDo5MWrXxYQM0px8BOKIkwWhMMZTfJsffgK2k9f9mSEWDbW6773WGc2p3cBWRUuZTTCYZh0JR1KXi0ixC+RvhPrknqOZPJ6JnDMFLV2Wzba6d7FQ5thmiDYrXPDUeEfm8+myKKWF1Ml79vKy4DT6TXLyfgwezGM/LfRIKkbjvy6lFpUlq4nxlzE5yWEugiYXkfpHgTCIO14lLl+a77EBFncjPF0oF53ufBmIcDAMRIAK6tv076OfR6PSZNUtqoHzrU/+5jloVfBWtvLxnkw3B8+MNkTY9CGbJEmRPTjBsKJSMgRlXGjY8KrpT4ue+++yCKYq9bR5tvNZdddhnWrl2LtrY2BAIBHD9+HD/+8Y9hMpnS/yBSABVuLhJYjkHRpGw5HnrlUnfKt/0n34fg6+oqnioMZi0mLsiX40Mfn0+ovKcznVuCA4DeXoAqZqJ8v2fP35J2vmRDCMHi28eDYaQUSndrAPvW9W5UrC6XSqizFACvRRFuTG6uy9+dejP25yutwS+rOpzQ+XpDJMCakVVwc1LKp8hwOFr2AMzh9H4Vr47MgxeSyS4LHg0fPp7W8ycDRmuEdcn/ybFnx+9T4iGjLpc6ffo0vN7+dYciGj1sK34qx75DryJ4YW/S5kehDEWYqIwbKtxQKJkAY1Bn3NBOiqlGBBnwLlJdu0olr1yK0hUq3FxEFE9V+9w0J1VcGGj0Y1eAMbV3COJD8B19M63nV7cGb6314sKJ5AlHap8bvl24sdlsKGdnyvcHytcMyqwJj8eD2tpaZBeYME31HB1YVw1HY89ptFOTaFDstSrZPQYvC6abZJ+NJcrifHxrLUa6Umci6+MieG9kJSBKJVlBfTYmBmcinT0U3aIWu5lL5Dh88EXwvtb0TSBJmBd8CYwpFwAghn1wb/tN0s8xevRoWNo7SQmCgCNHjvR7DNPMu6HJV0yNHR98d0h9/1IoyYbo1V4ZtOSCQskE1KVSIvW4oVCSDhVuLiKKyxThxtUcgKNh6PwYIiwH47Tb5Djd5VJZ+aYoH6GDSWwNrs646RBurFYr6phSuEn730QB3n0vJu2ciVJTU4NnnnkGTz/9NF55RXot5l5TApNNMXLe+uqpHhevURk3F5wJLXL9Jh48Kx1PRAJjN1k3FfbhqLQphs/LKlOXdQMANSYv9K2b5NgmjsC85ryeD0gB64X5CEBaHDG8H55Pnk/r+ZMBozXBsvibcuz+5PmkC1AMw2DatGlA+3swnnIpwrCwr3pSjoNnNyBwal3S5kihDDXUGTe0VIpCyQyizImpxw2FknSocHMRYbLrkFukGDMNvXIppbtUsGJT2jNQ1Fk31cda0FqbnDTRzh43gCTcgBCcYmfIf/Ps/TvEFBnr9heLxQKXS/JycbvdcLvd0Oo5LLpVMSquPt6Kcwe6z2xRGxS7AhFUtybwA4B0Kpdysd3sQ6KybubWnoI5mNqrRYJ3L3KbFYHo0sYRGOlNXw1uVcSM49w8OXZtfw5CKPNSmy0LvwrGKJWBiiEP3NueTer4gVOnMKH8FIY3SN5VdXV1aGhQfKwCx4/DvWkTXOs+hPO99+F48020/vs/aP7LX9D4m2flz6R+/JXQjblcPs7xwXcHzeeVQhlsED0tlaJQMo1oc2KacZMOBrqLVKq6SlG6hwo3FxnqrJuhJtxoRy0Alz1aCkQRvkPpzboZOTELOYXKwvvQhuRk3ahLpSKqUikAOM3OkOtJ+dYKBM9tTMo5E8VqtcrlJQBQW1sLABg7Ow9FkxSj4q2vnUYo0LWjks2gQYnKoDhhnxurWrjpmnEDAPvzx8Kplc6pEXhcev5YQufsi6BGg0knX4I+IH0OGRBce6EUBrH7+SUbp8BgL5mPMDQAANHfCs/uwdtavicYnQWWRQ/LsXv7cxD8jqSN73zzLXhfeAF5ZuX9rM668Wzdhrof/BA13/gGar/9bdT98Edo+MUv0PTMb9Dy5z/L6eKEEGStUlpRhusPw3fwP0mbJ4UylIg2J6YLQAolE2CMtB04hZJKqHBzkaEu56k97eh20ZypEEJgVJkUp7tcihASlXVTvqsefnco4XF7KpUCAB+xooZVslg8e/6e8PmSxYgRI+TbHcINIQRL7pgAhpPEJq8jiD3vV3Z7/JRO5VKJ4LUoxjbdGRQDQIRlsbVYaQ2+pPoIWDF5rd07E+A4aCI+TDn2V4jt5zFHNFgeHAWSFvsTgsqIFSfZ2fI97i2/hhgJpuPkScWy6Osgeun9IgZdcG9/LmljB8+cAWOxoOi6a+X7Dh8+DJ5vf82WLoHo90M3YQKyP30vcr/8JeT93//BtHAhgOgfr9qRs2GcfoccOz78EcQwzSagUDpDzYkplMyD0HbgaWegzYg7b5TUQp/hi4zhpVbojNLCVeBFXDiZvu5L6UBdLhWuPYBw44m0nn/83HwYrO0+LmEBR7ckXq7VnXBjU2XhnGRmyLd9R98E7x0cmVTdCTcAYB9uxKyVxXJ86OPzaKnxdDl+2sgkdpZSZdzo/SzYcPfpnFtHlSHS3ho8K+DFEn//jWhjJaCRMl2s7mqEvdvk+wsFC2aHh6fsvGrqIhoc5RbKreV5Vw28B/6dlnMnE0Zvg2XRQ3Ls2vYshICrlyNiJ9LaCm1xMSZNmACGkd4bHo8H586dAwDoJ04EMRmhnzwJeY88gmEPPoicBz4L49w5ALouOu0rfw6w0mvPO6rh3vFCUuZJoQwlosyJA/TKPYWSCUR1laKm4hRK0qHCzUUGwzIYNVnVFvxI8wDOJvlo8iZBM0LptuQ9kN5SBFbDYOrSQjk+srkGfDgxHws2yy7f7vC4MRgM4DhJgDvPjAOMSketwbLw7izcqA2GZ19VDGuudEVVFERsfqUcohCdZjKlU2epRAyKQ3oBYY3yOvRULuXSmbCvQMlg+pRKUEk2AY0yB859AOVWRUSdFRmOIt7S3WFJpZlnIehzcZpV/H1cm38Fkc+8TDzroodAdNJzJgYccH/yu6SMKwalDCSDTofx48fL9x88eFD2qGEMRoSrqsG7VGIR2y6Qd7rqyOWMhnn+l+TYtfFxCL6hJaBTKIlCzYkplMwjqqsUzbihUJIOFW4uQtTlUpVHW7osmDMdddaNd/9LEIXUlbt0x5QlhWA56aPld4VwYkddQuN153FDCJHLpUTCIjLmRnkfz64/DgrTU7Vw4/V64XQqWTOclsXi25VFcN0ZJ45tq406fkong+LKlgQNilVZN+buDIrb2ViitG2eEqrClGBF/OfthQCnkW8bwmGsG1GNVq20QCEgWB4shk3QpeTcHYggGDduHI6wl0Bo90qKNJ+G9+DLKT1vKmCMWbBc8nU5dm35dVIEES4vD6HqaggeD2bMmCF3lzp5/Dj8gQDC9fUQI2EwpmhjaUYvvXbd/Xi1Xf5DWWQS/G1wfvzThOdJoQwlosyJqVcGhZIR0K5S6UUEwIvMoNqG1opy8EGFm4uQ4im5IO2VIj5nCA2VySkpGCyYZtwFMO2lH87zCJz+MK3nN1i0mHRJgRzvX1cFno9fSInqKuVQMk/MZqVDmKvoGnS8qJGmcgTOrI/7fMnCZDLBrpp7TU102VjJ1FyMmTVMjne8dQaeNsVfxarXYPQwZTF88Hxii3CPWrhx9mwAXGUfjtNZiuh0tyc1hs/qjBtdJIIQK+DdogqEIQmNOrC4KlgCbYprhidPngw3k41zzFT5PufHP4HIh1N63lRgWfxNxesm4IBz85N9HNE3hqlTILhc8G7bhnHjxsHU/rnjRRGHDh2C8513Eamrh37qVLDtYioAEJ208OzOn4M1D4P1su/KsXvHCwg3nkx4rhTKUEG9ABSpxw2FkhFEmRPTrlIUStKhws1FiN6swYhxdjk+d7D7lsyZCmstgGHidXLs2f3XtM9h5spRYBhJSHG3BHB6d0MfR/SMOuNGDIflDhtq4cZNsmCYqJinurcnp0wkUUaOHCnfvnDhQpe/L759vOy5FArw2PJqeVRJ1Iwiu3z7YLUjobl4bZ06S/VyWWDdGMWw95LACYwOJ5Y11R1+jZJxow9LIkmzPoCNWqUbmV3U44pgcUrNiseOHQuNRoMD3BI564ZvrYB37z9Sd9IUwRqzYV36bTn2bP8dIs6u77v+YF62DNpRo1D/i8fh/t//MLukBEaPFxanC7UvvYSWv/8NIASmSxaCsCzESHSZWYcvVWesl34DbFaJFAgRtK35drf7USgXI4w64yaYeYbpFMrFCDHQrlIUSiqhws1FSukMJdPh3MGmhPxDBiPmeZ+Tb/tPrAbvrk/r+a25BoxfkC/H+9ZWQYizJE19FR8A+PaSI5OqNMPj8USViQTK1yDcfDqu8yWTvoQbk02HS24ZK8cVh5pxdr8iJM5UCzfnHQnNxWONQGxXa7gIA72v56+/Y8NG4bwlV47vdCc/6yaoyrjRh5XFfgXnxF6N8n4tEqyYHy5AqtBqtRg/fjzcTDZOs4o/lHPDzzOy45Fl0UNgLNJnT4wE4PzoJ3GPJYoijLNmwXbjDWB0OtT98EcY8cSTuHTbNizbuBGTNmyE4PNj+A++D8OU9o5krJTtZ5g+DTmf/zy0o0d3OzbR6JF19a/kOHDyffhPrYt7rhTKUEK9ABT9/iH3G4VCGYpEmxNT4Sb1EAiDbAO6b/5BSQ5UuLlIGa0SbpyNfrTWeQdwNslHP/5KsLZ20UCIwLvvn2mfw+wri+WSNEeDD2f3N8Y1DtFqowzfOoQbdcaN1+uFbuxycHmT5Pvcnzwf1/mSiVq4qaurk1soq5l0SQEKJ2TJ8ZZXyxHwShkoM4qU+4/XuSDw8X9lCRzgNyvn761cCoTgwzGz5PBy/yHkR1rjPnd3BDiVcNMpS2Mf14BzrEOOp0fyMD6ShVRRVlYGADjILVY6TDkvwL3rTyk7Z6pgtCbYlj8qx969/4i7DIm0f4Bzv/xlFPzspzBMmwYuKwtGUURIq0XdiALU3HA9su64A0SrjTpGN348cr/2VejGjetxfMOUW6ArXSLHbe99MyNL1CiUZKPOuAEUk3AKhTJ4UZdKUXNiCiX5UOHmIsWSrcewUUrXmoohVi5FGBamOffLsWfP39J+xc4+3Iixc5S2znvXVMZtBM3YlXIp3tF9xg0hJCrrxrvvxaS1RI6X/Px8sO0ZCJFIBA0NXUvGCCFYds8EsJp2Q2d3GNvfPAMAmFhgga7d6DnMiwi4Euu0FO1zo+llT2B//ljUsFIHNg4C7vBsSujcnQl0UyolQ4CN2vNoJsoVqyWhkRjOG5EKOsqlvMSGk6xSJuba9ASEUOaJuua5D4DLbRdMRAGOdT9MeEzr1Vej5L+vouSN16H9xc+xadll2LpkCXbodPB3s6gkDANGq5WFnO4ghCDr2t8o/lSNJ+DJQLGMQkk26nbgAL16T6FkAtScmEJJLVS4uYgZHVUuNbTaggOAec5nlQVRyxkEz21K+xxmX1Us326t9aLicHzPM2uzy7c7PDPUGTcejwcAYJp1r2LOGnQPSKaRGo7jkJ+vlIx1Vy4FALZhRsy7rlSOT35Sh/MnWqFhmajuUn6nrbvDY8Zji82gGAAEhsErlsvk+GrvHmTx7oTOr8bfQ6lUBxEiYJ2uAn5Iog4LBiuDJTAJvQtO8dBRLgUAh7lLwTNS9ojgaYRnEGRu9RfCamBb+TM59h97C8HqXUkZm8vKwoRly8DmSqV0PM/j0KFDcY+nLZwJ02xFZHZ+9Bh4X3KzuyiUTKOjK1sH1KCYQhn8sDk5MC1dAstVV8Gy4oqBns6Qh3aVuvigws1FTOkMxcOjqdoNd+vQ+mHEZRVDP+5KOfbs+Vva55BTaEbpdOV53vdBZVyZP2qD4p5KpQCpTMQ89wH5fveO5we8NXhfPjcdzFheFJUFtuk/JxEO8VEGxX5H8oQbg48FG+69FnedcQ5aGGlOOkTwKc+2hM6vJqjOuIl0Xx7jYcL4UFcFHtJraIQGV4ZKwInJryHuKJfyEzNOcvPl+12bfwUh4OzpsEGLccqnoC1Usocca7+XtKw7lmUxc6biB7Rv376ExrZf+XOlPbivFS7aHpxykUM4DlB9Rwr+ofX7hEIZiuhKSzHqT3/CyGd/g/xHH+37AAqF0i+ocHMRk11ggi1PSWscat2lAESJGL6jbw7Ilew5V5fItxur3Dh/vP9zULcE786c2O/3y/4xloVfVTKNmk8jcHpgDU9jFW4YlsGyeyeCtHfjcjUHsHt1RSfhxt79wTESNAgIaxQhy+TqPesmRDR43bxYjm/0fgKTkJyUfbXHDSeI4Lrx/wGAetaLbVqllfowwYiloaJeu2LFQ0e5FAAcJPMhaqT3l+Bvg3vbs8k9WRogDAP7VU/IcfDcJgSSaP47a5bigdTc3Izq6uq4x2It+bAt+74cu3f+AeGWswnNj0LJdNQ+N2KQCjcUCoVCubihws1FDCEkqlxqqPncAIBh0nVgzHlSEAnCu/+ltM8hr9iKUWXZcrx3Tf+zbqIzbhwAojNuACXrhssuhWHS9fL9A90aXC3ctLa2wtdL3fOwIgtmrhglx4c+qkYJUQSOkM+ISCiBUiECeK2xl0sBwDumhXATaQFhFgO43rsz/vOrCGiiz93F50bFSa4VRzjl8zmWz8KMSF5S5tGBulwqSIyoHbZK/ptr6zPgvS1JPV860I+7Arqxy+XYsfZ7SctAy87OxmhVx6h9+/YlNJ5l0UNg7e3vfT4M57ofJDQehZLpRLUEpxk3FAqFEo0ICCIZVButlUotVLi5yFELN7WnHfB7QgM4m+RDOC1Msz8jx94BMCkGgDmrSuTbdWedqD3t6Nfx3ZVKaTQaaNs72QCKzw2A6Nbgp9Yi3FTezxknD7vdHpUd1FvWDQDMvaZEzgQTReDYu5UYZlIeZ8hpBccIcW8+uyKQWFxsr/sCgI/R43+mS+RjbvVsgVZMvPNPgIsWoDp8bsQetk80tbjAKB4788L5GBWx9rh/rJuajnIpANjmnghikDpZiUE33FueSvgxDwTqrJtw3SH4Dr+atLFnz1ZKsY4dO9arKNkXRKOH/cqfy7Hv8GtJ8+WhUDKRqJbgAWpOTKFQKJSLGyrcXOQML7HCaJMWxaIIVMZpnjuYMc9RyqXCDUcROp/+xVDBWDsKx9vleO+ayn4drxZuBKfiN9Kdzw0A6MYsg2a4sggfyNbghJCorJuamppe9gY4LYtl90yU45YLHqxklR/wvgR9brwqnxuTk4vp6sAb5sUIQsqQyRE8WOXdk9AcAIBnGYQZ5Su4c0vwzogEWK+rgpNIHYwICJaHRiFL0Pd6XH9Ql0t5wwyCk+6T/+b+5Hfg3fVJO1e60I2cA+PUW+XY+eGjECPJEagnTJggi5I8z+Pw4cMJjWecfhc0IxTvHMcH3xkQoZlCGQxEZdxQc2IKhUKhXORQ4eYihzAEpdOHdncpzbDx0JUulWPP7r8MyDxmq7xuLpxsQ31F7IavbDftwIGuLcE76Noa/J8DajAbq89NB4XjszD50hFyXHAhhCxe8r7xJehz47OFIRJpMczyDPQets9jHKwZ75vmyfEdns1gxe49afpDdEvw3oUbAAgSHmt1FQhBOrcWLFYFS6AT+34MsaAulwKAI5gllxqKYT9cm55MynnSjW3lzwCmvS196zl4dv85KeNyHBdlUrx3796EhBbCMMi6+ldyHKzYAv+J1QnNkULJVEhUqRTNuKFQKBQ1IgAezKDa6KWm1EKFGwpGq7pLnT/RinAw8QXpYMM873Pybd+h/0IIuNI+h5ETsjC81CrH+z6oivnY7kqlgJ4zbgDAOPNuMB2lLiEPPHtf7O+Uk0ZhYaF8+8KFCxBi8Bm55OYxcjYYEYArfRpAlDJuEklCEFjAb1be4yZnbJ45/zUvRaT9K3ME34pl/sSyK4Bon5vePG7UtDFBfKSrgtj+36NV1GFlsBhMkv63VJdLnThTBfPib8uxe+cfEXGcT86J0ohm2Pgoo3Lnhp9DCHp6OaIrDU88iTMrVuLUpYvR+tK/5fuTaVIMAPqxy6Eff5UcOz74LkS+b1GPQhlqRJkT04wbCmVIEjxzBt5PPkGkrW2gp0KhDHqocENB4fgsaA3SApIPC6g+lnkmpH1hmHIziN4OABDDPvgOJc/nIlYIIVEdpioPN6PpvLvnA1T0JNz0lHEDSK3BTarFqmcAW4OrhZtgMIiWlr7fYzqjBkvvmCDHRTyL6SEWfFiLkNeY0Hy8NkUkMcVgUAwA9Vw2NhhmyPFd7g1ISEEC4I8SbmJfnFezbuzS1MlxoWDBJeHCXo6IHXW5VCgUQn3OFWCt7WPzIbg2/LyXowcv1uWPgmikkjvB0wj3tt/063je0Ybw+fPgm5ujPoPJNikGAPvVv1Q6wzWdhGfv3xIek0LJNIiBlkpRKJlE26uvwrn6vX4d41z9Hi48+BDc6z5M0awolKEDFW4oYDkGJVNz5HgotgVnNAaYZt0jx549fx2QeRRPyUFukZIlE2vWDaMWbhwO+bY646azcAMAlgVfAYj0MY+0nEXg1Af9nXJS0Ol0yMtTuiDFUi4FAKNnDsOYmUop31K/BmYB8CZYLtXF5yZG/mNZJt8eE6nHguDJhOYRVBkU6yP9Mzw+yDXhNKtcoZoSyUVZOKeXI2Kjc7nUsfIzsC7/oRx79v4jI1tVc9YRsCx6SI5dW54G74n9u05tlCr4o02Ik2lSDADa/KkwzVJM1Z3rH+t3hhCFkukwerU5MRVuKJTBTsMTT6L5+echBCUvPlEUpU0QpI3nlS0SgSiK0I0ZDcHng3fnToihodUgJfUMfBepLl2lQAb6SRnSUOGGAiC6u1TlkRbwkYHJzEgl5rlKuVTowl6Eag+mfQ6EkKgOU2cPNKK1ztvzAe2wdrt8WwwG5auP6oybzqVSAMBll8Aw+QY5HsjW4P0xKFaz+I7x0BklcUUHgit8Wvha7QnNRZ1xo/dxYEOx/UdTqcnHNv1kOb7bvTGheQTizLgBABBgk/Y8GhlFJFgULsQo3pLQnIDocqny8nLopt0DNrtUukOIwPXxzxI+x0BgXfqIUj4YdMO18fGYj2UMSpaX0EmYSbZJMQDYVv5UlSHUAPfWXyc8JoWSSdB24BRKZsGYzQAhIO2NFwgh0sYw0sayysZxIITAdv31YLOz4du7VxZ8KBRK91DhhgIAKJqcDZaT3g4hfwS1pxwDO6EUoC2YBm2RYjA7UFk3o2cMQ1Z++yJQBPav7TvrRl0qBSjlUn1l3ACdWoOf/hDhxhP9nXJS6K9BcQcmmw6X3DJWjsdFWBTUDk9oLiGDgLBWESf7k3XzslnJupkWqsDUYEXc8whw/fe4UcMTEWu1FfAQ6SoVA4IVwWLkCIY+juydzuVS56rOw7b8Ufnv3gP/HrD3USIwBjusy74nx+6df0CkLcasN3VrYl+0USrHcZgxY4Yc79u3L+FuUJxtJCyXPizHri1PZ2RXLwolXtSlUrQdOIUy+CE6LQSfD6HKSoTr6xE4dQr+I0fg3b0bns2b4Vq7Fo4330Lrv/+D5r/8BY3PPouGX/4KEATwLS0QurkASaFQFKhwQwEAaPUciiZny/FQLJcCorNuvAf+AyGUWElDPBCGYLYq6+bUngY4m3qfB6PTRZVqdHSW6s2cuAPd6KXQ5E+VY/cnA5N1o/a5aWxsRKSP9tdqJl1SAHuJkkmypMUG1pdAG2zS2ecmNoNiADimK8EBreJpcrd7Q9zTiOoq1Y/nQ42PieADVacpDVhcHSyFWYj9MXWmS7nUsWMwzbgb3LB2zyFRgGP9j+MefyCxLPwaWFu7iMiH4Pjw0d4PaIcxqTJuuulwozYpbmpqStikGGjPEDJJ5vFiyAvH+tjmSqEMBRgdzbihUDIJxmBEpKkJ566/AWeWXY6KG25E5W23o/oz9+H8l76Mmm98E3U//CEafvELND3zG7T86c9offFF8O3GxLwz/Y1DMh0BzKDaKKmFPsMUGXV3qbMHGiHwQ69cyjj9DhCtJHaIASd8B/7dxxGpYdycPFiHSUKMKIjY+35ln8ew3fjcqIUbn8/XrRjSXWvw/nh7JIucnBww7emzgiCguTn21vOEEFz5mUkIt3dSMokMJn4yB4n0HYzyuXH0T+R4WeV1szB4EhND8XVaSqhUSkULE8B6XRUE+fnR4Jrg6ITahKvLpU6ePIkwL8B2xWPyff4jbyB4fk/c4w8URKOPehy+Ay/F9DiiPW66Cjc5OTkoLS2V4927dyc2UQCM3had6bTnbwjVHEh4XAolE4g2J6YZNxTKYKejvJEryIdu7Bjop0yBce5cmJcuhXXVVbB/6hZk3XsPcr70RQz75jcw/Ic/QMHjj6PwN79B4W+fhXZkcposUChDFSrcUGRKpw8Dw0peH353GDVDsFyK0Zlhmv1pOXZt/23CJQ1xzYNlMGdVsRyX76pHW33vKaKsVWklzrukjBuLJdrPxO3uvkuVcebdYEySj5EY9sO944W45p0IHMdh2DDFS6mhoaFfx+cWmLErW+nmU1ifhxHnRsU9H49dlXHj4kD4XnbuxG7dBJzQFMnx/a74uiFEZdzEUSql5jzrxlatUoKWJeqxKlgKTozPKG7cuHHQ6XQAgHA4jJMnT8I49VZoRsyU93F88J0B+fwkimnWp6Oy0NpWP9zn44jyuPF3nyE3b55Sinn8+HE4Vd2n4sU8/4vghk2UAlFE2+qHMvI5p1D6S7Q5MfW+oFAGO8SgBzEYUPLqqxi9ejVKX38Nxf/6J4r++AcUPvMMCn72M+R///vIe+gh5H7+88i++27Yb7oR1quuhHXlSjAq30YKhdIVKtxQZPQmDUapyqVO7+3fwjpTsFzyoHw70ngCgdMD04Jwwvx82PLas25EYE8fWTfqjBvBJaWTchwXZVDc00KR0Riism48O16AEEp/LfHw4Yo3TX19//06zpZeQBWnKCwT906HwRNfa3C/NQKBkRbAjEBgdMXucwNC8A/rSjlcEDyJyaHYvFLURHncxFkqpeYE14q9nPK85gsmXBEsBoljna/RaDB5smLEfPjwYRCGgf2qJ+T7guc2IXg2/lKxgYKwHLKuVdqBh6p3wHfolV6P6c3jpoMJEybA3m4kLopiUrJuCKtB1nXPynGwcht8h15NeFwKZbBD9Dr5Nm0HTqEMfhi9AaLfj0hDIwBADIWUDlKdN3WHqfauU5T+IQLgRTKoNnpZKbVQ4YYSxbi5ysL63IEm8OGh90WqGTYe+onXyrF7228HZB4My2DuNUppxem9DWip7bnlL2NTZdw4FIHGphJ0XK6e64PNC78CopVEHsHXAu+ev8c170TIz8+Xb/c34wYATNltWGMMIdCuRHBhDaZsnwPE8TYVGcCryrox97NcapduAo5plIyfeLJuklUqpWavpgHHuRY5LhFsWBIaGVdZ2fTp0+XbZ8+ehdvthmH8SuhGK6Vijg8fzcgMEP3Yy2Eou0mOHWu+06uYyRh7L5UCAIZhMH/+fDnet28fQklob2oYvzKqO5xjzSO0PThlyEPbgVMomQVrtYBotZB/cGg0Sgepzpu6w1R71ykKhdI79FNCiaJkWi44jfS2CPoiqD7ROsAzSg3WSx+SbwdOrR2wDjnj5g6P6jC1573KHveN8rhRCTRWVQlVb6UZrDE7ypzZtfUZiHxyxIJY6Zxx098FvzHLAQ8DrDcogktWUy5Kj4/v5aieUZdLmdv6aeZLCP6uyrqZFzyFKf3sMKXOuNFFEiuVUuYFbNVcQAWrvBcm8TmYF87v5aDuGTVqlCwMiqKIo0ePAgDsK38q7xOq3oHAqXUJTnpgyLr6KYDVAgB4Vw1cm3/V475MHx43HcycORNarTRmIBBISmtwAMi65tcAp1PmuumJPo6gUDIbJsrjhgo3FMpgJ/u++zDiqV9BWySVkhMSX6k2hULpHircUKLQ6jmUTFNMik/vGZrlUroxl0d3Wto+QFk3DMHca5Wsm7P7G9F8oXufGtZml2/zTod8O9aMGwCwLP4GwEhiAe+ogu/I63HMOn7UGTc+n6/HFuY9wWnD0JndOKnlcVyjiE5jDk2GpcXe7/l47CqDYqem35k7e3XjcVhbIsf3u/uXdRNUedwYkpRxAwAiAT7SVqGWUZ7fWZHhKAvn9GschmEwdaryOekQIXQli6Aff6V8v3N9ZmbdcDmjYV38DTl2b36qx/bgxNB7V6kO9Hp9VGvwnTt3QkhCCjiXMxrWJf8nx64tv0a45WzC41IogxWi6iol9vKZo1AogwPDtGmwrlwJtr1kmJJ6BJEMqo2SWqhwQ+nCuDlKVkTF4WaEQ/1wbc0QCCGwLFKybrz7XwLvbenliNQxdlYecgoVn5rdq7vP2lCbEwtxZNwAAGcfBeP0O+XYtflXaV1wm0ymqE5Y8ZZLAcBHhjA8GilLhREZTN0+B0ykf12UvLYwhPayK5YnMLr74XMDtGfdKALGnOAZTA/GvpiOLpVKUsZNOzwRsVZXiVaiLHguDRdidMTWy1FdmTZtmny7rq4OjY1S7bptxU/k+0MX9sJ/YnWCMx4YrMu+D8YiCYpiJADHB9/tdj/11X/R1705cQfqcqnm5macO3cuCTMFrJd9N7qV+XvfSsq4FMpgRDuqCLabboL9zjtgvebqgZ4OhUKhUCgDChVuKF0YNSUbWr20AI4EeVQejr1tcyZhmnEXGJOUXSSG/fDs+cuAzIMwBPOuHS3HFYea0VjVNXOGtavbgfff46YD61Llqn247hACp9f3e86JkKhBsSnLAQAIMsA6mxdiey212WXF+ANT+jWWyAI+q5Lp0l+fGwA4oB2Dg1rl9euP101UqVQSM246CBEe7+sq4CaSzwoBwfLQKIzgY+/ckJeXh4KCAjmWs26K5kV5RTnX/zgjzQUZnQX2Kx+XY9/h/yJQsbXrfmpz4nAYYi9m0jk5ORg/Xinf27lzZ3LmqjXBfvVTcuw/8S785WuTMjaFMtjQT56MEU88joIf/xg5Dzww0NOhUCgUCmVAocINpQuchsXoGUrb5jN7GwdwNqmDaPQwz/+SHHs+eQEin9ysh1gpnZGLYaOU1t673u2adRPdDrz7jJtYhBtt/lToJyhXL11bnupl7+STDIPiDs5FdKiYoGS4jCofg5zavH6N58lS+9z0M+MG6OJ1MzN0DjODZ2I6NKodeBK6SnWHlwnjfd05BCCNz4LBlcFS5Aj6Po5UUGfdHDlyRC79sauybsJ1h+A/9naSZp1eTLM+De3IOXLctvphiEJ0piFRCTdA7+VSALBgwQL59pkzZ9DU1JSEmQLGabdBV7pEjttWPwwxkrgBMoVCoVAolEyCQBCZQbUBtFwqlVDhhtItY1XdpaqOtiDoT6+JbbqwLPwKwEqLZ95VA9+RNwZkHoQQzLtO8bqpPtaC+nPRZU+M2pzY2X3Gjc/nQziGkhvr0m/Lt4NnPkbowr645h0PiWbcaI0+cNqgHB8cWQ+33SHHZTtmQxPUxjyeWrgxOTRxdV86pBuDfbqxcvxZ14dSj/c+iGoHnoKMmw4cTBAf6CoQbjfx0YHF1YHRsAixPU9TpkyRTQadTieqq6sBANrCmTCU3Szv5/zosS6CRyZAGCaq5Xa49gC8+16M2ocxRredF3poCd5BaWkp8vIUEXHXrl0JzxOQviuyrvstQKT/viPNp+D+5LmkjE2hUCgUCoVCGZzEcXmZcjEwcmIW9CYNAt4w+IiAioNNmLiwoO8DMwzWkg/T9Dvh3f8vAIB727MwTr9jQJzwi6fkYHipFQ0VUtbMrnfP4YaHZypztXYv3JjNZhBCZK8al8uFnJzeTWh1pUugLZqH0PndAAD3jheQc2t62oOrM26am5sRiUTAcbF9FXGMJDyYs9vgqJfG8TptOL54N+a8vxyswELvN6Bs1wwcXbozJuE/mBWCCBEEBFyEgdlHELBI4oPYD2n777aVmN0oZdpMC1Vgdvg09up773YV0KmEm0gYqbxY0cD58BGqcGWwBAwITNDgmuBoXHb3bxEU+xaNZhUyGGaSnpef//Y/ONYgZewUaUrwq3wChogINxzD/33hPnzim9HrWDteHnzeLLriS2Ccfid8h14BADjW/QDGqbeC0UsZbUSrBRgGaM82Ev29+9wQQrBgwQK8++67AIBDhw5h+fLlMHTK3IkH7YjpMM//Ijw7/wAAcH70U5hm3A3WOvS+oykUCoVCoVAoNOOG0gMsy2DMbOVq8em9Q7O7FIAok+LQhT0IVe8YkHkQQjD/esUr5cLJNtSUK2VBao8bwe2GyEuLaJZlowx/+zIo7jhXlDnzoVfAe9PjZZSTkwOWlTyURFGMq4REXS7lac2CN8uFc7OOyvflVY9E/tnimMYSOBF+lc+NqS32bB01R3Sl2KMbJ8efda7rM+smwKlKpcKRmLJ0EqGKc2GL9oIc20UdlhlHg43hv4I6lzLX4eYwmHZT5/PhAuz0KaVUn7J9CAaZl3UDAPZVT4JoJGFF8DTCueHn8t8IITG3BO9g6tSpMLZn6oTDYezfvz9pc7Wt+CkYYzYAQAx54Fj7/aSNTaFQKBQKZXAjAuBBBtWWef1FMwsq3FB6ZNwcRbg5f6INfvfQ9FHQFs6ErnSpHLu3DUxrcEDKdBoxzi7Hu1afkzNp1B43EEUIbqVteH8NigHAOOUWMOb2sqVIEN696cm4YVk2qoQknnIpc3arfNvrsEMQCM5POo3WfEVgHL9nBvRuY3eHd8GrLpdq679BcQd/tyleN1NC1ZjZR4cpdVcpVhShSYO570lNK3Zr6uQ4lzVhiaGkz0SfRg+HSPv0NCwwzKSIXa87V8ptIAs1TbjUdCDZ004LnL0I1qWPyLF7+28Rbj4tx8SoFm4CfY6n0Wgwe/ZsOd61axd4PjmiFmvKgW3lz+TYu/+fCFYnxwSZQqFQKJREEQUhrZ1LKZShDhVuKD0yYqwdJpuUfSAKIs4eSI655mDEcqmSfeI7+iYibVUDMg8p60bxuqk748T5E5JIwVgsgKqEqyeD4lgybgCAcFqY531ejt07/pA2fxK1z008BsVGmwuEaS9nElj4HDaAACcW7UVYKwmMXFiDydvmATFoId4sRZQ0tmnj8rkBgGO6EuxVed3c49rQ6/5q4QYAdEluCd4T+zWNOMopGVaFGhsW6Ef1egwvEjR4lPmOsCpzrY3kYZtPKeu7xfoR2AzNurEs+TZYW5EU8GE43lf8oBiDIgQKfZRKdTB37lwwjPRfrcvlwsmTJ5M2V/O8L0BTMF2O2959MCM7e1EoySDS2opIa2vfO1IolJTBu1w4dckinJw5Cycnl0HweAZ6ShTKkIEKN5QeIQzB2DnKAvv0nqFbLmWYdB247PYyJVGAe8fzAzaXEeOyUDQpS453vVsBURRBGAaMurNUDwbFsWbcAIB5/hcBRipb4h1V8J98P5Gpx0yiBsUMK8BkVx6/t1V6voImP8rnK+Uo9qZcFB+b0Od4PlXGjSbEQOtj+z2nDv5tvVy+PTd4GuNDF3rcV10qBaTWoDgKAmzX1uAs65DvGqPNwUzdiF4PU5dL5Zp4aBhFJHjDuQJ8uylQvqYFS0zpM7xOJozWCPvVv5Jj/4l3ETi7UfqbuiV4DKVSgCSqlpWVyXGyWoMDAGFYyai4ndCFvV1MlSmUTKTxN8+i6YUXwDscMR/T8te/4cLXH0TgxInUTYxCofQK0enAt7bK/0f2ZeRPSQxBJINqo6QWKtxQemWcSripPeOApy3Yy96ZC2FYmC/5uhx7dv8VQnDgrhLMU3ndNFa6UHmkBQDARnWWSizjBgA4WyEMZTfJsWfHC3HNt790bgkeTyqtSVUu5WlThK7G0guoL1UypkoPlsHcYu91LF4jwm9W+9zEXy61XzcWJ7RFctxb1g3PMggzytdw2oQbACIBNuiq0RBRSu7KdMMxUTusx2NafCwCEek/ZoYA+RZlvg2RXGz2KmVBN9s+AovM7EZnnHYbdMWL5Nix5hGIgtBvj5sO1K3Bz58/j5qamuRMFIB+9BIYp98hx46134PgdyRtfAplIGj95z/R/PwLOP/FLyF0/nxMx+gnTYJ//3643n+fZp5RKAOEbOTfjhigwg2FkiyocEPplbwSC6y5UvcYiMCZfUM368Y8534QnQUAIAac8O7/54DNJb/UhpKpSmeo3avPQRTETsKNQ74db8YNAFgWflW+HTi9HuGm8jhm3D/UGTd+vx9ulV9PrJg7GRSrtZ9T8w8iYJRKWRiRQdm2eWAivWfR+FTlUvEaFAMACMG/LcvkcIn/KEaFG3vcPaBRGRRH0it08ETEJt85tPHKD6s5+pEo5uw9HEFQ5+q+XAoA3nJegYgoPc95XBuWmfcke8ppgRASlXUTqtkH3+FXwag9bvpxFbGwsBBFRYqYl8ysGwCwX/0rEI1UxiV4m+D8+KdJHZ9CSTeMwQCwLPyHD6P6/s/Cf+RIn8fYrrsW2pISeDZviTkjjkKhJJd4jPwpFEpsUOGG0iuEkKism9N7e16AZjqM3grz3Afk2L39uQG9ajfvOiXrpvm8B+cONkUZFAsJetx0oCtdAs3wKXLs3vH7eKbbL4xGY9Sc4zMoVoSbSFCPkE/xH4lowzh+6R6I7WY1JqcVY/dO6zKGGk9ng+IE/PS2GcpQyUkGzAxE3One1OO+ap8bfZo8btSEIWCD7ww8gpJNd4mhGPmspdv91eVSdoMAA6d8Rpr4bGzwzJXjm60fQ4P0P6ZkoCteCMPUT8mxY+0PAIMi6MXqcdOBOuvm2LFj/RZYe4OzjYT1cqWrlPuT5xFuOJ608SmUtEMITAsXwnb99Yi0tqL6/s/Cs3lzj7t3ZG0aZs5E8Nw5CL7+fT4pFEryIIb4LnJQ+ocoAoLIDKqNelGnFircUPpk3FxFuGmsdMHZNHR/EFku+TpApI9FpPl02jxfumPYKAtGz1TKVnatrgBjVWfcdO9xEwwGEQzGXtJGCIF54Vfk2LvvRQjB/mfA9JdEDYo5bRh6s1LO5mnNivq7I78J1WWn5HjkqTEYVlXY43hqnxttgIXGH//Xo0gYvGxVsm6u9O5DXqSt230DnFq4GZjSIr8YwQbfWQQE6fwsYbDUWIocpmtXLneIgSeoPDd5lug5/8+1HOH2rJsczokrLJnb6ch+5eMAKwlVvKMKxKgYC/f3iv7EiRNlsVIQBOzZk9xsJOul31R8uoQIWlc/RLt5UDIWotdB8PtQ8MTjyP3iFwFCcP5LX4bjjTfkCypR7+/221xuLiAI9Co/hTKARGfcDN01A4WSbqhwQ+mTnEIzskeY5PjU7qFbLsVll8Iw+QY5dm95agBnA8y7thQdfZrb6rw4rx0n/03tcWMymcCySilQW1v3IkFPmGbeA6KTFpVi0A3PntS3Blf73NTV1fWyZ89E+dy0ZHf5+7kZR+HKUfaZ9MkcGFymLvsBQEQnIGhURAhzIuVSANYbZ6KetQMAOAg9et1EZdykuVRKjUsIYqP/LCKi1A1KQ1hcbhoDO2PotGd0d6l8c3RGTQtvx0ceJbvkZutHMJLMXERpcsfCPP9LciyyuwCd9Br19yoiy7KYN28eACnjzGTq/n0YL0Sjh/3aZ6TbehtM025L6vgUSjphtDogwoNvbUXuF7+AvG99E1x+Pup+9Ciaf/8HRNraQNq7LIq80sEuVFkp3aCiJYUyYMRj5E+hUPqGCjeUmBg/T8mOOLmzfkhfybUu+T/5drByG4LVA5cxkFNoxoR5isBx3FMKnpEEBd6lZNwwDIOsLCXjpLWfLVEZnRnm+arW4NuehcinVkQoKCiQb8cr3FhUooy7JafL30VWxLHFuxDRSOICF9ZgyuYFYPjuv/o82YrPjbklMeGGJ2xUh6lrvHswvJusmyiPmwEolVLTwvuw2VcBXpSuaOsIhyuMY2BldFH7NbgV4cZuEKDnoksK33Yuh1+QjrGyPtxk+zjFM08dtuWPgjF0fLaC0E6S2qjHc0V/9uzZuPrqq/Hwww9HlU4lC8Ok62Bf9SRGfPM4zPM+Ly9sKZRMg+j1EEPK93HWHXcg/0c/hG78eDS/8ALqf/JT+PbtgxgKgbAsCMPAvWEDfHv2QDdpIoheP4Czp1AubohB+fwJ/sAAzmToI4AMqo2SWqhwQ4mJ8fPy5cwPV5MfDRXJ82cYbOiKF0JXcqkcu3f8YQBnA8y/YTRYjfRRDfAaVBdJYoDQySMjJ0cRLlpaWvp9HsslDwKMtCDnHVXwHX0j3inHhFq4aWtrgz+OhbBZJdwEvSaEArou+/itXpy4ZK8cW9qyMHbP9G7H8+SofG5atQlftV1jmitn3WjA415XVwEjqCqV0g1QqZSaOt6Nbf5KCO2PXc9ocIVxHMxEEbLcIQbekPIf9PBO5VJOwYJ3XEqp2CrLNgxj+ycmDhZYUw5sK34ix1yxE4wtACGOThkGgwHz5s2DVpuYKNgThBBYlz4C1lrQ9849IPIRCCGa2k4ZWBidDmI4DLE9C1EMhWC5/HLkP/ZjmBYugHvdOlz4ylfR8PTTaP3XS2h89lnU//Rn4B0OZN12GzSqUlwKhZJeGINSZk1LpSiU5EGFG0pMWLL1KByvZHSc3Nl/M9lMwqzqtOQ78hp4b/+FkGRhydZj+uVKR5rqUSsR1FqjSqWAaOGmvxk3AMDZi6LaCru2PJ3SzCq73Q6DKp02nqwbndEPrVH5UeBp7pp1AwBNxTU4P/G0HI88NQbDzxV12c+bHZINjTUhBnY+MXPqCOHwknW5HF/t3YOCSPRrM1hKpdScjzjxib9Kfv2NjAZXmMbCSDqygwjq3UqmUOdyKQB4370YzRHJe0lDeNxp/yDl804V5vlfgmZ4GQCAEEA7rWFImp+GGo6h8W8r4dr4OCKO6oGeDuUihuh0EAIBiO1ZiESrhRiJwDhzJgp+/nPY77gd0GrQ9tK/0fDEE2j5058RaWxE1t13w3r11QM8ewrl4iaqVCpAM24olGRBhRtKzExcoJTsnNnbAD48cB2XUo2x7CYw5vYrdpEgvPv+MaDzmXVVMfTmdpNUVoeKkqvBd8q4yc5WPF7iybgBAOvib8q3wzX7ETzXcxePRCGEJKlcSnms7m58bjo4M/tIlN/NhJ2zYXRGd07iNSL8VkU8GRHikSgfmOagjpVETw5Cl6ybaHPiwdOBqTLShp0BZfFuZnS4wjgWBiLNt76PcqmQqMV/nVfJ8SLTQYzVZqYYQFgOWdc9K8dsTgBCpO/2xMmmubkZH3/8cb87x8WK4GmEGPLCtfmXcG365YB21aNc3DBWCxi9Ts56FEURhOMgCgI0I0ag4Mc/xognnkT2/ffDfvttyP7s/RjxxOPI++Y3orovUiiU9MOoS6VoV6kUQsCLg2sDLZdKKVS4ocTM6JnDwLWX7AR9EVQebR7gGaUOwmmjWoN7dv1pQBcxOgOHudeUyHFdwSVw+rmofRItlQIA7YgZ0I+9Qo5dW38d1zixohZuamtr4xrD3IfPTQciK+Do0p0IayXfBC7CSX43ETZqP0+O4qtQkITSpQjh8C9V1s1V3r0oiCivT1CVcaMbJBk3HZwNt2KP/7wcW1k9lhvHQkdYeDp1l8q3dJ37Vu8sVISUTl732lcjoT7rA4h+7HJwdqXVuajbASHkTcu5q6qqsGbNGrzyyivYunUrtm7dmpLz6EqXwHbFj6HJmwzPrj/CtfEXKTkPhdIXI558EsUvvwxNkZQZ2eHXRBjpO0cURZgvXYThj3wbBY89huHf/jZsN9wAxti1Ex6FQkkvUe3A4ygrplAo3UOFG0rMaPVcVHvq8qFeLjX/C0pr8JazCJxZP6DzKVtcCKtNEhlEwuKUfUnU39UZN16vF4E401MtS74l3w6cfB/hhuNxjRMLI0aMkG8nI+Mm6DEj3I3PTQcBsw8nFiltmM0OG8bvmhG1j9qgOD/EgyShXGytaQ5qWen14SDg06qsm2hz4sEl3ABAebgZ+wM1cmxnDVhuHAsNONSru0tZumYLiWDwUtu1cjxRX4l5hvRnqiQLw5jPQ+TbF5CsD65NT6bsXKFQCEeOHMFrr72Gl19+Gbt374bX64XVasX+/fsRUhm3JgMxEgJhWBgmXg3rZd8FADg/egyh2kNJPQ+FEgus2QzWYunRYJsab1MogxdGT7tKUSipgAo3lH4xQVUuVXWkBX5PchcPgwnOPgqGidfIsWfnHwdwNgDLMZi3QjFcbM4qw4XjTXJssVigUYkA8fjcAIB+3Epohk+RY9fWZ+IaJxbUGTetra1xiU1aox8ag/LDoLdyKQBoLqpD1eRyOR5xthQFZ4rl2GcPQ2DafW4ADIskXi7FEzYq6+ZK7z4UhqWMtehSqcEn3ADA8VAjDgcVYS2bNeJy4xg0uxWTXZtegEHTNSvtWHAs9vomy/Hd9jUQI5n5vcFllyJ8RvH6cm15GpHWiqSfx+fz4cMPP8Tq1atx/PhxmM1mrFixAg899BCWLVsGQRCwa9eupJxLFKT3N+Gk19L58c/R8t975L/zrppuj6NQKBQKpTsYoyrjhnaVShkiAEFkBtWWmTnVmQMVbij9YuTEbBht0g98QRBxdn9TH0dkNuYFX5Zv+0+sHnDDzjHzC2FznpXjT948A1GQviYZhkmKzw0hJCrrxnvg3+DdqcmuysrKgl7VtjWerBtCorNuPL2US3VwbtZROIYppX7jd82EqU3yRRBZSbzpIBk+NwCwzjQbNVFZNx8BGJzmxN1xOFiP48FGOR7GmTCPGwdvQJV1041JMQD8x3ENeFH67yZf0wL3zt+ndrIpgjEYED6VA8HfXl4XCaJtzSMJjRnuxtfIaDRi8uTJsFgsyM3NxW233YZFixbBYDCgpKQEhYWF2LlzZ0LnFUURosCDMNJj8Z9ah9pfT4bzox8DkAyZR/7EBcNEavRKoVAolNghenU7cJpxQ6EkCyrcUPoFwxCMm61kfZze0zCAs0k9+nErwWWPlgJRgGf3XwZ0PqzZjLEV78pxU40fp/cqr4FauIk34wYATNPvBGttL2PiQ3B/8nzcY/VG8gyK1T43vWfcAIDIiDi2ZBdCuiAAgOUlvxs2LC1io3xukiTc8ITFP22Kf9BK336MDDd1KpUaPObE3bE/WINTIUWsHc5ZkO2YAiJIz1vntuAd1Eby8JFnvhy7Pv4ZBF9baiebAojBAPAMwseVklH/0TcROLux32MFg0Hs27cPJ06cAM93fY+NHj0aixYtQnNzM06dOiXfn5WVhQkTJsDr9eLYsWMxnUuMBKNjPgJCCAjDIuKqRfMrd6PpH1cj0lwO7ci5GP7VXci+8QUwWhNEfvCKiRQKhUIZfKjbgYvU44ZCSRpUuKH0m3FzFeGm9owDnrahmwZJGAbm+V+UY8+evw1omQchBNloxrDG/fJ9O/93DpGwtPBLhkExIJVNWC75uhx7dv4hZUas/TEoZiB2u1lzlOyZgNsCPqjpcd+OLWzy4eSlSrmJyWXFxJ2zwIgivNnKQndYhAcnCgARE97Wm2biAie9RixEfNr1EQIaxRxZH45Ihvxp3MR+bruCF3AmrLy3rLDC1iaJNza9AINW6Pa4110r4RMk/yHB3wbnhp/3+loPRjqMTyPnrRAcyg/TttUP91vgaGhowEcffYTy8nKwLNuteDNr1ixYLBacOnUKDodDvn/cuHGw2+3YuLFvwShwdiMcH/4Q4RYpU0/kIyCslCXl2vob1P5qDHyHXwXRGJF94x+Q/9Wd0I2cA1EQIAqCvC+FQqFQKLEQVSpFu0qlFEEkg2qjpJYhLdw888wzuPnmmzFu3DjYbDbodDoUFxfj05/+NI4c6b9BZltbGx566CEUFxfLYz388MNRP6gvBvJKLLAOa/9SFoHText7PyDDMc25H+DaF5zueviO/29A58PYrBhT8S6IIC0U3a0BHNko+VAkS7gBAPP8L4JozQCkhbZ3b2paoifDoFhn8kGjV/vc9F0uBQCthQ2omnpCjodXFKPg9GgErBFE2ttbMwDyw0nMurEqWTcrfAdg0XjkeLB1leqJHYFqnA4pYpkmbIOtbSqIwPZYLuUSzHjbdbkcu3c8j0jLuZTPNZkwcvo3QfBwnnx/uP4IPLv/3K+xzGYzWJaF2+0GALBsdHczob2LXWlpKdra2qL8nwoKCjB27FjwPA+Xy9XreUI1++He+gxcG5+QZs5yCJzdhLrfzoJjzf8BfAimWZ9B4XerJUN2tIs7DCN38KFQKBQKJVaiSqXibJRBoVC6MqR/lT3++OP44IMPkJ2djeXLl+Oaa66BXq/HSy+9hNmzZ+O9996Leazm5mbMmzcPzz33HDiOw4033giLxYLf/va3mD9/fkJlKZkGIQTj5iiLlqFeLsWacmGceqscD7hJscUKo78JhbVKS+B9aysR8IaTVioFAIzBDvO8z8mxa9tvZCPTZKLOuGlpaYnLoFjyuVGVSzXHJtwAQOX0Y3AMV8THcbtnwNxqhy87+eVSAPCRaQbOc7kApKybJRole2qwl0qp2Rk8j3JV2ZQmbIWtdRpG9NKNd41nMZoidingw3Cs/V5qJ5lkolqctupgnHGvHDvXPwreF/tnLjs7G3l5eXC5XLJg2SHWiKIIhmEQiUQQCATg8XjAtZtYd+yzePFi3HXXXTD20f7YuuRbYG1F8B3+L7yHXkXr/76Cxr8uR7j+EDTDpyLvi5uRc+vfwRizIPIRiKIoZ9mInTqqdY4plHQgCgIEvx+8x9P3zhQKZcBRl0oJft8AzoRCGVoMaeHmnXfeQVtbG3bt2oW33noLb731FsrLy/HCCy8gHA7jc5/7HCIxXuF++OGHcebMGdx8880oLy/Hf//7Xxw9ehRf//rXcerUKXzzm99M8aMZXKjLpZqq3XA0DO0vZovKpDh4bhPCjSd62Tu1sFbJRLek6gNoWGkRF/RFsHdNZVTGjd/vh8+X2OtiWfQQ0G5eyrdWwH/s7YTG647s7GzodEoL7/r6+IyQ1QbFsfjcdCAyIo4v3oWQXhKMGIFF2ZaF8NmUDknJMigGpKybF1VeNzOZUyBmqTRrsHaV6ondwQs4qRZvIhaM9E2BXdN9umxY1OAV5yo59h15HcGqHSmfZ7JgOokklkXfU7LSfK1wrv9xv8abNm0aHA4HTpyQvk8IIRAEQW51HAwG0dDQAKPRKAs2THsWjM1mw7Bhw2RBpzeyrn8OYtiHltc+A8+uPwEMB/vVT6Pg4YPQl1yqGBWzXFSb5Y7bcucp2oKZkmZc69fj5OQylM+chapPf3qgp0OhUGKAMSgZNyLtKpVSBJBBtVFSy5AWbhYtWhTVsaaDr3zlKxgzZgwaGhpw/PjxPsepq6vDK6+8Aq1Wi9///vdRP5SfeuopDBs2DP/+97/R2Di0S4bU5IwwI6fQJMdqg9yhiHbUAmgKpsuxe+cfBmwujE0SbrRhLyblKWLFkU0XEPExUSJIouVSXFYxjFNvk2PXlqeTftW9s0FxXz43PWHNVR6r321FOKjpZe9oQsYAji/eBbG9kaHBbcaIc1PR0dcwixdg4Lu2uo6Xj40zUMVJWWsMAO1Eae6ZUiqlZk/wAk6ElO8+TcSMy/XjoCPdCwrbfTOgHTlHjtve/1bGZHIwnf4/YVgrbMt/KMeeXX9EqP5ozOPNmDEDWVlZ2LFjB86dOwdCCBiGAc/zqKqqwltvvQWn04kpU6YgLy8v6tiO5yyW5844+XoYJl4HCBFoC+eg6CcuWBd/QzpeZVQcNT4fBu+uh2vzr+BY8wha3/oinB/9BKH6IynJvKNQuoPRauXbdAFIoWQGjDo7lXaVolCSxpAWbnpD097JRav6UdATa9euhSAIWLx4MYYPHx71N51Oh+uuuw48z2PNmjUpmetgRZ11c3pPQ8YsvuKBEBKVdePd96+UmfX2BWu1ybfHaKthzmr33+FF7HrnXFLLpQDAuljJJgud341g1faEx+xMMjpL6UxeaHTKD/tYfW46cBQ0onK60qUnp6YQjL9QmWOSfG4AQCAMXrQtl2O20A1iCWZcxk0He4M1qCGK4GaCCSsNY6HvRrwRwcB+9dNyHKreCf+RN9Iyz0QhHAei6gIm+P2wLHoIXM7Y9jt4tL33jX59Fy5btgwsy+KVV17Ba6+9hs2bN+Ptt9/G22+/jbNnzyI7OxvTpk3rOpf27BdCSEzny7rhd+1zbgXvkYQ2kQ93MR8WAk7J0HjNI6j99SQ41n4P7u3PwrPnr3B+/FM0/e0quLf9JubHR6EkAtGrFoBBKtxQKJmA+nMrUuGGQkkaF6Vw89JLL6G8vBzjxo3DuHHj+tz/0KFDAKQOH93Rcf/hw4eTN8kMYNwcRbhpq/eh+cLQrj83zrgLRGcBAIhBF3wHXxmQeXSUSgEAPA4suGG0HJ7Z1wgrp1yZTzTjBgC0I2dDN3qZHLu3/DrhMTuTDINiyedGXS7VP+EGAKqmnkBrgZI9luUqBReSXvNk+twAwEbjdFS2v1aEANoJLdDxPIiYvMyedLLTXwefqVqO7awBKw3jYOhGvNGPXgLD5BvluG3td7u0rB6sEKO6dj8Awulgv0b5TATPfAz/8XdiHq+srAzXXXcdtFotTpw4gY0bN+Lo0aMQRRHz5s3Dfffdh5EjRwIAeJ5HJBKBz+dDeXk5Kisr0djYiHAM3kicvQi2lT9DpPUcHB98R3osrCJCiaKIcONJuLc9i9Y3Pw/3J89BDLqgH3clcm77J3Ju+xdybvsnoNHD8cF3EKz6JObHSKHEC6NXMkjFQGZ8R1AoFztRXaWocJMyRAy+rlJD9xL+4OCi6PP51FNP4dixY/B6vThx4gSOHTuGESNG4JVXXunSyaM7qqulxUjHj+fOdNxfVVWVvElnANZcA4aXWtFQIXU1Ob2nAcOKLAM8q9TB6MwwzboXnh2/ByCVS5nmPpB23wfWpgg3gsuF8fPycfDj82g+Lwln/gobwAIgyRFuAMngtOmc1HrYf+JdhJvKoRk2ISljA9EZN83NzQgGg1ElX7FiyW1Ba62UJdMfnxsZBjhx6S7MeW8FdH4DGDCwOiahLXe/JNyIoqSyJAEp6+YKPNbyMoD2rJvyIHR8BAGu70zAwYYvzKCOq0a+SYTJWwwAsLF6rDCOw3rfGfjFaHHBvupJ+E++BwgR8K0VcO94ISq7a7DCGAwQnE4AgNhuumiYdC30469E4NQ6AFL5l2H8VSCarqW6nWFZFmVlZcjPz0ddXR3q6uowYsQIWK1W5ObmwmAwwOv1oqWlBTU1NaioqMCZM2cgCAJYloUgCJgwYQLmz5+P0tLSXs9lW/Z9eHb9BbyzBpHWSnDZJfLfwrUH4Vj/KALlawDCwjDpelgu+Rr0Y5dHjcGY8tDy+n1wrn8MeZ/7sD9PHYXSb6Ku3NPuNBRKRqAulRJDIYg8DxLDeotCofTORZFxs27dOvzzn//EG2+8gWPHjqG4uBivvPIKZs+eHdPxnvZOBj117zCZJK+XjraufVFWVtbtdvbs2ZiOH0xElUvtbYAoDG2t1awqlwrXHkCoemfa58CoMm54pwuEIbjklrHyff5mQBuUuhYlS7jRj78KmrzJUiCKcG15uvcD+kl2dnZU2WL8BsVKaZjfZUUkFLvPTQdhQxDHl+yESKTMF1bQw+KcADMvwson9/290TgNFeqsm0nNGelz00G9l4PPUgWvuVK+z8bocaVxHMwkWozSDBsP84IvybHz45+D9zRhsNNd7T4hBFnXPgMw0rUQvrUCri1P9WvcnJwcTJkyBStWrEBZWRmKiopgMBhQW1uLbdu24Z133sG6detw6tQpCIKA4uJiTJw4Ebm5uTh58iTefvtt1NTU9HmevM+th33VE2BtShmg/+QaNP7jagTK14DLHY/sG3+P3HvekEUbUeDlcizD+JXQ5IxDpPUcIs6+z0ehJII640YIBIZ0STaFMlRQd2AEpOxUCoWSOBeFcPPRRx9BFEW0tbVhy5YtGDduHJYuXYpf/OIXAz21jGfs7Dw5AcHTGkTtaceAzifVaIeXQVe6RI5dW59J+xzUHje8S8p2KpqYjeIpSmmQ2TUaEBg0NzeD5xMv8SEMA4sqG8K775+ItFYmPG4HDMNElUvFsgDtDr3ZA07bkU5P4OpHW3A1zuHNqJihmMzqgjkweUpRGEquqCISBv+wrZBjboQHU3AuqedIJ3UeDercHLa6mnAgqLyGFkaHK43jYWeiM1Bsyx8F0UvvZzHggGPtd9M633iIEm58Sgq4Jm8SLAu/KsfOjY8j3HSq3+OrTYd37tyJ//73v9ixYwccDgeKi4tx5ZVX4uGHH8b999+PG264AV/96ldxww03wO/3Y/PmzX2Or8kdC13xJXKZVKj2EFrf/ToEbyP0E67GsPveg3ne50AYVukmxbDRmYWiADESBKMz9/vxUSj9gagNwQUBiKEskEKhDCxMJ+FGpC3BUwSBIDKDagPtLJVSLgrhpgO73Y7FixdjzZo1mD17Nn70ox9hz549fR5nNks/Tntqrez1Sia1FktsZULHjh3rdhszZkyMj2TwYLLpUDRZKUk5uSM+f5JMwnLpN+Tb/mNvIdx8Oq3n71wq1cGiT40Fw0pfmKygh8k7CpFIJGlZN6aZ94C1F7efOALnxuQKn4WFSgbAhQsX4hqDEMA6rFmO3c25cc+neko5Tlsdcmz0FmFqaxzlV32w2TgVYYeyOLlDvw7I0Cphf5jBoXoDmrwcjoYasTegvI5GRoOVxnEYxird6FhTLmxXPCbH3r3/QLAy+ebXyUR9JVEIRNfu21Y8BtbaLkBGgmh964sQhf55FhFC4PV68eabb2Lt2rVwOp0YM2YMbrnlFtx7771YuHAh7HY7BEGQs9SmTZuG8ePHo6KiAi7Vd0JvdMzLu+8f4NsqYV74VeTdtxqanDFSe3BRlDtNSe3CBYiCAM+evyFY/Ykk/mipcENJLUynklkhSH1uKJTBDqGfWwolJVxUwk0HGo0Gt99+O0RRxOrVq/vcf9SoUQB6Xkx23F9cXJy8SWYQExcq/iRnDjQhFMjcUo9YMEy6DlyHv4sowp3mrBvGoiqVUpXnZeWbMHPFKDk2eEeCjRjjNvvtDOG0sF3+fTmWsm4qkjI2EC3cxJtxAwDWXEW4cSUg3IAA7xdVolWnCLajWsdipLf7ksl4EQmDtlPKYx/N1eJSciip5xgoToSb8Im/CkJ7FomOcLjCMBZVRxUx0bLwq9AUTJfj1v99FSI/eL9Domr3O5kuMnobsq7/nRwHKzbDu/fvMY8ttIspBw4cwNGjRzFs2DDceuutuPfeezF58mRwHAdBECAIAhhG+u+b53mwLAuLxQJBEGIWbgjDgHc3wHf0LRCNCaaZ90iPSeCl9uDtGTZyzDAI1eyFe/tzIBoTzPO/0KWFOIWSbDqXXFCfGwpl8EMIib7I0cOFbwqF0j8uSuEGAHJzpQVdU1PfngrTp0uLiv3793f79477u2vZejFQOj0XWoPk7RAJ8jh3YPD7VCQCYRhYl/yfHHv2vQje3dDLEcklKuPG44m6oj/76hJYsqXsDQIGZtdY1NYmLwvKNPs+sFkl7SePwLnh50kbW23+7XQ6Y/aM6ow64ybgMSPk79sgtifCrIA3Ss6CZ0IApOf0xsrRsMThndMbLk8WIrVK9sL9zPvgMHjFi/5wNtKKLYEK8O3dsjjCYM3vD+PUHsnHiLAcsm98Qd4/XH8Y7h0vdDvWYIAxKO+n7ur2jVNugqHsJjluW/MIeHdsnk0Mw6C1tRXbt28Hy7JYuXIlysrKpHO1f84ZhpFFG0AyN/Z6vaipqYFGo4Hdbo/5sQgBJ8RIEPrxV0JXNA8AlCwbQYjKuvHs/gsa/rgE4Yaj3ZoWUyipgGi1UYbwAhVuKJSMgFGVOVLBNUWIg6+rVIYmjGcMF61w0+EFEEt50lVXXQWGYbB161Y0NjZG/S0YDGL16tVgWRZXX311SuY62OE0LMbNUVpQn9w59MulTDPvAWPJl4JIEO4dz6ft3Ky6JE8UIagEDo2WxeLblRb32pAdF446k3Zuwmpgu/wHcuzd/y+EW5Jjqm21WmFVGS/HWy6lM/qhM3rl2NWUQNYNAKcujFPDyiFCWjgbeC1urBoDTkheHW+QYxE6NgwdncDzSSuuI9uSNv5Acz7ixMf+swiJkmeKIIhY//fjOLJJeo11xZdAP+t++f975/pHwbsG5/dI1FXEHur2s274HYhOei+LAQfa3n0o5vGbm5vh9/uxaNEijBunfJbVYo3QLqoAUgnvli1bcP78eUydOlU2y4/psbDSoph31UIIRH9PEIYBIQShmgNofPF6tL79JUAIw7LoYVgvG/xeRJShASEkquyCLgAplMwg2siffm4plGQwZIWb7du3Y+3atfJVyg7C4TB+97vf4aWXXoLBYMDtt98u/+3555/HxIkT8b3vfS/qmIKCAtx5550IhUL4yle+goiq68sjjzyCpqYm3HPPPcjLy8PFirpcqqbcAVezv5e9Mx/C6WBZ9KAce3b8HkLQk5ZzM528lPhOmSml04chb4xSzhOosMHvDSXt/KZZnwaXPVoKBB6uDcnzuklaudSwJJVLtXPS6oPHekaO8/1GrDpfkrQrCwGNBqJXi0iFXb7vDuYjWODt+aAMo4H3YL3vNAJCu7moCGx59RT2vF+BqqoqbCMrcEx/OULQQQy60fb+//U+4ADBGJTPVudSqQ446wjYVz0px74jr8N3vO+yXEDxUtO3X61U/3/TYTTOtIsqTU1NeO+997Bnzx4UFRVh0aJF0SbCfcBll8Aw8RqEavbBs/sv0mMSBAi+NkRazqH1na+j/vm5CJS/D9ZejNx73kTWtb8Go7fS7j6UtKH2uREC1CuDQskE1Bc5xMDQXhNQKOliyAo3p0+fxqpVqzB8+HBcddVVuPvuu3HllVeiuLgYDz74ILRaLV588UUUFRXJxzQ3N6O8vLxbT5Bnn30WY8aMwZtvvomJEyfijjvuwNSpU/Hcc89h3LhxeOaZ9HcXGkwML7XCPlxZ0JTviq+dcyZhmf8l2ZxT8LfBs+dvaTkvYVkwZqWsRujG0+KyuyZCRPsiT9Bi2xsnk3h+Dayds26SZNCsLpeKN+MG6ORz05SLRNeYNVoWAWM9fEZFTJrozMLCxvzEBm4noJFKDUPlOQjwkuGsmfhxB7M+KeMPFloFP9b5TsOcJS3ERIjYvboCxzY1oNXpwW5cilPsDACA79ArCJzZMICz7R51+ndvVxHN874AXcmlctz2zlchBPr2nyktLQUhBLW1tYhEIuA4Tv4by0plS9XV1Xjrrbfwwgsv4Pjx48jPz8fll1/erzKpDrKu+TW4rGI4PvgOGv5yBZr+dSOaX7kTdc9OhWfn7wGIsCz+JvK/sgPGshsBSGbF/RGIKJREUHeWEoP0yj2FkgnE+n8lJX5EAALIoNroJZ3UMmSFm6VLl+L73/8+JkyYgMOHD+P111/H9u3bkZ2dja9//es4cuQIbrvttpjHy83Nxe7du/H1r38doVAIb7/9NpxOJx588EHs3r0b2dnJ7zaTSRBCMGGBsog9ubN+yF+RZQx2mOd/QY7d234DkU9Pq1LGqmTd8N0IN8MK7RBVWSendjajqTo+z5juMM28F1xOe5mhKMD5cXK8btTCTW1tbZeMuVix5Crmt+GgHgFPYt1v/CyDZo6B13IWIW2bfP+lDSMwzmlPaGwACHYszkMc9rYqXlnXku0YgaHlGeUSg7j527ORlW8EaW8bWbHDgxHiLGRlZeGodimcRPo+bX3naxAjycsWSwbEqE7/7vkqImEYZN/8J4CVhDjeeQGOdT/ocf8ObDYbJk+ejKNHj2Ljxo2or69HTU0N6urqsGfPHvz1r3/F3//+dxw+fBgsy+LSSy/FXXfdhdLS0rgeD2OwI+f2f8O84CsI1x5AoPx9hBuOgsudAPOCL2PEt88g6+qnwFqGy9/pVLShpBOipxk3FEqmQaL84GjGDYWSDLi+d8lMSktL8Ytf9K+E47HHHsNjjz3W49+zs7Px3HPP4bnnnktwdkOTCfPzsevdc4AIuJr8qDvrxIix9oGeVkqxLHoI7u3PAUIEvKMaviOvwzTjrpSfl7XaEGk3He5OuAGA4VM41G3xgeONgAhsfqUct3x7NgiT+KKLsBysl/8Ira/fBwDwHfwPwpd/H5qObltxUlBQAEIIRFFEKBRCU1MThg8f3u9xNLoQDFYn/C4bAKlcymBJrJStRssiNyLAZT8BS+tM6CLSAv7q6mK8PDaIJkP8P0w6Mm4AoLx1PMblnsVw0gaOCLiPeR+PC/clNPeBRQQQ/Z6zZOtx0//Nwnu/O4TGKjdEiKjY54BtbAmqiQMn2LlYEFmHSNNJuLf9BtbLvjMwU+8GdalUTx43HWjyJsG27HtwfvQTAIBn5+9hmnEXdMULez1u2bJlCIfD2L59O7Zv3w6j0YhgMCiXSlmtVsycOROzZs2CzSa9xxPJgtEVzYWuaC5sl/8AvKcRrHk4xEgAXJbUKVEUBNnzhkJJN4xObXJKF4AUSibA6GmpVDoQRPr/8sXEkM24oaQfS7YeIydkyfHJHYPTXDSZcPaiKKHGtfmptGQaqQ2KuyuVAoARhQVRviwNFS6cSOJrYppxF7jcdvPUJGXdaLXaKKEmoXKpYdHlUolyQSeJKyITgdt+FEFG8h7RiixuqhwNYyR+HTyoEm40EQEvCtfI8SLmCMpwLu6xBwIDJ2C4OQyjRkC0aKN8NgxmLW74xkwUqr4zXOe00MGGasMc+T7nxz9DxFGdhlnHRlSnjBjSv62XfRdc3qT2A0S0vvWFPrOIcnNzccstt+Cmm27CxIkTUVhYiDFjxmDWrFm4++678eCDD2LZsmWw2WyyUXEyRBXWkg9twTSwluGKaCOKIAz9qUAZOKKu3NOMGwolI6DmxBRK8hmyGTeUgWHiwgJcOCmVkpzZ14jFt4+HRssO8KxSi2XJt+Dd/y8AQLjuEAKn18MwfmVKz8moWoLzru5LoAoKChDWORDQN0EfGAYA2PHWWYyePgx6c+LtrAnLwbb8R2j576cBSJ4k4ct/AE3exITGHTlyJOrrJY+kCxcuYPbs2fLfXr/kDzGPszGnEfef3QMA4B0j8cr8+8Gx/VuAlhx6Wr7drGEQIIBeBETOj10jzuLSC+PBgMAW1uGGqtH47+jTEJj+C3cBlY+Jlo9gizgHN4pbMIFIgsUD7Lv4Fv8gxFRo7SnIoijNDqHIGkZYIGj2cahzc2j2ce3zV54frZ7DtV+bhvV/P45zB5rACjpE/AQBnQZthgnI8pdDDPvQtvobGHbvm0mfZzwwMZZKdUA4HXJu/jMa/rgYABBuOAbX5l/BtvyHvR6n0+kwffp0TJ8+HQAQCARkw2JAybBhUiyq0CwbykATlXFDPW4olIwgWnClGTcUSjKgl9EoSWX0zGHQ6CWhJhzgce7A0PLn6A5t/lToJyit4N1bnu5l7+TAWlTCjbv7jJv8fMlzyGs5C4FI2SEBbxg7/pec9t0AYJx+J7iO8ihRgPPjnyU8ptrnJpHOUvNKssG1l4W5AxEcre3bGLY3REJQo1MZxXIt2DxCmd9Irxkraori6jSlzrjRRyIACP7KXyffN4GcxxJyMJ5pDwiOgPQdwBARBeYwZhb4sbDIiyJrCGwnHYDTsFjxwGRMvCQfAolAZMIgES0qQp+S9/Efexv+k2vS+RB6hKjSv2P9MaorWQTzgi/JsXPDzxFuKo/5nIIgyKJNh+8TFVQoFwvRHjdUuKFQMoGoUimacZMyBJEMqo2SWqhwQ0kqGi2LsbOVtugXQ7kUAFiXKK2LA2c+Qqhmf0rPx1oV4UZwdi9ImEwmWK1WCGwIPnOVfP/xbbWoP+dMyjwIw8K2/Edy7Dv8KkINxxIaU90SvLGxEYE4f6ibdBxmjVLKcD4529zL3rFxQZU9NjLEY29OA45kKUbI01pzMat5WL/HDWiUDChdu8H1cYzGdmGqfP9nmDXQID3m14lS59ZABNDq53CiWY9mHwejRsDkYQEsLvZg3bp1qKysRCQSgSAI4DgWl987CbkzgohwHhAANS2XoU1UjJrb3n0QQnjgr9qpM25EX+zzsV/1BFjrCCngQ2h964sQYzTfVmfVpDrDhkIZbER73NBSKQolE2CoOTGFknToL0BK0pm4sEC+faG8De7Woa+060YvhXbkXDl2pTjrJqqrlLvnblEFBdJr4TfWQmdT7t/8SjkEITlePMZpt0d5eLgSzLrJycmBTqdcYa2trY17rAWjlW5veypaE5oXANTqODmhxiiIyOYFrB9ZjRqjYny8rHYkStyW7gfogaCqVErHR+TbLwrXICJKX9PDSRuuJ1vjn3waEUHQ5OWQpY+g1c9if50Re2uNqHZKAtWOHTvw4osv4q9//SveeustrF+/Hn/6059QXrcPDMPC5C4FQHDQ/VUI7Y8/0noOrk2/HMBHJRFdtx/7j1FGb0PWDc/LcbBiC7x7/5bUuVEoQxF1O3BackGhZAbxZKdSKJTeocINJekUjLHBOqz9C1sEynfVD+yE0gAhBNal35Zj3+HXEGmtSNn5WKuiwvRkTgwowg2ICG2JIlw0n/fg6Ob4y5DUdMm6OfI6QvVH4x6PYZiklUvNLVWEm71VbeATFKuCDEGTRvnaHBnkwTMi/ldyDi6NZDjLgOC6qlJkBXU9DdMFdVcptXBTi2F4T1wkx7czH8OKxLpjpYtqpxYcA+SbpSwhR4DDiWYDdl0wYcWKFSgtLUV9fT2OHj2K7du3o76+HjqdDkuWLsbym+cDRIRHGIOK4M3ymK7Nv0S4+UxPp0wL0YvI/onSxrIbYShTHk/bmkfAuy6OrEQKJV4YVakUzbihUDID9UUOWiqVGkQMfGlU501Ecsql9u3bhyeffBI333wzRo4cCUJIv0vEr7jiCvm4RJqdDCaocENJOoQQTFyQL8flO+vT0mlpoDGU3QQuZ4wUiAJcW59J2blYdcZNLMINgGZ/ddTrsuuds/A6k/Mj2Dj1VmiGl0mBKML58U8TGk9dLpXIl+2sUVlgVT435fU9ZyfFygWtIrIUhiSRxaeJ4O2SswgxUrtmPc/h5nNjoI/EZszdk3ADAK8KK+ARpR9AJhLAncz6hOafLlr8HMICQbaBh5Zt92WBCH+EwaJFi3DnnXfigQcewC233IJLLrkEt912Gx588EFcdtllmL60BFd9YSoYjqA88Gn4hRxp0EgQjve/NYCPCmCMSjtw0dd7O/DuyLrhORB9ewvvgBOtqx9K2txSDe9uQPOr9yDceGKgp0K5iCCqUimBmhNTKBlBVKkU9aai9JOf/exn+N73voe33347rgu4L774Ij7++OMh5wdIhRtKSpgwXxEIHA0+NFQkZgybCRCGhWXxN+XYu/fv4L2J+6p0BxODOTEQLdy4XC5Mv2oEdEZJJAgFeHzyVnKyF6Ssm0fl2H/kDYTqDsc9njrj5sKFC3ELfyYdh7IRynO1u6Kll71j44JOEWOGhQXo2rN4Go1+fFCkeAllh/S4qXIMWKHv/zR6KpUCADdMeFW4Qo6vJp9gBDLD9LvWrYFNx8OmkwQt9auo1WpRVFSEqVOnYuXKlZg8eTJMJpP89zEz83DZ/aMhGFgc9yvGvv4Tq+E/tS5dD6ELnUul+vve5KwjYF/1pBz7j7wB3/F3kza/VOE78gbqnpkM38GX0frmF2L256FQEkW9AKQZgMS8awABAABJREFUNxRKZkCizIlpqRSlfyxcuBA/+tGP8O6776Kuri7KQqEvmpqa8K1vfQsrV67EqFGjUjjL9EOFG0pKsOYaUDjBLscXi0mxafZ9YEySOa0Y9sOz4/cpOQ9r69ucGAAsFkvUYtjpbcGCG0bL8aldDagpb0vKnAxTboEmXzHTdX4Uf9aNOuPG6/XC6YzfTHluicrnpjLxx9rKMfC1Z/EwAEYEFaHllN2BrfmKJ89Irxmrzhf32WkqKuMm0tWAeLV4KepF6XFwRMD9zHsJPIL0cd6pAUOAPFPHc9S3iOX3+1FdXY2dO3fiQPl2cBNq0apdgZaI8t6qeflr4MOhFM26d9SlUhBFiKH+z8M89/PQlSyW47b/fRVCoP/idiiOc8cNq4Xglz4/wart8Oz6Q/rOTbmoIbQdOIWScVBz4vQw0KVRqeoq9Z3vfAc//elPcd1118ldcmPl4Ycfhs/nw+9/n5o12EBChRtKypi4QMn2OL23EeEQP4CzSQ+MxgDLJV+TY/eO5yEEk+9JwlhiMycmhER94dXW1mLy4kLkFSvHb36lHHw48avnhGGis26OvRV3dy2TyYSsLKUjVCLlUvNUPje7K1sTL9sjBDXt3aXcLOnyJbozrx6Hs5VMq0mObCytK0Rv9FYqBQARcPiHcI0cX8IcxTQysF4vseANs/CEGAgiwJKen/dwOIz6+nocOHAA69atw//+9z+sW7cOZ8+eRW39eSy4twDnNA9DbP9RoA2cxe6nf4igv+tzlWrUpVIAIMRRLkUYBtk3/wlgtQAA3lUDxwffifn45uZmrF69Gr/+9a/h6qVUMpkYJ18P47Tb5NjxwfcQaTmXlnNTLm7UHjcC9cqgUDKCRPzgKJR4Wbt2LV5++WX84Ac/wJgxYwZ6OkmHCjeUlDF65jBo2stKQv4IzuxtGOAZpQfzgq+AaKTFneBthvuT55J+DtammBOLgQCEXq68jxgxQr5dVVUFhiFYcucEOfmhrd6HfWsrkzIvQ9lN0BRMl+O2NY/ELZSoy6Wqq6vjnpM646bJHURFszfusTo4YtLirRwj3swx4qxBE/1HAqwfWY1Ks7Kgntc0HHMa83ocT10qpe9GuAGAbeJ0nBCL5fhLzFtgMfjF0F01JpxoNoDv5UpMeXk51q9fjzVr1uDo0aPQ6/VYunQpli1bBo1Gg1MVR3HVd+9Ck/Z6+Zg8x++x+skP4Gjsv3CSCIw64wbxp4Br8ibCtuz7cuzZ9ScETn/U53GCIOBf//oX9u3bh2AwiO3bt8d1/njIuu63YAySoCqGPGj+770Qe3i/UijJgnrcUCiZR5Q5cRwXOCiU/uL1evHlL38ZEydOxCOPPDLQ00kJVLihpAytnsP4ecPlOFldjAY7rCkHlkVfl2PX5qcg+JJTjiSfw2yOioVesm5Gj1ZKoyorKxGJRDC8xIqpS5QskH1rq9BSk3hmEGEY2K96XI6DZzcgUP5BXGOp61ITEW6yTVpMGK5kGO04l7jPjYtj4OIYoAfTM4EA75ScQ6Ne+bGyrG4kJrdmd7t/QKOIP9oeF8IEf+JvlFNRi0kDriPb4nsAaSSi8vjhGBHqurEOUS83NxeiKCIcDuOyyy7DrbfeiksvvRRz5sxBSUkJjh8/DpNNh6nf+CMijCRaaogPhe7f4I1f7sWFk4m3eo8VwnEgqtcrkSuJ1su+GyV0trzxQJ8lUwwjmTt3sHfv3oRKCfsDaxmOrBuV1ONQ9Q64Nj7eyxEUSuIQ2lWKQsk41Bc5hCD93KYKAWRQbQPJo48+isrKSvzxj3+EVqsd0LmkCircUFLKlKWKONBY5UZj1dA3KQYAy5Jvg+gkHxox4IRr69NJHZ8YjQCrmOT21lmqqKgImvaFZiQSkUWQBTeOgTlL+kEs8CI2/vskhATbZQOAfvxV0I9VzHQdax6J66p8cbGSXdLQ0IBAAgvkhWNy5Ns7z6VnkR9iBbwx+gwcWuUHy1Xni1HqsnbZN8gpr6VW4EHE7kvXTmMUPhTny/HdzDpkYfB/pjhGxIScAKbm+aFjlfdYh9t/fn4+li9fDgDw+XzIysoCx3HQ6/UoKSlBOBzGsWPHoMsejmE3/FI+vlC7CZbgLrz73CEc3Zy+Vo+kk0Fx3ONwWuTc+iLASBlXvPM82mLomjVr1ixY2ssleZ7Htm3pE/BM02+Hcea9cuzc8DMEq3em7fyUiw/1AlCkJRcUSkYQZU5MP7cXFWfPnkVZWVm3W6rYv38/fvvb3+Izn/kMli5dmrLzDDRUuKGklNyRFhSMUcp6LpqsG2M2rEuUBZh7+3PgPY1JG58QAlblcyN4es6W4TguSgQ5d07ypdAaOCy9a4J8f0OFC0c2Jr74JYTAfvWv5GyUcONxePf9o9/j5ObmQt/+g10UxYR8bhaMVjJddpxtSVt7eq8mgtdHn4GXkwyHWRBcX1WKAm+0T4o64wbo3uemg38Kq+ASpeONJIgHmNVJnnXy0bIi8s1hmLQCgjzT5fkXRRGFhYXIz8/H6dOn0diofFZKSkpgtVqxd+9eAIB57uegHbVA/vtUw3MgQhCbXzkl+TXxqe92FJUCnuAPUu2I6bAt/5Ece/f8Df4+stQ0Gg0WL1bMjfft2weHw5HQPPpD9g2/A5tVIgUCj5b/3gsh2HPWH4WSCETVTYReuadQMgPaDpySLniex+c+9znY7XY8/XRyL5QPNqhwQ0k5ZaqSnNN7GhDwdu2aMxSxXPowGFMuAEAMeeHa+ERSx2esqpbgfRiUqg26zp49K98umZqLcXOVcrad75yFqzlx93/tiBkwqa7KO9b/uN8mzQzDJK1can6pknHT7AnibFPiPjex4tAF8WbpGYQYyY9GIzC4ubIE2X5lMaL2uAF6F25cMONfwio5XsbsxxSc7XH/wYAvzCAQYUAAaFkBhJBuxbOxY8fC5XLBoxIihw8fjpEjR6KiogJ+v18y9r3x9wCR/vsyszUYo/svAEkYXv3coZR/x0SlgPsS/7xYL/suNIWz5Lj1rS/1WTI1a9YsWNu/AwRBwNatWxOeR6wweityb39Jfg0iLWfR9u5DaTs/5eIiKuOGCjcUSkbQOeNGFFJ/UeViQ8Tg6yolQlpzHDt2rNstFTz77LM4cOAAfvWrXyE3Nzcl5xgsUOGGknLGzsqD3txeqhMWUL6zfoBnlB4YnQXWpUqnGPeuPyLiOJ+08aMybnrxuAGifW7q6urg9SrCxeLbximvT0jApv+cTEpGim3lz0A4ffv86uHe+ut+j6EWbqqqquKeS5ZJi4n5yfW56Q8NRj/eLjmHEOuDy34cIcsp3FJdAEtIet7VpVIAoIv0Xlq2TlyA06Ji3vxldvAbFbuCDLSsAKtO+vHW8R4TRVEWclwuF4LBoJxpJQgCOI7D9OnTMWPGDLmDknbEDFguUXykxhtegZGR2rDXlLfh9Sf3orUudeJcVKlUIHHhhrAaqWSKld4PvPM8HGu/1+sxHMdhyZIlcnzgwAG0tSXXS6s3dCWLYF2mzNG770X4jryZtvNTLh6IVp1xQ6/cUyiZgDrjBqCiKyV1rF69GoQQ/POf/8Rll10WtdXXS2vOW2+9FZdddhnWrl07wLNNDCrcUFIOq2EweZHSGvzI5gsQk+ClkgmYF34FrLW9q1MkCOeGnyVt7KiW4H1k3OTl5cGsMjSuqKiQbxssWiy+bZwcnz/RhpM7EhfXOHsRLJc+LMeuLU+Dd9X1awy1cFNTU4NIH4JGb0T73KRXuAGAaosbHxbWguG1CGsd4DSt+NS5sdBHWIAQBLjeW4KrEcDgD/zNclxC6nEtSV93oXiodWvAMUC+OTobpsPnhud51NbWgmXZLsLh6NGjsWrVKgwfrmSH2Vb8RP5sMQhhfv6f0GF87Gry481f7kXV0dS8zlGlUgl43KjR5k+J7jK18w8IVPSeRTNjxgzY2jvMCYKALVu2JGUusWJb/ii0RfPkuPWtLyDivDjKYSnpg6HmxBRKxqHuBgfQcilKahFFEVu2bMHmzZujtmC7YLhz505s3rxZFnIyFSrcUNJC2eJCuf20s9GPC+XpuzI8kDAaA6yX/1COvXv/gXDzmaSM3Z+MG0JIj+VSADBu7nAUT1GEje1vnIbP1XOL8VixXvadqHIxx0c/7tfxI0aMANcuaEQiEdTV9U/4UbNgtPL4dp1Ln88NAEAUQUQRJ7JcOGQhYHg9/MZ62HkeN1eMAScQBDSxCzcAUI5irBOURfNgNyp2Bjk4gywKLWEcOnQIDCP99+P3+3H+/Hm8/vrraG5uxsSJE1FYWAhBEOR9NBoNdCqfC0Aq17Ff+4wcm33bsWTRKTkOBXi8/8IhHPyoOumvdVTtvj95P0atl30PmuFT5Lj1zc9BCPcsDHEcF2XCd/DgQbS2prHDFqtBzu3/BtGaAACCvw0tr99HU+IpSYVQc2IKJeNQC65A8i5yUFSIg69UCgNwXX7Tpk0QRbHbrcPj8/z58xBFEffdd1/6J5hEqHBDSQvWXEOUMHB0y8VzVdY857Ngs0ulQODh/OgnSRmXsaoybvoQboDocqmzZ89GLWYJIVh61wRodFLJTtAXwZZXT3UZo99z1Ntgu0IRa7x7/o5QQ+w1rhzHobBQ8UhKzOcmW+7e3ewJ4Uxj4u3POVGEsScz3HaxBqIIEAKx/eQ7hrngZDkAAgL6JhT6zLi+cjQCnNK6MBbhBgBeFK6BR5SyP0wkgE8zaxJ6PKnmXJsWvjDB22+/jZdffhnvvvsuPvroI7z33nsoLy9Hfn4+5s+XumZ1iDa9YZx6K/TjVshx9vnHseqBUnDt72NRBLa/cQYbXjoJPpw8MSG6dj95P0YJp0X2p/6qeMc0n4br45/2esz06dORlZUlzUUUsXnz5qTNJxY0uWORdd2zchw88zHc25/tcX8Kpb9Qc2IKJfMgHAeiarwg0Gw5CiVhqHBDSRtTVCbFFYea4Wm7OL7ECaeFbbkiXvgOvYxQ/dGEx2Utijmx4OqfcONyudDSEl1GYsnWY+FNqqyc/Y04d7Ap4Xma530BXO54KRAFOD74br+OT5bPjd2oxaR85TlLhs/NDE8IlzsCsEUkUYDpEGsARawhBEZewFh/GJc7/Li70QMz8UAEEDBKKZtj3DacL/2UfKFCx8dmrisZFV8lx1eQvRiN9LXF7i+NXg5HGw2w2+04deoU9u/fj4MHD8Ln82HatGm44YYbol7vviCEIOuG5wFWEr14Vw2yGl/ALd+eDUu2cpX+5Cd1eOfZA0nJIgOiS6USaQfeHbqiebAsUox+XVueRqhmf4/7sywb5XVz+PDhLp/tVGOa81kYym6SY8fa7yNUeyitc6AMXdTmxOB5iOGLo8EBhZLpEENqLnJQhj7vv/8+FixYIG+hkPT7TX3f+++/P8CzTD9UuKGkjVFlObDktLd3FkQc33bxZN2YZt4NLm+SFIginOv7VzLUHf3NuLFYLFEeIZ3LpQBJXCsYq7Rv3/xKOYK+xH4kE1YD+1VKR63AyfcROLMh5uPVC/nz589DSKAMo98+N6T3jQDIiQgYHuYBAggMgcgQACLywjxme4K4ocWHW5t9WOQKoijIgxOBZg2Dg2YtnCGlTbs7ezbOjr4BAKAVIhAJYtrWYCGqROl1ZYiIz7HvQiRizMenm7YAhy9+8Yu45ZZbcMMNN2DVqlW46aabsGrVKhQUFPQ9QCc0ueNgvUxlAr79t7Cy5/Cp786Jei/XnXXi9Sf3oPlC4m2rSYpKpTqwrfwpuOx2oVXg0fLG5yD2IuZNmzYN2dlSy/uByLohhCD75j8rfl58CC2v3t1rmReFEivqUimAZt1QKJlCVAdGWuaYEga6NKpLqVSSaGpqwq5du+Sto0pAfV9TU+IXlzMNKtxQ0gbDEJQtHiHHx7bVgu+pzGSIQRgW9hVKyYP/2NsInt+T0JisWeVx04c5cQedy6U6QxiCZfdMBMNJX74+ZwifvJV4q2lD2Y3QlVwqx44PvhOz70hRUZFsYOv3+9Hc3Bz3PNQ+NzvPtUJI0CS7Qi/50uSGeWgEEWN9YSxr8+OuRi9WtfoxxRuGPSIgSIBzeg6b7Hq8nGfC+zlGHLJo8c6oBpw3KUJC9aiVqB65rM+uUmoEsPircL0cTydnsQCpabmYONLraDAYMHXqVMycORNz5szB6NGjYVBdmesv1su+Cy6nPVtM4NH6v6/AYOZww0MzMekSRQzytAbx5lP7E84kY/TqjBtfQmN1O77WhOyb/yzH4bqDcG15usf9WZaN8ro5cuRI2n/QsKYcZN/6DzkONx6H44Pv9HIEhRIbTCd/K+pzQ6FkBtEXOaiQT4md++67r0ffmo4tFr+ayspKiKKIkSNH9rlvJkCFG0pamXTJiChRoPJQ/IvwTMMw5WZoCmfJsfPDHyU0Xn8zbgBEGRRXVlaC57u2kM7KN2HuNaVyfHxbLWoSNJMmhMB+9VNyHKrZB//xd2M6Vq/XR2UKJeJzM0/lc9PqDeF0gj43zVoWYQKM9UdwV6MXi1xBjAry0IhAC8fggFmLd3MMeHW4GVvtelTpOYQZIvvf8ETA26Xn0KhXFv9nxn4KOVz//oPZh4nYK06Q4weY1eAQfweudKFuCZ4IjMaArOt/J8ehqk/g3fciWA2DZfdOxKW3jpNf90iQxwd/PIK9H1TGfd7orlKpWUTqx14O09wH5Nj58U8RbjzZ4/5Tp05FTo4kTA5E1g0AGMatiOok5/nkefjLM7v1JmXg6ZJxQ70yKJSMgNFRY3EKJZlQ4YaSVoxWLcbOypPjI5svnnIpQgjsK5V24IHTHyJwLv72vaxV5XETo3AzatQosKxk3BoKhXDhQvd+KDNXjkLOSKV9+MZ/n0Q41FXk6Q+6UfNhmHyDHDs/eizm7jPqcqlEhBubQYOyESqfm7OJC4e1WhYEQIgAZ/Uctth0eCXPhPdyjThs1qJNIz3fpAf/myDH440xZ4CIQx5zmHkBiiKWrifrhb8K14NvT1MtJM2Dvj04oLQC7/g3EQwTroJh6qfk2PHBd8B7W0AIwfTlRbjma9Oh1bPy33e9cw7r/34ckTje11FXEVP4YzTr6qfAWtozhiJBtL75+R4/MwzD4LLLLpPjo0ePorGxMWVz6wn7lY9Dkz9Vjltevx+85+JLZ6YkD8IwUSanYpAuACmUTCDVZcUXOyIGvjSq8yZiAGrwLyKocENJO2qT4pryNrTVewdwNulFP/4q6IoXybHzwx/GfdVf3Q481owbrVYbJYJ0Vy4FACzL4PJ7J8pZCs4mP/asrohrnmrUHabCdYfgP/Z2TMcly6AYABZ2KpdKlOr2cqkTRg222fWoMGgQUmXVoCOrRNVZqjNeTQSC421oQtLrSAiDK/3FyOONsc8D+VgrLpDjO8l6WHDxfLYAIOva34BoJcFR8LXAsVYxwi4uy8Et35kD2zAlW+b0nga8/ev98Dr6dwU/1aVS8nkMdmTd+Hs5DlZth2fXH3rcv6ysDMOGDZPjTZs2pWxuPUE0euTc8R+Ak8pbBE+DJDgluSU75eKCUK8MCiXjUP9fSQVXCiVxqHBDSTv5Y2zIKVSyOS6m1uCEENiu/LkcByu3IXBqXVxjMeqMmxg9boDocqlz5871uF9esRUzrlAEk4MfVaOxKvbzdId2xAwYptwix1LWTd8ZD2rhxul0wul0xj2HKJ+bipaEfW5qdJJwkx/iFaFG3QK8s1jTwwI2SDyYfvgFsBHpx40GLK72l8LO67rdvzteEq+CV5QWOBbix13kwzgeUebC2QphW/GYHHv3/A3Bqh1ynF1gwqe+OwcjJ2bJ9zVWufH6E3vQUBn7e5sxpr5UqgNj2Q0wTrtNjh0ffA+Rtu7Fy85ZN8ePH0d9fX1K59cd2vwpyFr1Szn2n3gXnt1/7uUICqV3iF75HhSpOTGFkhFEmRPTjBsKJWGocDME4L0tcG74BZpfvWegpxIThBBMWapk3ZzcUY9wMLEynExCP3op9ONWyLEjzqwb1qyIX4LPBzFGQ1u1QXFNTQ38vRjGzb2uFNb2DAVRBDa8dDJhQ2nbFT+WxYxwwzH4jrze5zFWqxVZWcpiO5Fyqbml2WDatRSHL4zyhsS6DAUZAg9LkBsWYOElwaaLWAOpVIptF3QAwMALSukUgICGg9VzHlOP/RmiKH0eDCKHa/2jYRI0XcbrDhfMeFW8Qo6vJZ9gJBoSeXgZh+WSB6HJnybHrf/7CkRe+WzoTRpc+/XpmKr6DvI6Q3j71/txek9sz1XU1f80GC5mXfdbMMb2rlEhD1rf/nKP3xmTJk1CXp5SjjoQWTcAYL7k69CPv1KOHe99E+Gm8gGZCyXzoV4ZFErmQduBpx5RJINqo6QWKtxkOJGWc6h9chScH/4IvoMvI1R7cKCnFBPj5w2Hpt1vIuSP4PTei2txaVupZN2Ea/bDf/Stfo+hzrgBYi+Xys/Ph9EoleCIooiKip5LoDRaFsvumSjHLRc8OPBh/KIJIF2NN067XY6dH/2k31k3iQg3Vr0GUwqVNtE7zsbQFrwP9lh0OGDRItz+f5YsyIgijLyA/GAEE3xhzHUFcWWrH3c0eHBlqx+LnUFM9obACSKCGilzJ7utHEzDOoiQxrCIWlzrL4VWZLs7dRfeERejTpQW+SwR8ADzXsKPL5MgLIfsG1+Q43DdIbh3PB+1D8syWHLnBCy9czxIu4rHhwV8+Ldj2PnOWYh9ZGExBqWETUjDj1HWMhxZ1/5GjgOn1sJ34N/dz61T1s3JkydRV1eX6il2gRCCnE/9HYwpFwAghv1oefUeiJFQ2udCyXzUGTfUnJhCyQxoxg2FklyocJPhsNml0Awvk2PX5qd62XvwoNVzmDg/X46PbLpwUXkg6IrmwjD5Rjl2fPgjiHy4X2MwJlNUZkesBsUMw/TZFlzNyAlZmHyp0sZ9z/sVaKlJrBuTbfmjAJG+fiJN5fDuf6nPY1Llc7PjXOLCzXkdi+NGDfys9JhEQsCIIsb6I1joCmKpM4j57hAm+CPID/HQiYBWBEoDEcx1h7DQFURQVQuudx7HNl2tHGcLBlzrK4VG7PsrOwIOfxeuleP55Dhmo+duRIMJl8uFTZs24ZNPPkloHF3JIpjmfFaOnR8+ikhrZZf9piwdiesfmgGdiZPv2/dBFdb84TCCvp4/j4zKcFH0pecqonHmPdCPv0qO21Y/jIiz+zLTiRMnIj9f+X7dsGFDyufXHay1ANk3/0WOQzX74PjwhwMyF0pmE5VxE6LCDYWSCUQLrjTjhkJJFCrcZDiEEFgWf0uOfYf/mzHp6GWqUoXm8x5cSLDldKZhW/lTWXiJNJ2EZ/df+jgiGsIwYFTlUrFm3ADRPjfl5eUQ+ujudMnNY2CyaQEAQkTEh387Flc3ng40eRNhnHGXHDvXPwoh3Pt/6sXFxfLtxsZGeL3xG+8uGKPyuTnbgkiC5V9RxsOiiLG+MG5u8mGRK4iR7WWAtVoWh00afGzX4/VhRnyQbcBGux5n9RxGByJgbEopmI6P4Ki2Gfu0SibacMGEa/yl4GIQb7ZjGo6KSkv3LzNvQYv+CYPp5uTJk/jNb36DTZs2YevWrQiFEsvMsK96EoyxvT12yIOWNx7otiPTyAlZuPW7c5CVr2TRVB5pwWtP7O1RoBwIo1RCCLJv+oNivuxvQ8vr93X7mDpn3Zw+fbpXP6tUYiy7AeZ5n5dj95an4T/5/oDMhZK5UHNiCiXziDInphk3KUEAGVQbJbVQ4WYIYJz6KXC546VAFODc8IuBnVCM5IwwY9TkbDk+mGAJTqahzZ8C0+z75Nj50WMQ/I5+jaHuLCW4Y8+CmTBhgtyC2ePx9NgWvAOdUYPLPz1Jjltrvfjk7d4zdfrCvuInACuJQbzzAtzbnu11/5ycHFhUj7eysjLuc88vzYa2PTvGHYzg0AVH3GPJtGeMlQYimOUJwSSIaOMY7LFosTbbgPXZBhyw6HBBz8HHMnBzDKr1HHZadajXstDqTfJQ2nZPlt3aehzVKC3LC3gzrvaXgOuzjpjgD8LN4NtFnhGkBbeSjxN/jCmkuLgYHCdlvvj9fhw6dCih8VhTLrKuf06Og+c2wrPjhW73tQ0z4pbvzEHJtFz5PleTH2/8ci9O7elq7suo6/bT4HHTAZdVjKzrlJKp4JmP4d7+bLf7TpgwAUVFRXL84Ycf9inQpgr7tc9AkzdZjlteuw8RZ+/fORSKGkanMiempVIUSkYQlXFDu0pRKAlDhZshAGFY2JYr6ee+gy8j3HRqAGcUOzNWqnxLjrei+UJiJTiZhn3lz0G00oJd8DbDufHxfh3PRLUEj70rjtFojCo9qq2t7WVviVFlOZh+ubIQPLLxAiqPNPdyRO9w2aWwLPyqHLs2PQne09Tj/oQQlJYqWSS9efP0hVHLYU6JkuGy5VT8j0OGEFgjAua5QzAIInZZtHg314jjJi2cXPtXrbrrFCQvnAhD0KxhQAhBS7YkZOo6zHQJsFVXg+MapZyrkLfgSn8p2D7EmwqMwLvipXJ8G9mAQvT8/A40BoMBs2bNkuOdO3cmLDQYp98R1cXMsfa7PX436gwcrv7SVMy/vhQdF40iIQHr/3YcG186gbAqw0wt3KT76r9pzmdhKLtJjh1rv49QbVeRixCClStXynF9fT2OHDmSljl2htGakHP3f0E00vMm+FrQ8srdMXlbUShAdMYNbStMoWQGNOOGQkkuVLgZIhin3QEud5wUiAJc/RQABoqRE7KQW6SU+xxcf3Fl3bDWAliXfkeO3dufQ6Ql9pIGxqLqLNWPjBsAUZ1nmptjEy4W3DQ6qpX7hn+dgM8Vf0mL9fIfgOjtAAAx6IZzw8963T9Zwg0AXDpOya7Yejo5gkZBiIdeEHHQrMVpo9QJiqiEGrnjVHu2U0d5FScCoirWqboggQCbdRdQzrXKd43iLVjpLwHTh3jzb/FKNIuSEbOG8PgK8yaAweslNX/+fPl2S0sLzpw5k9B4hBBk3/h7MKZhANoNcl+/v0fBgDAEc64uxTVfmQadUfG9Ob69Dq8/vkcunSLqH6PBYLflSqmCEILsm/8M1lIg3cGH0PLq3d2WGhYVFaGsTPFA+/jjjxEOD0zJnHZ4GbJuUEyig5Vb4cqQ7FDKwBNlckozbiiUjCA644Z+bpONCEAQyaDaBu8vzKEBFW6GCITlYF32Azn2Hvg3ws2nB3BGsUEIwUxV1s3pPQ1wt15cqrxl8TfB2kZKAR+CY933Yz6WNatKpTz9a2udm6sIF7EKN5yGxcoHysBqpK8OvzuMj/95Im5jadaYDdvlyvvWs/OPvb5v1cJNS0sLnE5nXOcFgCXjhsm3D553wOlPfEGbE5YEgfM6FjwhgChKYozKRJqIotx1ihFFFAciGOsPIyAKsDscADoJNwBAgI368zjNKT5QJbwVKwKjwPTy1Puhx5+EG+R4JjmNJeRgYg8yhWRnZ2PiRKWL2Y4dOxIekzUPQ/ZNf5TjUPUOuLf+utdjSqbm4tbvzUVesfL5aqv34fUn9+LolpqoH6NA+tsTs6YcZN/2ohyHG4/D8cF3ut13+fLlYBjp8+pyubBr1650TLFbTLPvg3H6nXLs/PinCFZuH7D5UDIHYlALN9TklELJBKIzbujnlkJJFCrcDCFMM+4ClzNWCkQBrg2ZkXUzdlYeLNnSjzJBEHF4w/kBnlF6YbRG2K9SXivf4dcQqjsc27FWdalU/MJNS0vsnZWyR5iw6Jaxclx9rAWHN8bvV2G55Gtgs0qkQIjAsbZn4cputyMrSylxSiTrZnKBFdmmdsNlEdhxNvFyKQ/LQABg5qPVFHXWTYeRMRFFjPNHMNcVBCcC5xEGx0vCTxfhBoBIgA36apzjHPJ9oyN2XB4YBdKLeLMd07BXVMSQz5N3YcDgFUcXLlwo366oqEB9fVePmf5inHITjDPvkWPHh48i1HCs12Nswwy4+duzMXOFIizzYQGbXy7HR6+dR5gbuHIpADCMWwHLpQ/LseeT5+Ev/6DLftnZ2Zg3b54cb926NSFj70SQDJZ/Dza7XYAVBTS/ejcE38VlTE/pP7TkgkLJPGjGDYWSXKhwM4QgLAerKnvBe/DfCLckZiCbDhiWwfTlinfKsW21CPq7LlyHMsbpd0GTP1WOnR/9JKbjojJuXP0TbnJylM5KbrcbwX78pzplaWGUkeuOt87G3SKccDrYr1RKJvxH30Swqud20Mkql2IYgkvHqsulEhduLuhYEADj/GEwohhdEkUIOEHEiGAE811B3NbkwwKX9JxvtelQr1GycnSR7t//AgHW66tRySqZRuMiWVgWKOqlAorg98JNCIpS6U8OceHTZG3CjzVVjBo1CgUFBXK8c+fOpIybfd1vwVrb29rzIbS89hmIfO9ZVizH4JJbxuK6r0+HwaKR7z93uA2753wfTqv0XhTS1BK8M/YrH4/63mh5/bPgPY1d9luyZAn07aUmwWAQmzdvTtscO8Pobci942WAkd6PvKMaLW9/Me6sPcrFAUMzbiiUjINm3KQeUSSDaqOkFircDDFMM+4Gl9Pe6lngM8ZDYNKiAtlTIhzgcWxLzQDPKL0QhoHtih/Lsf/Y2wjVHOjzuChz4n6WSlmtVrmLD9C/rBtCCC6/dyIM1vauUBEhoRbhxmm3Qztyjhy3vf/tHhdynYWbRBZ8i8clV7hp1bA4beAwMsjjuhY/LnEGUOYNYbY7iCtb/bi1yYsVbQFM9IWhF0TUalnstupQoecQVL0WOj6i+OJ0QiAiPjRUoZpVXu8JkWwsDY7sUbypRy5eE6+Q42vJNozB4OzqQwiJyro5cuQI3P3MJusOxpiF7Fv+Ksfhmv1wbXwipmNHleXg9h/Ow8iJSrZXUJ+N/TO/gcpRV4L3+RKeXzwQjR45d/wH4KSrmoKnAa1vfr7LZ8JoNGLJkiVyvHfv3pjLI1OBbtR82FYo4rT/yBvw7vnbgM2HMvghNOOGQsk4aMYNhZJcqHAzxJC8bpRSE++BlzIi60ar5zBlSaEcH95wHnxkYFrXDhSGyTdCUzBDjmPJumETMCdmGCYun5sODBYtrvhMpxbhb8X3XiMMA/uqX8lxqHoH/Eff6nZftXDjcrnQ2tra7X6xsFjlc1Pd6kNVS+IlJHssOhwwa2HgBYzzRzDHHcIUbxj5IR4aEWjUMNhv1uLtXCPWZxtQrecgEoKARhFuGIjgejG85YmItYYK1KjEm8nhHFwWHNlj2dTr4jJcEKXHyxIRX2PehFTYNfiYPHmy3Pqd53ns3bs3KeMaJlwF07zPybFzw88Rqtkf07Emmw7XPzgDC24cDcJ0ZFKxODf6enzwWj28zoH5UarNn4KsVb+UY/+J1fDs/nOX/ebNmwe73Q4AEAQBH388sO3hrUsfgW7M5XLctvohhBtPDOCMKIOZ6IwbKtxQKJkAzbihUJILFW6GIKaZ9ygeAsL/s3fe8W3U5x9/32l7bzvTcaazNxmQRUI2ZLD33lAotHTRXyl0UChtaRml7JEwEkJCICGTbLL3nrYT24n3lDXvfn+cfZISx1OyrOTer5cgz+nGV7J0uu/nnufzuEOmw1Tfce0R9cqEqLLUwdGt54I8opZFEEWir3lBjasOfYv9TN0TVrEZ5sTgWy7VlDvwF7QIX9P0FuHmLmMxp09X45IffoPsurBjVUREhE9HrOaUS6VEm+me7BG/1vkh68YlCuyNMPJ9fBhL4ixsiTSyJdLID3EWvkgKZ2l8GPsijJR5twgHn4wbAHM9ZTxuQWaJJYNcnUew6+mMZ5ytQ63ijQs9b0qz1biHkMVkwT9lSP5Gr9f7+LJs27bNb92QYqe9hi4mVQkkl1Iy5WqY6CKIAoMnd2L2LwZhdpaoy3PPOPnyT1vJ3N/wrDV/EjHySczdJ6lxyXfP4Mw77LOOXq9n/Pjxanzo0CEyMzNbbIznI4g64m/+BDFMOQfJzioK5t6K7NQm5RoXIpi1UikNjVBD1DJuAovc+rpKaW2lAou+/lU0Qg1BZyB63O8o+lq5s1y581Oir34efVxaPVsGl/BoE+nDUji4MReA3SuzSB+RgiBcPjWTlp7XYmw3GEf2DgBKV7xA0r3fXXR9nbc5cSM9bqDpBsXeDJ/VmTNHilWPm9WfHOKW3w8jrLqMqjHETnmZ3CNLQJZwFR6nYss7RF755AXrpaWlkZeneHmcOnWKIUOGXLBOQxnVLZGj55Sxrz+az53DUz1PNuOjV24QKQfyTbq6V6z+fNuNvqdjo+Sq9/guQeL7sFNMtabR1q0IUD1ccehsIqssmUjnbb+H7qyRBzJWUMrw7haWsFvXh1Ip8vxdB5Rxk/5W7zp6vczwQaDTgdVq5a77XuFsXtN+sn5c5um4JJoiib/xA/LeVUQM57kDlK58gZjJDSubAkjpHM2VuZ+w13wV+UmDAKXD2ndv7GHANR0ZPqMzOn3L3RcRBIH4Gz4g9/X+SJUFigjy5R2kPLoJQe/5Hvbp04fNmzeTna2Uoi5fvpwHHnggaOdYfVRb4m74gIJPlM5nzrN7KV76K+Kuez0o49FovWjmxBoaoYe34Kpl3GhoNB8t4+YSJXzQnV5ZNy5KQyTrZoBXB5einMqg3cEOFoIg+GTd2I4swZ518awIb48bqQk+IM0plarBny3CDcm9iBh6vxqXrnoRyXZhy+/zfW6kOsqK6sPb5+anE4U43QEoH/LqKnUxXDodLtHLoLiWzlK14awWb854lU11dcUwsaoTYi1Gce/K11EpKxdTkUIVd0ZfXBgMJi6XwNl8j+jVvo0Lf93KMXcZR8TIJ9S4bO2rdX7PasNoEulz8H16HJmLzqsn++4VWSx4dQel+S3re6OLanOBh0/pyj/4rCMIAhMnTlTj7OxsDhyou7tWoAnrda3P36Ji03+oOtQ6P5MawUMrldLQCD1E70w5u10zodfQaCaacHOJIugMRI/9jRpX7vgYV1FG8AbUQGJTwn26Fe1ekRXE0QQHc4+pGDt4ykTq8roRIzxlPu6Kxnd18i6VKiwsbLIA4s8W4dHX/BHBGA6AZC2kbM3LF6yTmpqqZglYrVby8/ObdCyAYWnxGHXKqbDc7mLP6ZIm7+uiVHeVqo8LDIobiEuQWBJ2ikx9mboszRXNFGsndOeJN8VE8bE8RY3HhO2gl/F4g4/VkmTnet6P8DCZ2Gj/iWoxk19Gn9BNCWSJwq/uQXI0XGwRLRYEoF3uRqZcWUVc23D1ubzMcr788zaObmt+K/PGENbrOiKueFCNy9a+gu2kbwep1NRU0tM97eFXrVqF6yJdzFqK2CmvYEjpp8aF8+/DVZYTxBFptDYEzStDQyPk8M64we0GP5U8a9QQ/C5SF3aVunyqJIKBJtxcwoQPusvHy6F0TWhk3Qyc6Mm6yT5aQl5mWR1rX3ooWTcescZ2dBn2jI21rqvzzrgpa/z75C3cuFwuypqwjxr81SJcF5lC1OhfqHH5htdxlZz2Wcdisfi0jD558mQTRly9L6OOIZ083YL80V2qqfgIN42cTCuGxRmc0nsylDq6o5hmTUMv+57qlzCSY3J7NX4wZgF6gjt5r40qm0hhkWfs7dv6b4yiMYz4Gz8EQdm/q+Aopct+W89WXtt7XZBG6Sq54ddD6DWqrbrMaXOz4v2DrP7kEE5707qtNYWY6f9An9BdCWSZwi/vQrIW+6wzYcIERFF53cXFxWzbtq3FxlcbgsFMwq1zEQzK5FyqLKDwy7uQpZZ73zRaNz5eGVrGjYZGSOD9Owmaz42GRnPRhJtLGEFvJPpqrw5T2z/CVRw8M8qG0qZLNMlpUWq8a/llmHXTbSLG1JFqXLLyhVrX8y6Vkp3ORv8omkwmtXsPNL1cCjwtwsP80CI8ctSziJEpAMguG6XLf3/BOueXSzUH7+5S6481PXunuXh3lmpMxk0NSqvwDI7rS9Rl7dyRTLd2xuAl3kiIvCHfoBjJAe0NeUyPWHv+7loFZ7yybuJiJMIs/su6MaWOJHL0s2pcvvHf2E6sadC2gsWTASDZqjAYdYy7PZ1JD/bBaPGM+dCmXOb9dRsFZxovYjYF0RhOwi1zQFTG4C49TdGix31S1BMSEhg8eLAar127lqogZzEYknsRe+2/1Nh+YjVl614N3oA0WhXeGTeaObGGRmggnC/caNlyGhrNQhNuLnHCB92NLqY6g0VyUbam4QacwUIQBJ+smxM78yjNv7xO9oIgEDPhBTW2H191QckD+GbcQPB8bmqwRBoZf0/zW4SLpghivLKOKnd9iiNnt8863sJNZmYmbnfT7857+9zsPl1CaVVw0nntXsKNsQnCDYAkwEpLJkcMnjbpbdzhXFvZGaPs8Yw5RgeWMEKNb4hcSZKu9XlKlZSJVFR6Um/bpfg3Myhmwh8xJPVS48L59yHZ6/8eed9JlL0yALoOTuLm3w31EZ+Lz1qZ//J2Tu1pmijodklUltqxll3YZa02jO0H+2TtWfd8gXX3HJ91xo4di9GoiKw2m41NmzY1aWz+JHzoA1j6XK/Gpcv/D3vWliCOSKO14O1xo5kTa2iEBoLJ5BPLWsaNX5FpfV2lNBejwKIJN5c4gt5I1DiP103F9g9xlbT+DJa0/olEJyp32GQZ9qw6Xc8Wlx6mruMxdRqlxqUrXrhgHcFiUdruVONupnDT1M5S3nTsFU//8c1vER4++F7PhFqWKVnynE/WQMeOHdVyD7vdTm5ubpPH3KtNFPHhyiRWkuGnE8Epl/IulTI3UbgBkAVYbT7NQYPn75kshXNdZRfMkufz8rE8lRK3Iv6ZRCf3Ri+k9fVyFHyybpIS3T5mwM3eu8FM/E0fg6i8L+7iDEqW/LL+7bzNUs+bSEYlWJj1i0EMmpSqlnsbLTqSOkXRWGRZ5uCGHBa8uoOl/93Hus+PkH+6/u951JjnMKWNVuOihU/gKvJkpoWHh3PllVeq8ebNm6logk+WPxEEgfjZ/0MXXX3+kFwUfHEbku3yKpfVuBDfduCacKOhEQoIguD73dUybjQ0moUm3FwGRAy+13Mh7HZS9mPrz7oRRcGnw9ShTTnYKi4vU7PzvW7sp9ZiO/HjBevovAyKm5Jx4+1z09yMmxpGzOxCfHvPuFZ/cojK0sbdaRF0emKmetpG246vxHZ0mRobjUbat/f4tDSnXEoUBa7yyrpZFySfG5sfMm5UBFhrPsNeoyfLI1GyMMPaBYukHKcSCx+XXqs+P8RyiKHm4HYZqo38Qh3O6rdDr1PEG39ibD+YqHGestKKLf+jyuuzVhuiJUz9t1xL6YZOJzJiVheue3IAYdFGxt/di/Bo0wXr1YfkVkSqmORwrOUO9q/P4au/bGP9V0eRpYsLWIKoI/7mTxDM0coY7WWKb4zX52r48OGEhSmvw+l0sn79+kaPz9+IYbHE3zpH9R5yF52iaOFjWjeSyxzRqzQRlwtZMznV0AgJfLJTtYwbDY1moQk3lwEXZt18gLPgWBBH1DDSh6dgiTQA4HJI7F3TtC5FoYy5y1hMncepcckPv71gAuPtc9PcjBt/CTc6g8jE+3xbhK/88CBSHRPN2jD3mOr7+r//BbLLUy7iXS7VHINi8PW5WXc0PyATRVGW0dWxX9+MGz9MTATYaMphlzFPXRQnWZhV2ZUoSckw2lA1kP32Lurz98d8Q5jQuu6KSZLAOa/W4G2T/dcavIbocb/D0HagGhfNvx935cW/Dz5tTq0Xf7869IrjjpdGkNon/qLr1IVOL9J3bHuufbI/d740gon396ZT3wT2/niGpe/so7zo4tkH+piOxM18S43tmRspXfWiGptMJkaN8mT1bd++neJiXyPjYGDudBXR4z2+Vtbdc6nY+r8gjkgj2FxgcqrdudfQCAm0jJvAIsut66ERWDTh5jIhYohv1k3x4qdb/R1MvVFH37GejIq9P57GYWt9nW8CTfRET9aN4/QWrHu+8HneW7iRyhtf6uAt3JSXl2PzUxp6XNtwrrrB0yL8zOFidizNaNQ+BEEgduoraittZ95Byta/pj7fuXNn9d9ZWVk4HA3zAKkNb5+bM8VVnMj3X9lIW7uLUcU2bjlXSTfrxQUZ34wbP2WVCLDZlMt2o6c1dbRsYlZlVxLcFkDg3ZLrcVX738TrSrk3ZqF/ju1Hcs953puIcJnoSP+ZFIMicMff9BHoqs21y3Io+vrBi54nfUql7HV/ZwxGXZ3P10VNVk3N/7sOTmLMrT3o1CeezAOFZB+tW2gJH3ArYQPvUOOyH/9M1dHlajxkyBCiopQSLrfbzapVq5o8Vn8SNe53PqWixd/+DHvmT0EckUYw8TYDB61cSkMjVBC9fG60jBsNjeahCTeXCYLeRMw0T4cO25GlVB1cFMQRNYy+Y9tjMCmTHnuliwPrcoI8opbH3OkqLL1mqnHJ0l8jOT13LXxKpSobLzZER0erJqUA+fn+66rUe3Q7ugz0ZLJs++4UZ4407o6+sf1gIq54SI3LVr2Eq1DJrmnfvj2m6osCt9vdrHKp5Cgzfdp5PEhWHcqrY+3G0cbupovNhVGGVNvFBRmfduD+yLipQYBt5nNsMnm+P2GygRmVXWgjRpDjSuLLsonqc2PDdjDUvN9/x/cD1iqR4hLPT1a7Nv4XcY0pfYmZ/Bc1rjq46KKZHqJXl5tAmqUKoqD+X5ZlZEkmItZE//EdkNwyu5Zn4XbXLWLFzXzzvBbhd+AqVTIYDQYDV199tbru/v37yc7ODsyLaQSCTk/8bZ+r3eVwOyn47AbcZU33stIIXQSjURXwwdcQXENDo/Wi+VNpaPgPTbi5jAjreyOmLp4L9OLFP0dyWIM4ovoxhxvoM7qdGu9elYXb6d877aFAzNRXQKeUjblLT1O+zpN10txSKUEQSEz0iCv+FG4EQWDcXT2JSlB+uGUZlr9/oNF+NzGT/4oYkazsw2WjaNETyLKMTqejSxdPmc/x48ebNd6r05PVf6867D/hJsvsEWSSHW5MFykZ8+4qZXL5X5jYY8pnlTkLd3WZkREdV5s700kXw7cVYznq8PhKPRQznygxuGa155N91vP+JMRJmIz+PxdEXvk05m4eEavku2dw5h+5YD3vLjctdTEqCIIq5JgjjJjDDIg6AafNXWcGpWiKJOH2rxD0ypilygIK5t6CXC0O9uvXj+Rkz2d/+fLlrSIjUx/VlsTb53lam5fnkj/nRp9ySY3LgwtNTrUJoIZGKCCYvTJubFrGjb+REFrVQyOwaMLNZYQgCMTN+I/nIrgkk7I1Lwd5VPXTf0IHdHrlo2otdXB48+V3x9WQ0JXIK3+mxmVrXsZVpmRPiBHh6vKmlEoBARNuAEwWPZMf6ouoV07oVWUOVrx/AKmeLAFvREsMsdP/oca2oz9g3TcPgK5dPeVYx44da9aEc3x6kvrvHZnF4PbPKTLfIGKtnnCLQPuLlPz5ZtwEpizwqLGYpWGncKJk/ugEkVGmVLrrk3mz+BYcsjKGGF0FD8Z8TWvqMlVYLFJlq85AEaBNsn9NigEEUST+po8Qw5XvhOysqjb19c2AEnwyblqubr/m8332RAk2qxPJLWM06xCEui+YjG36ETvzTTV2ZG6iZJliyCyKItdcc436XGZmJkePHg3A6BuPqdOVxF73uho7MjdRvPipII5II1j4mpxqwo2GRijgk52qfW81NJqFJtxcZhiSehJ51dNqXLbuVZwFzctSCDTh0SbSR6So8a7lWY02ub0UiL76ecRwxYdFdlopXfY8ALoIL4+bJrbzDaRwA5DYMZKrbuimxtlHS9i8sHFmwmH9b8HczTO5LF78NFJViY9wU1JS0qyW5n3bRZMQUV16JclQFVHPFg1EEDht9vicpF5EuPFrV6k6OK0v59uwk1QJrurhCVxhak+y0J85pdPU9YZb9nGlZXfAxtF4BHLOed7HNskuBMH/5wJdZApxsz0lUo4z2yj78S8+67Rkxo139yinzU3G3gI2fq2ctwdM6IioExt0TowYci/hg+9R4/J1r2E9oJTMdu3a1Sd7bcWKFbj95bPUTCKGPUL4kHvVuGLLO1RsfS+II9IIBlrGjYZG6OGdcaN9bzU0mocm3FyGRI//PbqotkrgsoeEUfHAiR3V8vbS/CpO7PRfGUuoIJqjib7G0xGmcsdHOM7s8C2Vqmh8qRT4Cjd5eYF5b/uMaUe3oZ5yjF0rsji+o+HHEgSB2Blvgl65CJDKz1Ky7HdERUX5lHk0p1xKFAWuTve8F1j9JNwAWSaPKNPW7q61u1RLZNzUkKe3sjDsOBWSp+ykrzGZYuctHLB7TJ8fiFlArFga0LE0hrN5emr0BKMBkuIDIy6E9Z7hI3KUrv4T9tPb1Ni3bt+/GTeyLPtmpAlgq3Ryam8BKz48yMqPD+JySnQZkEjPkW0A5bPbEGJnvIEhuY8aF867F1eR4g3lnXVTUFDArl27/PBqmo+SLfomxvZD1WVFi57AnrUliKPSaGl8Mm78/J3T0NAIDKJJy5QLJLIstKqHRmDRhJvLENEUScy0v6ux7cgSqg4tDuKI6ic6MYyugz1lLDuXZbZ6sSkQRAx9wGfSVfzdzxHCw9S4qaVSSUme97asrMxvnaW8EQSBcXekE9fWU9q1+pNDFOVWNngfhoSuRF/9vBpXbPkv9tNbLyiXag7ePjdURfitUijXpMNR/ZumB9rZLxQcfDxuAizcAJTo7Cy1HaNY8kyCuhkS2Vn5C6okRSCLEKt4JHYeraVkyuUSyCvwag3exv+twWuIvfZf6GI7KYHkpvCru1RfsECaEwuCgNslU5RTya4VWSz+zx4+f3ELS97eS8a+AvR6kSFTOjH2jnSAi5oT15aFIxrDSLhjHoJRESVlWwkFc25CdtlJSUlhwIAB6ro//vgj9lbSBUQwmEm4Yz5iRPW5yu1QzIrLz9a9ocYlg08nN80rQ0MjJPDJuNG+txoazUITbi5TwvrdjKnzODUuXvy0T6ei1sigyanqvwtOV3D6UFEQRxMcBJ2emOkeY2J7xgZk6ZAaN7VUKioqCoPBoMYFBQVNH2QdGEw6pjzcF2N12ZDT7uaHd/Y1qs171Ohfok/qqQSyTNGCR+jauZP6fEZGRrPagl/VLQGjrvrUKOnAbql7gwYiCQJnvLJuOtbymr0zbgJZKuVNlezkh6rjnHN7PjsxYnd2WB9Q40Hmw1wdtrVFxtMQvE2KoyJkIiMCI9yI5ijib/xI7Wbjyj9CyQ+/Vp7zc6mU2y1RmFPB/nXZfP/WXj5/cQtf/nkrmxYcJ/tIMaYwA10HJTH+7p7MfHYQw67rjDlc+c7qdCL2KhdZBwrJPlLM2VNKhpQoCkiSfIHIbUjsQdz1XqVg2TsoWaq8rnHjxqGv/hxWVlayadOmZr82f6GP6UDCbV95fNrKsqtFJ82s+HLA5869lnGjoRESaBk3Ghr+QxNuLlOUspN/ey6AizMoW/O3II+qbhLaR9Kxd7wa7/whM4ijCR6WbtdgTp+uxvbcz0FU7ri7myjciKIYcJ+bGmKSw5hwby81Lj5rZfXHhxqcQSXojcTNfFuNnbm7iT2zSG1p7na7ycxs+mcjwqRnWOc4zwJ/lkt5+dx0sLkQznvNdoPn+ZbIuKnBiZuVthNkuUrUZcWumWQ7BqvxPdHfkqhrHWJppVWkpMyrNXhK4N4rc+fRRI56Ro0rNr1B1bEVfjUnlmWZnT9k8t1/9rD28yNk7ivAYNLRrnsMQ6Z2Ytazg5j9i0FMerAP6cPbEJPkybKzV7lY/+VRvnhxC4vf2MPi/+zh23/t5rs39lByzoooCrUaF4f3v4WI4Y+ocfnG17EeXEx0dDQjRoxQl2/atInyJnSrCxTmzqOJneYrXhd//2wQR6TRUviIpZpXhoZGSOBbVqxl3PgTGZBkoVU9Wkdu9qWLJtxcxhiTe/t2Klr7N1yFjTOMbWkGT/a0K84+WsLZk63He6MliZ32qiq6yfY8DF2KgaZn3EDL+NzUkNY/kcFTPBlUJ3bls2t5VoO3N3ce7WuyuuqPpLePUuPmlkt5d5fCGgGi7JfHGYuOmgIpkwzJLrfP8+ebE8sCAX/U4EZmrT2Do86abCuBA1W/xC4pwpVFtPNY7JcINL8Ftz/G7Z11kxjvxmCU632NTSXmmpd8ShSL5t0HgucCVLLZmlW6KblkKkvsVJTYEUWB9JFtmPH0QK57aiDDru1MSudoTGF61aS4pgQq/3Q5a+ceYe+aMwiCwIAJHRk+szNtu8WQc6yEeX/dVqePVOy0f2BI6ed5XfPvxVVymiuvvJKwMEUccjqdrFmzpsmvLRBEjHyC8EF3qXHFT29Ssf2j4A1Io0UQtO40Ghohh+jTDlz73mpoNAdNuLnMiZ7wB3SRirklLjtFi58O6njqo03XGFI6R6vxzmWXZ9aNIbEHkSMe88TdixBMLqRm3Bn39rkJZMZNDVdc25mOvTyZLZsXnuDM4YZndMRMfQUxTMnAkh2V9C35Wn2uOQbFcJ7PjdMMTsPFV24ELlEgx+TVXarKN1OkpT1uzkcGNjvOsMeh+IbY5QQOVD2pPt/HdIJJ4a2jdKagWKTGfkUUoU1S4N4vwWAm/uZPQad8Dtxl2ZRt+qNnBUlCdjovsnX96AwiY29PZ+xtPRB1Ase357Fl0QlyjpX4jkMUkGUZURSwW50cWJfNyd35dOoTzw2/HsKV13dlwISOTHmkL6Nu7o4sw+6VWVRV1F5KJBjMJNz2BYJBEWkkaxGFX9yByaBnzJgx6no7d+4MuJjbGARBIHbW2xjbeTLCihY+iv3M9iCOSiPQiFp3Gg2NkEPwKpWSNMFVQ6NZaMLNZY5iVPyqGtsOf0fVoe+COKK6EQTBx+vm1J4CinIabm57KRE1/v8QwxThQzBIGHoWNLlUCgLfEvx8RFHgmvt6Exmv/KjLMix77wDlRQ37YdeFJxAz1fPZNeWspaP7MABFRUXNagveMT6MbkleJVL+LJeyeISbjja38sKrsQVZuKlhj/Msm+2nkWWZbOfV5DhGqc/dEfU9bfSB/3zUhywLZJ/z6tQVoNbgNRjb9if6Go9YYzu8AF3bMs94mlkuBdB7VDvu+stI2qfHcnBTLmvmHGbPqtNUlTvUcqea/2ceKCRzfyFul8SZoyVk7PX4Uun0Ij1HtmHQpI6cyyjjzGElI6+2rCBDUjqxM95QY3vGekpXvciQIUOIi4tTt1u5cmWzX58/EQ0WEu78GjE8QVngslPw6fW4K1qPwKThX7wzbvzdyU1DQyMw+GbcaKVSfkVWLiFb00OrlQosmnCjQVj/WzGlee6uFi9+GtnZelXxTn3ifToT7Vp+eWbd6MLiiB7/BzXWp5YiGIuRXU2b8HsLN6WlpS3STcYcYWDKw33R6ZVTka3CyQ//24/b2bBynPDBd/t8dq+UlqOXlXE3O+ump1e5VGXkxVdsJKfNevV3LdwtE+/1Wu364Hjc1MZRVyFr7Rm4ZZl9VU9hl2KUcYlOnoj9ApHAtOFuDLl5eqTqt89khMS4wI4pavQvMaVeqcamAecQzMrfyR8GxQCWCCNTH+3HlIf6YrO62DD/GGvnHiFzvyJE1rQKP3uyDGuZg25DkolNDuPHOYf55rWdlOZb1X1FJyqZNFXlSjZQbV43oHyPwgbeocZlP/4Z56m1TJgwQV129OhRTp065ZfX6C/0MR1JuO1LEJXvjbv0NAVzbkZ2Nz37SaP14tsOXJsAamiEAlrGjYaG/9CEG41qo+L/qBe/rqKTlK19JcijujiCKDBokifr5ujWcw3O0rjUiBj+CPr47oDS+MbYJx93E8uloqOjW6Sz1PkkdoxkzG3d1Tgvo4x1Xx1t0LaCIBA36221hMXiLmGQaw3QfOFmvE9b8DCQ/HO6tOkE8oyefXW0ecSGC0qlgtzyPstdykrbSSqkSPZW/Vxd3t2YyXURa4M4MgWnSyCv0CN2tUsJrHAjiDribvoIwagIx4JRwjgwF5D9knHjTeeBidzz8pX0Hd2OE7vzObk7H1mWEQQBUSeSc7QES6SRK6anMeHeXvQf14GC0+V89n+b2bpY8SoT9YpQY/Aqz6v1dQkCcTPfRJ/QTVkgyxR8eQfdO8TToUMHdb0VK1YgSc33OPIn5i7jfDLv7KfWUrLkuSCOSCNQ+Jqcahk3GhqhgKBl3Gho+A1NuNEAwJjSh8iRHi+LsjUv4ypqXXdXvek6JInIOOUiTpJkdq9ouLHtpYSgMxAz7e9qrEu0Yt33TZP2dX5nqZb0tOg5si29R7VV44Prczi4MadB2xqS0oka8ys17uXeSpyUy6lTp3A2w3dkUMcYEGuEABGs4XWt3igyzV5twb18brzbgetkGb0c/EnyOamCZbZjnLRfwWmHJwPjlqhldNTnBnFkCt4mxdGREhHhgX3PDPFdiJ3+DzXWJ1vRdyrxW8aNN6IoMPrWHtzw3BAGTeqIIAjIkoyt0onT4cZg0hGTHEZcm3BGzO7CuDt70r5HLNuWZDD3hc2s/VwRQKMTzXUeR5ZkRFMkCbd+ATojsiwilZ+laN69XHON52+ek5PDgQMH/P46m0vklU8RNuB2NS7f+DqVuz4L4og0AoFPxo3mcaOhERL4Zspp31t/I8tCq3poBBZNuNFQiZ7wAmJkCgCyy0bx4p/Xs0Xw0OlEBk70dJg6uCHnogaclzqWntNwF3hKecrX/xHZ1bS7Gi3tc+PNqJu6k5zm6Qy17vOj5GWW1bGFh+hxv0Uf3xUAEZkrnd/jdjqa1RZcrxMhzMszKEA+N7EumajqcinvjBtQOku1BoolGz/YjrG58gGqJMVTRCe4+XX81xj90GWqOZRXipSWey4W2gewNXgN4UMfwJw+XY2NffJx5h0J2PGS06LUsidBFDCHG4iIMVFZaqf4rOLxpdOLdB2cxLg70hk6LQ2AqnIHHXvF0bZb7AX7rM3v5uiJJMzj/okgKH9T29EfiDn1Fb169VLXWbVqFa4mlmMGCkEQiJv9DoY2A9RlRV8/hCN7V/AGpeF3BO924C1QyquhodF8fDLltO+thkaz0IQbDRXRHEWsV8p51aFvqTq8JIgjqpv0kW2wRColMi6nxN7VZ4I8ouAgCALuM92pSc5wl5+mfNMbdW90EYIp3OgMIpMf6qP+Td0uiR/e2Y+tov6sGcFgJm7mW2qcKOeQ7t7R7LbghHmVnVkj/Wa6VqEXKdJ7l0spE2HvjBsAUyuaIFfIDhZZc1lX8YS6LFGfwc9j9mEW9HVsGXi8s26S4t0Y9IEtMRMEgfjr/4fsUj6rgl6m/KffIbeg0NZvXHskt8yWb09hq/R8R6ISLFwxPY0Rs7vSZWAiY27roT5XVeFQv0812Ttut4QgCuQcL2Ht50fYsOsKDD2uV7cpWfY7xvaMRhSVz2tJSQlbt25toVfZcERjGIl3LlAN22WXjfxPZ+OubJmST43AI5q8M260UikNjVDAN1NO+95qaDQHTbjR8CFswG2Y0karcfHip1qtUbHBqKPfOI//wr41Z3DYWs9EtyURdMm4MmLUuHT1n3BXNF54CaZwAxARa2biA32o8VAtL7Kx/P39SFL9E3FztwmEDbhNjQe7VnPmyI7mDSisAlWtcevBXnfJSWO4oLsU4NSJuL0MZINtUHw+dtx8VB7FIZunfGZg2BfcEmYhVvTfe9NY8ot02KsT7gLdGrwGXWQKUk4/NXYVH6RszcsBP24NbbrG0Ll/Aid25bHms8PkHCv2eT6tXwLj7+5FVLzSiUeSZLZ/n8GauUc4tbdA8csRBXQ65TJgzWeH0RtE+o5tT9LN7yBGVZ9bJRfOJY9yxYB0dd/r1q3DarXS2tDHdVLKvQTlNblLMimYe0uLCmoagcMn40YrudDQCAkEk8fjRsu48TfBL426sFRKK5cKJJpwo+HDBUbFhScoXflCcAdVB33HtsNgVsZqt7rYvzY7yCMKDrqICByH45GdyldatpVSsvRX9Wx1IUlJnk5KJSUlLdJZ6nza94hl+Kwuanz6UDEb5zUscyZ22mtgigbAiJ30vDnNaguOTgKz1wTV6r/uUllmj3CT5JAIc0sgCNh1raMl+MVwIfG3ojFUuJXyG53gZETEv5hi7kyqLiYoY5Jlgdw8z/vWLsCtwVVcnXFmecr7Slf9EVvGhsAfFwiLMjL2jnTSR7ThxO58Vn18iJUfHSTrQCHlRTbcLkk1JZZlGVEUCI81cWJXHj9+eojNi05SlKuUWW1fkkHxOSvdh6XQbWgyurA4Em6d4+nWVJxB//yPMBmVDCObzcaaNWta5HU2FnO3CcRM8Qho9hOrKf7+mSCOSMNfiFo7cA2NkEPzuNHQ8B+acKNxAcaUvkSO8JRDlK17tcUmI43FFGagz+h2arxzWSb2qtY32Q00YmQkOPQ4Dseryyp3fETVsRWN2s/5naVa0qDYm4HXdKTLIE/2z94fz7Bn9el6t9NFJhM39W9qnCod4czqN5s3mHAvn5sK/wk3RQaRcp3nzkSnKiXrxlu4aS0eN+dTKVt4s2SGGsfpD9HTPI8x5k4MMrQJyv2WnHNercFNkJwQ+HblotmMY28SkrX6bya5KZxzM+7ycwE/NoDRrGf8XT259sn+RCVYyNhXwHdv7GHvj2dwebWZr2kDPmhiKjf/biiRcWZ2Lstk3edH2LU8iy2LTxLXJpyBExTfMEmSMaddRfSEF9R9OI/9wPRkT6e2bdu2kZPTMAPxliZy1LOE9b9FjSs2vUH5T2/VsYVGKKB1p9HQCD182oE7Lk8vykAiyUKremgEFk240aiV6El/8mkNW/jlXUi2hhnFtjQDJ3b0ybrZvfLy6zAlRijGua6TsQhGj2lz0YKHkewVF9vswv2IIsnJnjbY5861zAT0fARBYPzdvUjs6BFKNsw7xqk99ZdvhQ99gMrYAWocsftV3OVnmz6YcK/PvdMMDmPT9+WNIHDS4hFp0qyKSONo5Rk3NWy39WGNdbAadzd/QrTuGH2MyVxt6oyRultQ+xuHU+Bsvlf5WVsXfjMlugiC2QQuHfZtbUGozk4pz6Xgi9uRpcALRzV07BXPjKcHMu2x/kx/oj/dhyZjsvj6DsmyjCzJJLSP5MbfDOWqG7qRe6KUnxaeAJTSqpjkagPk6m2ixv4GS89r1X1EH/uY3pYz6v4Wz19GYW4F+VnltCYEQSDu+vcwtvN8PosXP4Xt2MogjkqjuXhn3Gh37jU0QgPRR3C11WqMr6Gh0TA04UajVkRjOPE3feKTKl/8XevsMmWJMDJgvMfrZs/K01SVX16qvhhR3apaFjBE3AiiMmlzF2dQuvz5Ru2rNQg3AAaTjmmP9yMirvpHX4bl7x+ot9OUIIqETf0PThSBxeCuJH/+Q02/WDA4weiVll8ZdfF1G8mpMM/kOtEpEemSQka4AfiwZCb5rhgARMHNwLCXEXHQTh/FNEt3YoSW9b05naOn5s8cZpFJjAtsx6uaiaRUbMGYcKO63H5iNaUr/hDQY9dGmy7RdOwd7yN41iAIAoIoILklZFmm//gODLuus/q9OLW3gAPrs6kqdyCINdKNQPzNn6JPTFff1yvKvyDW7iK6qA/Ogx346k9bWfiPnSx5ey/lRa1nMi0aw0i4exG6qOqMTMlN/pybcBY007BcI2h4TwA1jxsNjdDA2+MGSQJn/Q0nNDQ0akcTbjQuiqnjMKLG/U6NK7d/iPXAwuANqA4GTOiIKVyZ8DrtbnYua3ob6FBEF+7VqtoeTdSY59SwfNN/sGf+1OB9tRbhBiA82sT0x/tjrM6ocjkkvn9zL2WFdfsbdOg9gl1hU9XYceQ7rHu+aPpAIrwyCvxYLlViECnWe1JL06yukCiVqsEqW3iz2FOSEqnLJN38vvJv0cQUSzc66qJbbDxVdpH8Qq+sm3ZOApl1I3qZpYqmkYT1u0mNy378C1WHvw/YsZuMICAIApWldrZ9f4qIGBNXTE/DWupgzdwjrP/qGNlHFKNjQRQQzVEk3LEA0RyFJOs4XTmaiNI+GByxuPSV2Mz5xHcI5/ShIhb8fccFJsnBRB/VlsS7v0UwKAKbbCsh/+MZSLbSII9MoykImleGhkbI4SPcoJVL+RMZkOVW9gj2m3KJowk3GnUSffXvMLYfqsZFCx5qMf+GxmC06Bk0MVWN963NpqL48qmBrymVApAqKoi++nn0idVdYGSZwq8fQHY17P04X7gJdlprfLsIJj/UF7E6C8Ba5uD7N/fW6WUkiiJi79vJFtPUZcXf/RzJ2sRJpXe5lMMCTsPF120kJ72ybjpXubCFUMYNwAFHV76r8HSi62L+mjjdLgAMgo6x5jQGGFJazPcmM8fz/kWGy8RFBy7rxrt2H7uduOvfRZ/oab9d+OVduIpbl4hc8z1a/8VRXE6JPmPaMXRaGne/PJL04Skc236OZe/tZ/+6bFwOpdzLmJxOwq1zyHJO4YjtbpxSJPGmLZTG7aQ08hBSaiYjZ3elssTB0a2t6/fB2G4g8Td+pMau/MMUzL21RUvZNPyDt8mp1p1GQyM08P7egia6amg0B0240agTQWcg/uZP1DuWUmUBhV8/GPTJfG30HdeesCilPMbtlNi+NCO4A2pBvIUbd2UFgsFM/A3vUdNX25V3iNLVf27QvryFG7vdTklJiV/H2hQ69IpjzO2eCXFRTiU/vLMPt/vik/LuPXqwUT8dF8pEXqrIo+SHXzdtAEYHGLwmCpX+y7o55eVFEuOSKY/2lGIZ3aExuZxbOoXTTs/nplfYX5Bkj9jVz5jCWFNabZv6nUqrSGGx56etY7vAiV/eGTdSlQ3RFEnC7fMQDGHVy4opmHNjg0XTQCNVf19O7cnnxO58OqTHqubueoOO8Xf3YsZTAzCHGyjJs1bfQVPO9WWmURyXHsMmx5FmWsQg0+sMcq8GWWD//n2Ed3SQ0D6CI1vPUVbQujr+hPW7kajxv1dj29EfmtR1TyO4nJ9x0xqvQzQ0NHy5IONGMxbX0GgymnCjUS+GxB7ETH1VjW2Hv6Ny23tBHFHtGIw6hkztpMaHNuRQmt+6JhCBQvW4AaQKpcWvKXUkEd7dwda8jCN3b737MpvNxMTEqHGwy6Vq6HVlWwZP9mRVnTlczNq5Ry568d61a1es+nh26ceoyyq2vtv0DmneWTd+9Lmp0IvkGTyn4pIUT0v2UMi4AXBi4N/Ft+GSldcRqysmwfQyJZLnzlq+VNli48nyyrqJiZLIygqMYblQS3tiY0of4ma9rS53nNlO8Xetox21qBOR3BLL3zuAKUzPgGs6YgozIEuKcbEsy7RPj+O2F4YzYHwHDCad2pFqy7cnqLIbSU08TqrxOyxiPv3dG0mT9oMs8P333xMRa8JgbJ2XFdHj/4Clz/VqXL7+H1Ts+DiII9JoLOdPAGUt60ZDo9UjiCKCV7dS2aF9b/2JLAut6qERWFrnFZZGqyNi+KOYu09W4+LvnsFZcLyOLYJDr6vaEhmv3JWTJJlt358K8ohaBt15pVI1xEz6M7qYarFDclE0/37kBogBrcnnxpth13Wm2xCPsHFoY+5F/YzMZjOpqans1w2nSPC8nuIFjyC7mlBj7e1zYwsDl/7i6zYS73KpiqQEtUY4VIQbgAxnO+aVTVTjK8O2ki/PJ8tVQqarhP3O5rWW1ws6DGLDOlWVlusoKfP8vK1fv75Zx74Y3hk33u2JwwfdScSwh9S4YvPbVO6eG5AxNAZZlinNr0Jv1NFlUBIde8UDipeNICreN5KkfPoiYs2qKLp/7RlOHy4mKsHC4DtmEt02Xt3nlY5viZXPUpRfwpljBVRVOHG7PJlwbreEtcxBZaldzfgJBoIoEn/TRxja9FeXFS14GHvmpqCNSaNxiBaLT6yVXGhohAaaP5WGhn/QhBuNBiEIAvE3vI8YFgeA7Kik8Ku7W51PgE4vMnSapyTjyJazFOW03J3+YOHjcVPuERhEUwRxs99RY0f2Dso3/LPe/bVW4UYQBa6+uydtungMbzcvPMmxbbWPsUuXLsiCjo2GacjVLivOvIOUrXu11vXrxGgDvZfg48dyqQyLnpoprWQ2UpCQoBwyhIQbgIUV4zjq8GRFPRDzFbude1lvb57Pi0HUMSKpCwPjUkmLSEQv1P/T5Z11c+zYMc6ebUZL+Ivg7XFTk3FTQ+z0f2FoN0iNixY8jPPcQb+PoTEIgkBsSjj3vzaKK2d3BVCFmhpqPHBkWUYQBCqK7RzalAtA3zHtSOycRMKd3yCYYwAwCk4mOL8kzBaBwyqR0iWS2BRPBuDpg0UseXsvi/+9m9WfHObk7vwWeKW1IxrDSbxrIWJ4orLA7SD/09m4SgKTkaXhX8QLSi60CaCGRijgnS2nlUppaDQdTbjRaDC6qDbEzfISAbJ+onL7B0EcUe30GJZMTLLiMYEMWxefDO6AWgAx3NvjxleosnSfSPjge9S4dMUf6m2J6y3cBGLC2xz0Bh1THu1LdKLn7uvKjw+Sc7zkgnXT0hQRL19sz2H9EHV56eo/NShjTBa8HiLIXlk3cmWU7/PNeFTpBXJNntNxVmpHoDrjRiBkHpKg4z/Ft2KTlLToKJ2VR2LnIQmS77qNJMEUiV4Q6Rgex+D4VCa07U37sNg6tykqESmv9Bxsw4YmlsjVgU/GTZXvJFIwmEm8fZ4qcMiOSvLn3Ihkr6A1YKz2VhLF2v8gNSVS2UeLKT5nJblTFB16xaE36DAkdCXh1rmqGGp0Qwd7GSBQIp1RW47X7CcsyoggChzbcY6l7+zj29d3Ba11uD42lcQ7F4BO+YxKFXnkfzwTyXHpC/whj8EAouc8qd2519AIDbxFV61Uyo/IrbBUSrMeCyiacKPRKML6Xk9Y/1vVuGTZ862utaqoExl2XWc1PrErn7zMsjq2CH18PW4unBjGTPs7YoQixsguG0VfP4QsXbxsISUlRf13UVERjlbWvtESYWT6E/0xh1dPvlwyS97eS8k5q896bdq0wVR9wbBdNw45rPpOu8tO8cLHGm9u6e1zUxUG7oaV7jQE73Kp0x06IAlCSJVK1XDWncAnZdeq8WDzIcaHbWnWPnOrSthVlMWm/OOcs5URoTcxPLELHcPj6thKICvb854eOHCAwsLCZo3jgiN4d7mpZRKpj0sj/iaPj4or7xBFCx4KCVPVmkycsoIqnHY3bbvGEJ3gEUstPSYTO/kvyDIUuvpS7uiDUXeW3NITHD5yWBV+UvvEM/GB3tz8uyuY8dQA+oxqx5kjJXz7+u5axdaWwNTpSuJmenyInLm7KZx3b53nRI3gIwiC1llKQyMEqe+3UkNDo2FcssKN1Wpl4cKF3H///fTo0QOz2Ux4eDj9+/fnxRdfpKKWyW1ddOrUCUEQLvo4fPhwgF5J6yNm6t88XVMq8yld9VKQR3QhXQYmktDBk4Wy5dtLO+vG2+NGttmQnU7f58PiiJvxhhrbT62lYtu7F91fbGwsBi8zuby85vmTBIKY5DCmPNoXUa9MEO2VLr57Yw9VFR6RSRRFOnXqBIBTMJPT2eM7Yju+EuvuOY07qLkKWae8twICty45gMHVMHHF4HLx7//N4aqDR2t9Psuip6bw0G42cy45OSSFG4AV1hHstKWr8T1R35KsK2jWPkscVnKsJRTYlKyncpeNrMqiOrfJL9JhrfKU/mza5F8/E9HLnFiuqt0IPazXtUSN9XQwsu75gorNb9e6bmuiJhMn64AidqV0iUZv1PmITpFjnsPV9SFOOybhlCNJ06+gg/ATS5cuxW63q+vqDYrA2bZbLFfd2I0hU1IpybNetMSxJYgYeh+RVz6lxlX75lO2uvX9lmn44uOVcZHvnIaGRutCMBnVf8taqZSGRpPxn7tmNZ988onf9nXXXXc1edu5c+fy4IMPAtCzZ0+uu+46ysrK2LRpE3/4wx/4/PPPWbt2LUlJSfXsyZe777671uXR0dG1Lr8U0Ue3J2rsryld8X8AlG/6DxFXPIQhsXuQR+ZBEAWGXdeZ799UuihlHSgi51gJbbvFBHdgAcLb4wZAqqxE59UZCpRsKUvv2VQdWABAyZLnsKRPQx/d/sL9iSJJSUlkZ2cDis9N+/YXrhds2naNYcLdvVj+/gEASvOrWPr2Pq57eoA6WUxLS+PIkSMA7K1oR5f0adgOfw8oJtvm7lPQhcfXfoDzEVBMikuVTI+zxo68+c4cHn/4dpz6i59ODS4Xb74zh0m7DzBp9wHuf+IeNvTy/b44RIEzZh2pNkW+yUrtiDGr9QlmDUPg7ZKb+EfS34kUrZhFB0/EfMEfCh9DasL9AgEBGZl4UwS9Y5T21VvzT1Y/V1dmrsDpHD09uihi2+7duxkzZgxRUf7pCiaYver267j7H33NS9iztmA/uQaA4u9+jrH9EEwdrvDLOAJBjceNKcyAyaInNiWsernyH0EUqCp3cjbmKfJc2STqd9DOuIournN8X5LAmjVrmDRpks8+JUlGZxAZOCmV/etz2L8um75j2hPXNryWEQSemKmv4sw/jO3oMgBKV/4RQ3IfwvpeX8+WGsHC5zunTQA1NEIC0csPTiuV8i+tP39Xw5/4Xbi555571BTp5tIc4cZgMPDQQw/x9NNP07NnT3V5bm4u06ZNY9euXTz99NPMndu4Th8fffRRk8d0KRE5+lkqtr2PuyQT3E6Kv/8FSfd8G+xh+ZDaJ56UztGcPamUcm1edIJZzw7y2+ezNSGG+0583BUXCjcAcTP+Q86J1ci2EmR7OUXfPEri3d/W+p4kJyerwk1r87nxptvQZEoLqtiySJnI554oZfXHh7jmvt4IoqD63ADknj1L2MN/x37iR2SnFamygJKlzxF/w/sNP2B4mSrcbOzUn9cXv1qneOMt2gCYnS5u2rDtAuEGlHKpGuHmTPv2dMpsve97fZRIUfyv5HqejfsUgHRTBtdFrGFhxdWN3pdcfWkyJL4TAPtLsil2WKufq5uzBTqGDDBTXl6O2+1m8+bNTJw4sZ6tGkZDMm4ABJ2ehFvnkvvvQUjlZ8HtpGDOTaQ8uaPhomELU3NOCIs2Yq9ykZdZTmxKuI8nzr41Zzi4MY+4ZBNpjh+JkJXzxXjnV3z7UzT9+/f3KbsURaVrlQBEJ1hwOyXsVcHLKlP+Lp9z9s3huAqUTLjCr+5GH98FY9sBQRuXxsXx/s6dbwiuoaHROvEVXLVSKQ2NpuJ34Qagf//+zJgxo8nbL1y4kL179zZrDHfffXet2TFt2rThzTffZOTIkSxYsACHw4HRaKxlDxp1IRosxE59hYK5NwNgO/wdVUeXYek+qZ4tWw5BEBg+szML/7ELgNzjpZw+WETH3q1zotQcBJ0OISwM2apMZqXK2ksBdVFtiJ3+GkXz7wfAdvh7rHu+IHzArRes21o7S9XG4MmplBVUcWij0v3m2PY8ohIsDJ/ZhaSkJMLDw6msNm0+XSLR7po/UrLklwBUbv+Q8EF3Ye48pmEHs1hBdIGkx6kzsLrLUGbtXlOreHO+aAOwbEBvnr3v5lp3fdqiQ5IkRFHEZTDgiPVPZkiw2GzrzzrrAUaH7QTg5shl7Lb14ByNy3QEGBDXkUiDmQJ7BYdLcxu8nSwLjBw5kmXLlKyKbdu2cdVVVxEWFtboMZyPtzlxfRejusgUEm79grz3xoPkxl2SReFXd5F492IEsfVWLfe+qh2ndhew7btT6A0iXQYlUZpv5dDGXHYsyyQ8ysiQ6d1oF/kLCj5eiSxJRAiljHPM4/vFnbn3/ocQRRFZUrJ0RFGgpMDG2VOKoK43Bve1i5YYEu/+lrNvDlcEbaeV/I9nkPLEVnSRyfXvQKNF8Z4AaiUXGhqhgWjUvrcaGv4gIMLNgAED+MMf/tDk7TMyMpot3NRF//79AbDb7RQWFtKmTZuAHetSxtL3BkydRmHPWA9Ul508tRtBZ6hny5ajXfdYOvSM5fShYgA2LzpJh15xl2TWjS48HFeNcFOHh1P44Huw7v4c2/GVABQvfgpzt2vQhSf4rOd9p/zcuXNq6URrRBAExtzWg/JCG2cOK3/rHT9kEpVoodeVbUlLS2P//v0AnDp1ivRJT1G5aw7O3N0AFH3zKG2e2oWgN13sEF4HU7pLCWVKV6Mfuo9k1sE1TNp9wEe8uZhoU1dZlVsQqKp0Eh6pjKMsObGpb0mr4f3SWfQynSBBV4pecPNk7Of8MfcxnHL954maMqgUSzRdIxWxZ1vBKZ/nGsKgQYNYt24dVVVVOJ1Otm7dytixY5vycnzH10jDRXPn0cRM+jMlS38NgO3IUsp+/AvR459v9lgCRXJaFEOmdmLj/GMs/+AA4fOPU1XpxOVwYw43cPXdPenYKx5IJmbqK5R8/wsA2kiZFGV8xM6dQxgyZAhCdaZOXmYZG+crHd16XJFCYofIoJ9bDIndSbjtC/I/nAqyhLv0NPmfXU/yg6sadk7QaDF8Si7s2p17DY1QwMebSiuV8iuy3DqvyzUCg99vdUVFRTX7TqbFYvGbB0FtnDyplFQYDAbi4urqSnIhr776Ko888ghPPfUU//vf/8jPzw/EEEMCQRCIvfZfUH3B7co71CpNN4dd10X9d35WOSd3X5p/MzEyUv13XcKNIAjEzX7Hy2C6gJJlv71gPW//J7vdTmlp6+oedj46ncjkh/v6+GWsnXOE04eKfMqlTp06haDTEzf7Hc9nN/8wZWv+1vCDeXWXWt11CFaDMrmrEW8sdkejRZsaSq2e0pHSxHj0IV7BbJUtvFl8ixp3NJzl+jYrGrStDBhEnVoitaMwk0qXXX2uoZhMJoYNG6bGW7Zswe6HjjTeHW5km61B3aIiR/8SS8/r1Lh05R+wHVvZ7LEEkv7jO3Dz76+g25BkopMsJLaPYMSsLlz31AA69opXX3fkVT/H3O8O9UKyt3srJ5a8QkVFBdlHitkw/xhL3t5HzvESwqNNDJ+pnJtbgyBs6T6RmGmvqbEjcxNF3zwaEh3ALid8styqNOFGQyMUEDVvKg0Nv+B34aakpIQ33nij/hXr4K233qK4uNhPI7qQ119/HYDJkyerrYIbynPPPcc777zDv//9bx5++GE6derEBx98EIhhhgTGdgMJH3KfGpeseAF3ZfO6x/ib5LQo0vp7skm2fHtKbXV7KeFtUOyup2uaPi6N6IkvqnHltvexn97ms47FYvEx3W7t5VIAJoueaY/3IyxKKX+UJJkf3tlHrMWTPZSfn09FRQWmDkOJGPG4urz0x7/gzD/SsAOFVSKLiheNU2fkX1fPUp+atPsAh594vkmiDUCJA4zVooKs09FO56xni9bPfkc3llRcpcaTEzfQI7xhnd4GxqVi1hnIqSrhVEXTRdchg4eondKqqqrYuXNnk/dVg+Dlt4EkXdDNrdZtBIH4mz5CF1ctJsoyBV/cjqs0u9njCSTxbSOYcE8vpjzSl9m/HMygiakkdlDEYrn6fCoIAgk3voO+TT+qpESy7JMxF3Ri7u/XsvBfu9iz6jSVpXZ6XdWWSQ/2ISLW1KqEkcgrf+bze1a54yPK1/8jiCPSOB9By7jR0Ag5BO9SKe17q6HRZFpvYX2AWLJkCe+//z4Gg4GXXmp468/rrruOBQsWkJmZidVqZf/+/TzzzDPY7XYeeOABFi1a1OB99e7du9bHiRMnmvKSgk7MxD8hmJQMKdlWoqbKtyaGXddZqa0AinMrObyp4R4ZoYIuwpNpIpXX3+4+cuSTGJJ6KYEsU/TNI8jntZ/29rlpzQbF3kTFW5j2eD/VO8Nhc7Pu0wyiwzziXU3WXczEP6GLUroU4XZQOO++C96DWhGA8HI1fHfkdJYN6F3rqo0RbQDsej0dsk6rcaroqGPt0GFO2TTOOJUsLlGQeTT1SyL1tX9Oheova2p4PB3D43DJEtsLMpp87OKzlSz+5wHS2w5Vl23cuBGHo3nvrffdf0D1mKp/uxgSb58H1WU4UmU+BZ9dj+xs/Re0BpPSrU2WZVWwkQFrmYMjW86y9stMNla8waqyT9hT9QzZjgkItiri2wlceX1XZj87iHG3p9OmiyIKt4ZsmxoEQSBu5luYOnlExpKlz1G596sgjkrDGy3jRkMj9PAtK9YybvyK3MoeGgHlshJuDh8+zB133IEsy7z66quq101D+Pe//82sWbPo2LEjFouF3r1789prr/H2228jyzK/+tWvAjjy1o0uMpnoCf+nxpU7P8F6cHEQR3Qh8e0i6H6FR4TYvOgEdmvoZzJ4491ZSqo24q0LQWcgdsZ/1NiZs4vyDb53l719bnJzQ0fsSkqNYuL9vWsqoagstmM52wPRrWTi1IikojnK5z1wZP1E2Y9/adhBIjzlUlJVFD+77/ZaV3vqgVsbLNoAOEQ9qZmZapyscxMmSA3evrXiwMB/Sm7FJSs/O3HGMh5P/RwRJXMp2RxF/9gORBstyMiYdQYGxacCiq+NQ3LR1Cn+lm9PUpRbydmteqLKeoAMFRUVbN26tVmvyftiFOpuCX4+xnaDiLvu32rsOL2VwgUPt6oMlNqoEVoEQVB9a45vO8d3b+xh5UcHObgxB1uVQGyigTTTNwwJf4GrIp6it+120q+w0KZrTBBHXz+C3kjCHfPRxSifPWSZwi/vxHZ8VXAHpgH4ZtxI2p17DY2QQDR5msDIfihT1tC4XLlshJvs7GwmT55McXExzzzzDE899ZRf9nv//feTlJTEkSNHyMjIaNA2Bw4cqPXRpUuX+jdupUSO/BnGDleocfE3jyBZA1fu1hRGzOyiZmFUlTvZ9l1GcAfkZ8RwT6lUQ4QbAHOXcYQPvkeNS1e8gLPgmBq3bdtW/XdOTk7zB9mCpPVPZPStPdTYbdURXdwXQdJz4sQJdYIc1nsm4YPuUtcrXf0S9qwt9R/Aq1xKkEVuX3qg1tVef+9zDK6Gtzy26/UkFBQQWeYRhtJ0l0bWzUlnBz4u8/i79Io8yQ1tliMAyZZoukUlMzyhC+3D4hgS3wmdIJJRUUB29bmkKZJG18gkTuzKJyreTPcrkjFZk4jLvwKDI5oNGzZQVUcb7/oQDAbw6gglN7LNacQVDxIx7GE1tu76lPL1r9WxRevE7ZbJP61koKX2iWf8XT259aWr6T+9MymGzYSJuUS7znLirclIrtb/WdZFJJF03xLEsGoPPLeT/E9m4chufnmdRvPw6Splb/2fJQ0NjfNLHDXhRkOjqfhFuPn222+5+eabmT17NsuXLwfgm2++IT09HaPRSPfu3YPqA1NUVMTEiRPJzMzk3nvv5e9//7vf9i2Koiq4hFJGgr8RdHrib/xQTf13l+dStPjp4A7qPCJizQye0kmN9605Q1FOwwSOUMA346b+UqkaYqe9hhihZCPJLhtFXnf9vTuulZWVqS21Q4U+o9sxYpZHENW7woku6ktlWZWPZ0/sdf9GF9tJCSQ3hV/eiWSv5z0UZJ+sm1PhXWtdrcawuKHijV2nRwA6n/R4wHTSObhUclB/qLySn4o92Y7Tk9cxKPoAe4tPc7g0l0iDmeGJnUmxRFPldrK9MAMAsQn5NtFGC71jlVK4KY/045p7ezPk2lQEAaKL+qHLb8PGjRub/FoEQWh0Z6nzib32dUxpnlb0JUt/TdWRH5o8pmDQ68q2zHpmELHJYWTuL2THskxO7MqjzfhnKOp0C4IAsgyRJbs4M+eeVp9VBGBI6kniPd+rJu6yo4K8D6fiLDge5JFd3vh0lWrC901DQ6PlEbz8RCWtq5RfkWWhVT00AkuzhZsvv/ySmTNnkpOTgyRJzJ49m/fee49bbrmF0aNH869//YuhQ4fy4IMPsnTpUn+MuVFUVFQwZcoUDh48yOzZs3n33Xf9XlNfY6Qc7jVxvhwxJPUk5po/qrF116dYD34bxBFdyIAJHYhKUC78JElm/VdHQ2IS0RB8zIkbIbCIYbHEeZUL2U+uoXLb+4DSJc77cx1qWTcAgyalMmRqJzU2uCKJLu7DkcOezCLRHEXCzZ+CoJwSXYXHKf7u5/XuW2cpUv+9vtNAiixRLBvQm/Q3/uTjedMY8cYhKh4inU5lIEhKiVSYIJMiNjxrp3Uj8P7p2Zyp8pQuPtRxHimmfPaXZLP67CEqqjtHuWWJBJPyuZaaIFwNiO2IQdBxxfQ0Etor+xk2rSudR4fhMBVgqWzPvu+KKS0pq2dPF+f8zlKNRdAbSbj9K6/SHImCz2/DWRhanmdtu8Vw2wvDGTwpldOHivjxs8Ns/uYEbae+SbZlkFq2yKEvKFn9clDH2lBMHYeRcMc8EJVSR6kij7wPJuEuDw2/r0sR74wbrVRKQyM08C2V0jLlNDSaSrOFm1deeYUnnniC9evXs3DhQt5//30ee+wxnnnmGf73v//x2GOPMWfOHO677z5eeeUVf4y5wdjtdmbMmMHWrVuZNGkSn3/+OTqdzq/HOHDgAEeOHCEsLIz09HS/7jsUiRz1LMYOnra7Rd88gttaVMcWLYveoOPKG7qp8ZnDxZza07q6YDUVn4ybisZlxlj6XI+l1ww1Ll7yS1xlOQiC4JN1E6pZZVdcm0b/qzuoscEZzaGl5bicbnWZqdOVRI37jRpXbnufURX7L7pPg8vFm5+8S1J5IQAunZ6/j7+Bxx++nSqTkccfvr1J4o2j2g/HbLfTNtsjlF0q5VIADsnIvzNup8qtTMIsOjs/6zQHo+igyF7JD9n7OFGeT4TexJiUHvSL7YDYSMG9V0xbEs2R2CUXnQck+jw3YeYIpJRcrBGZWC3ZbNi4vsmvxWci2USzVF1EIol3L/Jkd9hKKPh0NpIjtDLcAIbP7MKt/zeM2OQwdq3MYsOXJ3H2e5dcUtV1ylf8LmQMfy09phB/w/tq7C46Rd4HU5BspUEc1eWLr1Cq3bnX0AgFvDNutEw5DY2m02zh5siRI8ycOVONp06disvlYvLkyT7rzZw5k4MHDzb3cA3G7XZz6623snr1akaNGsWCBQswGo11bvPGG2+Qnp7Ob37zG5/lS5YsYfXq1Resv3fvXm688UZkWeaBBx6od/+XA4Ko8ymZksrPUvytf/yE/EVa/wQ69IxV443zj/lM4EMVMaJx5sTeCIJA7Iw3vLqDlVK86EkgtH1uahAEgStv7ErHAVHqMnepmSX/3Yvb7TH+jR7/fxjbezoPPZf3NfGuC7MxDC4Xb74zhym793PtYc+kf+6giaoRsVOvb5J44xJE3NUihXe5VFvRhYnQNymu4aw9kXezblDj9pZz3N9hATUlYbuKMtmYdwwZSDBHEK73XPjphbp/unTVz2dVFmES9Sx77wDbvj+FtUwRv4xGI6OuHoE1IgunqYQdO3ZQVNQ0gVn0agnenDanxjb9iPMSCJxn91E0/4GQzAiMaxPO9c8NYcwt3ck9WUrmjiqKh/yNMsFz3i388m7spxtmDp15oBBJCt77ED7oTmKmvqrGztw95H8yKyS6gF1qaObEGhqhh8/3ViuV8hsyShlyq3oE+025xGm2cGMwGLB5qadhYcodw8jISJ/1zGZzi/pjvPHGG3zzzTcAJCQk8Nhjj3HPPfdc8Cgo8GRbFBQUcOTIkQuyCrZu3cr48ePp1KkTM2bM4NZbb2XYsGEMHjyYQ4cOMXbsWF5+OTRSv1sCQ1I6MRM9rdatu+dgPdDwdumBRhAErrqpO2J1R5SyAhu7V5yuZ6vWj84n46bhHjc16KPbETvVkxVXdeAbrPu+viQybkD5u0++fwDOcM93/vSBYlZ+cFCdFAo6A/E3f6pmPsRIVn6TNw9B9hVMXvvgSybtVsyIZxxc43nCHgFOTwepi4k3r33wZV0DxaFT9pFy9iwOtzI2UYBU3aXVCW17aR++OzdajUfE7uGahJ/UOLeqlEVZu9hTdJoKp3KxF2MMY1B8Kp0jEy/YXw1uWeJgSQ7bCk6x5uxhBAG2L8lg/9ozgPJZGDRwEDExMQBIksSPP/7YpNfgnQHQ3PbE4f1vJnL0s2ps3ftlSJoV19BnTHvu/dtVjLsjnauvm8mWhEewU/1+ue3kfzwDV0lWnfvIPlLMd//Zw+d/3MKxbefUFuQtTdToZ4kc/Qs1tp9cQ8EXdyBLoS/6hxKitzmxlnGjoRESaKVSGhr+odnCTdeuXdm9e7ca63Q6cnNzL2i1ffjwYTp06EBLUeM7A4pR8scff1zro6IBE9xJkyZx3333ERUVxcaNG5k/fz7Hjx/nqquu4t1332XlypVYLJZ693M5EXnVzzF2HKHGRd88gruyMIgj8iWuTTh9x7VX4x0/ZFBRHNp37xrbDrw2woc+4GOUWvTtk7SJDVPj0tLSkDMo9sZg0NNmKNhNHvHm+I48fvz0kDohNCR2J3a6py36MOtRZpf+5LOfr64ais2giCs5KSbQe00gKqJ91j1fvLEZ9Hx11VDqwl4t3IiyTJHVMzFMu4RMimuYnzuRg+Wd1fjWdt/TNczTDt0tSxTaK5CRMYp6ukQm0T48jo7h8UR4ZeHUhoxMgb2CWc8MIjktih1LM8k6oJyHDEYD48aNU9fdt28fZ8823rvE25y4ORk3NcRM+iumruPVuGTpr7EdW9ns/QaLsCgj7dPjMBqNXD37AVYZbkSqvvSQKs6R/9F1SPbyWreVZZkti5Wss5JzVpa/f4Av/rSVEzvzgiLgxEx+2acDXdWBBRQvejwks6JCFUEzJ9bQCDl8SqW0rlIaGk2m2cLNk08+eYEpb3Jy8gVeMl9//TVTpkxp7uEazAsvvIAsy/U+OnXqdME2H330kc++RowYwfvvv8/evXspKCjA6XRSWFjIjz/+yAMPPOB335xLAaVk6gMEfbURcMU5ihe3rpKpodM6YYk0AOBySGxaEFpmoOfjbU7clIwbAEEUibv+f56/W/lZ3BteVDPpILSzbgC6dutCWcwhHEZPaczhn86y/qtj6gQs/IoHsfT0tK1+tHAJneyeSf2GXt25/4l7WDS0P088fDtypFc5VYWnHKuGGvFm0dD+3P/EPWzo1b3OMdYINwAV5Z6LnChRIl64tO7wS+h4K/MWihzK+6YXJJ7oNJco/YWTeZfsxiDqEBE4XVmomhjXhznCQPehyUiyzLEdnkl/3759SUz0ZO6sWrWq0eP3Z8YNKB36Em79/Dyz4ltxFWU0e9/BJi0tjZTBs9ikn6ouc57dS+FFMlfcTonIeDPeDcWKcir54X/7+eqv2zi1J79FRRPl/Pgu5h6e8Vds+R+lK/9Yx1Ya/kT0MSfWJoAaGqGAYNSEm8AQ/C5SF3aV0jpLBRJ9/avUzV133VX/SlCrR4zGpY0hsQfRE1+iZMkvAbDunou1z/WE9ZkV5JEpmMIMDJ/ZhR8/PQzAsW3n6DO6HW27xQR3YE3EHxk3AIaEbkRP+AMlPyheT5XbP6RXp1+x3ar88Obk5NC1a+2tr0OBrl27giBTGnuQ6KI+GJ0xgNIe3mASGT6zC4IgEHf9u+T+awtSxTlMsosvXKtJeXgzwnlZHjOA43kVTPjHWgAEu4WV1z1C16RILuCR3zDjwqU+9P71P3F4icGCw8U5t45knTKxTdM5KHQ1+9QdXM4zGi5zR/FG5u38tus76AWJOGMZj3X6gldO3I+E572QgM0FJ0kyR1Jor1T3Y9YZMIl6Sp1VFz1k226xGIw6SvOsSLKMDgFRFBk/fjxffPEFAMeOHSMjI4NOnTohy3KDOhD6O+MGQBeeQOKdX3Pu7auQXTYkayH5n11P8qMbEA2hnd05ceJE3jh6lH2lhfR1K5lsVYcWU7LkOWKn+5aF6Y06rrm3N4Mnd2Lbd6c4viNPfa7gdAVL3t5HUmokV1zbmY694/zeMbI2BJ2BhNu/JO+9a3BkbQagbNWL6CKTiRz+aMCPf7kjNLOLm4aGRsujCa4aGv6h2Rk3Ghp1EXnV0xhTR6px0cJHcVe2ni5OPUe0IbGjZ4K9/qujQTXBbA5iuG878ObciY4c9SyGtgPVOP3cJ+hkxV8l1DNuoqOjlSwLQaIs9gDhiZ7T4M5lWexYqpTp6CISib/xA/U5Z+4eSpY/X+s+uyZF0LutJ9Pm293NM3F2eGXcmNwuTrk99eEddE70l1i5FMBxayqf50xT414RJ7mxzbJa182zleP28h1qHxZLr+g2GISLZz/aKh04HW7cTgm3U9lWlmR69OhB+/aessmVK1epoo3krt8M2t8ZNzUY2w0ibvY7auzM2UXRgodDviwnLCyMyZMns10/nkzRk3lWvuGfVGz5X63bxLUJZ9KDfbjl91dc0CEsL7Oc797Yw4JXd3D6UFGLvD+iMZzEuxejT+qpLite9ATWffMDfuzLHe+SC20CqKERGmilUhoa/iFgws3p06e5+uqrA7V7jRBBEHXE3+BdMpVH8bc/C/KoPAiiwKibPZOHgtMVHNwQmp2TvDNucLmQHU03gBN0euKvfxdEZSJsrMplkGsNEPrCDUCXLl0AkEU3hm5niW/nEb22fHuSPasUs2pLjylEjHhMfa58/T+wHa89e3DGAE/3rW/35DRrAuldKmV0u8iWDDhkJZtALyjizaXIioKR/FTs8UeblrSOIdEXb8kOIAoCOkGkXVgsg+I7YhI9711N/oXbLbFnlWJMnNonHqNZWUcQBQRBoEfiFUSUdiOqqA8lB8ysXbhb2bdOrFfI9c4A8HeXm/BBdxIx8kk1tu76jIpN//HrMYJB37596dy1G2sNsykUUtTlRYuewHb84uVq8e0imPJIX2767VA69Uvwee7syTK+fX03C/+xi5xjxRfZg//QhceTdN8P6KKrRT9ZpuCLO7CdaJrJtUbDELWMGw2NkEMTbgKEDMhCK3sE+025tAmYcGO1Wlm7dm2gdq8RQhgSuxM96c9qbN3zBdb9C4I4Il/adImmxzDP5GHLopPYKkNvYqyL8PWaaqrPTQ3GdoOIHPWMGvd2byZeyqGkpASr1dqsfQcb71KvzDMnmfp4H2KSPT4+G+Yd48D6bABiprziubMuyxTOuwfJeuHEcHo/j3CTUWhl75nSJo/v/IwbCYFMt0FdppgUX4oIvH/mek5XJatLHuwwjxRT/kW3kGSZrMoisqtKaB8Wx4C4DiSYFCGu5vph+/cZnNyTT2xKOOkjvLqknShlxQcH2PtDARZbCnpXOOaqZA4sK2L+37ZTVlCldp+7GD4TST9m3NQQO+3vmNI8nbeKv38W28nQ/m0VBIFp06aBIYwVxluwUi2cSi7yP7sRZ/6ROrdP7BjJtMf6ccOvhtCxd5zPcznHSvjmtV0s+tcuzp5s+newIehjOpB03w+IYdVjcDvI/2QmjuxdAT3u5YxvO3BtAqihEQoIRk/WsNSMm4oaGpc7WqmURosQeeXPMKVeqcZF3zyKu+Lik7GWZsSsLuhNSnaJrdLJ1u9OBXlEjUcIC/PxDmmOz00N0RNeQB+viBwiMqOcixFkd8hn3aSmpqLXK+KIw+GgqCyPGU8PUIxQq1kz9whHt55FNIaRcPNnoFOEE3fpGYoWPnpBRk3bGAtXpHkmkYuaUS51fsYN4FMuFS+6ibrETIprcEhG/pNxB1a3cofOorPzs9TPMIkXn6RVuR38lH+CkxX5dAiLY2RiV0YmdmFIfCpjknuwfWkGAMOv60x4jLLfwuwKtnx7gqPbztFjWAojbulAccIOiuN3Yg3LIS+rjO/f2kvx2bq/R4HMuIFqT5XbvkQX1a76IG4K5tyEq+S034/VksTFxTFmzBisQhQrjLfgqrbck20l5H90bYO6ECanRXHtkwOY/YtBtE+P9XnuzOFivn5lB4v/s5tzGWUX2UPzMST3IvHuxQjV3kOyvZy8D6fiLAxts/vWim87cC3jRkMjFPC+wYHLhexyBW8wGhohjCbcaLQIgqgj7sYP1ItbqTKf4m+frGerliM8xsTQqZ3UeP/abAqzm5ex0tIIguBrUNzMjBsA0WAhbrbHdyJOPkdf9yZyckKznKwGg8FAamqqGh8/fpyIWDMznh5IeHS1QCLDyo8OcXJ3PsZ2A4mZ+JK6vnXvV1h3fXbBfr3Lpb7bm9Nkv6TzM24ASmUdRZLHw+XSzbqBs45E3s26UY3bW85xX/sF1JeDu6soi435x6l02UkyR9EpPIEEUwQJ7SOYeH9vOg9MRKcXkdwSu1dmce5kGXq9SKe+CQwa051efXvgNlipjDyBK+4sRbmVZB0oqvOYgc64AdBFJpNw59egUz6bUmU+BZ/dgOwM7YnryJEjSUpKolBsyzrDTHW5q/C48vpcDfuMt+kaw4ynBzLzmYG06Rrt81zWgSLmv7yd797cQ87xEj+O3oMpdQQJt3+llpZKFefI/2Ay7vJzATne5YyvGbg95D2fNDQuB7xLpUArl/Insty6HhqBRRNuNFoMQ0I3oif9RY2te79qVWaO/a/uQHRi9V1TSWb9V0dD7qLQX52lvDF3GUv4FQ+o8QDXOopP7fDLvoOJd7nUiRPK3fHoRAszfj5QbRMvSzLL3ttP1oFCIkc9iyltjLpN0aInLmjRPLVPG3TVpTV55XZ2ZjXNa8Pu1VWqRrgBOOVVLpWqcyJewsXEO8r68F2e5/0eEbuHaxI21btdblUpa84dYUPeMdaeO8q6vKPMfGYQ3YZ4yq/OHCkmc38heqMOo0XPsvf2s2XxSa6++mqlM5EARcJxdAbIOlCI03Hx7CbBEtiMmxpMHa4gbuZbauw4s42iRY+H3DnKG51Ox7XXXgtAhq4X2/Xj1Ofsp9bWmtlWF+26xzLr2UFc99QAktOifJ7L3FfIN3/fydev7FDaiPvZhN6SPo24699XY1fhCfI+nIpkv7CtvUbTEbUJoIZGyOHdDhy0cimN+tmxYwcvv/wys2fPpn379giCcNHOkZIksX79ep577jkGDx5MZGQkJpOJLl268Mgjj3DqVOhVUVwMTbjRaFEiRz6JqdMoNS5a+HirKZnSGUSuurGbGmcfKeHkrtYxtoYiRvh2lvIXsVNeQbIo3Vz0uGl/7A1kqf6OO62ZGoNiUAyXK6ozlGJTwrn2ZwMwhSlZL5JLZul/95F7ooz4mz9GMCt39GV7OYVf3YUseSb1seFGRnSOV+Ol+882aWyOWkqlALLcRlzV802TINNWDD0vpsYwP3ciB8s7q/Gtbb+na1hmvdu5ZYkCewX59nLybeWYLNV/y+ouUWUFNqoqnAyeksrY23uQ2jue7UsyWP2/k/TtMRgAAR1Ot4OqCgd6/cV/KkVT4DNuaogYeh8Rwx5W48rtH1Kx5Z06tmj9dOjQgaFDhwKwV3cVJ/Qec+rK7R9Svu7vjdqfIAh06BnH9c8NZvoT/UlKjfR5/uzJUpa8vY/PX9rKoU25uF3+O49FDL6LmCl/U2Nnzq5GZQ5p1I93xg1o5VIaGqGAaDL6xJrgqlEfL730Er/5zW/45ptvyM7OrnPdkydPMnr0aF599VVycnK4+uqrmTZtGna7nXfeeYf+/fuzYcOGFhp5YNGEG40WRRBF4m5436dkqjXdNU7tG0/H3p6J94b5x+q8297a8C2V8p9wI1piCJ/yDzVOcJ6kaENod7dJTEwkKspzV74m6wYgsUMk05/oj6Ha98jllPjujb0UFEf7ZD3YMzZQtuZln/1O7uMxuv5h/9kmfbZr87gBcCFwRvJk3XS+RLtL1SCh462sWylyKn8nvSDxeOpcInRN+2yLOuUnL/dECaB0KUrrn8joW7ozeHIqpflVnF0bRpitHYKkQ3DrcBmUY13s79hSGTc1xF77OsbUkWpcvPgp7BkbA37cQDJ+/HgiIyNBEFivm0aJxZMNV/LDr7Hu/6bR+xQEgdQ+8dzw6yFMf6I/bbvF+DxfnFvJ6k8O8dnvf2LXiiwcVf7xXIga80sir3pajW3HVlA4//6QF7pbC+dn3GgGxRoarR/BYACvTGJNcPUjcit7+IkRI0bw+9//nm+//Zbc3FxM5537vREEgWuuuYZVq1aRk5PDokWLWLBgASdOnOCee+6hvLyc22+/Hacz9K+ZNeFGo8UxJHQlZvJf1bhq33wqfnoziCPyIAgCV93YVe0kU1FkZ0e1sWko4N1Zyh8eN94kDL2NLEMfNa5Y/luc5w769RgtiSAIPuVSx48f93k+pXM00x7rh86gnCaddjffvr6b0ogphA24XV2vdOULPl1+JvZOVj2is0uq2NOE7lI+HjfnmfiddHnuXCXrXIRfoibFNZS5Inkj43ZcsvJ3iDeW8njq54g0/XXHVncQczmVyXRUgoVh13Zm7O3ppHSJJrykM7GFgwCRnOKTVNmqLpqie77HTU1WT6AQ9EYSbv8KMbJaIHQ7yf9kJs78owE9biAxm81MmTIFAEnQs0SagSus2i9Klin44rYmt9muEXBmPTuI6381mM4DEj194oGKYjubvj7Ox7/dxKYFx6ksab4QEDP174T1v0WNrbvnUPztk63mBkVIYzCA6Ll01SaAGhqhgbfPjSa4atTHr371K1588UWuvfZaUlJS6ly3S5cuLF++3FPuXo3JZOKtt94iOjqarKwsNm2qv9y+tRNQ4Ua7SNG4GBEjnsDUeawaF3/3DLaT64I3IC9iU8LpP76DGu9anlVvZ5nWQiA8bmoQBIHszg9hQ8mWElxVFMy5CckRGu9NbXgLN8eOHcPt9hUD2vWIZcojfRF1yg+B0+Zm8b93Y+35IrqYanNjyU3B3FtwlSmGzUmRZoZ28nSX+m5P442cfTJuJN8xFco6yiTPqbvLJWxSXMNxaypf5U5W496Rx7mpzQ9N3l9SahQCkLG3QF0miAJdBycx9vZ0eo5qA6Ibl6GcCsOZC37svf1Rai5GK8OSsTtkNasnkOij2pJ4x3y105lkLSTvwykhbYbbs2dP0tPTAbAJ4XzPbDBVZ8S57OR/PAP7me3NOkZKWjRTHunLbX8YRs8r26jfawBHlYtdy7P45HebWPXxQQpzmi58C6JI/I0fYupytbqsYvPblCz9lXZd1EwEQfDt5GbTJoAaGqGA6NUSXNY8bjRaCIvFQvfu3QFCvrEKBFC4SUlJ4e233w7U7jVCHEEUSbh1rleLWxcFc25sNS1uh0zrRESsMiGT3DJr5x4JiQtuMcxLuLFa/b7/5LQ+rDfMUGNn3kGKF7We7mCNpWvXrmpbcJvNRmbmhf4pqb3jmfJIX3TVPicuh8SSdzNxDX/X0+Wn4hyFc25GditpmNf29+4uldvo7lKOi5gTKwic8GoN3ukSNymu4Yf8UWwu7qfGU5PWMyJmd5P21aZbDJ0HJHJwYw4/fXMcW6UnfTauTTijbuxBhyEWyqOOgSCzZcsWigpL1Mm8IAqqeCNaLLh0Znb3e5KNsTdRUdwyE0lT6kjib/pYjd1Fp8j/aDqSPbS64dUgCALTp08nLEzJhiqU4tia8LCnzbajgvwPpvglyy82JZyr7+zJnX8aycCJHTGaPd83yS1z+KezfPHiVhb/Zw9njhQ36dwv6E0k3vUNxg7D1GXl6/5O2aqX6thKoyF4l0vJDk240dAIBQSf760m3PgLWRZa1aO1IUmSem1fX+ZOKBAw4SY6OpqHH364/hU1Llt0kSkk3DH/vBa31yM5q4I8MjCa9Yy6ubsaZx8t4eiWphnNtiRieJj6b39n3AC0b9+e07ru7NWNUJdV7viIiu0f+f1YLYHRaKRzZ4/57eHDh2tdr1PfBKY90Q+9UTllul0SS+bpcA/8s7qOPXMjJUt/BcCUPilUV9txtszGjkZ2l7qYOXENGeeZFHe4xL1uFATeO3MDWVWeH977OnxNR3Pj76AYjDqGTk8jvl0EO5dnsf7Lo2QdLPR5fsptIzBFK2+y0+lkyQdbWfnhQfatOYPD5kKo/gMLJhOnOk3FboomseIolihDrccMBOH9byFm6itq7MjeQcGcm1QBMdSIiIhg+vTpary/0MLZ/i+AWG0ubS0k7/1JF3Rza/LxYk2MnN2Vu/96JVfe0FUV62vIOlDIon/uYt5ft3Ns27lGl8GJpkiS7l2CoY3HcLl05QuUrXvNL+O/XPGZAGqlUhoaIYHgnXGjlUpptBCff/45eXl5JCYmMnLkyPo3aOVoHjcaQcXUcdh5LW63U/zNY60iuyWtfwKd+iWo8cavfe/Mt0YCWSoF0K6dkiG1Q38154T26vLiRY/jOHfA78drCWrKM0ARbi722euQHse1Tw7AUH13XnLLLF09EHfqTeo65Rv+ReXer0iIMHFlV89nZ3Ejy6W8S6UuzLhRTIozvbJuul4G5VIADsnI6xl3UuFSsjBMopOn0j5pkllxfLsIbvz1ENKHp3BqTwE/vLOfeX/dxrHt57CWOTCZTIwa5emAd7rkMGWFVaz/6hgbvz5OfpbS5jknT+R0+3HEFh+hw9kN6HSi31tN10XkqGeJGOnJerMd/YGiBQ+3inNoU+jVqxf9+3uEjqUHq9BN+jc1xlHusmzy3r8Gd7n/hHSjRc+ACR25408jmHBvL+LbRfg8n59VzvL3D/DZ/21mz+rTOGwNNzIWw2JJun8Z+kTPeaZkyS8p3/xfv43/csM740YrldLQCA0Er85SmsfNpc2JEyfo3bt3rY+W5PTp0zz99NMAvPjii3UaHIcKmnCjEXQiht5HxPBH1bhy58dUbHojiCNSEASBUTd3U7Msqsqd/LTwRD1bBZdACzcWi4WEhARkQcca4/VIxhgAZGfo+t3U1L4ClJWVkZube9F123aL4bqnPK3CZQmW7b0LKaqXuk7R/Adw5h3i2n6ecqkl+3JxNeJuvW/GTe0mvN7lUnGim1jBP11xWjv5jnjezLwNqTolN9FYwuOpc5tkVqzTi4y/uxdTH+1L92Ep6PQipXlW1ZB6yJAhSrcjwG4oIml0GZ37J3BwQw5r5hxm74+n+Wl9JSZHKe2z12IuVz47Ndk4LYEgCMRO/weWPteryyp3fETpyhdabAz+ZsqUKWrHN0mSWLjfTfS1nt8EV+EJ8t6fhGRtXCZbfeh0Ij2GpXDz80O59mf9aZ8e6/N8eaGNDV8d45PfbmLzohNUljZs8qGLSCLpgRXo4tLUZcWLHqdy56d+Hf/lgrfHjVYqpaERGohGr0w5++Vxs6lFCHYXqQB1lWoulZWVzJ49m4KCAmbOnMkjjzwS7CH5BU240WgVxE7/J6ZOV6lx8ffP+HTqCRZR8RaGTvNcbB9cn8PZk43vEtRS+HjcBEC4AaVcCqBSiCar21PqclfeIYoXPhGQYwaSiIgIOnTwmFEfOXKkzvVT0qKZ8fRAzOFKSYxbNvPjmV8j65WJpuyoIP+zG5jYLQJDtflpQYWDLaeKGjym+kqlAEplHQWSx5vjcjApruFARbfzzIpPcHObpU3eX/v0OEbf3I3pT/Sn//iOmCzK+28wGBg9erSykgx79u7iihvbcfWd6RTmVLJx/nHKS90k5u8msXAfclUVbtfFBaRAZeIIoo6Emz/F1MmTIVS26iUqtr4bkOMFGrPZzMyZM9U4Pz+fzeWdfboROs/uI++j6QERiwVBoGOveGY8PZCbfjeU7lck+4hxdquLHUsz+fR3P/Hjp4caZF6vj25H8gMr0UVXZyrKMoXz7sW672u/j/9Sx6c7jVYqpaEREviUODovn+uVy5EuXbpw4MCBWh8tgdPp5MYbb2T79u1cddVVzJ07t0WO2xIEXLhxu928+uqrjBgxgk6dOjFkyBDuuusu/vnPf7JmzRpKSkoCPQSNEEBpcTvPy6zYTcGcm3CVZAV3YED/CR2Ia+sRRNbMORLwlr9NJdAZN+ARbgAOWVOIGvOcGlfu/JiK7R8G5LiB5PxyqfpI7BjJzGcGYolSsl6sUlu2lfxSfd6VdwjXkscY3cRyKXsDhBuA416twTvqnBhpnZ/LQLAkf7SPWfGUpA1NNisGEHUiRoseg0nns3zgwIHExMSAAJJbYu3atfQc2ZYRs7ooptMClEd2pDC2J7IMQnUXsNpKlWom/wVnKji0KYf967I5uDHHL+cTwWAm4a5v0Cf1VJcVLXyMqsPfN3vfwaBz584MG+Yx9v3pp58o6nSzz/nGkfUTBZ/ORnYFLusisUMk19zXmzv/NIL+Ezr4fD7cLomDG3OZ+8IWvn9rLznHS+osUdPHpZH0wArEiCRlgSxR8MVtVB1eErDxX4r4mBNrpVIaGiGB5nGj0RJIksTdd9/N0qVLGTBgAIsXL8ZisQR7WH4j4MLN888/z69//Wu2bNlCVlYWO3fu5LPPPuPZZ59l/PjxxMfHk5aWxuzZs3npJa3bwuWMLjKZhDu/Bn11N6fKfAo+Db5ZsU4nMua2HmpcmF3B3h/PBHFEF8dbuHFbAy/cnD17FsvY32NKvVJdVrzoCRxn9wfk2IGiRw/P3/fcuXMUF9dfghHfLoJZzwwkPEb5vJ5zjeCY7Tb1eeveL7knco0a/3DgLA5XwybodXeV8pAtGbBVlwzpBEi9LEyKa/CfWXFd6PV6xo4dW3NI9u7dy4mDp9nxQyYxSWH0uiKB0qg0Dva8m4zUKZSfLVNWFTwZGjWT+aLcSrYuPsmXf97K6k8Ps/bzI/z42WHmvrCFnGMlzR6rLiyOpPuWootsoyyQ3BTMuRn76W3N3ncwmDBhAgkJHvHzm2++wTT2D0QMe0hdZju2goIv7kCWGl8q1xgi48xcdUM37v7rSEbM6kJYtNHn+Yy9BXzz9518/coOTuzMu2gnOUNiD5LuX45oqS7Dcjsp+OwGbCd+DOj4LyUErauUhkbIoXncBIZgd5FqbV2lnnzyST7//HO6d+/OsmXLlBtvlxABF27mzJmDwWBg4cKF2O128vLyWLVqFa+99hp33nknffv2JScnh4ULF/LCCy8EejgarRxThyt8zYqzd1D8zaNBN9ps2zWGniPbqPGWxacoL2p9KdotkXGTlJSEwaCUCcmyzNm8AuJv+xwxLF5ZVuN3E0JtiRMSEnwmiA3JugGlrfCsZwcRGa94Lhy23U2Bc4D6fOruF+iuU1rcl1idbDxe0KD92hvgcQMgIXDKy+smTeegVRUZBxh/mhXXRd++fYmPr/58SzKr5+7HVuGkz+h2jLmtB8O2/Qmjo4xTnaaw5quTZB/1CH+SJCMIAkU5lWycf4wdSzPR6UUGTUpl4v29GTQpFbdbYul/93H6cMPL6S6GPqYjifcuQTAp3jyy00r+R9NxFhxv9r5bGoPBwKxZs1QRrLS0lGXLlhE7403C+t2srle1/+sWM2Q2hRkYNCmVu/40kqvvSie2TbjP8+dOlfHD//Yz5w+b2bPqdK2G9sY2/Ui87wfP38hlI//j67Bn/hTw8V8KCGbNnFhDI9TwyZRzXE43mTRaiueff5633nqLjh07smLFCpKSkoI9JL+jr3+V5lFSUsLkyZO57rrrAGWCNG7cOMaNG6eu43Q6OXDgAHv27An0cDRCgIgh9+LI3kHFT4qAU7nzE4ztBhF55c+COq4Rs7twak8BtkonLrubDV8dY8ojfYM6pvPxFW6sgTmGKNKuXTsyMjIAOHPmDKmpVxJ/8yfkfzgNAFf+YYoWPk78TR/5ZB60ZtLT09mwYQOg+NyMGDGini0UohMtzHp2EIv+uYvS/Cp2Wn/NmMhHMIkl4LLxV9Pfuc39N+yYWbwnh3Hp9fyQCOd53EhuBGTki7yPGZKBniiTl2hRIkaUKJF1ta5bG63gBkmzqDEr/mXnDxAFWTUrfvXkfUgo78PE4S82+zjxKTI9BoDZ2hZ7uZHcsrP87v9+wuFy8k/rOYZt/wvHO88kkwms+OU3/HPe3ej1IqIoIEkyaz8/Qs7xEtp1i6HPmPZ0Hax8DroNSSahfQTL3z9A5r5COqTHNXusxrb9Sbzja/I+nAqSC6kyn/wPp5D86EZ0EaF1IdOuXTvGjBnDmjVrANi9ezfp6en0uOljJHsZtiOKt1Hl9g8QLTHETH21Rc45OoNIz5FtSR/ehswDhexekUX20RL1+bL8KjbMO8bmhSfoNjSZPmPakZQapT5v6jCUxHu+I/+DycjOKmRHJXkfTiX5wdUY2w0M+PhDGdHkZU5sb303UDQ0NC5E8DEn1gRXDf/yz3/+kz//+c+kpKSwcuVKOnbsGOwhBYSAZ9z079+/3rtgBoOBAQMGcPfddwd6OBohgmJW7DHaLP7+WWwn1gRvQIAlwsjI67uo8cnd+WTsbVgGRUvhI9xYAyPcgG+51OnTSkaJpccUosb+Sl1u3fUplSHkd+Ptc5OZmYm1Ee9fZJyZWb8YRGxKGHY5gd1Wjw9Hov0kT/IeAMsPnsPmrL+kw6731dTr8rmpOM+kuJN4+Zn++dusuDYKz4KzOIKI8i649BU4o3NwuF0gCDgEJQOt68mF7D+4jtzSIgxGnepps+GrY+QcLyGuTTjDZ3ah8wAlu8vtVErnug5OIiLGxKk9+dgq/HMn0txtAvE3fqDGrsIT5H90bUh2fhs1ahRt23q6tH377bdU2hwk3D7P53eifP0/KPvxLy06NkEU6NQ3gZnPDOLG3wyh6+AkvHUjl1Pi0KZc5v11O/P+uo1Dm3JwOpRzgDltFAl3fgM6JWtOtpWS98EknOcOtuhrCDV8zIm1CaCGRkjg43GjlTj6h2B3kApgZ6nvv/+e4cOHqw+HQ7m29V72/feKh9/u3bt59tlnAUhLS+PPf/4z99xzzwWPmpuzoUzAhZvHH3+cH3/8kby8vEAfSuMSQtAZSLj9K1+z4rnBNytOH96GNl2j1XjdF0fVi/DWgBgepv5btlqRpcCY1XoLN2fOnFHF2ehrXvLtDrboCRxn9wVkDP6mbdu2REREAEoJ2NGjRxu1fXi0iZnPDCK+fQR5ris4brtRfe46ljGO9VTYXaw5kl/vvhyib8ZMXeVSABluX5Ni8TIql6phSf5ofirur8bNNSu+EIFzpwUknR2b5RxhyeVERCvvswsBGQEZcFWVUG6zqt+JjH0F7FureGKNvL4rKZ2jEXXKT6/OICJLMpIkYzDrMYUZ0Bv997McPvAOn05MjjPbKJh7C3IdQmBrRKfTMWvWLPTVgqbVamXx4sUIBguJ93yLoc0Add3S5b+n/Kc3gzLOpNQoJj3YhzteGsGgSR0xRxh8ns/LLGf1J4f5+Ncb2TDvGCXnrFi6TyThti+h+jsvVRaQ9941OAtPBOMlhASiWTMn1tAINTSPG43GkJ+fz5YtW9RHzTWV97L8fOV6uqTE0xjgp59+4uOPP671cfx46JWMn0/AhZtbbrmF2bNnM2PGDHJzcwN9OI1LiAvNigso/Pz2gJtQ1oUgCoy5rQdi9Z308iIb27/PCNp4zsc74wYCl3XjLdxUVFRQWqq0SBd0euJvnYsYrmQUyC4bBXNuDgm/G1EUfUyK62sLXhthUUZmPTuItt1iOGy7j2KXZ3/PyW/QhrN8t7d+81zvUimo26AY4LRkwFWt1ZgEmTZiaE3M/YPA+2eu9zErvr/DfFIt2X47QlZOBZn6bdjClN+yjl2VN92Jvlq6AQPK+UkQBBw2FxvmHQNg6LQ0UnvH++xPlmQEUSA/s5zis5UIooDk9ohuTocbe5ULR1XT/56RY54jYsRjamw7/D1Fix4Lum9YY0lMTOSaa65R4yNHjrB7925EczRJ9/+APqG7+lzxoiep3DUnGMMEICrBwohZXbnnr1cy4d5epHSO9nnebnWxZ9Vp5vxhM4v+tYuzjpHE3fAxNak67vJc8t6dgKvkdDCG3+oRtFIpDY2QQ/O40WgM99xzD7Is1/m45557ABg7dmy963qvH8oEXLgB+M1vfkNBQQF9+/bll7/8JevWraMyQMapGpcW55sV2zM3Ur7+tSCOCOLbRjDgmg5qvHtFFoU5rUOYuEC4CdD3LCIigtjYWDU+c8bTZUsf3Z74mz5RY8XvJjQmit7lUsePH8fpbPzFhcmi59qf9afzwLbstP4Op6xkQYULVl6UX2XtwWysjron4pIo4hQ8p+e6SqVAyfjIljx39y/HcilQzIr/lXEXFS7lPTeKLn7W6VMiDP76HghkHQcE5bMckwhRcTIOwZMhZZA9f6v9a7Mpza8iuVMUfUa389mTLCuijdstcXCjIual9UvAaPGIdvvWnGHxv3ez+pND7F6ZhcPWeAFHEARir30dS+9Z6rLKre9RtvpPjd5XsBk6dChpaWlqvHTpUkpKStBFJJH0wHJ00Z7zcuG8e7AeXByMYaroDCI9hqVw/XODufn5ofQe1Rb9ee3mzxwuZuk7+5j/VSqlXT1lXu6STPLem4C7/GxLD7vVo92519AIPTSPm0AhtLKHRiAJuHCzZMkSBgwYwMmTJykqKuK1115j3LhxREdH06NHD2655Rb+9re/sXz5cq2cSqNWIobcS9gAT5vlkuX/hyN3bxBHBEOmphEZp9z1kySZtXOPtAphQjQaweCZwAdKuIELy6W8sfSYTNS436ixdddnVG57P2Bj8RdpaWkYq+uwnU4nJ0+ebNJ+9AYdEx/sQ+dRQ9lr/bm6vIdwlAcdH7PyUP3nOoeXz019GTfgWy6VIrowEZgyudZOgSOONzNvRap2XU40lvBwr/mIgn8y9UoLodSr+VPHbjIOPJNxo6wcx1rmIPd4CaJOoNdVbbGcVzZTY6B7+mARZw4XExVvVg2LZUlWRBoZRJ1A5v5CNn59nLkvbOHk7vpL7c5HEHXE3/IZxtSRntex4g9UhJAHFShZcTNnzsRUfefW4XCwcOFCJElCH9ORpAeWI4YnKitXl9cG2xuthoT2kYy9PZ17X76S0bd0J66tr8heWWJn3bahHLA9ri5zFRwj772JuCsLW3q4rRrR7JVxo5VKaWiEBN7eVJpwo6HRNAIu3Pz2t7/Fbrczffp03nrrLV5++WVuueUWevTowcmTJ/nqq6/4zW9+w5QpU3zMBzU0vIm77j/ooqo/H24HhV/ehewK3onfYNIx+hZPan7u8VIO/9Q67ozqwjw+N8ESbgCiJ/zR12D6258FXXCrD71eT9euXdW4oW3Ba0MUBUbf0p0OU+4j0z5FXT5TXMDJ5V/Vu723z019GTcAebIOa7VYIQqK183lyoGKbnyZ63nPe8ae4obOK/y0d4GsY567SlGxUNDG06mpplRKFAXyT1cQFmkkoX2EalQMqCJvWUEVR7eeo6LIRrchyYRFK+KbIAoYzXoGTUpl5s8HcuefRzLs2s4YTDqWvrOPncszGz1q0WAh8a5F6BM95XtFCx6i6sgPjd5XMImOjmbq1KlqnJGRwZYtWwAwJPYg6b4fEEzV3ZtcdvI/mYH9zPZgDLVWjBY9fce255bfX8GsZwfSbUgSos7z2Thpm8WhqvvU2HluP+fem4RkKw3GcFsl3nfuJa1USkMjJPAxJ3ZenlnBGhrNJeDCzdGjRxk4cCCLFi3ikUce4bnnnmPOnDkcOHCA8vJyNm/ezH//+18efPBBhg4dGujhaIQoYlgscTd4OqQ4z+6ldOUfgzgi6NQvgc4DEtV409fH/dYRpjn4tgRvGeEmNzcXl8tXXPD43SjvkeJ3cxOSvTxgY/IH3uVSR48eRWqGwbMgCAyZmkb8zH9T7k5Vl0/Lf5EDa3fXua13Z6mGCDcg+GTdpIkO/GbvH4IszR/lY1Y8scNmhifv8cu+y4sFir0SX0736aq+04bqjJvis5VUltqJSrD4tIGWJRlBEHA53BzdepZTu/NJ6RJN2oBEjGa9z3qgfIbCoowMmdqJ0bd2JzzKyN5Vpzl3qqzR49aFx5N071LEyGofIMlNwZwbcZzZ0eh9BZN+/frRs2dPNV65cqWasWtsN5DEexYj6JWsDNleTv4HU3DmHQrKWC+GIAi07RbLxAf6cPdfr2TYjM5ExCmCxHH7bRyzebJMXbk7OfbKePJOtI6bA8FG8DYntmsTQA2NUED0KXHUvrd+I9gdpALQUUrj4gRcuElJSfEx/PTGbDZzxRVX8NBDD/Hf//6Xn376KdDD0QhhLN0nEjH8UTUuW/sK9oyNQRwRXHVTN9WzwFbpZNOC4DuWt5Rwk5ycjE6nvHa3283ZsxdOKvTR7Yi/+VPVdNNVcJSiBY+0irKyi9GtWzdEUTk1VlZW1ppN1Fh6jemCaepHuGXlwsUklmD79n72/XjxzAmH6C3cNKzMJ9PL5yZalIgRLs9yKQWB909fT2ZVG3XJXd0XkxpRvzl0QzjtlXVTFRtJdnvFw6Ym48YSpfyta7pEybLSPaom8+bwT7nsX5uNOcJA71HtSO4U5b17dT1BFFQRp0N6HEOmpVFZ5uDIFuX7VvNcQ9HHdSLpnu8RjNUd1ByV5H00DVdh08oCg4EgCEyfPp3w6nOd2+3mm2++UcVjc9ooEu6YD9XfIclaSN57E3EVZQRryHUSFmVkyJRO3PmnkUx9rB8de8dz2H4vJ+0eXyKLdSen35rO/L9u8GkpfjkiepsT27SMGw2NUEArldLQaD4BF26uv/56tm7d2qonahqhQ8zUV9DHV5eyyBIFc2/BXX4uaOOJjDNzxXSPWeahTblk7CsI2nig5YQbvV7vU954MYHD0n0iUWO9/G72fE75hn8FbFzNxWKxkJrqyY45ePCgX/bbddwYNif/Qo0TDbsoWPRL1n15FMl9ocBib6THDUCFrKNA8pRYpeku77taDtnI6xl3UuG0AGDUufhZvzkkmIvq2bJ+KsoECr1OPXv69cctihirzYmjEix0SI/l3Kkysg4UIgiC2o3uyOZcNi44gd3qYsCEjnTqV92F7SK/k95lVjq98m9rmeOC5xqKsd1AX2GjIo+8DyaFlBFueHg4M2bMUOPc3FxWrlypxpb0qcTf/ImnU1NZNufeG9+qOzWJokBavwSufbI/d7w4EuNVfyVbmqY+n2jYSeeCn7H2k118/OuNrP/qKEW5l1+jB+8JoGZOrKERGggGr1Ip7XurodEkAi7cPP/880iSxJ/+FHodLDRaH6IxXLkYr55wuMuyKZhzE7I7eCVK/a5uT0KHCDVe/elhqsqDN2EWvT1uAtQOvIZ27TydcnJyLp7JED3hBUydx6pxydLngp4tVRe9evVS/33gwIFmlUt503nG06yXPL4/XczzKdn4Lt+/uRf7eS2ffTNuGt5N6JRXuVSq6EB/meeuFjji+O+BG3FX+/9EGyv5eb/PiDQ0vxPc6WMCNVpLRVQkx7p3U0ulRFGg29AUnDY36748yuaFJzj8Uy7L39vPyo8P4XK4GTG7Cz2vbIOpupNUjWFxXVSVe851LmfTsy4s3ScSd/27nn0VniDv/clIVSVN3mdL0717dwYPHqzGmzdv9vGlCu9/C7FeXQndRafIe3c8rjL/ZF0FkuhECyOv786Ql77G1d6TeZNg2M3wiF/jtpawd/UZPv/jFr55bSfHtp3D7bw8MuxEs3bnXkMj1PDJuHFc3jeV/EqwS6O0UqkWJeDCzcyZM+nfvz8vvPACt956K4cOta46c43Qw9RxOLHTPC3B7RnrKf7+F3VsEVh0OpEJ9/ZCp1e+TlVlDn787HDQssx8M24CK9x4Z9zUJdwIOj0Jt32JLqZj9cDcSrZUReM75LQEvXr1UifR5eXlZGVl+WW/V3SO56P4X3FC7qwu62d5nfIj6/j6lR2U5lepyx06b3Pihk/QT0sGHNUfPYMAHcTg+y4Fm8Mlnfn4yHVqnBxWxM/6zsWka96kz1ohcNbro3Ggd290Jo/40nNkG6Y82hfJJbNjWSarPjnEsR15tOsWw7g70uk3roOPr01dOGwuTu0tYOcypbwurV88eoOuWeeZiMF3EzPlb2rsPLuX/I+uRXIE9rzhTyZPnkxSkscceuHChRQXF6tx5LCHifH6vXAVHifv3fFBzdRsDAaTkbRHvyRs4J3qsjj9AUZEPIdBUHyOco6VsPz9A3z0642s+/Io+Vnll3SWs1ZyoaEReghGr46nmjmxhkaTCLhws3btWhYtWoQsy3z55Zf06dOH7t27c/vtt/Pqq6+ycuVKCgu1VpcajSNi5BM+F7IVm/5D5a7Pgjae+LYRjJjVRY1P7Sng0KbcoIylJTNuvIWbgoICbHX4DegiEkm47UvQKT/e7rJsCr+8A1lqfV4N4eHhdO7sEVf27dvnl/0KgsC1Q7rxK+F3FMkxAIiCi6HhL2A7e5L5f9tOiksR3hy6xpdKAbgRyPTKuumis6PdBoFNZwfy9cnxapwWlcMjveaha2ab8NPHBQS78vdxGQxU9U72eb5T3wRufWEYkx7ow5SH+jLl4b5c++QAel2pfHdkSVYe1RNt7wm3LMlUltjJ2FvAyg8P8uOnh7BXuegyMIkewxXvnoZk6dRF1JhfEjXmOTW2Z26kYM6NQc1ibAwGg4Ebb7wRg0E5r9hsNubPn+9jlh416ufETHlZjV35R8h7b0KrFY7PR9Dpib/xQ8KveEBdFqM/yqjY5zAKHpHKVulk349n+Oov2/jyT1vZvTJLLam7lPDpKuXQhBsNjVDAp6uUZk6sodEkAi7cnDp1im+++YYXXniBmTNnkpqayvHjx/n888/51a9+xaRJk0hKSqJjx44+9eoaGnUhCAJxs97G0GaAuqzo64dwZO8K2pj6jWtP+/RYNd7w1TGfDIqWQgxvmXbgAHFxcZi87n7m5tYtVpk6DiNmyitqbDu2grLVfw7Y+JpD37591X8fPHgQdyOyXuri+sHtyReSeF74LQ5ZEWdMYglDI36Ps6KMGeWd6WGP9RFuGlMqBXBC8lwgxYoScc0UJy4VlmZdxaozV6hx3/jj3N3jW5ojbLmcApZDnuwNW2o8EdG++zMYdXQdnETngYl0HpCIziCqvkaCKCiPagGmNL+KrIOFbF+awaLXd/PlX7bx/dt7ObW3AFEU6Du2PWNvVwz//ZVVET35r4QPvd/zGo4spXDevch+KhEMNImJiVx77bVqnJ2d7eN3AxA15jmir3lRjZ3nDpD33jW4K0PjxpEgisTNeoeIkU+oy8Kl40xKfZ7eQ0R0Bt/LucLsSjbOP85Hv97I92/u4cTOvEumlMq7O41s04QbDY1QQPQWbrRSKf8hC63roRFQGpaj3QxSU1NJTU31EWXKysrYs2cPu3fvVv9/4MABvvvuu0APR+MSQjSGkXjnAs6+MQTJWoTsspH/2fWkPLENXXh8i49HEAXG392TL17ait3qwml3s/LDg8x6diCiLuAaqYpPqVSAM25EUaRt27acOnUKUMql0tLS6twm8sqfYc/YQNX+rwEoXfVHTKkjMXebENCxNpb09HR0Oh1ut5uqqipOnDhB9+7dm73fdjEWruySwIbjPfm78Di/5XUAonUnGRj2N7Zb/4/x1o44Eq5CPnMCAbnRwk25rCNf0pEoKoJNF52DIlfAT/chgMAXxycTbaxgSJJiOj0yZQ8l9kgWnGr650/MLCU6NZzS2BgA0nrKSJKkdierdZvqc0JeZhk5x0ooPFNBzolSygo8Yq8oCMSkhNG2azTt0+Po0DOWqAQLgqB0mmqKMXFtKEL4f5GqStTvpXX3XERLDLHX/afZWT0tQb9+/cjIyGDnzp2A4neTmprq0zY8evzzyG4HZasVzz3n2b3kfTCJ5AdWIlpigjHsRiEIArHXvo5gsFC+9lVlYckRuuse4orf/cCpYyaObD5L7olSdRtZksnYV0jGvkJM4Xq6D0kmfWQbEjtGhsTftTYEs1dXKa1USkMjJBA04UZDo9m03GzSi6ioKEaNGsWTTz7Je++9x/bt26moqGDv3r3BGI5GCKOP60T8rZ+DoHyU3cUZFH5xe9DKbyJizYy5rYcanz1Zys5l/vFHaSgtWSoFDfe5qUEQBOJveM+rO5hMwRe3tzrDULPZ7CPU7N+/32/7vmFwewB+YALzxevV5W2MG+hh/hgAIWYo+3vfj1s0NsrjpoYTXuVSHUQnBi6Nu+3NRUbkvcOzOFLi6Rw2NXUD49ttbvI+XbKOQdWCAUBkDOzZs6fe7TL3F/LDO/vZ+PVxjmw9B7JMu+6xSlbNbT24/leDmf2LQUx6oA99RrcjOtHz3faXaOPZn46EWz7D3NUjYFX89BalK1/w63ECyZQpU3z8bhYtWuTjdwMQfc0ffUrDnNk7yftgMpKtrMXG2RwEQSBm8stEjf8/dZmr8DjFH42nRy87s385mNv/OJzBU1KJiDX5bGuvdLFvbTbz/rqdL17ayq7lWVSWhp7w4VsqpU0ANTRCAc2cWEOj+QRFuKkNnU5H7969gz0MjRDE0u0aYiZ5ym1sx5ZTuvz5oI2n25Bkul/h8bnY9t0p8jJbblLgI9wEuFQKGi/cAIjmaBJu/wr0yg+5VJlP4dxbkRuZWRJo+vTpo/778OHDOPx0sTGpdwqRJiUD5g3pTkpSrlaf626eQ1vDjwDkJw5k58CfY8JU637qIlsyYKtOW9UJ0EkXGp4lLYFLMvDG/ls4U+GZ5N/c9QeGJDZNnHMKOpLy8+ngZWK9cuXKOj2fAOLbhWOJNKj/HjylEzN/PpDRN3en96h2JKVGYQoz+GwTyCwJQW8i4c4FGDt4ysnKVr1E+cZ/B+yY/sRgMHDTTTdhrL6za7PZmDdvno/fjSAIRE/+K5FXPa0uc5zeSv6H05Dsze801hIIgkDMNS8QM/mv6jJ3SSbn3hmDM/8IMclhDJ/Rhbv+PJLrnh5A92HJ6M8rpSrKqWTTguN8/JtNfPfGHo7vyGtWl7KWxLtUCqcT2U9lrBoaGoHD1+Mm9ATj1oost66HRmDxq3CTkZHBsmXL+OKLL/jiiy9YtmwZGRkZ/jyEhkatRI55DkvfG9S4bM3fsO77OmjjGX1Ld/VupyTJrPjgIE5Hy1xctmSpFPgKN8XFxVgbeExj2wHEXfcfNbZnrKdk+e/8Pr7m0L17d3US6HA4OHbsmF/2azHqmN5fed8kdPzD/Cv0SZ6Sjv5hrxKtOwJAeWRH9G1uJNFladQxJASf1uBdRAeaSbGHKpeFf+29g0JbNACiAPf3/IYeMacavS8nSgew/rv3ILiU73llZSXr1q2rc7uIWDM3/mYoA6/pSMGZCrYvyWDP6tM+hrKy7L+SqIYgmiJIvOd7n89j8eKng2r+3hgSEhJ8/G5ycnJYsWKFzzqCIBAz7TUiRjymLrNnbgy5jlpRY39FzPR/qrG7LJtz74zFce4AoGRldUiP45p7e3PvK1cx7s502nSN9tmHLMlk7i9k2bv7+ehXG1n7+RHOZZS16q5U3nfuQZsEamiEAoLBcz0iObUbSRoaTcEvws2cOXNIT0+nS5cuTJkyhdtuu43bbruNKVOm0KVLF9LT05k7d64/DqWhUStK+c37GJJ6qcsK592L89zBoIzHFGZgwj29oHq+VXLOyk9fH2+RY7d0qVRMTAwWi0dUqM+g2Jvwoff7dAcrX/sq1oOL/Tq+5mAwGEhPT1djf3WXAk+5FMCaDAeuGV8gWhRza73gYEjYbzEJBcoK+ghmlnelsyO6tl1dlFNuo3oHJFKUSNRMin0ocUTxr713UOFUPr8G0c3jfb6gffjZRu3HKSjCTbjVStsjGeryzZs3U1BQUO/2I2d3ZcbTA5ElmQ3zjrFpwXHOnVKy9ILhQ6ILjyfp/mXoYjqqywrn3UvVodDwoevbty+DBw9W4y1btnDo0CGfdRS/mH8TccWD6jL7qbUUfDITydnypvJNJeqqp4ib9V+o/pxIFefI+984HDm+pXpGi55eV7Zl9i8Gc/uLwxkytRMRceeVUlld7F+bzfyXt/P5H7ewc1kmlSWtTxTx9rgBkDThRkOj1eOdcYPTGTLm9xoarYlmCzdvvvkm99xzD+PHj2fVqlXk5ORQVVVFVVUVubm5rF69mgkTJnDvvffy1ltv+WPMGhq1IpoiSbhzAYIpCgDZUUH+p7OQbKX1bBkY2vWIZcAEz8Rn39psMg8EvoOJ0MLCjSAITSqXqtk2btZbGJI9ZZJF8+7BVZThzyE2C+/uUseOHau3/KWhDOoYQ+dET3bU1ydNJNw+D3f1aTlMV8po3RPoZOVvaEDEIusbZe5fIYicre5chQxdRdeFDQCC8WhF5FoT+fe+27C7lfcpTG/n6X6fEW8urmdLDzUZNwAdD5/EVj3vlySJZcuWNWgf7XvEcuefR9LjihSObDnLmrmH2bfmTNDKV/TR7Um6fzlieKKyQHJTMOcmbKfWB2U8jWXy5MkkJ3tKVhcuXHiB340gisTOfJvwwfeoy2zHV1Lw6fXIrtARAyKGPUTc9e97xJvKAvLevRr7me21rh+TFMaw6zpz159GMuPpAfQYloLe6Hs5WHzWyk/fnODj32xk8X/2cGz7uVZTSuXdnQY0vwwNjVBAMPqW/cpa1o1/kFvZQyOgNFu4ee2113j55Zd58803GTt2LCkpKZhMJkwmE8nJyYwZM4Y33niDP//5z7z66qv+GLOGxkUxJHYn/uZP1NhVcIzCL+8OmrI//LrOxLeLUOPVHx+iqiKwF5k671KpFvC4AWjXrp367+zs7EZtKxrDSbj9KwSjMm6pqpiCuTe3molT586d1Ywit9t9wZ37piIIAjcO7qDGX+88g7HzON4SZqnLzBEFjHE8iuC2stdUwH5z44W/GpPisMqOdLe2pYcjEkH7cfXhZFkH/nfwRqRqT6AYUwVP9/uMCEPDvj8OwSPcmN1OMg971Kljx45x9OjRBu1HFAUm3NuLyf/P3nmHR1Wlf/xz79T03kkhdELvvUrvRUFEBBF17bqWXcuuq7/VtZe1rAWkCIoFUBRQUHrvnRAgBdL7pE69vz8mmclAElImBbif58kD58y9555JptzzPe/7fRd1Ii+tmB2rz1NSUP+bW7O5bp9/qoC2BN67yS6Gm0rJXDoJQ8qxes+poVGpVNx+++22VEe9Xs+PP/6I+So/FEEU8Z3xBa7d5tj6Ss9vImvlHUimG0cQcO81H79ZK0C0vhYtJblkfHEb+qSqTbcFUaBFe19uW9CRBW8OYsS89oS28XY4RpIg6XQ2v395mqXP7WbbqljS4vObNpVKpbKJVCCnSsnI3AiIcoqjjEy9qbdwk5aWRo8ePa57XI8ePUhPT6/v5WRkrotrx8l4jnzJ1i45+zO6rf+u5oyGQ6ESGXVvR0Sl9SazWGdg28rYBr3pbeyIG6ibQXFFVIEd8J3+ma1tuHKQ3F+fdsrc6svVxunOrC41vUcY5fYlV3JL2Befza/CANYzwHaMW1AyXQufZZdr7QSxclIlJQajK2q9D67FLRhWGMmUglYEmVyvf/ItxPHsdqw4P9HWDnHN5tHOq1CL11+8GwV7qXWVZCY7HaKiomx9mzZtcjDIvR6tegRyz+sDGXVvRzx8tfX6vCjK17Pihb0c3pSAqQ4+W+qw7gTc8xOC0pqeIul1ZCwZizHLOX5PDcnVfjdXrlxh69at1xwniAr8bl+Ka+fbbX0lZ9eT9c2dSOYbZ1fYrdsc/O/8FkTr61HS68j4cnSNoqTUWiUdBoQy7a89mPtqP3pNiMLD1zElSV9s4vSOZH584zCrXt7P4U0J6LIbP61MEATHCjXyAlBGptkjyJFyMjL1pt7CTc+ePXnvvffQV/PFqdfref/99+nVq1d9LycjUyO8Rv4TbfsJtnb+lpcpObehSebiF+ZO/6mtbO1LRzOJ3Vc7D43acLXHTWPsjFYUbnQ6HYWFta/O4tZtDu59H7C1C/d+TNHx1U6ZX32pWF3q0qVLFDkpkinIU8uQtgG29g+HrgDwP2Eql/T2KKYWEefoS90EIwmB84KZQo94ijziMSuLCDW5MUPXmu4lAdcf4BZiZ2pP1sUPt7VbeSbzQMz3iNfxBqqYKqXCBAiMGzfO5k+Tk5PDvn21KzeudVfRtncwUD+fm4O/JlCUp2ffukus/Oc+zu5JxWKp3WeCNnoofnNW26M5CjPI+HI0pvy6iYmNSefOnenWrZutvWvXLi5evHjNcYJCid/sr3HpONXWV3J6Ldmr5zW7anfV4dp5Bv5zfwSFdZEkGQrJXDKO0gt/1HgMrwBX+k6K5u7/68/UJ7vTvt+1qVR56cXsW3eJFS/s5Yc3DnH8j8sU5jaegFJx995SKgs3MjLNHVm4aQBqkzvfmD8yDUa9hZv//ve/7Nu3j8jISO69917efPNNPv/8cz7//HPeeustFi5cSFRUFPv37+ejjz5yxpxlZK6LIIr4z1qB0q+1tUOSyPr2LoxZjWMQfDVdR4QT1s7H1t6x+jy6rIbZqaxYVQqTqVG+HD09PXF3t6eE1SXqBsBn4nuowuwRfDk/LsKYWbM0k4YkIiICT8+ydBFJ4vTp004bu2K61IZTqUiSiFlQsFI3AUuhNSdcEOA5aSVRUs2Nn21IcMmixqDSUeJ2hWLPi7Y05FyFvOC5ml8Sh7At2b7J0NUvjjmtN1Jd8raxQqqUSrKKPEFBQQ6bFTt27KCgoMD5E64GQ6mJi0cybO3CXD1/Lj/Ld/8+QOKp7FqJuq4dJ1l9VMow5yWSuXgM5uIcp865IRg/fjx+fn629po1ayoVlwWFCv853zqI/sUnVpP9w71Ilubh71ITXDtOImDeOnuUlLGYzKWTKIndVKtxBFEgrJ0PI+eXp1J1IKyt9zXHpcfr2PV9HMue382atw9zctsVh8poDYFDxI1B/hyTkWnuCAoFKOzflbJwIyNTe+ot3HTr1o0zZ87w8MMPExcXxzvvvMMjjzzCI488wttvv8358+d5+OGHOX36NF26dHHGnGVkaoTo4m01Ky7zTpFK88laMR2LvvbRIPVFEAVG3tMBjas1hN1YambL0jO13vmuCaKrm0P7RkmXAhBUWgLmfIegtVZPkgyFZK28vclL9Iqi2GDpUiM7BOLlYhVoSo0WzFgFsFzRg9L9YUhG68e0CwZelpbgJdXy9SuAXhJJlpQgCXjo2iIAh7UZJKh1TnseNw8CK+PGcyTTXk1sWNghxobvrvIMx4gbM+WlvIYPH27zRzIYDGzZsqWB5lw5aq2Su/7Vj263hdvSNQGyk4v45aPj/PT+MTISa/4acO85D++J79raxowzZH41oUk+U2uDWq3m9ttvR1G2aCgqKmLt2rVYKvE+E5RqAu76Hm3bMba+4qNfk/PjohuqCopLu7EEzP8FQWWNwJRMpWQun1rnqn3WVKoQpj7Vg7v/rz+9J7bEO+iqdEsJUi/ks+Pb8yx9bhfr3jvK6Z3JDeLrJqdKycjceFSMurHIwo1TEKTm9SPTsDilHLi/vz8vvfQSO3fuJD09HYPBgMFgID09nZ07d/Liiy/i7+/vjEvJyNQKdXAnfGfad4mN6afI+fG+JjFW9PDVMuTOtrZ26oV8jv6e6PTriK4uDm1LUeOIHhUNiusq3AAo/aLxu/0rW9uYdpLcnx6p19ycQcXqUklJSeTl5TllXK1KwZRudtHLJFlFK4NCiVSgQX8oxFbSO5gcXpSWoZRql7ohCXDRrMFd1wqFyRWTSsdJ17r/jW52JES+PDudizr7a3pmqy30Cay8HHzFiBsRUGBd4Lu6ujJixAjbY8ePH+fKlSsNM+kq0LqpGDizDXe93I+2fYMcHkuOzeX71w/x2xenyE6pmfjiOegJPEe8YGsbLu8n6+vmX4UpODiYMWPsYszFixfZu3dvpccKKi3+d69B08r+tys6vJTcdX9pWlPeWqJtPYKAezciqMuiIc0Gsr6eQfHJH+s1rqe/C30mtmTOy32544Xe9BgTiae/ox+OJFlfX9tWxvLVs7tZ/+Exzu5JobTIOZ5BgqbCAlAWbmRkbggqCjeSXhZuZGRqi1OEGxmZ5oxblzvwGPJXW7v4xHcU7Hy3mjMajra9g2nT2754OrA+nswk56ZPCKLoaFDcSJWlKkbcJCcn12uB4xozFY9BT9raRYeXUnjoq2rOaHhCQkLw9fW1tRsqXcqCCxZJhUFhjc4yp7tTfMb+munMJR6W1tiiOq5H+Q6IZ6kf2pIQQELnFUu0wiDvjlSDwaLmvyfnkFFiT3Fc0H4dbbwSrj0WpUNbLdnTanr27OlQlnrDhg2VRno0NJ7+LoxaEMMdz/emRXsfh8cuHM7g21cPWAWc5OsLOF6jXsG934O2dmncZqsXTDNPJ+rduzft29sjqf74448qhTRR5ULAPT+haTnE1ld44Atyf37sxhJvWg4m8L7fbVGMWExkfTObomOr6j22IAgEhHvQf1or5r7an5l/60W328Jx97mqeoxFIulMDn8uP8dXz+7i14+PE7s/DUNJ3b2DRI1dKJIjbmRkbgzEisKNURZuZGRqi1OEm5MnT/Lggw8yZswYW1rU1Rw7dozo6GhnXE5GptZ4j3kdTeuRtnbexucoOf97k8xlyOy2thtbi1li85LTGOtQ7aU6HA2KG1+4KSoqQqerXxqO97j/oI60V1fK/emRJi1DLAiCQ9TNyZOVR1/UhU5hnrQL8rC1TZInhgq54JY4LzZj90sZx36mseO64wqSNdrG3axieJFVHCrwOo9FWUq0YECQlZtqKTS68f6JuRQYrVFsKtHMI52+JdQ1w+G4ihE3UJYuVYYoiowbN87WTklJ4dixYw036esQEOHB5Me7MenRrvi1sPtSIdkFnE2fnyTzctWCsiAI+Ez+L65dZtn6ik9+T87aB5t1OpEgCEyePNnmV2WxWPjhhx8oKancb0xUuxEwf73D51Dh3o/J++XJG0q80UT0I+i+LYiuZcKzxUz26rspPLi4+hNrgSAIBEV5MnBmG+b9ewDTn+lJl+EtcPVyNCS1mCUSTmaz5aszLHlmFxs+PUHcwXQMpbUTceRUKRmZGw+HiBs5Vco5SM3sR6ZBqbdws3v3bnr37s2uXbvw8fFh06ZNdO/enVdffdXhOL1eT2Ki89NCZGRqgqBQ4n/nNyi8I6wdkoWsFdPRJ1YeKt+QaN1UjLyng62dm1bMrtXONeB1EG4aKVXKzc0NLy8vW/vy5cv1Gq/cKFR0tZqKSsYSMpdOxJSXVK9x60PF6lJpaWmkp6c7ZVxBELi9Vwtb24wXpQp7FIeIwCfSNM4QaetbJK1nqHS06kElu7n/iKJwVIicV+dQrLWKDlpBIly8cUodNxUZJX789+QcDGbr38NNVcpTXZcT6JJtO8Z01Vep6qpUtqioKAePpM2bNzutMlldEASBiBg/Zj3fm9H3xeAT4uiLdfFIJt/9+yC/fnKCtPj8yscQFfjdsQxt27G2vqKDi62pqM048sbV1ZUZM2bYKnXl5eWxZs2aKqOgRI0HgQt+RR3ex9ZXsPtD6/O8gapNqVv0JPC+PxDdyirJSRI5Py4if8srThehBFEgpJUXg2e15Z7XBzL1qe50GhKGi4fK4TizyUL88Sx+X3yar57ZxabPT3LhcEaNNjIcUqXkqlIyMjcEjqlS8vtWRqa21Fu4ef7555k+fTonT57k22+/JS4ujrfeeovXX3+dO++8s9oy4TIyjYnCzZ+AuT/azRqNxWR8NaFJojhatPel26gIW/vM7lRi9zuvRLiDcFPSeMa+kZF2YaGykru1RenVAr/ZK0GwflSZdSlkLBnXZJVsAgICHCKLjh6tRjipJdO6h6FWWJ+nhJICpZ/D46JZ4BVhAelY01xEJJ6WvqG7FOs40FVrsF4lQbQwuaMTDfzpdoUki8p6jADtRP21J8hcwyVdOF+enY6lTAnz1hTy167L8dXkWQ8QBAwOBsXXigCjR49GpbIuXEtKSti0qXYVfhoCQRRo0yuIO1/qw5hFnfANdRRwEk5k8eMbh/n5g6OkxOVee75Sjf/c79FEDrT1FR1eSvb3C5q1qBEZGcmwYcNs7bi4OLZv317l8aLWi8B7N6EO62nrKzr0FVmrZjd7b5+KqEO7EnT/VhQeIba+/C0vk7P2gQb7e4miQFhbH4bOacf8/wxk8uPd6DgoFI2bY3qhyWjh4pFMfvviFEue3slvX57i0tFMTFWIOKK6YlUpeedeRuZGwEG4McobRzIytaXews3x48e59957bbtXoijy+OOPs3XrVrZt28aIESPIysqq90RlZJyBukVP/OetBYX1y0MqzSNj8RiMmbHXOdP59JsSTVBLT1t726pYctOcswtfUbiRGqmqFEDr1q1t/79w4YJTdnJd2o7Gd9qntrYp4yxZy6chGUvrPXZd6NHDXq78+PHjGJ108+HnrmFCF/uCqlh0FG7UZhN5ggcvCIvIx/r3VWHmH9JS2kiX7fqLAKIkgAChRjf6lFj9VX53T8QiwHmTBsoicbwFCwEuzXeB3Zw4ktWRZbGTbW0/bT5/7bocL7U1pcixJPi1v1MvLy9uu+02W/vkyZOcP9/0pe7BKuC07hnI7Bf7MPaBTviHuzs8fvlsLmvfOcqatw+TdMaxjLiodiPg3g1oogbb+oqPfk32d/OQzM33xnzw4MG0a9fO1t6+fTvnzp2r8njRxZvARVscnmfJ6TVkLpvc7KtqVUQV1JGgv+xGGWB/7kUHviRzxXQshoaNAhMVIuEdfBk+tz0L3hzExEe70n5AiK3aYjkmg4ULhzLY+NlJljyzi98Xnyb+eCZmo10QlcuBy8jceMipUg2AJDSvH5kGpd7CjaurK4WF19609O3bl71795KXl0e/fv04e/ZsfS8lI+MUXNqMwn/OtyBaF1qWokwyvhyFKSehUeehUIqMXhhju2k16c389sXpKncYa4PoYq8sZanCv6EhaNWqle3/BQUFZGRkVHN0zXHvswjPkS/Z2vqEnWR91zRmqJ06dXKInKhusVdb7u5vj1gyC25c8gy2tdVlz/WKEMRLwiJKsd4AuWDgVekLuhpN9C0OxtuswSJIKCWBkUXWqK69LqlkKEtAgnxBQXJZ2g8CtHMXiFEEMELVkoGqCHoqQ/AV7K8f+WvYzu607qw8P97WDnLN4amuy3FXFV1bErwSevfuTYsW9pS4X375pVlFpQqiQKvugdzxfG8mPNzFQVgGayW89R8e54f/HCL+eKZNwBE1HlbxJnq47dji49+StepOJFPzvDkXRZFp06bh52cXSNesWUNmZmbV52i9CLh3I9p29tdAadxmMhaPbrIowLqg9I0i6MFdDt49ped+IeOL2zAXVv38nYlCIRIZ48fIeR1Y8OYgJjzchXZ9g1FpHf2ijHozcQfT2fDpSZY8s5PNX53m4pEMzOoKUaXN6D0kIyNTNYLKni4plwOXkak99RZuevTowU8//VTpY1FRUezZs4eIiAjuu++++l5KRsZpuMZMtZacLosUM+dfIWPxKMy61Eadh6e/CyPm2f1uspML2fldXL3HbQqPG7D63FRMJbpw4YLTxva67WXcei2wtUtO/kDuL081ukmoVqt18Cs5cuSI08buHu6NgD2SaH20PQVFXSGV4bwQwavCPTZvFU+phJnGZHqWBjK6MJIWRneGFrXAw6LisrKQoy4VFmMSxFo0IImoS/2JLO5IT2UowaI7LURPYhSBjFe3oasiqPxwmQpsTenDDxftkTNhbpk82WUFZpX9N6WSqkjvEEUmT56MKFr/bjqdjj/++KNhJ1wHBEEgqrM/M57tyZQnuhHW1tvh8YzEAjZ8epLV/3eQC4czsFgkm5Gvts1o23Elp9eQtfL2ZptOpNVqmT17NuqyXWCDwcC3335LaWnV0Xyi2pWAeWtx7Xqnrc+QtI+Mz4Y1+vdHfVC4+RF432ZcOk619Rku7yf9f4MwZV9q3LkoRaI6+3Pbgo7c+9Ygxj3YmTa9g1BpHEUcQ6mZ8/vT2fT5KTYUjuB45wdJDhlASVHzNcSWkZGxI6dKycjUj3oLN/PmzeP8+fPk5l6b/w7W8PDffvuN+fPnExERUekxMjJNgVv3ufhM+djWNmVftO6cFmVXc5bzie4WQJcR9l34M7tSOLe3fgsAx6pSjSfcwLXpUs5CEAR8p/0PbTt7hZ7CPf+lYOc7TrtGTamYLhUfH09OjnN22wVBQCXk2dpbW/SgSGkte6s2O4oBh4X2vCPMBkAULPR2+RBf9Rb8zVomF0TTzuCDQbDwi4d1EVaePoUAWZICU3EI7gUtESUlmZpkNhjiWKM/w05jIhmWIroqg+mlDEWUY26uYdPlQfycMNTWjvRII6DfRVBYF5BVRdwABAYGMniwPd3mwIEDJCU1neF2dQiCQIv2vkx9qgfTnu5BRIyvw+PZyYX89sUpvn1lP7H7UkGhJWDeOoeIlJKz68lcPg2LsfEi/2pDQEAA06ZNs7Wzs7NZu3ZttSXbBYUKv1krHEqiG9NPkf7ZEEw58Q06X2ciqlzwn/s97v3+YuszZcWR9ukADFcON8mclCoF0d0CGL0whnvfGsTYBzrRumcgSrXj7aoFBdl+nYltdxfrL3bgxzcPceS3RKelG8vIyDgfQW2PuJFTpZxEU1eRkqtKNSr1Fm7uuOMOdu/ejY+PT5XHqFQqvvzyS+Ljb5wbGplbA49+D+I97j+2tjH9NJlfjcdSWr9S1rVlwPTWBEY5+t1kXam6HO/1EN2ah3CTlJSEwYlfztZKU6tRt7CXxs7b8CxFx1Y57Ro1ITw8HH9/f1vbmSbFCgqgbOGvV2rYEmE1RFVXYh66VejJ/4QptvYg1zfwcfscvWA9P0/U42ax3ihZBMn2pRpidEdTEoRo1mIRjYieVzAoijBiId6Sxz7TFXKkEloqvHEX1NdcVwZ+ThjGb5f729ouvoVo+yWDaKky4qacwYMHExAQYB/r558xmZq311Boa28mPdqN2//ei5Zd/R0ey00rZsvSs6z85z7O7MvGd/b3uHS0vy5Lz28ia9kULIbG/SyqKR06dGDIkCG2dmxsLDt37qz2HEEU8ZnyMZ7D/27rM2VfJP3TQRjSTzfYXJ2NICrwmfIRXmP+beuzFGaQ/vkwSmKb1kBbqVbQqnsgYxZ14t63BjNmUSfa9gm6xhMHBNIu6di79iKrXt7Pyn/uY8+aC6RezEeyyCsJGZnmgqCq6HEjR9zIyNSWegs3MjI3Op5Dn8Vz+PO2tuHKQavhZCMuMhRKkbH3d0LrZl1km40WNn52Cn1x3b7YBAePm8ZdLIWFhaEpM440m80kJCQ4dXxR407A/F9Q+kbb+rK/X0DphcZLOREEwSHq5tixY5jNzvHbEQQJJfYSzL+2HIDEtRE35awThrAG+6JzsOp7XD3eIElZQKDZhekFrYkpLfPxEECQINzojrfJDaOiGIXJBZ+c7nR119rG0El6zpoycUFFsOh+9SVlABD4/uJotiXbRURFQDGaPimoherFSqVSyeTJdqPjrKys6woFzYXASE/G/6ULs1/qQ5tegQ4mSLqsUratjGXlK0dIDXsHbcwM22OlF7aQuXRiszXyHTZsGG3atLG1t27dSmxs9ab1giDgPebfeI9/09ZnLkgl47Oh6C8faLC5OhtBEPAa/nd8b18KolUUkQxFZC6bROGhpU06t3JUGgWtewYy6t4YFrw1iKEtLtLiyjY0pddGO+alF3P09yTWvHWYr/62m60rzpJwIguTsfmWqZeRuRVwiLiRU6VkZGpNgwo3R48e5ZVXXmHmzJn07t2b9u3b0759e3r37s3MmTN55ZVXnLpTLSNTV7xGv4r7gEdsbX38jjJvhsYL5fTw1TJqYUfbQkiXWcIfy87WycOlKVOlFAoF0dF2UcWZ6VK2a7gHEnDvRkS3sp1/s5HMFTMwpBx3+rWqomvXrjavkoKCAqc+T6WQT3l4zGWPII75t6404qacL4VJ7KKzrT1B3Iqrx5fsdUnF3aKincEHT3NZJTUBIoweFIlGjrldodDjEggW2pR2pKcqyDaGsZKS1jJXI7Aybjx70rraepTBRYzqsuO65ZXDw8Pp06ePrb1z506nmXk3Bn5h7oy+rxNz/tmX9v2CEUS7glOYq2fn9wn8evJh9EH2yBv9pW1kLhnX6BGNNUEURaZPn46vrz0dbM2aNWRnXz911nPI0/jO+AIE6+eBpTiHjC9GUnrhzwabb0Pg3nMeAfN/QVCXibUWMzk/3Ev+n/9udC+x6lAoRIJ8jbS98D0D9r3EMNfd9J4QdU01NIASnYEzu1P59ZMTLH56Fxs/O0nsvlRKi+RFo4xMYyPKVaWcT1OnRsmpUo1Kgwg3CQkJjBgxgl69evGvf/2LNWvWcPjwYc6fP8/58+c5fPgwa9as4eWXX6ZXr16MHDnS6bvyMjK1QRAEfCa+j1vP+ba+0tiNZK++u1ErF0V09KPPxJa2dvzxLI7+Xnv/C9HVzfb/xhZuoOF8biqi8m9jXWSorCKVpNeRuXQCprzG8Qtxc3Ojffv2trYzTYpFwYiI/e/2S/TAaoUbiyDypnAXZ7FXpbpX2oCX9je+8zzPEW0GhaJ1oeJpVuNj1lIsmDisLCFPk0qBZxwGTQ4ximDGqdsgAD6iNWqrtJLS1jJ2JESWxk4mO8We+hQVdJnsH+5FqsYnBWDkyJF4elpTJC0WCz/99FO13irNEZ9gN0bO78jcV/oRMzgUUWEXcIp1Fn6PfYgUyxhbnz5xNxmLx2ApyWuC2VaPi4sLs2bNslWN0+v1fPvttzWq/OXee6G1WqHCeq5kKCJj6QSKT1devKG54tJ2NEEPbEN0t4u4+b+/RO66v1xXjGxMxLKoTgHwMmXRZ1I0s17ow93/159Bd7QhrJ2Pg5gI1sqNl45msmXpWZY8s4t17x7h+B+X0WU1T/8lGZmbDbkcuIxM/bg6UbjepKSk0K9fPzIyMujSpQszZ86kR48etGjRAjc362KyqKiIK1eucOTIEb7//nu2bt1K//79OXz4sENFGhmZxkQQRXynf47FUEjJyR8AKD75PQrfKHzGvdFo8+g1Loq0SzqSTlt3evetu0hQlCdh7ar2kbqaihE3UhMLNzk5OeTk5DjsZDsLTXgf/Od8S+byqSBZMOtSyFgyjqAHd6Jwdf71rqZHjx6cOXMGgPPnz1NQUICHh0f9Bi1ba6jEPPQW62fmvpAYhqWmVVub2yCoeFm6l/csHxKK9bXzlPQtzyu9OCXYy7QXKozoxXIxUiQhX017vzzMyhLUhSH4FocxR9MFBQLFGMm2OP/1I91kfscWScHZY13oJ+5DGWw1Ry0++jWb1p5k5fExVPeH8woWaT/UuthPTk7m3qn/ID2u9mLxxrOv12nuzsLT34Vhd7Wn1/gojv6exOldKZiNFkDBYd1fMbqIRGo2AtbqRRmLRxN472+IrjX/XGsMgoKCmDp1Kt9//z0AmZmZrFu3jjvuuANBqP6F69p5JgEaT7JWTEcyFoNJT9bKmfjd/hVu3ec2xvSdgjqsB8EP7SFjyThMWecBKNz/OWZdGn53rkKsUIq7qRDUGtv/pQrCmqe/C11HhNN1RDilRUYST2UTfzyTxNM5mPT295VkkUg+n0fy+Tx2fR+HX5g7Lbv6E90tAP9w9+v+rWVkZGpPxXLgsnAjI1N7nB5x89JLL5GRkcG7777LsWPHePHFFxk/fjxdunShVatWtGrVii5dujB+/HhefPFFjh8/zttvv016ejr/+Mc/nD0dGZlaISiU+M/6Gm3bsba+gu1vNWqevyAKjLq3Ix6+Vs8RSYLfvjxFUV7NS+qKrhU8boobfzfRy8vLwXy1oaJuAFw6TMR32qe2tinjLFnLpyIZqy7p6yyio6Px8vICQJIkjh075rSxRYrwKbV63VgEkWTX8Oueky+486K4iHysCys1Zv5p+YoWUrr1AMlqUpysKsTPrCXY5EpSoRqjBSwKPaWeicQp48mSrGLNKVMGRVSfUlC+vFHe4pZpBlToD4RizrQvaodEHef2Tn9SXfxwfpqFrET7gjK8s4JmsC6uM+4+WgbPasu8fw+g++iIspLOIidKniRBP8l2nOHKIVL+NxJzsXMqsjmTmJgYBg0aZGufPXuWXbt21ehcl7ajCbzvdwSt9XMBi5ns1fMo2PtJQ0y1wVD6tiToL7tQR/Sz9ZWc/ZmML2/DXJTVhDOzImjsO/cWQ+XfjVo3Fe36BjP2/s4sfHsQEx7uQsfBobh4Xmu4np1cyKENCXz32kGWP7+HHd/EcvlsDmbzjRUBJyPTnHEwJ5Y9bupPU6dFyelSjY7T77Q3bdpE3759eeKJJ2p8zlNPPUXfvn3ZuHGjs6cjI1NrBKUa/7tWowq2e4bkrH2A0vjGMw/VuqkY+0AnRKV1WVxSYOS3L07V+CayKT1uymmMdKly3PsswnPkS7a2PmEXWY2Q5iaKIt27d7e1jxw54rRUF0GAnhmnbO0E9yikGoSqpAgBvCzei6EsoNKDEv7P8iXekr1KWaw6F6NgYURhOEGCJ0kFZTdTgoSbTyrHTakcMqVwzmxfoLmi4moErN/R/oIrd2o6EybWM9roBsaIAiwipfvCyMm1R3vd1uoQk9tX/9mReNSEUW+921GoBKJ6Oj0YttFx9VQzYHpr5v17AL0mRKF2UXOy5DEu6e2lty0Zx7jw+kCSjlxoVh4qACNGjKBVK3uk2h9//EFcXFyNztVEDiDo/m2I7oG2vtyfHiF/6+vN7nlWh8LNn8D7tuDSwW6kbUjaR/qng5q87Hl5qhSApL/+zr1SpSCqsz/D72rPgv8MZMazPekxJhKf4GtV0sJcPSe3J/PzB8dY8vQuNn1+ijO7UyjMrfnmiYyMzLXIqVIyMvXD6cJNTk4OUVFRtT4vMjKSnJzmt/Mmc2siajwIuOdn+4232UjWiumYsi812hwCIz0ZMqutrZ16MZ+9ay/W6NzmJtzEx8c3eLljr9texq3XAlu75NSP5P7yZIMvlCoKN7m5uSQmJjpt7Jic86jN1l0pvVKLWapZhaezQkveFOdgKYuHCSaHVyyL0WBdeFxRF3LIJR1Pi5o+yha4FIYjmRUAuCglRJdczpgzbeN5CRp6q8Lopgx2EHDKf7MDVREIgNstXDrcKFh/f5hFDh/sTWKe3SNkQru9jGmzr8pzTXqreFOOT6gCn7CbI4JJ666i76Ro5r02gH5TW3FR8TgXS+3VplyMseR/M5bv//Ubp3cmYzQ0j8o/oigyY8YMvL29bX0//vhjje9T1KFdCXpgBwove6Rc/m8vkLfpbzeUeCOqXfGf+wPufe+39ZmyzpP2yQAMyc7z9aotQkXhppYLQEEUCI72ov+0Vsx5uR93/asf/ae3IqSV1zVZjYYSExePZLB1xTmW/X033766nz0/XuDKuZyyVEAZGZmaIqdKycjUD6ffGUZERLBz506Ka7FYLC4uZufOnYSHXz8VQEamsVD6RBJw91pQWBejluJsa5nwRqyI0nFQKO37Bdvax7dc5sLh61eecRBuSprGeDEiIgKl0ho5YDQauXz5coNeTxAEfKf9D227cba+wj0fUbDj7Qa9rpeXl4NI5UyTYiUmhl6xV94zSd41PneX0JUvBXtqSlsu83fL14iSdbFxwiWLnz0vYUEiRgzBJ6s3rgVRKI3utPI0UDHetUQyoUFBF0UQfVVhDiXCByrD8RI0nDVnct58/Qo8NyuGCpZxgknkg713kKzzt/VN77id4dGHqjw/O9FCfpp9IRjZQ1lemfmmQOOipOfYKOa9NpDA6e9xRTnH9piX4hIdix5iz6p9LPv7bvauu9gsohtcXV2ZPXu2zay4tLSUb7/9FkMNFxyqgLYE/WUnSn+7AF+w/S1y1z7YqKb39UVQKPGZ+ileo16x9VkK00n/bBgl539rmjlV3LmvgXl0dXgHudJjdCTTn+nJgjcGMfzu9kR18UehuvYWOTu5iKObk/jp/WN8+fROfv3kBCe3XSE/UzY4lpG5Hg7vWzlVyjlIQvP6kWlQnC7czJo1i5SUFMaMGcOJEyeue/yJEycYM2YMaWlpzJkz57rHy8g0JprI/vjN/NLWNmacIeubOxvtplsQBIbMaYdfmH2h/Ofys+SmFVV/nktFj5umibhRqVQO0XcNnS4FIChU+M9ZjbpFL1tf3sbnKDq2qkGv26NHD9v/z5w5UyvhujoMCiWTLu22tS24YJE01ZzhyBphCD8JA23tfpzhQWmd1TgJuKIq5BdDLMdNaWRZilEZPRAsCjw0FgJc7BEgBsz8brzIKXMG4aIX/ZXhtBS9aa3wpZXCl3SpiNOmzKsvf0thEuxfpyrJTJHBlff3zCK90G6+O7vzHwyMqLpkfcIRExaz9W+jcRVoEaNouAk3ESq1gpghLej3ynLo9Lit31ORwAD3p5GKMzmyKZEVL+zh98WnSYvPb8LZQnBwMJMn21OFMjIy+Omnn2ocNaP0jiDowR2oQrrZ+goPfGGtWGi+cRYugiDgNfJFfGcuBtH6upQMhWQunUTh4eWNP58K5sRVedzUBVdPNR0HhjLhoS4sfHsw4x/qQqehYXj6a6851qQ3k3Aiix3fnufrl/ay8p/72Ln6PImnsptN5JiMTHPCUbiRI25kZGqL0/fznn/+eTZv3szu3bvp3r07rVq1slWVci2LAiguLrZVlbp48SKSJNGvXz/+/ve/O3s6MjL1xq37XIwZZ9FttVZtKY3dSN6GZ/CZ+G6jXF+lVjD2gU58/9pBDKVmjHozGz87xczneqLWVv4WrlgOXCopQTKbERSNvwhs3bq1TbC5cOECo0aNavBrihp3Aub/QvqnAzFlW1PLsr9fgMIjFG2rYQ1yzbZt2+Lm5kZRURFms5mTJ0/St2/feo9rUChok59Mu5xEYn2tpb6NkjcaIb1mAwgCnzGVQCmP/pwGYLK0mzR8WSMMA8CMxClzBrFmkW6eJQRorIugaC8DmSXWSINyL5sjplTSLYUMVEUwSGWdjx4zR4wpFGO0HXcrYsT+/lJhXbTp9O68t3s2Tw9eib+rNVJvbrdNGMwqDiZ3vGaM0gKJ1HNmwmKs7+vgtgoyEyyU5N98v1VRFAm/613yf3dDt/U1ADwUiQxw/yt7C99Cb/Ej7mA6cQfTCWrpSdeR4UR3D0ChaPwUss6dO5OSksLevXsBOH36NGFhYQwYMKBG5yvcAwm6/08yl05Cn2gVYouPf4tFX4D/Xd8hqlyuM0Lzwb3XAhQewWStvAPJUAQWEznfz8esS8Zz2N8arRqTqKkYcdMwC0CVRkHLLv607OKPJEnkZ5SQdCabpNM5JMfmYroqVSovvZi89GJObL2CQikS2tabiI6+RMT44RPsKleqkrnlqSjcWORUKRmZWuP0OyCtVsu2bdt4/vnn8fT05MKFC3z33Xe8++67/Pvf/+bf//437777Lt999x0XLlzA09OTF154ga1bt6LR1HwnWUamMfEa9SouMXZTzYJd71N44ItGu753oCsj59sXermpRWxbGVvlrq/o5mi4aClp+ApLlVExhSg9PR2drnHSzBTugQQs2IjoVpaqYjaStXImxqyGifpRKpV07drV1j58+LBTfCwMCusCflK8PerGLHkgSTX/6LYIIv8R7yIWeyrq/dJ6BkuOkR9GLFzQ2cUHP60ZL7U16qb8mQhAsqWA7/SnMZSJE0bJjKrM36U2z1gA23k3A0bBLqKqJPtue26pJ+/tnk1eqTVqThRgQY9f6Bp8vtJxks+aKS20/iYFUaBlr5soX+oqBEHAa/SrDsbiHookBnk9jUawG2Onx+v4/cvTfP3iXg5vSqC0sPEjVW677TZatmxpa2/evJmLF2vmOQYgungTsHAT2jajbX2l534lc8m4Rk2/dQYu7cYReP9WB/Pl/N9eIPenRxovGlVTeTnwBrueIOAd5EqX4eFMfKQrC98dzOTHutH1tnB8QtyuOd5ssnD5TA67f7jAN//az/IX9rB15TkuHc3EUNKwfm8yMs2Vih43yKlSTkGQmtePTMPSIFtXGo2G//u//yMjI4M///yT9957jyeffJL77ruP++67jyeffJL33nuPP//8k4yMDF599VVZtJFp1giiiN+s5Q7h7jnrHqbk/O+NNofobgH0GBNha8cdTOfE1iuVHiu6OO7gSiVNky7l5+fnYO5Zm4VOfVH5tybgnvUISmuIu6U4h8xlkzAXNYwPS8V0qYyMDJKTk+s9ZrlwMzj5BK7Gcg8FEZPkWatx9IKGf4oLScVe7egZyyo6S45/j1y9kpxSu5jSystxR6z8O7mLIggNCnKkEtwFNYNUEXRRBKG9ThCnAHRSBDIooDUTQrswOLANXbzDavVcmiuVRdyUk1Xsw/t7ZlGgt74vFaLEol4/0yno2veDZIaEw/YbWg9/kYDom8OouDIEQcB71L/wuu2ftj5XLjMq7O9Etix0OLYwV8++dZdY9vfdbP36HNnJhVcP12AoFApmzpyJl5e1zLckSfzwww+1Kqogqt0IuOcnXDrZzZn18TtI/2IEZl2q0+fckGha9CLoL7tR+tnF+cJ9n5K1YgYWfcP/XRpbuLkapUpBeEdfBs1sw5x/9mXeawMYdlc7orsFoNJeK0gX5ug5szOFjZ+dZPFfd7L2nSMc3pRAZlLBDWVWLSNTH+SIGxmZ+tGgd4MqlYphw4bx+OOP88477/DZZ5/x2Wef8c477/D4448zbNgwm+mfjExzp/ymW/QoMwu2mMhaPpWSuM2NNoe+k6MJa+tta+/+Po74E1nXHCdoNCDa395N5XMjCIJD1M3Zs2cb9fqaiL743v6VrW3KjCVz6QQs+oJqzqob/v7+RETYhbXDhw/Xe0xDmZeE2mKiZ+ZpW79J8qG29/p5ggcvifdRgFU8UGPiVcuXdFA5igeX8u03VsFuJjxUVhGiPMg/WHSnmzKYXKmU3w0X+VF/Br1kppsymN6qMAKEa8vrAgSJ7gxURdBDGUKgxhMLEi4KFe08ghkTHIOH8loPiRsJ41UeN1eTWuDP+3tmUWSwLjhVCjMP9VlDj9Bz1xybnyaRfdk+RkRXJeobJ5umTnjd9k8H81uhMJ5upgeZsUhN275BiAp7monJaOHMrhS+ffUA6947wqVjmVgsDb/4dXNzY9asWTbT9ZKSElauXFkrTytBqcH/zm9w6znf1mdMPkLax/0wpJ109pQbFJVfK4L+sht1eB9bX8nZn61pqg1cLry5LQA9fLXEDA5j3IOdWfjOYKb9tTs9xkbiH35tJUCLRSIlLo996y7x3WsHWfrcbv5Yeoa4g+lNEk0mI9NYCOqKVaXk17rMzYEkSWzYsIFHHnmEwYMH07FjRzp27MjgwYN55JFH2Lhxo9OudfNu48nINABK73AC5q1DUFtDoyVTKVnLplAat6VRri8qREbf1wl3H+viT5Lg9y9PkZHoGGovCIJD1E1TVZYC6NChg+3/Fy5coKioemNlZ+PWdRZeo/5laxsuHyBz+TQko/PTx3r27Gn7/6lTp9DXcye4POIGYGDKUcpjXiRUmCWPWo93RQjiZfFe9GWRMVoMPO+zmA4qe5n7jBIlBQb7V0MbH73Nu0aBwGBVJGYkTprSMWKmCCM/Gc5x3pxNS9GbLspgPMrKgpcvtYMEN3oqQ2gp+qCT9OzNusjvqaf5LfU0p/JT8FRp6eQdiuIG9oAwVog2UlYi3ABc0QXx4b47KDFafz8K0cKiXj/TL/zaBXviURMmg/XvrVQLRN3EKVPleI18Ee+xr9valoI0jD9PYPDgNOa9NoBe46PQujtu9iTH5rHxfyf5+sW9HPk9kdKihl0MhIaGOpgVZ2dns3r1akymmqe/CAolvjO+xGPQk7Y+c/5l0j8dREnsJqfOt6FRuAcQuOgPXDrYK9gZ006S9nFfSi9tb7DrihWEG0wmJHPzMQNWKERC2/jQf2orZr3Qh/lvDGTk/A606R2E1u3azcpinYFz+9L4ffFpljyzk+//c4i96y5y+VwOJmPzeV4yMvXFoRy4nCrlHKRm9nOLcejQIWJiYpg4cSKffPIJe/bsITY2ltjYWPbs2cOnn37KhAkT6NixIwcPHqz39WThRkamlmjC+xAw/1cH8SZz2eRGE29cPdVMeLirLRzbZLDw68cn0GU7ijOCa9NXlgJo2bIl7u7WXUeLxcLp06evc4bz8RzxIu79H7a19Rf/JOubOUhm53oNdOzYEa3WGjliNBrrHWFkqGAoHViSh0KwRwoZ6xB1A3BaiOaf4kKbeOMiGnje50vaq8p3yAXO59nTEIJdTXiqrYuHEaqWuKDkjDmDBEseAGKZPLPPdIWtxgSypWIMZcKFBLiiorcqDH/BlSuWfPYaL5Namo9ZsmCSLJzVpZJSkkeQ1hM3xY2bMusQcUPVi62E3FDe2zObQoP1dSIKEgt6bGBolGMZeWMJJB6zvz59QhX4R938X9mew57Dd8YX9spF+gIyvhoP8WvoOzmae14fwIh5Ha6JZCjIKWXvmoss+9tutq5s2DSqLl26MGzYMFs7MTGxVpWmwJp+6zPxHXwmfQBlrx1JX0DmskkU7PvU2VNuUES1G/53r8Fj6DO2PktRFhlfjqJw/+cNcs2KETcAUjOIuqkKNy8N7fuFMHphDAveGsTM53rRe2JLglp62tXtMiQJMhJ0HNmUyM/vH+PLJ3ey7r2jHNqYQFp8PhazpfKLyMjcADgKN833PSsjUxP+/PNPBg0aRGxsLC1atOCJJ55gxYoVbNq0iU2bNrFixQoef/xxwsLCiI2NZfDgwfzxxx/1umazuQvcuHEjy5c3fklJGZm6oI0e0qTijX8Ld8bd3xlRtN71FesM/PLRCfTF9h0M0cWesmIpbrqIG1EU6dy5s6194sSJRp+DIAj4TPoA12532fpKzqwjZ839SBbn3QirVCpiYmJs7ePHqy79XBP0FSJu1GYzKsHupyGhxULd8meOCW15+Srx5gWfL2lXJt6kFyvJ19u/Htp6l6JFib/oRpZU7FD621Jhi+WyJZ/jpjT0FYSLXqpQfAUX0qUiTpjSSZeKyuZvF30KTHpUggKt4sZNna3KnLgyEvNCeGfXHPJL7aamc7puZnTr/Q7HZcVbyEu1vz4juyu5gQoQ1Rn33gutkY3lT9ZsJPvbu9DteAelSkGHASHc8Xxvpj/dg9Y9AxHEq9KodjZ8GtXQoUMdDMlPnjzJ1q1baz2Ox8BHCbjnJ9t3CRYzueseJveXvzaa0a8zEEQFPuPewG/WclCWCbAWEzlrHyTnp0ecXvpcuMoXsTkLNxURRYGglp70mdiSmc/1YuFbgxl9Xwzt+wfj6qm+5nizyUJybC77f7rEj28cZvHTu/j1kxMc//My2SmFsj+OzA2FoKpYDlyOuJG5ccnNzeWOO+7AaDTyyiuvEB8fz7vvvsucOXMYNWoUo0aNYs6cObz77rskJCTwr3/9C5PJxO23305ubm6dr9tshJtXXnmFBQsWNPU0ZGRqjE28UVkFEpt4c6F+ampNCe/oy9C72tnaualFbPzsJGaTdaHnmCrVdBE3YN2hLufKlStkZzeMQXB1CKKI3+1L0LafaOsrOryUvA1PO/Xmt+JiLj4+nvz8/DqPZawQcaM2mxEFAyL2VDOjxbey02rEUaGtNW1KKhdv9LxoE28EYvPsnjMBrmZcNKV8qz/JTmOiraJUZVT8TbZV+BElelOCiZOmdHIkRwGxXPRxKRNsbuRyuSZqFnFTTkpBAG/vmkNOsT3lbUbMNia120nF32L8QaNDytTNXGWqIi7tJxC46E9EVz9bX96GZ8oEDQuCIBDS2psxizox79/96Tkusuo0qpf2cuS3RIrynWdiKwgCkyZNIioqyta3Y8cOjh49WuuxXNpPIOjBnSg8Q219BbveI+vrmVgMjZtaWl/cus8l6P5tKDxCbH2Fez8hY8k4pxrDXx1xY2kCg2JnoHVX0aZXECPv6cj8/wzkjhd6M2BGayJi/FBqrjU5NpSYSDiRxa7v4vj2lQMsfW43vy8+zZndKddE3crINDfkVCmZm4UPP/yQ3Nxc/u///o8XXngBhaLqKqkKhYIXX3yRV155hfz8fD744IM6X7fZCDcyMjci2ughBCzY4CjeLJ3UaOJNx4Gh9BofZWsnx+axdcU5JElyEG6kJvS4AQgODiYw0F46timibgAEhQr/u1ajaTnE1lew6310W19z2jXCw8Px8fGxtU+erLvhqMEh4saaNqMS7Uq9BTcs0rW7tDXlqNCON3MXYLhGvEkgq0ThUGGqnY8eCYkCqWY72x6CmrYK66L7jCmDdEthpenPvmo3grSemCQLuRUWqUpBxFvlgodSi1Jo/l9Vxgqlza8XcVNORpEvb+26i4xCb1vfxPZ7mBGzlXLxxlACSVenTEU2/9+HM9BE9CXoL7tR+ETZ+gp2vUf26ruRTPaFuruPln5TWlWdRpVdyt61F1n29z1s+PQE8SeynJJyolQqmTVrFgEBAba+9evXc+nSpWrOqhx1aDeCHt7vULmw5MxPZHw2DJMupd5zbUw0EX0JeuQA6ha9bH36i3+S/kk/DOnOSZW9NlXqxl8ECqJAQLgH3UdFMOnRrtz3zmCmPd2D3hNbEtLay8Ggu5xinYG4g+lsXXGOFS/sZcVLe9m68hxxh9IpKbwxopBkbh1k4UbmZmH9+vX4+fnx7LPP1vic5557Dj8/P3799dc6X/fWuPuTkWlAKhVvGjHyps+klrTtG2Rrx+5P4+Av8YiuzSNVCqy70xWjbk6dOtVkcxFVLgTc8xOqMHv57vzfX6Jg7ydOGf/q53r8+PE6R/RU9LhRW6yLd5FiBOzGykbJ55rzasNxQzveuEq8ecHnC9qqEjmfa09H8NWa8dfWPHUjWPTAS9CSZinkskWHuRLZRiGIhLh4oRGVxBdmYbCYbZYPoS7eDAhozYigdvT1iybctX7Ps6Gprhx4deSUePHWrrtI0dkjS0a3PsjszlsQyn5nmVenTPVQorqxi3DVGFVAW4If2oMqtLutr/j4N2R8NQFLqaMp+/XSqCSLRPzxLDZ8coJlz+9h77qL5GXULxrRxcWFOXPm4OZmTXWyWCysXr2a9PT0Wo+l9Aoj6MEdDlGBhuTDpH/cD0Nq04jddUXpFUbgA9tx7TbH1mfKvkj6JwMoOftLvccXRBEqLgJvkFSp2qBQioS29qbPxJZMf7onC98ZzMRHutLttvBKq1UB6DJLOLMzhd+/PM2Sp3fx7f8dYNcPcSSczMJQ6lxPNxmZ2uIguN4EYqvMrcvFixcZMGBAtZE2V6NQKBgwYAAXL168/sFV4HThRqFQ1Oln//791x9cRqaZYhVvKqRNGUvKxJs/G/zagiAwYm4HhzLhB39N4LLWnkbVlFWlyqno/ZKdnU1BgfNLctcUUetF4IKNKAMqpJr9/ChFx1Y5ZfyKwk1mZiapqal1GsdwlccNgCCASrBH3ZglTyxS/dJnjhva8WbufJt44yrqedHnC/wtV8gqsX8ptfUppaZlA/wFVxQIpFgKKJAqT2PwU7sR7upDidlIaqk1pax8dJ2xlKSiHDL1hQRqPejnF01//2ibL05zo2LEjQIJUap5RIdO787bu+eQlGcXYIdHH+GurpsQsI4Tf8iI2XjrpUwBKDyCCbp/K9rWt9n69Bf/JP2zoZh11763rk6j6jUhylaJr5zifANHNiWy8h/7WPvOEWL3p2Ey1M1TxsfHhzlz5tjKhOv1elatWlWnzzhR407AvLW4D3jU1mfOv1JWccp5JUUbA1Hlgt+sFXiNfc36wUWZAfPyKei2vVHvFFXRQbi5MVOlaoNaqySykx8DZ7Zh1gt9uPftQYxZ1ImYwaF4BVRufpV9pZDjWy7z68cnWPzUTta8fZgD6y+REpdnS6uWkWks5Igb5yNIzevnVkGn0+HiUnvTQVdXV0pL617V1unCjSRJSJKEWq2u1c+N7G0gIwOgjR5aiXgzqVHEG4VKZOwDnfEJtkfZHLf0IMfbKkw0tccNWBc3Xl5etnZiYmITzqasjO3C31B4hVs7JIns7+ZTcq7uIYzl+Pn5ER4ebmvXNTXMIF6bKgWgEAoQKL/pETBJ3nUavyLHDO15M3c+RskqQJSLN0adPXLAW2Mh0OX6u7YaFIQrPAGrYXFl3+XuSg3R7v54KLUkl+SSrXesApRnLOZUfjJ7si6yPeM88UVZtHDxYXBgG1wVdU8PaygqRtwAKKndoqjI4Mp7e2YTn2v3BhkcdYL5PTYgChYMxVdVmQpT4HeLpEwBiFpPAub/4hDBYUw9TtqnAzFmxlZ5nruPlr6Torn73wOY9GhXWvUIuCblJCUujy1fneGr53azfVUsmUm1F1zCwsKYOXOmrZ2fn8+qVasw1CESRBAV+E7+AJ/JH9orThkKyVw6yWmRgY2FIAh4Dfsb/nevQ1CXRYlIEnmb/k726ruxGOu+qVDRoPhmjLi5Hi7ualr3DGTYXe2Z+2p/5r02gBHz2tO2T1ClRscWi0TqhXwO/prA2neO8OVTO1j/32Mc+T2R9AQdZrlilUwDIws3MjcDr7/+OgDnzp2r9blnz54lODi4ztd2+l1fWFgYgiCQmJhISUlJjX/69Onj7KnIyDQ62uihBMz/pUnEG62biomPdMXFw/rFKCFystMiCt1CmtzjppzIyEjb/5tauAFQekcQeN/viG7+1g6Liayvb6c0fme9x64YdXPy5EnM5trv5ldMlVJZLLYoDkEAZYWoG5PkhSTV/+O8MvHmCY8lKIrtUQ1tffRcL+rGgBmTZEEn6SmSjNfEyGhFFS3d/Gnh6kOWvpCEwmxM1USo5BiKOJ57haTiHAI1HoS4eFV5bFNRMeIGapcuVU6xUcv7e2YRl93C1tcv/DQLe/6MKJjJvGQhP83+e4rqfuukTAEISjV+dyzHY8hfbX3m3ATSPx2EPmlfteeKokBEjB9j7+/M/P8MZODM1viGujkcYygxcWpHMt+9dpDV/z7Aia1XKC2q+eKiffv2jB071tZOTU3lxx9/xFLHynUeAx4pqzhVLnhYyP3pEXJ/eeqGqjgF4NpxEkEP70XpG23rKz62yurhk59cpzErpl3cisLN1Xj4aukwIJRR98Yw/42B3PmPvgye1YaWXf1Ru1wboWcyWEg6ncPeNRf54T+H+PKpnfz0/lEO/BLPlXM5GPU31mtMpvkjqB2FG7kqmsyNxhNPPMELL7wAWK0Q9uzZU+Nz9+zZw4kTJxg6dGidry9ITn7XzJgxg3Xr1rF+/XrGjx9f4/P69+/PgQMH6rS4uVkoTyU5fdo55n0yTUfpxW1kLp2IZLRGuggqFwLm/4K21fAGv3Z6go517xzBZLQuFjSlOYyMukjLl59r8Gtfj8OHD7N+/XoAAgMDeeihh5p4RlYMyUdI/3w4kt660y5oPAm6fyvqsO7XObNqiouLeeedd2yfaXPmzKFt27a1GsOUlUXcoMG2drujR2ym04V6E/1f/4OCMt+CF8Z3YNGQ6ErHqY7eC969pq+H+izPei9FJVjnXmzRsEU7lywxDIAjmS6kFldfunuMqhV+gisbjHHkSfawUCUiPUsDaOURQKnZyKm8FK6UVF8aUcAqFfmoXbktqAM6Yylb0s9irmE6kia34dMoRMnCe3nf2tr/EsaSL9StdrdaYeDhPj/SPsAubh5LbcMXh6cgapV0GaNCobLKYbnJFs7vNrHxjPMMtm8EdLveJ++Xp2xtQeWC/5zVuHSYWM1ZjkiSRHq8jrO7U4g7lFHpQlWhFInuHkDHgSGEtfVx8Mypig0bNnDgwAFbu3///owZM6bG87oaQ8pxMpdOxKyzCxwuHSbjd+dKRLVbNWc2P8xF2WStvAP9JXvpdIVHCP7z1qIJr90G3oXRYzAmJQEQvvhL3AcOdOpcbyYsZguZSYVcic3hyrlcUi/mYzZW//kpigL+ER6EtvYipLU3Ia29cHFvftGOMjcOxvR0LgwdZmu3P3nCIQqnobgZ11cxMTHE5WTT4m81N8dtDK78503a+PrdVL/rcv773//yxBNPEBQUxIsvvshjjz1GaGgomzdvpl27dtWee+7cOcaMGcOVK1fYs2cPffv2rdMcnB5x06dPHyRJcrhpqQnOVl2Li4tZt24dCxcupF27dmi1Wtzc3OjatSuvvPIKhYWF1x/kKnJzc3n88ceJjIxEo9EQGRnJE088QV5enlPnLnPjo2017NrIm6UTKb249Tpn1p+gKE9GLYyhPCpCr/VlT2a7ZmFMWDHiJiMjg6Ki5lHqVh3Wg4B7fkZQWsMXJL2OjCVjMWaer/OYrq6uDkLN8ePHaz2GoHUMp7BUyIt11yiZ0zfC1l6yOx6jk0Ldjxg68GbePQ6RN6P1K/G3WBeObb31NuPcqog356FCpLcylADB+j5wR00/ZQvaewajN5s4k59K8nVEG7DH90iShMFixixZmt1OnUUQMVeILapLxE05BrOaj/bP5FS6XYjrFhLHX3qvQSo1knjcPrZPmIhfxK2TMlWO56An8LvzGyhLm5OMJWQun0rhgS9rPIYgCARHezH87g7Mf2Mgw+9uT3C0YzSX2WQh7mA6P71/jK//sZdDG+IpzK0+P33s2LEO7/29e/dy8ODBWjw7R9ShXQl6eJ+DQXPJ2Z9J/2zoDVdxSuHmR+DCTbj3+4utz1yQSvpnQyk6+nWtxnLYvZcjbqpFVIgEtfSk59gopjzRnfveHcyUJ7rRc2wkwdGelVasslgkMhJ0HNtymY3/O8mSp3ex6uV9bF15jtj9aeiySprd57BM8+ZqkUZOl5K5kcjNzaVNmzbs2bOHhx56iIcffpjk5GR69OjBs88+y/Hjxx0CUMxmM8eOHeOZZ56hR48eXL58mSeffLLOog00gHAzatQopkyZYquwUFP+8Y9/sGTJEqfNY9WqVUybNo0lS5agUCiYPHkygwcPJj4+nn/+85/07t2bjIyMGo+XlZVFnz59+PDDD1EqlUydOhUPDw8++OAD+vbtS05OjtPmLnNzYBdvrLvujSneRHcLoHuLLFs7z+zJ74tPO6UEbn3w8/Nz+GxIKtstbQ5oo4fiN2c1iFaxwlKUScbi0Zjyr9R5zK5du9r+HxsbW2tDMlHjaKgq6R0jR+4d2BJV2Q13an4pv5xw3iLuiKEjb1UQb7RCKWMMX+NvScZdZSHMrfobrvOWbM6YMwkVPBitasU0VXumqNvRSvSh2GzgQHYCV4pza2h1bCVA64FaVCAKAmIz9EWra2WpSseyqPj04HSOpba29XUKusQjfX8gP7HUIWUqsruiSc2+mwq3rrMIvHcjgsbqp4RkIWfN/eRveaXWC0q1VknHgaHMeLYnd/6zL91GRdjSTsvRZZWy/+d4lj+/h18+Os7FoxmVGryKosiMGTMc8tg3bNhAXFxc7Z9kGUqvMIIe2I5Lh0m2PmPyEWvFqZTai8JNiaBQ4Tv1Y3ymfgLlPl4mPdmr55G78bkap4E5pErpZeGmNihVClq096Xf1FbMeLYXi94bwtSnutN3cksiOvqi0lZeKSU3rZgzO1PY8tUZVry4l+XP7+H3xac5tf0K2cmFSBZZyJGpmmuEG1lwlbmB6N69O7t37yYqKgqA999/n+eee47S0lLefvttunfvjpubGyEhIYSEhODm5kaPHj145513MBgMPPPMM7z99tv1moPThZsePXqwdu1annnmmVqdN378eO655x6nzUOlUnH//fdz5swZzpw5w3fffcemTZuIjY2le/funDt3jieeeKLG4z3xxBNcuHCB6dOnExsby+rVqzl16hSPPvoo58+f56mnnrr+IDK3HFbx5tdKxJttDX7t9pFGwi/bvXUST2azc3Vck+6QCYLQ7HxuKuLacRJ+t39la5vzksj4cjTmoqxqzqqa1q1b21znTSYTZ86cqd0ASiWI9o9p6SrhJ8hTy5RuYbb2V7sTnPr3PWzoyNt582zijQY9Ywxf42dJoU0Nom4OmlP40xRPqqWQYs3V8o4AAQAASURBVIzkSaXsM11he8Z5sg2FWGoo27goVES4+tLN22r4fE6XVq0nTlNR0eemvsINgMmi5LND0ziU3N7W1z4gkcf7fUfK0SJblSmVRuDXX3+9JXe/ta2GE/TAdhQedlPn/C0vk7v2QSRz3aIMfUPcGDijNfe8PpCxD3QispMfFXVCSYLEU9ls+uwUy/6+m90/XiA3zTF6UKPRMGfOHDw8PMrOkfj+++/rVCa8HFHjjv/da/AY+Litz5x/hfT/Dabk3IY6j9tUePR7kMD7NiO6+tn6Cra/RebyqdeUeq8MUV3BnNgoLwDrg1KtIKytD73Gt2TSY924753B3PF8bwbd3oZWPQJwqcTsGKAwV0/cwXS2f3Oeb189wOKnd/Lrx8c58luiNR1LrlwlUwE54sbJSM305yZl0qRJ+PnZv68EQeC1115j+/btTJs2DTc3N4xGIxkZGWRkZGA0GvHx8WH27Nns27ePN954o95zcLrHzY3A3r17GTBgABqNBp1Oh1pdfc5uamoqLVq0QKlUkpSURFCQvWSrXq8nPDycnJwcUlJSCAwMrPO8bsYcTBkrpRe3lnneWE2CrZ43v6JtNazBrpn344+kvPASp2LuIzOgm62///RW9BgdWfWJDcyBAwfYsMG6yAgJCeGBBx5osrlURcHu/5K73r44UrfoReB9WxC1nrUe69dff7WlSURGRrJgwYJanX+uR0+kYqtXUsuf1qG9Ko/2dEo+Ez7cZWuveWgAPSJ8ajx+ZR43V9NLc5qnvZbbPG/0aNmknsu23GiSCq/veaBAwIyEiIAFCdd0+4K63L/majSiEg+VFl+1G5FufrgrNSgFkUuFmRzOrV2kVmN43AC8nLcOH8n6t/pIGMwlwd8p44qChXndfqV/uP27IT43hFVpswnp7mHrmzFjBp07d3bKNW80TLmJZCwZi6lChSmrD8wqRLVrNWfWjMLcUs7tTeXsnlR0WZVHzgVHe9FxUAitegSi1lojSVJTU1myZAnGsgWKp6cnixYtsgk6daVg78fk/vw4lAuYgojP5A/w6P9wvcZtCkw58WQum4Ix/ZStTxnYgYB5P6Hyb13leYnz7qG4LC0/5N//h/eMGQ0+11sVSZLIzygh5UIeqRfzSY3LIz/z+kUPFCqRoChPQttYPXKCo71s7w2ZWw/JbOZcTCdbu/Wff6AKDW3w696M66uYmBjispupx43fzelxcz0sFgvx8fFkZWWhUCjw9/e3Rec4i1svMR57+oJeryc7O/u6x2/atAmLxcLgwYMdRBuw7qpNmjQJs9lsW4zKyFyNttXwKtKmtjXYNUUXFwQkOp5dirfRvsu7d81FLhyueZqgs6kYcZOWllbr9KHGwGPgo3jd9rKtbbhyiMzlU5GMtZ9rxXSpxMREcnOv7+lSkYrpUlenSgHEhHrRp6Wvrb10d0Kt53g9DuljeCf/7gqRN6WMNXzNAM94xBpsr5jLjqkswkZAQCUo8FO709YjiJ4+EYwIas/EsC4MD2xHV+8WeKtc0BlLOJ2fUmvRpjFxdsRNORZJZNnRCexMtL+WWvqkcnfoSvQZdr+2DRs21Mm/7WZA6RNJ0IO7UEf0t/WVnP2ZjC9HYS66/vf89XD30dJrfEvmvtKfyU90o03vIBRKx1uotEv5/Ln8HEuf283WFWdJicslOCiYmTNnIpSF7Oh0ujqXCa+IR/+Hrb5cDhWnHiV3/RM3XMUppW9Lgh7ajUvHKbY+U8ZZ0j/uS+mFP6o8r2I5cEsln40yzkMQBLyDXOk4MJSR8zow99X+zH9jIGMWdaLL8Bb4h7tTWfaq2WghJS6PQxsSWP/hcb58cgffvXaQnavPE3cwXfbJucUQFArHKGI54kbmJkIURVq1akXfvn3p1auX00UbaADhJicnh+Ky3eG6Ulxc3KCeMZcuXQKs6VS+vr7XOdpuKtqjR49KHy/vP3HihJNmKHMzom01nIB71lcQb4qt4s2l7Q1yPcHVusussBjpnrEGT3+70e2Wr86QeiGvQa57PQICAmzpQ5Ikcfny5SaZx/XwHPkSHgMfs7X1l7aRtWp2rdMvwsLCHEIrT548WavzKxoUW6oQuRYMiLL9f8PJVNJ1zhfDDuo78U7+3ZjKyo5rKGWyeQV9POsmpGhEJe08ghga2JYxITGMCLKKNFHu/niqtBQa9SQV53AyP5kdmXFszzjPGV3q9QduQioKN0onCjcAEiIrj49la7z9eyjCK4Mp4nLUBqu/TUlJCb/88sstuxBSuPkReN9mXDpMtvUZkvaS/r/BmHKdk5YpiALh7X0ZvdBacnnwrLb4tXB3OMaoN3Nmdypr3znK8hf3kHNGwZA+o22P17dMeDku7ccT9OBOFF728vEFuz8kc/k0LPobS8ATNR74z/0Rz+HP2/osJblkLBlLwZ6PKn1Ny+XAmxY3Lw2tewYyeFZbZr3Qh/veHcKkR7vSc1wkoW28rxE2wZpmmJlUwImtV/h98WlWvLiXr57bzYZPT3Dkt0SSz+fKZchvciqmS8nCjRNo6rSoWyRNqrngdOEmICCARx99tF5jPPzww/VKOboeH3zwAWCt/KC5yvyzMsoNVFu0aFHp4+X9zc2vQ6b5oW094lrx5qsJDSLeiC729ABVUTYTH+mKxtUaomw2Wdjw6Uny0usnstZpXqJIRIS9GlJzfd8IgoD3hHdx6zHP1ldy9mdyfrwPqRYLLkEQ6NKli619/PjxWi2srxdxAzCqYxChXlaBx2SRWLmvYX6nVvFmHuYK4s3DLosJV6TVeixPlQsdvULx17gjCgIpJfkczU1id+YF/kw/x5b0M+zPjuecLo30Ul2z9LS5GkdzYufPV0Lg25Oj+P2CvWxyqHsWY0qW4SpZPUHOnTt3S4YolyOqXfGf+wPufRbZ+kyZ50j/ZIDTTXy1biq6DG/BrBd6c/vfe9FpSBjqq0xdC3P0HPktiTM/lRBaNAiXwhaIZg2xsbFs3ry53nOwVZwKswt6ped+sVacyk+u5szmhyCKeI/5P/zu/MZW4Q+LmdyfH7N6FpkcxRmHqlKyOXGTo3ZREhHjR78prZj21x4sem8I05/pSf9prYjs7Ge7/7iaEp2B+ONZ7F17kXXvHuWLJ3ew+t8H2L4qlnP7UslLL75lxeibEVm4kZGpO04XbiRJcsoHbEN9SG/YsIHFixejUql49dVXa3ROeei5q2vlefLlVXJqWtUjJiam0p+LFy/W6HyZG5uqxJuS2E1OvY7o6mL7v1Rcgk+wG+P/0gVRaY1nLi0ysv6j4xTrGv+GtzkbFFdEEEV8Z3zpsINfdGQ5uT8/UivxpqJwk52dTXJyzRdUDukAVUTcKBUid/ePsrVX7k+i1Ngwu5YH9J34qPAuLGWlr10p5l++n9GiluJNpr6A47mXrZs0kkSesZhLhVmklerQGUsxl30HNL/aUVXTUKlSjgj8eGY4v8YOsPUEaHKYYvkaT4s1JejXX3+9JatMlSMolPhM+59DumN5yemS8787/3qCQGCkJ0PntGP+m4O4bX4Hwjv4XJM6YiwQcS+Mxi+zL17ZXTn6RwK7t++r9/WVnqFlFafsn1PGlKOkf9wXfVL9x29s3LrOskYSedqN1wsPfEHGFyMdyp87mBPLETfNDoVKJKSVFz3GRDLx4a4sfHsws1/qw5DZbWnbNwivAJdKz5MsElmXCzm1I5k/lp5l5T/3seTpXfzy8XEObUjgyrkcDKV1Mx6XaXpk4UZGpu40iEPYrl27uPfee+t1fkNw7tw55s6diyRJvPXWWw7eEzIyjYlVvPmZzGWTkYwlVvFm2SR8p/0P994LnXIN0cV+U2QpsZoIhrbxZuQ9Hdi82FrdSJdZwvr/HmPqUz3QuDSeYWBF4SY5ORm9Xl+j6LemQFAo8Z/zLRlfTUB/yVrKvXDf/7DoC/GbuQRBcf3fm4+PD5GRkTaR6vDhw1VG8F1zfW2FxUlp1T4Os3uH8/6W8+hNFrKLDPx0LJlZvSOqPL4+7CjuSrhrCdMUPyAAXmIBr/p+wv/lLuKiKbzG41wqyiJDX8AA/1Z09AzBU6klrjCDrAppHjfSPqvJieXAq0fg59ghmCwKpnTYCYCLMYtJLGGLehbpJRH8+OOPzJs3D1G8Ja3sEAQBr9v+gcIzlJy1D4JkQdLryPxqPD4T38V9wKM23xlnolIraNcvhHb9QijK13PhUAbnD6SRkegopKmNXqiNXhz9ppDE3TvpNaoNLbsEoNJUXob5eohqN/zv/pG8Dc9SsOs9AMy6FNI/G4rPpA9w7/tAgzzfhkLdoifBjx4kc8V0DGXikz5xN2kf9sB/9iq0rUdclSole9w0dwRRwC/MHb8wdzoPs37/lRQYSI/XkRafT3q8jvR4XaWpUqVFRhJPZpN40ipOCwL4hrkTHO1FcLQnwS298Ap0uaFe47cqDsKNLLjWG+FGukmSqTcNslK7cOECFy5cqNcYzv7wTU5OZuzYseTm5vLUU0/x+OOPX/+kMtzdrfnrVXn3FBVZy4DWtEpEVWHs5a7nMrcG2tYjCbhnPZnLpyAZisBiJufHRZjzk/Ec+VK93wMVhRtJr0cymxEUCtr2DqYwR8/etdYIr6zLhfzy32NMeqxbo1V7CAkJQavVUlpaisViITExkbZt2zbKteuCoNIScM86Mr4cjeHyfgCKj36NpC/A/85vEFTa64xg9cIqF25OnjzJ6NGjbV4/1SFq7GNXtzjxcVMzo2cLVu23pnZ+tuMSt/cMRxQb5kZ2XV5v/IMMDDb9jAB4isW87PM/Xs+7lzPGVjUep9Ck5/e0M3T3Cae1eyCeKhfOF6STVJxti7q5UXD0uGn41K4NcQMxmFXc3ulPADSUMNawgh2qqcQnwPbt2xk+fHiDz6M5497nPkT3ILK/uRPJWGw18V3/BMb00/hM+QhBobr+IHXEzUtD15HhdB0ZTl56MecPpHH+QLpDNR4BkdwkI5sXn0GpURDd1Z82vYMI7+iLQlE70U0QFfhMfAelfxtyf34MLCYwG8ld9xCGywfwmfoxour6nznNBYVHMEGL/iRn3UMUHV4KgKUwg4zFo63RVCr795W8ALwxcfFQE9XFn6gu1gp8FotEbmoRaZesQk7apXxy066995YkyL5SSPaVQk7vsEawat1UBJWJOMHRngRGecoVrJohDsKNSY6ckpGpDU7/RNu6dauzh6w3OTk5jB49msTERBYsWMDbb79dq/PL/TiuXLlS6ePl/RWjCGRkaoK29QiCHthOxtKJWAqsqSb5W17GYijEe9wb9RJvhKtEAam0FKEsra/76AiKCwwc32I1Bk67pOPXj08w8ZGudd7xrQ2iKNKyZUvOnj0LWA3Dm7NwA1bzzMD7fidz2VRb5E3JmZ/IWDaJgLvXImrcqz2/Y8eObNq0iZKSEkwmE8eOHaN///7VngM1S5UqZ9HgaL45kIQkwaXMIjafTWdMTHANnl3tKTIp2FraG7OLiqHGtYhYcBX1vOjzBW/nzeOIoWOtxjuae5m0Uh19/VrS3SccP40bJ/OS0VtunBs7Y6NF3NjZcqkPeaUeLOq7EcwGFJgZbvwRdymP7dskIiIiaNWq5kLazYhrx0koH9xJ5vIpmPOt39eFB77AmBWH/13fo3Dzu84I9cc7yJU+k6LpPbElGYkFnNiRQOz+VASzfRFj0ps5fyCd8wfS0bqpaN0zkDZ9ggiJ9kKohQDr0e9BVMGdyFp5h+17pejwUgxpJwi46weUvlHOfnoNhqDS4jtzMZqIfuSsfxxMepAs5G/+B4KyLajNYFDKKRc3CWKFqJyYwdZUudIiI+kJOtIv5ZMWb/3XUFr7qJygKE+8A11r9V6ScT6CsoLgarxxvt9lZJoDThduhg4d6uwh60VhYSHjxo3jzJkzTJ8+nS+++KLWi+HylKojR45U+nh5f0UfCxmZmqIO60Hww/vIWDIOU4ZVyCjY8TaSsRifSR8i1DHVQbxKuLGUlCCWCTeCIDBwRmvMBgunynarUuLy2PDpCSY81AWluuHFm+joaAfh5kZA1HgQuOBXslbNouTsegD0F/4gY/FoAuf/iujqU+W5KpWKHj16sHv3bgAOHjxI3759r5vKIlZMlbqOAWdLfzfGxgSz8ZR1sfa/7RcZ3TGowcLHL+RrCHOLwahSM8L4PUpMaAQTz3kv5YP8OezRd6vVeKkl+WxIOcnggDYEaDyw3GARN6aKETeSpdEMeg6ldOCFRX8la/lULMXWioy9TX/gIeWy5gctD/zlYTw9PRtnMs0UdVh3gh85QObyabaoOf2lbaR/3JeAe35GFVQ7obGuCIJAUJQno6K60HlUIF9/tgbyvdGU+iNK9luy0iIjp3Ykc2pHMh6+Wtr0DqJtnyD8wqoXiMvRRg0i5NHDZK28A32i9TPHmHyEtI964Td7FS5tR19nhOaDIAi4970fdYteZK28A1OO9ftCMp3HZZgS/aFQLHLEzU2L1k1FZIwfkTFWgVWySOSkFZF+yRqRU5uoHJVWQWCEB4GR1oicwEgPPPy0copVI+JgKi4LrvXnxrpNkqknN3Xyu16vZ8qUKRw4cIAxY8bwzTffoFDUfkE6duxYRFFk586dZGRkXHON9evXo1AoGD9+vLOmLnOLofSOIOj+bahC7L5LhXs/IWfNIiRL3Xbuhas8Y66O1hAEgSGz29JhQIit78q5XDZ+dhKzseHTPKKjo23/z8jIuGHMVAWVFv+5P+DabY6tz5C0j/TPh2MuSK/23F69etn+n5OTQ3x8/PWvV9GAU3/9Mt8PDrVHVxxNyuNQYu51z6krxSaRK4Uqrija8Jv6LgxYPSeUgoUnvVZym0vtjVENFjN/pJ9jW0YsRqlur30RgX5+LfFRV24o31AYK3ylNlbETTnaqEEE/WUPSj/737+9+QgD85ew7vuvMZvlErsKj2CC7t+Ka7e7bH2mnEukfTKAktiNjT6f4JBg7lw0BUNAAtmBe8n3Po3RJRtR4biILMgp5chviXz76gG+eWU/hzcloMsqqWJUOwrPEAIX/YH7gEdsfZbiHDK/Gkf+1tdqZbDeHFCH9SD40UO4xEyz9YmuJrSDkjAb9siVh24RBFHAL9SdjoNCGTGvA3Ne7sfCdwYz8dGu9J4QRXhH32uqu5VjLDWTfD6Po5uT+O2LU6x4cS9Lnt7F+g+Psf/nS8Qfz6QoT/ZLalCUFVOlZOFGRqY23LTCjdls5s477+TPP/9k8ODBrFmzBnUFI7vK+Oijj2jfvj1///vfHfpDQkK48847MRgMPPTQQ5gq5GQ+++yzZGZmMnfu3AYtYS5z86NwDyBo0Z+ow+2lfosOfUX26nlI5tp/uQmi6JAuZanEo0kQBYbNbU/bvkG2vqTTOWz64hRmU8Pe1Pv6+uLl5WVr3yhRNwCCQoXfHctx7/uArc+YdoL0z4Zgyq26SpaPjw9t2rSxtQ8ePHj9a1WIuLFUUQ68Il3DvekX7Wtr/29bw1aru5CvwSJBuhjJRvU8CiWrWCIKEn/x/IHJrtvqNG5JHV7z5bTxCCLCzY9RwR3p69cSF1X1n/3OwtTIHjdXowpoS9Bf9qCO6Gfra2G5SOcL/8fOTT80+nyaI4JKi9+s5XiNfY3ysk+SXkfm0knodr3f6Iv/sLAw5syZg1KlwKDNJs/rNPlhh+g5JbTSylQ5KUXsW3eJFS/uZc1bhzm57QolBVVHmwhKNb6TP8Rv1nJbJUMkifzfXiTr6xlYSvMb8Nk5H9HFG/+5P+A94R3Kb2EFESRxG1lfz8RSktek85NpGsqjcvpMimbyY924790hzP5HH4bPbU+HASH4hLhVGQFZWmQk6UwOhzYksOHTkyz9226WPreLDZ+e4NCGeJJOZ1NaKAsMzqKixw2yx42MTK24aV27PvroI9auXQuAv78/Dz30UKXHvf322/j7W03RsrKyiI2NJTU19Zrj3n//ffbt28ePP/5I+/bt6dWrF6dPn+bUqVO0adOGd999t+GejMwtg+jqQ+DC38lcOgl9grVaTPHxb5CMJfjP+QZBWbvKS6JWi7msopRUhT+KKAqMnNcBs1Hi4hFrRFnCiSw2LznN6IUxiLU0yKwpgiAQHR3N0aNHAatwcyNVehNEEZ+pnyBqvdBtfxMAU1Yc6f8bQuB9v6MKaFfpeb179yYuLg6A2NhY8vPzHQSsq3EwJ66mqlRFHhjain2XrCkzf5zL4Hx6AW2DamaeXltKzCJJhSqiPIxki6GsV85njOFrfBU6AO7x+AU3oYRvisbSGLlDKkFBBy+7r0+kmx8t2ntzMTOFuIxkTHWMYKsJjVMOvHoU7gEELvqD7NV3U3JqDQB+UhqanQ9w0d+NVn0nNsm8mhOCIOA17G+oAjqQvXqu1RxespD3y1MY00/jO+VjBGXjiH0AUVFRzJ49m2+++Qaz2UypoYgdJ3/m3nvvxUXVkQuHM4g7mE56vM7hvNSL+aRezGfnd3GEd/ClTe9Aojr7o3W71nDZrftcVEGdyfp6hi3VqOTMT6R91Bf/u39EHXTjFEcQBAHPwU+iP5VN0dk3EV2ti7+S02tJSz2O/13foQ7r0cSzlGlKyqNyyiNzAAylJrIuF5CRWEBGgo6MxAIHo/CKFOUbiD+eRfzxLFufp7+WwEhPAiI9CIr0JCDCA3UjVuO8WXD0uJEFsXojBxreUty0ETe5ufb0gLVr17Js2bJKfwoLC6sZxY6/vz8HDhzg0UcfxWAwsHbtWvLz83nsscc4cOAAvr6+1x9ERqYGiFpPAu7diLbNKFtfyZl1ZC6fhsVQeWWzKsdyiLipOrReVIiMWtiRll39bX0Xj2SyZelZLJaG+1aomC516dKlGy7UXRAEvMf9x7p7X4Y5/zLp/xuCIeVYpee0bt0ab29vACRJ4vDhw9Vfo0LKW01L3g5rG0D7YLtQ8/mOho1mupCvwVz2pytR+fOpYRFpJrvh60z3P1josQ6hEaJQjJKZPZkXya3wXlGICtoGhTOyfQ8ifYMaTD6qWA5c2UTCDYCocsF/zne4DnjC1ueODtbeTvaxdU02r+aGa8wUgh7chcI7wtZXdHAxGYtHYy7KquZM59O6dWtmzpxp89ooLi5m+fLlGCzFdB0RzsznenHXK/3oM6kl3kGOKYCSRSLpdDZ/LD3Lkmd28dP7Rzmx9QqFuY5ivTq0K8GPHETbzp7Wbco6T/rH/Sg68V3DP0kno/SOoWRbJKZ0++/DlHOJtE8HUrD/sxvu+0SmYVFrlYS28aHbbRGMvq8Tc1/tz8J3BjP5sW70mxpNdLcA3H2q3hzTZZVy4XAGe9dcZN17R/niqR2senkfW746w/E/L5N2KR+TQU5JvR4Owo0ccSMjUytuWuHm5ZdfRpKk6/5ERUVdc87SpUsrHdPX15cPP/yQpKQk9Ho9SUlJfPDBB7ZFmIyMsxDVrgTM+wmXDpNsfaXnN5G5dCIWfc29YBxSpUqqF30UCpEx93UispN9wR13MJ2tK84iNZB407JlS9v/CwoKyMpq3MWSs/Aa9jd8pn5sS72wFGWS/vkI9JevTYUSRdHB6+bw4cMO6ZdX45AqVcOIG0EQeGCoXRT76VgyqfnX98SoK3qzSFKBPULB19Odf+Q9RJLJnoI33nU3j3iuRmwEQSNDX8CWtDMczI6nxGxPI9Gq1HQLb82wtt0I8PB2+nUNDhE3TesfIogi/pPfRTnidSxlUpUKPQXfzkS3/8smnVtzQh3aleCH96OOHGDr08fvIO3jvhjSTzfqXDp06MDUqVNtbZ1Ox/Lly9HprJE23oGu9J7Qkjkv9+WO53vTbVQEbt6OC03JInHlXC47V59n2d/38P3rBzm8KYHctCLAGtUZcM/PeI78h/0cQxHZq2aT+8tfkcw3zkJKUKnAoES/twWSrqs1ZwrApCd37V/IXn03Fn3NNudkbk20birCO/rSc2wU4x7szD2vD2T+GwOZ8FAXek+IIrKTHy4e10awASBBbloxsfvT2PVdHD++eZjPn9jBt/93gK0rznJqRzJp8fkYZTHHAYdy4HLEjYxMrbhphRsZmRsdmwlu59ttffpL28hYPKbGefwVI26qSpWqiEIlMvaBTrRob6+OdG5vGtu/iW2Q3Ut3d3eCg+1pLTeSz83VePT7C353LAPRuniXSvPI+HIU+sS91xzbvXt3m1F6UVER586dq3JcsWLETQ08bsqZ2CWUUC9rmpXRLLFk1/WNkOvDxXw15jKtQqOQ8HLT8lLOQ5w3htuOGeZymKe9VqAUGn5xKAHxRdlsTDnFubQkhxQpTxc3BkTH0K9lRzy0zjMwbi4RNxUJHf0cBYPexYj1ZlnEQt7a+8n77UU5IqEMhUcQQYv+wK3HPFufOSee9E8GUHLu10adS9euXZk40Z7Olpuby/LlyykqKrL1CYJAQIQHA2e05p7XBjD1qe7EDA7F1fPa9K6MxAL2rbvEqpf3s+rlfexdd5GMxEK8bvsnAfPXI2i9bccW7HqPjC9HXddkvbkg2HwLBaSc9gQu/B3R3S4WFx9bRdrHfTGmn2maCcrckLh5aYjq4k+fSdFMfKQrC94cxLzXBjD2gU70GBNJi/Y+VaZISRaJ7CuFnNmdyvZVsfz4xmG+eHw7q17ex++LT3Pkt0SSzmRTrLt1q6DJ5cCdiyA1rx+ZhkVOzpSRacYIChV+s1ciqFwoOrIcKKtg9MVIAhf+hsLNv9rzRa3dH6W6VKmKKFUKxj/UhV/+e5yUuDwATu9MQVSKDL6jjdPLZkZHR5OWZi1ffenSJfr27evU8RsTt+5zEVRuZH0zG8xGJL2OjMVjCFjwK9qWg+3HubnRqVMnjh8/DlhNijt16lTpmEIFjxtLDapKlaNSiCwcHM2rv1gXLav2J/HIiDZ4uVSxe1hP9BaRhAI1rbysN6StPA0kFrjzr9wH+Jv3V3RWW02S+2pP4Ra1lPeT7kZvqZ1nU10wYSE2/TKJOel0CI4g3CfQ9hoO8vQh0MObxJx0zqUloa9nhQtjE0bcjAt/vNrH+4+cwx3BP+KKNQJBt/U1Ni/5geX7bsNkqX21RYCNlz+o03nNEUGpwff2r1AFdSRv099BkpD0BWQum4z3uDfxGPxUo5UM7tWrF3q9ns2bNwNW/70VK1Zwzz334FJBjAerl0dYWx/C2vow9E6JtHgdl45lculYJrqr/Dty04rJ3ZTIkU2JuHlriO7amqjxm1HuvhdT+kkA9PHbSftvL/znfo+mgsl1c0SoUHBCMhjQth5ByGNHyPrmTvTxOwAwZZwl7aM++E77FLcedzfVVGVuYARBwMNXi4evllbdrUVIJItEfmYJGUk6MhIKyEjUkZlUgMlw7ee+VBaZk5tWTNxBuyjq6qXGv4UH/uHuBIR74N/CHa8AFwTx5i5NLpcDl5GpO3LEjYxMM0dQKPGducSxglHKUTI+H465IK36c10rpEqV1jxVRqVWMOHhLgRH201zT269wp41F52+S1/R5yY+Pv6GL1vs2mkaAXN/BIV1USEZCslcMo7Si1sdjuvdu7ft/4mJiaSnV77LLWgqLE70tdulm9073CbUFBnMrNxfdcUrZ3BJp6a8GJlaIdHSw0CppOXfufdxUN/Rdlwnjws813IxrmLtPJvqQ6nRwNHLF9ged5zMQnslHUEQiPIL5rb2PWkT2AJRqPvXoqnCV2pzibgpZ/92T34onU+uEGDr69vyPI+PWIeruuaC4M2MIAh4Dn0W/7vXIqjdrZ2SRN6GZ8j5YSGSqfHKBA8cOJChQ4fa2mlpaaxatQqDoZoKUqJASCsvBs5ozdxX+jH7pT70mdQS/3D3a44tytNzcnsy65fk89vlN9F5TrA9ZtYlk/7ZUAr2/a9ZR2U5CDdG6+9F4RlC4H1b8Bz2twqPFZP93T1kr7kfi7HhUkZlbh0EUcA7yJW2vYMZdHsbpj/dk0XvD2X2S30YMa8DnYaGERztiVJd9fdJcb6BpNPZHNmUyG9fnGLlP/fx+ZM7+PHNw2z/JpbTO5PJSNTdfL45sseNjEydkYUbGZkbgPIKRh6DnrT1GdNPk/7ZUEx5l6s8T9RWSJUqqd0Nq1qrZOKjXQmMtJvcHtucxIH1zk25iYiIsKUNGQwGkpOTnTp+U+DSYSIB9/yEoLRGy0jGYjK/mkDJ+d9tx4SFhRESEmJrV1Ua3LGqVO0W2G4aJfP6R9raS3YlUGpsuJtAQ1nUTTnRnnqUgoQRFW/l3cOOku62x9q4JvFC9Od4KWvu2eQM8kuK2HPxFPvjz1JYQcxUKhR0DIlkZPsetPAOqGaEqmkOVaWqwmKCI38q+FmcT4oYZetvG5TCc6O/x8/txioL3ZC4dpxM0EO7UfhE2fqKDi+1phEVZjbaPIYNG0b//v1t7cuXL/PNN99grMEutSAI+IW503tCS2a90Ie7/68/g25vQ2gb72tKjBcXq9ie9ASnih/GIpW9hs1Gctc9RM4PC5ut2CGo7J81lgqClqBQ4j32NQLmr0d0saf9Fh34kvRPBmLMutCo85S5NRBF63uuw4AQht7ZjhnP9mLR+0OZ83JfRt8XQ48xkUTE+Faa0liOSW8m7VI+p7Yns21lLN+/fojPn9jBN6/sZ/OS0xz9PYnLZ3MoKbxxU60cPW5u3OfRLJAASWhmP039S7m5kYUbGZkbBEEQ8J7wNp4jXrT1lZefNmVX7g3jUFWqpPa76hoXJZMe6+awY3toQwKHNjhPvFGr1YSH231QbmSfm4q4tB1j9ZBQWf8GkqmUzOVTKDm3AbD+PStG3Zw4cYLSSoSZilWlLDWsKlWRewZEoVFaP+qzCvWsPdqwwtglnQZjWdSNSgEtPa1zNqPgQ92d/FZsX4hGuKTxYvT/8FPlVjZUg5Kmy+HP2KOcSL6EoUKKlKtaQ8/Itgxp0wVfN89ajVnR46apzYkroyTXwvm9Fn5X3UWc2NXWH+yVx9/GfE+k743hbdIYqIM7E/zwfjRRg2x9+oRdpH3UB0PayUaZgyAIjB49mp49e9r64uPj+f7772sdmejp70LXkeFM+2sPFrw5iOF3tyeqsx8KZfltoEC8YRp7C9+m1GKvkll0eCmJb/UlP+G8M56SU3FMlbpWzHJpP4Hgx46gDu9j6zOmHiPtv70oPvljo8xR5tZGFAV8gt1o0yuI/tNaMenRbix4cxDz3xjIxEe70m9qNK17BVorxVWRISVZJHJSijh/IJ09ay7w8wfHWPL0Lpb9fTe/fnyc/T9f4uKRDPIzixuskIQzEZQVhBs54kZGplbIwo2MzA2EIAh4j34FrzH/tvWZ8xJJ/2wIxoxrDW4Flwr+KLWMuClH66Zi8uPd8A11s/Xt/zmeI787L+3m6rLgNwva1iMJWLABQV32uzPpyVwxjeLTPwHQqVMntGU+RAaDgRMnTlwzhlihqpRUw6pSFfF313B7rxa29hc7LmFuwJs7o0UgXmdfULX0NKASrSKGhMjnBdNZnzHM9niwJpsXo/9HsLrxIhnKkZCIz0ply7nDXMhIxmKxiy0+rh4Mbt2ZPlHt8XJxq2YUOxUjbppbqlQ5WXEG0uNM7FRN5ojSnorj6VLCX0etoUtYw5pY30go3AMIvG8zbj3n2/rMeYmkfzKQ4jPrG2UOgiAwYcIEOnfubOs7f/48a9eudXi91gYXDzUdB4Yy4eGu3Pv2IMYs6kSb3kGotQpyzJ3ZUfApOaYY2/EK3SkyP+nN76/816FCVVNTE68MpU8kQQ/swH3Ao/Zj9TqyVt5O7vonkEzyjr9M4+PmpSEyxo+eY6MYc18n7vpXP+5/fygznu3J0Dvb0nFwKIFRnihUVS/TCnP1JJzM5tCGBDZ9foqvX7KmWn3/n0P8ueIsx/+4zOVzOc3OCLmiOTGycCMjUytkc2IZmRsQr+F/R1C5kveLNXXKrEsh/bOhBN63GXVIF9txoou9Yo5UC4+bq3FxVzPlie6se/cIuWlWX5K9ay6iUIh0HRl+nbOvT3R0NH/++ScAV65cQa/Xo9E0vHFtY6CNHkrgvZvI+Go8kr4AzEayVt6O/53f4Np5Bt26dWPfvn2ANV2qd+/eDiaoFc2Ja1NVqiL3DYpm1f4kLBJcyipi85l0xnYKvv6JdSRep6GlhwGVAlQiRHsaiM0rfx4C36WPpdiiZVbwJgD81fm81Op/vBl/L4mlYQ02r6owms2cTk0gPjuNjiGRhHnbTb9DvPwI8fIjJS+b2PQkdKVV+/I4VpVqfhE35STsLcYtQMkxn6EU4sVA0y8osKBRmvjLkF/55tBQdsR1vv5AtwCCUoPvzMWogmLI2/is1bTYUEjWiql4j30djyHPNLhpsSiKTJ06FYPBQGxsLACnTp1CrVYzadKkel1frVXSumcgrXsGYjZauHI+l0vHMjl6/ENa6v9LtGad9TixgHZFTxC78Rj71t2JT7A7LbsFENXZn6CWnohNYKh6tTlxlccp1fhO/gBty8Fk/7DQ+jkMFOz+EH3SfvzvWo3SO6LB5ysjUx0qjYLgaC8Hb0GL2UJeRglZVwrISiok60oBmZcLKS2sXKg06c1kJOjISNA59Lt4qPANdcMv1N36b5j1X7W28ZeBDqlSlUTKydSS5h9kJeNEGv0de+zYMZKSkhg6dCheXl7XP0FGRqZSPAc9jqh2JWftgyBJWIoyyfh8OAELf0PTohcAokvtq0pVhaunVbxZ+84R8suqlez6Pg6FSqTTkPottkNDQ9FqtZSWlmKxWEhMTKRt27b1GrM5oYkaSODC38hYMg6pNB8sJrK+mY2fZQW9et1mE24yMzNJTEwkKirKdm5Fc2JLHYWbKH83xnUK4deTqQD8b/tFxsQENdiC0yQJXNJpaOdjnW+Uh4F4nRqDxb57+EvmMErMWuaF/oQoSHgqi/h79Be8kzCfuOKoBpnX9Sg2lHIoMZZLWSl0CmmJj5vd3ynU249Qbz+S87KITb9MQSUCTnP2uKmIxQQX/iwkZrInF1TdKBY8GW74Do1gQBQl7uqzDX83HWuPDUCqKn7/FkIQBDyH/BVVYAeyvrnTuvCXJPI2/g1j+hl8p3+GoGxYoVmhUHD77bezatUqW1TikSNHUKvVjBkzxinvZYVKJDLGj8gYPyx3tiP9UnfS/hiAd/xLKNAjCBLtXb7CWxnL0bRnObKpmCObEtG4KYno6EdUZz8iOvqhdW+YynVXI9ZQuCnHtfNMVCFdyVp5B8ZUa0U/w+X9pH3YA79ZK3BpN67B5iojUxdEhYhviBu+IW60LcusliSJ4nwDmZcLyLpsFXOyLhfa7ssqo6TASHJsHsmxeQ79Hr5a/MLc8A11t/3rE+xaIYXS+QiyObGMTJ1p9FSp6dOnM23aNBYvXtzYl5aRuelw77MIvzuWgWhdMFpKcsn44jb0CbsBEBw8bupvMOnmrWHKk93x8LMLQttXxXJmd0q9xhVFkZYtW9raFy9erNd4zRFNRD8C79tsN8u0mMn+di4uSRsdUsWuNimuWNK9rhE3AA8MtV/j2OU8DsTn1HmsmhBfoMZgti4mlaK1PPjV/JHTj8+u3IFZsn4VuSlKea7lYjq5N62fRk5RATsunGB//FnySwodHgvz9md42270imyHh8axNPONItwAlORZSNhjFZ9SFNFs0CxAZ7R7WY2JOcLCgb+hFOUb63Jc2o8n6KE9KHztn1VFR5aT/sVIzIUZDX59pVLJ7NmziYiwR4fs27ePrVu3VnNW3RBFgZDW3nR/4GlCH9uL4BlleyxYtYfBHo/gLiYAoC8yEXcwnc1LzrDkmZ38+OYhDm1IIDOpoEGrUtU04qYiKv82BD20B7feC219luIcMr+aQN5vLyCZ5de7TPNGEATcvDVEdfan1/goxt7fmbmv9mfR+0OY8VxPhs9tT5cRLWjR3gcXj+pF1IKcUhJOZnPkt0Q2LznD6v87wOePbWfVv/bz25enOLQhnkvHMp3qnyOXA5epCYcPH+Y///kP06dPp0WLFgiCUKMNiqVLl9KnTx/c3d3x9fVl/Pjx7NmzpxFm3Dg0asTN9u3bSUhIAKy/2KeeeqoxLy8jc1Pi1n0ugtKFrG/ngNmIpNeRsXgMfncsc6gqVZty4NXh4atl6pPWyJvCXKuQsPVrq79Ox4GhdR43Ojqas2fPAjeXz01FNC16EbjoDzK+HIWlOBskC9nfz6d/779xCevNzNmzZ9HpdHh6Wo1xK5oT17aqVEW6tPBmQCs/9lzMBuCVX87w2d09r3NW3TFLAhd1ajqURd1Eehi4VKBGb3bcL9iT150Ss4ZHIlahFk1oRCN/jVzGl8kz2J3Xo8HmVxPSdDmk6XII8fKlXVCEzetGEATCvP0J9fIjJT/bFoHjWA68+aZKlZN1wYBXmBL/1hpyxSB+dV3I0JyVhHpkAdA7Kg4ft0I+3zmW/JJrS0rfiqiDYgh+eD9ZX89EH78DAEPiHtL+2xv/u1ajiejXsNdXq5kzZw7Lli0jNdUaQbdjxw5UKhWDBw9ukGtqQrsR9sRhslbfTWms1VzdXXGFIZ6PcKrkUZL0oyl3VpUkSLukI+2Sjv0/X8LVS01kJz8iO/kR3sHXqakZFYUbLBYkk8nRP6MKRJULfjO+QBM1iNx1DyGVVc3SbX0dffxO/O5YjtI3ymnzlJFpDNRaJcEtvQhu6ZjNUKwzkJNSSHZKETnJZf+mFGHUV765YLFI5KYWkZtaRMX6a0qNAr9QN/xC3fANc8cvzBql4+JedZWsSpEjbpyGAAjNLFXKWTG6r776Kj/99FOtznniiSf44IMPcHFxYfTo0ZSWlrJ582Z+//13fvjhB6ZOneqk2TUdjSrcLFu2DIBevXpx+PBhjhw5Qo8eTXtjLiNzM+DaeQYBqrVkfj0DTHokYzFZK29HHTIdawKsgFTPVKmKePq7WNOm3j1Ccb4BJNi64hz6YhPdR9XNK6Bi1ElmZiZ5eXl4e3s7acbNB3VoNwLv30rGl7dhKcwASUJz4HWGuAxgp2UEFgvs37+fUaNGASBWrCpVj4gbgAeGtrIJN6dTdIx9fyeC1hNNqa5BEmISC9REexrQKCQUIrT31nM82+Wa444WdOTthAU8GbkMF4UBpWjmwfDvCNVk8EP6aKQm9tFPzc8hNT+HUC8/2gWF43mVgBPm7U9qfjYpqeehzFpAgYQoWbAIzbsGQPyeYtwDlGi9FJQovNjkvoD+Gd/SIfAyAK0DUnlh3Go+2zmOi5l1F2ZvJhRu/gQu/J2cdQ9RdGgJAOb8y6R/NhTvcW/iMfCxBvW90Wq1zJ07l6VLl5KZaTX1/uOPP5AkiSFDhjTINUVXHwLu+Zn8P15B98crACgopavLW3RuF0eC69+IP2uwfh9UoDjfwNndqZzdnYqosEbxRHayplV5B7nW6/fkINxgjbqpiXBTjnvPe1CH9SRr5R2YMq2bD/qEXaR+0BXfKR/h2n1ug/sXycg0NK6ealw9fWnR3l4tTrJIFOSUlok4hWQnW//NTSvGYq5cCTDpzaTH60iPr9w/xzfYDd9QN3xCrP9WJeg4pErJETcyVdC/f3+6dOlC79696d27N1FRUeiruQfesmULH3zwAX5+fuzdu5c2bdoAsHfvXoYNG8aCBQsYNmzYDb+uEKSGjGOtQHFxMcHBwYSHh/Ppp58ybNgwHnvsMd5///3GuPwNQUyMtYrD6dOnm3gmMjcqpRf+JPPrGVYflTJMaW7oD4eg7dCdlt+tdur1clKL+On9ow436z3HRtJ3SnSdbng//PBDcnKsKTzjx4+nT58+1znjxsWYcZaMxWMx51+29V0RW7FVNRNB48GTTz6Ji4sLxtRULgwfYTum/amTtVqcVESSJJ5fe5JvDlx26FeXFuChS0eUnJ/eE+FuoLOfPVJoT5or+suVHxvtcpm/Ri3FU2mvWnMwP4bPLs9CL9VyV68Cmpz6CV5XE+rtT/ugcDy0rtc85pd9kqiETXgVJPA3YRIGoZH2RwrqXunH1U9BzEQPRKX1PVucoadb5noGtTpjO8ZsEfnu8GC2ne9M+Z7axssf1GvKNzqSJFGw+0PyNjwNFvt7x6XTDPxmfomobVgfv4KCAr766ivbZybA8OHDGTp0aDVn1Z+Sc7+SvXoelpJcW5/CJwq/WV9TIHYm8VQ2iaeySIvXVWuc6emvJbKTP5Gd/Ahr641Sraj64Eow63Sc79PX1m67fx+KOngnWvSF5Kz9C8XHVjr0u3a+HZ9pn6Jw9a3iTBmZmwuz2UJeejE5KUVkJxfa/tVl1T7a18VDZfPnKRdzfEPcKFq1lMz33gPAc/w4wt5919lP4xpuxvVVTEwMF7KyiXjyuaaeigNJ771Ba38/p/+utVoter2+yvTb8ePHs3HjRt577z2eeOIJh8cef/xxPvzwQ95++23++te/OnVejU2jCTdff/018+bN47XXXuNvf/sbkZGRlJSUkJKSgrKOi5CbjZvxg0Wm8TFmnidzxTRMGWdtfZZCFZbUAUT/6HwvhPzMEn7+4KjDF3vMkDCGzG5b60ojv/32G3v37gWgVatW3H333U6da3PDrEslc/kUDFcO2fpyhEA2q2fTZ8Q0hg4diik3l7j+A2yPtzt8CNGtZuWpK0OSJH4+nsJL606hK7WHKQsWEx66dDT6wmrOrtMVGRRShJfamjqUbxA5clxDVQG1/qoc/hq1jBbadFtfQkko7ybcQ66pbgthZws35YR6+dE2KLzScuG+OWfYkphHSkHVVaicSj2EG4CANmqih9ifR/rZUiIyDzCr5w6UCnva195L7Vl5YDhGs/KWF27K0SfsJmvVbMy6ZFuf0q81/nd9hzq0W4NeW6fTsWzZMrKzs219w4YNY9iwYQ16XVP+FbK/vRt9/HZ7p6jAa+Q/8Bz+PIKooKTQQNLpHBJPZZN0Jht9UdVpEUqVSFh7H6s5cic/PP2vjcy7GktpKbHdutvabXbuQBkQUOfnVHRsFTnrHnbY+FB4huJ3+1K0bW6r87gyMjc6hlITOalFZF+xp1xlJRdW+56uCo3SjEvmRdyKU/EL9yb68fnWCB2Pum/OXI+bcX1lE26eaGbCzfuNL9yUlJTg4+ODXq/n8uXLtGjRwuHxnTt3MmTIEIYOHcq2bducOq/GptGEm9tuu41t27aRmJhIWFgYL7zwAv/5z39Ys2YNU6ZMaYwpNHtuxg8WmabBUqoj+7v5lJxZZ+uTzAoC5v+Aa4zz329F+XrWf3iM7GT74rFNr0BGzu9Yq+oECQkJLF26FLBWUXn22WdvmrLgVWExFJO9eh4lp9fY+opxY6fHPcx7+h1UJhOxPXvZHmuzdw9KH596Xzc1v4RnfzjBzrgsh35NST7uBRmIkvM8Wnw0JgYE2wWM2AQVKZlVmyZqxVIeDv+Gbp6xtr5cowfvJc4jvqT25ecbSrgpJ9jTl3ZB4Xi7XusDk5WXQ1xiPNn5uZWc6UTqKdwARA10Jai9/f12cUcRnrmJ3D94Iz6u9vGTcgL4347xfH3uq3pf82bBXJhJ9uq5lMZttncqNfhO/hC33vc1aMpNQUEBS5cudRBvhg4dyrBhwxr0upLFjG7bf8jf8rJDxJGm5RD8Zq1A6W1/r1osEunxOhJPZZF4Kpusy9ULxD4hbjZvnJDWXigU136PSGYz52I62dqt//wDVWj90vlMeUlkfzcf/aVtDv3uAx7Be+x/ENXXRtnJyNyKSJJk9c9JtXrm5KYW2f6vL669oKN1L4vQKYvMKY/UcfWsv6BzM66vZOHGzrFjx+jevTsBAQFkZFxbKKCoqAh3d3d8fHwcIlRvRBpFuLl8+TJRUVEMHz6cLVu2ABAbG0uHDh2YOnUqa9asuc4ItwY34weLTNMhWSxkr3yY4tOfOfR7jvwHXiP/gSA613ujtMjILx8dd8h/jojxY+wDnVDVMATebDbz1ltvUVpmwnvHHXfQsWNHp86zOSJZLOT/9jy67W/a+kwoye/9Mt2mPMu5Tp1t/a23bUUVHOyc60oSnR/+ikKPAKjgxSKajXjkp6I2Os8XqatfCS3crfnsRhPsO+GCyVz1olLAwpyQXxnrv9vWZ7Ao+ezyHRzQdanVtRtauCkn0N2b0QGuFHi2vOaxnPw8ziddIiu3gW4anCDcCCJ0nOCBe6A1CtZikjj9SwHKIh33D95Em0B79bhCvZaWD/2ES5tR9b7uzYJkMaP789/k//Evq0tvGa7d7sJ32qeImoYzeC4oKGDZsmVkZdmF2CFDhjB8+PAG92nRJ+4l69u7MOcm2PpEFx98Z3yBa6fplZ5TmKsn6XQ2iaeyuXw2p0qjVAC1VkF4B18iy8qNu3nbxcWzHWPAYhWZW/22CXVkZL2fj2SxULDrXfJ+ewHMdg8OZUA7/O5Yjia8d72vISNzs1JR0MktE3KcIuiEuOEf7k7M4LBaj3Ezrq9k4cbOzz//zJQpU+jevTtHjhyp9HwfHx/y8vLQ6XR4eHg4dW6NSaO4Jq5YsQKAefPm2fratWtHz5492bBhg8MukYyMjHMQRBH3Xo9Rui8MyWh/q+v+eIWsFdOxlOqqObv2aN1UTHmiO+Ed7NEgSaezWf/hMfTFNTOgUygUNkMxsAq8twKCKOI97j/4zvgSqayktBITfgdfJG/7G1Bht7k+laWuua4g4FKSh092AkqDXaSxKFTk+0ZQ6B6A5CTb4nN5GkxlQTwqJUS3qP41ISGyMnUSS65Mw1RWLlwtmng0chWTArZSrXlGE5FRmEeXI+/R7fh/8cq74PCYr5c3/Tr3YGC33gT6+jfRDKtHskDcn4UYS6x/KFEp0HakG8WSO+9umcof57rajnXXlJK5ZBz52/7ToCWfbyQEUYHXbf8g8N7fEN0Dbf3Fx1aS9lEfDGmnGuzaHh4ezJ8/n4AKqUI7duywmRY3JJrI/oQ8fhTXrnfa+iwluWR9PZOcNQ9gMVybLujuo6HjoFDGPdiZhW8PZvIT3eh6WzjeQddGtBhKzVw8msmfy8+x9G+7WfWv/exYfZ7445mYXTxtx9W0JPj1EEQRzyFPE/zwAVTBdtHclBlL+qcDyNv8MpJZNlWVkakMQRBw89IQ3t6XLsPDGXZXe6Y/3ZOF7wxm/hsDGdEtnzZx3xGashNfSzoat+rtMkoLjaTE5XFqRzIntyVXe+ytiCA1rx+AixcvEhMTU+lPQ1BYaI3gdHWtOiLSrcxioKCgoEHm0Fg0inCzbNkyXF1dmTFjhkP/3XffjcFg4JtvvmmMacjI3HIIWi3mNHdKtkdgKbSHm5ac/Zm0j/thzHSuMKLSKJjwUFda9bAvHlIv5LPuvaMU62p2U92uXTvb/+Pi4rBYmn9ZZWfh3vtePOasQ4/W1lew+SU0PdJt34gWvXMWJxVRmo145ybhWpjpEClQ4uZLrl8kRmX909X0ZpG4fPs4oQEm3F2u/7fdmtuXt+Lvpchs/53cEfwb97f4HoXQ/EqJmgQFvrnn6HnsPeKObb0mwsbH04s+nboxuHsfgv3q7sfRUBiKJC5sLUKyWF8HGg8FrYe7YUHBd4eHsGT3KAymshttyUL+pufJ+vp2LPob+2bImWjb3EbwY0fQtLSbBJsyz5H+cV8KDzVcepm7uzv33HOPg3iza9cutmzZ0uDijaj1wm/21/je/hWC2u6VVHjgC9I+6o0h5XiV5ypUIuHtfRk0sw13/asfc1/tx+BZbYiI8a001TY3tYiTW6+w4dOT7Oj1Coe6/5WLLSeSfKkQs9F53xfq0K4EP3IAj6HPQHnUksWM7o9XSP90IMaMc067lozMzU65oBMSIBGevJ32579lQMlGFr49mAVvDmLKE90YPKsNMUPCCGntVamg4xtad38/GZmbgQYXbvbu3UtcXBxTp061qV3l3HnnnSiVSluZcBkZGeciulgNHqVCDSXbItC2HWd7zJR5jrSP+lJy9henXlOhEhl9Xyc6Dgyx9WVdLmTNW4fRZV8/9aZ169aIZWlcxcXFXLlyxanza+74dp5AQo930Qn2yCVlWA7agZdBZUYyNEzajwC4FeXgnZOIwmS/hlmpIc83kiI3v3rHuMTr1BSWRX8JArSJNFCTyJkzRa15+cLDpOv9bH2DfY7wXNRi3BSNZP5bQ0zY0wL1+RnsO3mE3ccOkpHj6CXk5eFJr5iuDOnZj5CAoMaeZrXoUk38P3vnHR5F1fbhe7Zk07PpvUDovfcivfeuSBFFRcWur75+ttcKVhRFQVBElKL0JkjvvXcIISG9bDbZJFvn+2PDbtYESNskhL2vKxfMmZkzZ5Pd2Tm/8zy/J+6o9bPqFSonrJVZODt0owGf/j2a1GxrpEPeub9I+ra9YyJbCJlnCAGPb8WzxxuWNlGfR8bKaaSveKzYKJSKwN3dnSlTphAQYI342bdvH1u3brW7eCMIAu6tJxM08zhOYVZfLkPKBZLmtid735wSjcHL35VmPcIZ8lwLpn3elUEzmtGkWygePs5FjhUFKWqv2sRGDmDTqkwWvLSbtV+f4PiWWFJi1ZhM5XvNgkyB94BPCZi+E6l3lKVdF3+UpDmtzK/pAVpccOCgvAjyQuXAjUYEQcDV04mw2xE6D9c3R+jYCDr1aNwtlMgmvnfp+QFFrGY/mIuLnDt3rtgfe+Dubk5Dzs298/eqRmNOJ7+f06SgEoSbX375BUEQbNKkbuPv70/fvn05fvx4jco7dOCguiBxLvSga5DiM3opnj3/a2kStWpSFw9DvefLCn2ol0gEHprYgJZ9IixtWal5/DX7OBmJd/ficHZ2JrKQT8GDki5VmNa9x7Je8ThJgtXcU+qXh0u3WAxpV+x6bblBi3d6LC6aDGv0jSCQ6+6HyicCg7TsRoEiAucyrO9JpYeJQJ+SlSBP0vnz7rUZXNREWdoausfwTvR3BDql3fnESkZfyCtIhnlCl6nO4vDZk+w9cZjk9FSb4z3d3GndsCnd23QkNCAIoYJS08pL4hkt6THW6K7QFi54R5gNpeMz/flo8zic6/Wz7DekXiRpbntyz62u7KFWWwSpDGW/D/GfuhGJq3XCoTn2M8lz26MvVPmvInFzc2Py5MkEBloFwf3797Nly5ZKSWuT+9Ul8Km95kiV2xh1ZK57gdSfh2DMKWoeece+FFKimvnR/eH6PPphRx55vwPdH65PdCv/YlfkDXoTcRcyObDqGis+PsrCV/ew+YcznN0Vjyo5t8yv37lWV4JfOIVbm8csbaIhn8x1L5CysB8GVVyZ+nXg4IFDal3cEA13jpq1FXTCeOjh+tRvXzH+fg5qFhER5rnGnRZ6NRoNKpUKb29vh3BzN7RaLcuWLSM4OJjevYsvpfjoo48iiqIj6saBAzsguNiWVBXztSj7/g+/iSut4eyiiGrDy2SueRbRWHGpJ4Ig0GlUHTqOiLa0aVRaVn12nOQbd/fXKZwu9SAKNz4+PtRr1p7NTo9yVWL1WJB46FFtf4z867vten0BEfecVLwy45AU8nIwyF3I9I0kz0VZ5uibtHwZqZnWB7focD1SScl6yzG68WnM4+zNtJYADlak8U70dzRwu17GEVUshSNu5NiKUqpsNUfOnWL38UMkptlOXj1c3WjZoAkPte1IZHAYUknJDL3tyfU9GvIyra+hdnc3nD0LouF0zvhPWY9njzct+0VtNmm/jkS15b+IppIJcg8CLvX7m6NQIjtZ2vTJ50j6th2aE0vscs3b4k1QISPzgwcPsnnz5koRbwSZkzlSZdrfSDysY8i/tJHEr1uQd/nv0vcpCCgDXGnSLZT+05sybXZXOsYtIvraKnwyzheeD1rQagxcO5HKrt8v89s7B1n85n7+WXyBS4eS0GSVLnpRovDAd/QC/CatsfEw0l79h8SvmqE5scTh9+TAwT0QZNaKkqLB4RXloPzUr18fhUJBamoqt24V9UG6bVjcrFnpCltUR+7uCFVOTpw4QYsWLRg2bNgdqxoMGzaMXr16PXDpEA4cVAaCk5M5J6XgYfK2sa1rk5HI/OqZVz9VsQDkHPweQ2Ysfg//jkRRcYp0q36RKFxl7Fx6CURz9anVXxyn77TG1GpevMdH/fr12bx5MwBpaWmkp6fj6/tghch26dKF06dPs1s+nCyjL60NOwEQ9WpSfuqDz8j5uLcuGslYWo4seumu+7Pz9Xyw/gLLjhasKAsScjwDad6qEbNGNydU6XLX84uj38hP8PEyIpWAwkkkMkTP9fiSRfIYRBk/xI8lSevH6CBz6WUPWS6vR/3ET7dGslfVutTjqUgMgnX2KKN48UKdk82x86fxcHWjTkQtQvwDLd+Rbi6uNK3bgAa1ormZmMCNhDjytBVnSF0aTHq4/E8OTYZ6InUSkDkJ1O3tzrm1akwGsxmvst8HOIW1IX35ZMQCnxv1jo/R3TqO7/jfkLr6VMnYqxsyZTiB03eg2vJfsnd/BoCo05C+bBL5MbvxHvI1EnnpP0t3w9XVlUmTJvHrr7+SmJgIwKFDhxBFkQEDBti92hSY/X6Cnz9F+srHyL+4AQBTdhKpC/vj0e1llH0/RJCVLYpPkAh4kYlL3FEi47YRPPc7NOEtiL+YSfzFDJJvZFu8mm6Tk6nl4v5ELu43/z58QtwIq+9NWEMfQusqcXK592Oxa6MhKCLOkLHqKfLOrQJAzM8ifdkkcs+vxWf4d0jdqqcBuQMHVU3hVCn01c+n7r6iUHpStaEKxuPi4kLPnj3ZtGkTK1as4IUXXrDZv3LlSgCGDBlS+YOrYOwacdOhQwd27NhR5BdYGGdnZ7Zu3crSpUvtORQHDh5IBEGwibox5VkngE5BTQh65iBOYdbSpvmXNpI8rzuGrIp17m/cNZS+0xojkZonCgadiY3zznBqe/Hh5d7e3jYeDZcvX67Q8dwPBAQE0KBBAxAETsm6cSS/L+Lt8tlGPRkrpqD6+//s7q/g4Szn09HNmD+pDX7u1gnWvqvp9P1iF4sP3Ci1j0S+VkJcovXhLTzQgItzaV6HwJrUXnx7cwI6k7kfmcTIk+ErGB24BYGq85zQF/pald9jHNm5Gk5cPMuuoweIT060Wa2Xy+REh0fSs11nWjdsirenl93GfDfys0xc221Nb3T1llK7q61fnWvj4QQ9exhZQEPreZe3FJjSnqysoVZ7BKkc74GzzBEbLlYPK83hBSTP7Yg+teLvc7fFm+Bgq+fY4cOH2bhxY6VFh0jd/fGfvBbvIV9DIaPz7N2fm01+y/G6Bbl19V5iMhBaz5v2Q2sz6rU2PP55VwbOaEaznmF3NDXNSNBwekc8G787zYKX9/DnrKMcWnudW5cz72p0LHX3x2/iSrMZc6GFjrwzK0n8qhl5FzeW+TU5cFCTEQqnShkdkZkOKoaXXjIvQn7wwQdcuWK1FDhw4AA//PADSqWSadOmVdXwKoxKqSrlwIGDqqOwz42Yb2sOLPUIJGD6Dlwaj7C06RNPkjy3w12rgJSFum0CGfxsc5ycC760Rdi7/Ap7ll8uduJfr149y/8fxHQpMEfd3OaMsgMJ55ohyKymsOrtH5L+xyOY9Pc2fS4vfRoFsuWFbvRrbPXN0OiMvL3mHGN+OMCV5NJVFYpNkpOvNQtREgnUDS+ZUXFhDmU15+OYJ1AbrJOyYQE7eCb8d+RC1YRglyTi5t/k5OVy8tI5dhzZz/X4m+gL5f0LgkCwfyCdW7SlS8t2Zh+cSoiUKExmrJ6EU1bR17e2E0FNbCuNyf3rE/TMQVyaWKtHGjNiSP6+s93Sge5XXBsNMadOhbeztOmTTpP0TRs0p5ZV+PVcXFyYNGkSISEhlrYjR46wYcOGSqvaJwgCHp2fI+iZQzYCn+7WMZK+aU3O0Z/LJCQJToWidfS2n3knFxm1mvnRdWw9JrzdnimfdqbPY41o0CkYd++ilfJEk0jSdTVHN95g9RcnzEbHc05ydNMNEq6oMOhtP8+3zZiDXziNovZDlnZTdhKpPw82l0LX5pT6NTlwUKORFTInvovHjYMHmw0bNtChQwfLj05n9twr3LZhwwbL8b179+b5558nPT2dFi1aMHz4cAYOHEi3bt0wGAwsWrQIpVJZRa+m4nAINw4c1HAKCzem/KI5/RInV/weWY5HV2vKjFF9i+R5XSt81TC8oQ8jX22Nu4/1ofn09ng2/3AGvdb2obiwz01sbCx5efYXJ6obYWFh1K5d27J9MqI9rnX/hzygkaUt9/QyUub3wpidbPfx+LormDexNV+MbY6Xi3Wl+1hsJoPm7OWrbZfRGkomVphMAlfjrH34Kk34Kku/+nY1N5J3rz5DfL41Qqu98gxv1v4RT1nll6jWU1i4Kd2kODc/j/PXL/PPoT2cu3oJTZ5thQSlhyctGzShV7su1I2ohVOhaAN7E3csj6xb1olxRFsXYmJibI6RKDzwe2Q5yv4fQ4FJs6jPI33ZJDLWPo9odPgZ3EbmHUngk7vx6Py8pU3U5ZD++wQyVs9A1Fdsetxt8SY0NNTSdvToUdavX19p4g2AU3Azgp49gnv7Jy1tok5DxsrHzCJ0nqpU/RWOuDHpdHc5Ety8FNRrF0SvSQ2Z9FEnHnmvwOi45V2Mjs9ncGjNdVZ9fpwFL+7hr8+OcXD1NWLPpaPLM086Zd6RBDy+DeWgz20iinIOzydpTku0sftL9ZocOKjJODxuKhZBrF4/FUVqaiqHDh2y/NwW9gu3pabaFnv46quvWLRoEQ0bNmTr1q0cOHCA3r17s3v3boYPH15xg6tCHMKNAwc1nMKpUv+OuLEcI5HiPegzvIfPtU64dDmk/jKU7IPfV+h4fEPdGf16G/wjrOHlMafSWP3FcRuzyNDQUNzczJEUoihy9erVCh3H/ULXrl0t/08OCiJZqyDw6b041+1jadfdPEjS3A7ok8/bfTyCIDCyVRjbXurOkObWFXyd0cRX264weM5ejsVmlqiv1EwpmWrr11DdcD2SMnzzp+p9eP/aDE5n17W01XGN493ouYQpkkrdX3mwjbgp24TYYDQSkxDHjiP7OXL2JGmqDJv9zgoF9aOi6dW+C83qNcTDzb1cYy4RIlzdqUGbY35NgkRg5cqVZGVl2RwmCAKeD72O/2ObkBTyt8nZ/w0p83tjzK7cv0d1RpA54T3kS7NZvLM1FS7n4DyS5nVBn36tQq/n7OzMo48+SlhYmKXt+PHjrFu3rlLFG4mTKz4jvsdv4p82KWO5p/4g8evSCR2FhRtRX/JJoCAIKAMLjI6fNBsdj32zLR1HRBPeyAeZvOjjsdFgIvFqFsc2x7L+m1MseGk3yz48zJ5ll7l2Ig1Z82cIeu4o8hCreboh/RrJ87qh2vwGouHuwpIDBw8CgqyQi3gJF3ocPHhMmTIFURTv+jNlypRizzt69CgajYbMzEw2bdpEp06dil7gPsUh3DhwUMOxibjJu/sqrkeHp/GfvBbBqWAiKJrIXP0MmRteqVAvFTcvBSNebkVUM6uBY0psNn9+eoz0BHNouUQioW5d60T8QU2XioqKIqBQOPHRjAwkLkr8p6zHvf10S7tRFUvS913Iv76rUsbl76Hgmwkt+WlyG4K9rO+xKyk5jJ63n3fXniNHe68waIHLsU7czpRzcRYJDypb6HSeyZnPb0zhn/T21jE6qXg7+nsae1ee6Gew8bgp/0NpckYaB08fZ9exg9xMSsBY6HMolUiJCAqle+sOdGjfiYCAwLv0VH4M+SJX/snBZDT/wTQaDStWrMBQTLi7S90+BD1rO4nV3thD0jdt0MYesOs47zdcm4wk+LljyENbWdr0t46TNKc1uWf/qtBrOTs7M3HiRMLDwy1tJ06cYO3atZUq3gC4NhlB0AunUNTqbmkzqmJJ/qE7Wf/8r0SVyQSnQsLNPSJu7tqPRMA/woNW/SIZOrMFj3/RjeEvtqTtoChC63sXK+SIIqTF5XB6Rzxb5p9l0Wt7WT5XzQWvhejqzrQsgiCaUO/8lKS57dElnSnzGB04qAkIjlQpBw7KjEO4ceCghiO4FE6Vune6kUuDgQQ+tRuppzWkPnvPF6T9NgaTLvcuZ5YOuULKgKea0qyHdfU3OyOfv2YfJ+6iOcKgcLrUlStXMD6ARnaCINCykAfQ9fx8UlJSzEanw79HOegzc+UwQMxXkfJTXzQnK8/svVfDQLa+1J3JHSNvDwNRhJ/336DvF7vYfvHuKVy5+RJuJVsf5CKD9SicyjaBNCHl54Th/JYwCJNoHoyLVMvMpr/xUPDhMvVZWvSFI27EipsIZ2tyOH35PP8c2sOlG9fI19mmPfr5+dOubQd6PNSLqKjaSKX2KRqpSTNyY7/1PhAfH2+pAPdvZD5RBD69F7dWky1tRnUCyT8+RPbB7x2lkwsh861N0FN7ce/wtKVN1KpJWzKazHUvVGi0xm3xJiIiwtJ28uRJ1qxZU+nijcwrjIAntuHV938gKfjsmIxkbX2HlPm9MKiKN7C/jSC3etyUJuLmXkjlEkLre9NuSG2Gv9iSx7/sxqjXWtNxZDRRzfxQuBb/+cpKyePCgXS2HBnKHvVX5IrW71F94imSvmmLetfsEolSDhzUSBzCjQMHZcYh3DhwUMOROBdOlSqZb4JTSAsCnzmIPLiFpS3v3CpS5vesUC8ViUSg67h6dBlTFwom/bo8A+vnnOLC/kSio6ORFlQg0Gq1xMbGVti17yci5XK8VCrL9t69e4GCtJSuL+H3yEoEWYFAZ9ST/sdEsnZ8XGkTY3eFjPeGNWHlUx2pE2BN20nIyuexn48y8/cTpOUU9Ve6TUyCHF3BnEsqhTrh5ZmACWxO78pXsY+SbzRP6qSCiYn1NjAuepPdK04ZCnncVETEzb/R6fVcuRnD9kN7OXHxLFnZapv9bm7uNGnclN69+tKoYWNcXVwrfAypl3WkXLL+PY8ePcrJkyeLPVYid8FnzEK8h30LkoIHdqOezNXPkLFyWqUYa98vCHJnfIbPxXfC7zaVirL3zSH5h24YMm5U2LUUCgWPPPKIjXhz6tQpVq9eXenijSCR4tXzvwQ+uRupd5SlXRuzm6SvW9w16sgm4qYChZt/I5VJCKrtRau+kQya0Yxpn3Vl/P+1o/uEetRtG1is2bHK2IidWfO4oS1UgtaoQ7Xpda5/2omEE6cxGqquAp4DB1VBYY8bHMKNAwelosqFG1EUOX78OGvWrGHHjh1otXd+uHfgwEHpkbiUPFWqMDKvUAKf2oVz/YGWNl3cYZK+bUv+9d0VOsbmvcIZ8GRTSzi6ySSyffEFjqy7Sa1aVnPeBzVdSqJwouH5C5btM2fOkJFh9T1xbTKCgOnbkbhZU8+ytvyX9GWTMOk0VBatI33YMLMLz/eqi1xqrXy09lQCPWbvZO6Oq+TpiooZRqPAtTjrynmAjxFvz/KJHieyG/HB9SfJ0FurcPUJO8gLTZfgIbdfpRd9BXjclASTKHIrJYk9Jw6z/+RREhMTbMuJy+XUrl2HHj1606Z1O/x8/Sv0+jcO5NpUKVq/fj1xccVHRwiCgEfHGQQ+uROph7UstebYz+Yy2JXgzXQ/4dZ8HEHPHkEe1MzSpos7TOKclmhOLKkwQfa2eBMZGWlpO336NCtXrkRvRxHkjuOJ7Ejw8ydwbT7B0mbKyyRtyWjSl0/BlFvUO8vG46YcqVKlRZAI+Ia606R7GH2nNWbSR5149IOO9J7SkEadg1EGmgVTIy6cyXuegzkfkW/ytZwvzzpC/h8d2PrqC6z+4giH1l0n7mJGEZN+Bw5qGoU9bhwRNw4clI4qFW6uX79O8+bNadOmDZMmTaJ3796cO3cOgH379hUxPXTgwEHpERSFhZvSpTpJFB74T1qNe8cZljZjVjwp83uSte29Cg33rt3Cn+Evt8LFw/ogfnLrTcTrYQgm80r9hQsXKn01uDogUTgTHheHe7a5SpIoiuzcudPmGEVEBwKf3o/Mz+oLlHvyN5LndkCfcrHSxqqQSXmxTz02zOxKywilpT1ba2D2lkv0+GwnOd7KIoW/k9KlZOVYv5LqR+qQSMo3QY3ND+Xdq88Qm20VCxr7XOPt1vOo62Wf6K2K9rgpCRlqFceOH2H7jq1cu37VZtItCAJBQcF06NCJ7t16EBkRZYliKw+iEcaOHYurq3mCajAY+P3330lPT7/jOYrITgQ9dxRFZGdL2+0y2NkHvnOkThVC7l+PwGcO4NbucUubmJ9F+rJJpC0dh1Fz599zabgt3kRFRVnazp8/z2+//UZ+CSM0KxKJsxe+45fgM+Znq9caoDm+mMQvm5B7fp3N8bbCTdVVqBEEAU8/F+p3CKbHow155L0OTJ3Vhf5PNqF5z3AI6cWunB+5pbP6+ciEfBopvqVWwmQubdrB2q9OsuDF3az45Ch7l1/hytFkcjIr/2/gwIE9cXjcVDBiNftxYFeqVLiZPn06Xl5exMfHk56ebvPQtmTJEt54440qHJ0DBzWDwhE3YjHlwO+FIJXhPfQbvId8ZU11EE1kbXvP7EGQFV9BI4XAKE9Gv94G31A3S5s6wYh3eitkejfUavUdV/VrMoJCgUQUaXTOGplw+vRpUlJSbI6T+9Uh8Ol9KGp1s7Tpk8+R9G07NKeXV9p4AeoFerDyqU68N7Qxns7WB7UkdT7pYaEk1o0m18O90Pd8UaPi2qHln4hlGrz49ORjHE21llD3VmTzSvOf6R++t8JTpwpXlZLaOS3r3+Tl5XHhwjm2/bOFM2dPk5NjG1nk4eFJ06bN6d2rnzmNyrV8aVRKpZIxY8YgkZgfJXJzc1myZEmR6xZG6hlMwBP/4NF5pqVNNOSTueZZ0hYPx5iTesdzHzQkchd8R/6I77hfbVKn8s6sJPGrpuRd2lQh13FycuLhhx8mOjra0nbjxg0WLVqEWq2+y5n2QRAE3FtPImjmcZzCrWbjxuxE0hYPI+2PiRg1aeZj5dW3tLCrpxPRLQPoMrYuY99sy+QvhhD6+Eoy636JQbBWEfOWXaSbx9PUd/4ZTFpSbqg5tT2Ovxec45c39vPLG/vY/ONZTv0TR1JMliO9ysH9TWH/NZPJIdg7cFAKqlS4OXToEG+99RYhISEIgmCzr0ePHuzYsaOKRubAQc2hcMSNqC3b6p0gCHh0nkng0/uQ+VhTlyweBOfWlHuct/H0c2HUa22o0ybA0iY1OqNMb4EiL4CzZ89W2LXuFwSFOY0oMjYWZSGD5u3btxc5VurmR8Dj2/Do/qqlTdTlkL50PBlrn6/UkrRSicDkTlHsfq0H07vVxklm/crROzuTGhVJcq0otAUl63NyJcQlWh/qwgINeLqVP2pFZ3Ji3vmx/H51AAaTWViRCiZG197Ks01+x01WcabbhT1u7JkqdTeMRiOxsTHs3PUPhw4fICXF1pfKkkb1UG/atmmPv3/AHXq6N7Vq1WLEiBGW7czMTJYuXXrXtGdzGeyv8J+yHom79dp5F9aR+HVz8i7/Xebx1ETcWj5C8PO21ZdM2UmkLhpExqqnMGnLn/p3W7xp1syanpWcnMxPP/1EamrViGlyvzoEPrUH5YBPQGb1kMk9uZTELxqjObUM7iO/DCdnGRGNfGk+7Xki/3sJl2bWlDCJYKCe8xK6eTyFj9S28lROppZrx1PYu+IKf356jPkv7Oav2cfY9+dVrp9IRZPlsBhwcP9gUw4c4AEsOuHAQVmpUuHGx8eHtLS0YvcFBQU9kCvrDhxUNDYeN2WIuCmMIrwtQTOP49riYWufuRmk/TqCjDXPIeorJqxbrpDSd1pjOo2sY6lUJCDFM6sBV3ar0VVhSHxVIFGYJy0SUaRVjtWz5uLFi8THF414EqQyvAd8it+jqxCcrSu7Ofu/IfmH7hhUN+0/6EIoXZ14c2BDtr/cnZEtQ81lpwrQuruRVKc2qRFh6J2cuJEgR5Nn/qMLAjSopUMQKmJFTuCfWx349ORjpOUrLa3NfS/zdut51PKomMgxvVD5qVJ3IzU1hcNHDrJj5zZiYq4VSaMKDAyifbuO9OrZl3r1GuBSBjPjpk2b0qdPH8t2QkICK1euvGcVOJcGAwl+/hTO9QdY2kzZSaQu7E/m+pcRDY4J6W1kPlEEPPGPuYpcIREj59CPJM1pWSEl1qVSKSNGjKBzZ2sqW1ZWFgsXLqyy5zFBKsOz+2sEzzyOU0QHS7tJk0r67xMwan9HcDYLNvY0J65opO4B+D/8G/5T1iP1spZm95DepLPHi3SJmIePb/Eiu9FgIvFaFie33mTTD2f4+fV9LP7vfv7+6Rynd8STEqvGaHRE5Tiongj/StUVHcJNuRDE6vXjwL5UqXAzZswY3n33XZKSkorsS0xMxMPDo5izHDhwUBpsIm5KUA78XkicPfEd9ys+oxciyK2TvJwDc0n6rmOF+akIgkDLvhEMmdkChZs1CkOeFcjKWYfJVVde5EhVIzhZJ2qR2dkEB1s9W4qLurmNa+NhBD131KY6mC7uEElzWpN3eYtdxno3wrxd+WJcC4KvXsO5wK/nNrleXiTUq0NacDDnbzpbtB03F5Go4IqbkMVkh/G/Y09yKr2epc3XOYvXWyykd+gBypukXR0ibopDo9Fw7vxZtv3zd0Eale3v38XFhXp169OrZx/at+9ESEioJQWqJHTq1Il27dpZtq9cucL69evvGQYv9QjEf8p6cyqm1GpQnb33S5LmdkSfcuHOJz9gCBIJnl1fMhsXF/pMG9KvkTyvK6ot/y13RJ0gCPTp04f+/ftb2vLy8vjll1+q1BxeHtDQHH0z+Aub7x2T/jwuvWKQRaowVaI5cUXh0mAgwS+dxb3Tc1Ao8txbvZKuLlOYMCmeAdOb0LJPBMHRXkhlxX8ms9PzuXIkmT3LLrPi46MseHE3qz4/zoHV14g5nUZezv33u3FQQynkcQNU+0g5Bw6qE1Uq3Lz33nv4+PjQrFkz3nvvPQRBwGQycfXqVT766CO6du1alcNz4KBGIHG2TvrLG3FzG0EQcG8zhaCZx2wmEPrEUyR904acIwsrLG85vKEPY99oi9TdOnnPjNey4uMjJN+ofP+FqkBQFCo1q9XSq1cvy+b169e5fv36Hc+V+0YTOGOfjcmpKTed1EUDUW19t0INpkuKU76WwBs3Cbh+A6e8QmKiIJDt68v5sIZcz7YK9xHBBtxcKk4E0Rhc+fbsBFZc64NRNH8NyiRGxtfZzIxGy3CRll3gNNhUlap+K4lGo6EgjWo7Bw/tJykpsYjht7+fP61atqF3r340btwUDw/PO/RmRRAE+vfvT8OGDS1tJ06cYNeuXSU616PzTIKePYw8wOpFpE88aTYuPjjP4YNQCKegJgQ9cxDPHm/C7Qgv0YR6x8ckfdsOXcKpcl+jQ4cOjB492mJkbTAY+OOPPzh27Fi5+y4rgkSKZ5cXCH7hNIrontZ2uQlFy2SM+t8wZMRU2fjKikThgc/Qrwl8ej/ywCaWdlNOCjlrp+B+YhJtHxIY+WprnviqG6Neb02XMXWp0zqg2DLkAAadiYQrKo5vjmXjd6dZ+Mpelrx9gG0/n+fs7lukxedgMjk+Uw4qH0fEjQMHZadKhRs3Nzf27NnD008/zbfffosoirRv35769etjNBqZPXt2VQ7PgYMageDsYvm/WMFVQuT+9Qmasd+8Wnj7GvpcMv58nPQ/HsGUXzGV4Tz9XOjwcDD5zlavjpxMLas+O875fQkVco3qjERhjUQw6bRER0fblPDdvn37XSe2t01OfcYsQpAXvB9EEfU/75O6aFCVGcK6aDQEXb2O3814pIVWy0WplANOdckxmf0rJJKClKkKLFkgImFLfBdmn5xKhtYqTLTyv8D/tf6BCPeyva8KV5WqThE3xZGWlsrRY4fZ9s/fnL9wrkgUjpOTE7WiatO9Ww+6dO5OZEQUsn+vlhZCIpEwcuRIwsOtqR87d+7k+PHjJRqPU3AzAp87YlPFTtTnkbl6Bmm/jrQY0jow+wQp+31A4FN7kPnWsbTrk06TNLcdWds/RDSWbyW7SZMmTJw4EUWBcCyKIuvWrWPXrl1VKqTJfGsT8PhWfEb+CEKhiFIhlsQvm5K9b06VCNLlRRHRnqCZx1D2/9h6nwbyr/xN0pdNydrxMRIMBNXyonmvcPo90YTJH3dm8sed6PeEuXpVYC1PJFKh2P6zUvK4dDCJXUsvseyDwyx4aTdrvjrBobXXuXE6zeGV46BScAg3FUxVV5FyVJWqVASxmixjGY1GTpw4QVJSEsHBwTRv3vyuD4g1kcaNGwNYSqI7cFARqFauJPGt/wPAtX17In/52S7XyT2/joyVj2HKtZaplfrUwm/C7yjC293lzJKh1WqZPWs2cnUAbtnRCFgfTpt0C6XL2Lp3DCO/38n+5x/in3kWAEWDBtRevYqbN2+ycOFCyzHjx4+nQYMG9+xLl3iatN/GYEi7YmmTeoXh9/AyFJEdK37wxdB90KwibaIgkO3jTVaAP6aCe3+IJIu+Tpctx1yNkxOXJC9y7r1QZNx9QuIu1/B4gz9p4nPN0qY3SVl2tT87E9sCxU+EiqOF7iZTNXsBiEPJl5IepR5vmcjW3PuYEuDt7UNEeCTBwSHFfgcbjUYSExOIi4vl15P/V6SwAJirSy1cuNDiYScIAhMmTKBevXpFjr0TeRfWk77yMUyFxBqpRzC+Y3/BuW7vMryymotJm4Nq0+vkHPzept0prC2+Y39BHnDv+8LdSEpKKlItrE2bNgwcOLBU6XT2IPWHz8ne/y6yYNv3v1NkJ3xHzUce0PAOZ1ZvDOnXyVjzLPmXN9u0ywMb4zNiHoqoznc4Ewx6I6mx2SRdV5N0PYuk61klTi12UyoIiPQgINID/0hPAiI8cPFwuveJDhyUEJNWy6XmLSzbdffsRubvb9dr1sT5VePGjbmamk6tGa9X9VBsiPnuU+r4+9ao33V1otrMcqRSKW3atGHw4MG0bt36gRNtHDiwF7YeNxUbcVMY10ZDCHr+pE3lE2NGDMnfd0G9axaiqXzRBwqFgvoN6pPnlkCWz2kEubW/s7tvsfqLEzV2xbCwx41YUK0nIiLCZiK8ffv2IikvxeEU3IygZ4/g0mSUpc2YFU/yD93NK9VVpOULoohnegahl67gmZKKYDKRYPLiisHPckxUmAGJj6LCF3Vy9G58fWYiq2J6YhLNQoRcYmRivQ080XAlCmnJ31d6m4ib+28lMTMzg1OnT7Dtny2cPn2SzMxMm/1SqZSwsHA6duzCb28f5NjmG2hUtr8fV1dXHnnkEdzd3QFzpMaKFSu4detWicfh0nAwwS+cxrleP0ubMTuRlJ/6krnhFYdxcSEkCnd8hs/Ff9oWpF5hlnZd/BGS5rRCvefLct1/g4KCmDZtGr6+vpa2o0ePsnz5chuz66pA6hKA9lAo+UeCwWT9rtPF7ifx65Zk7fgI0Xj/mBbfRuZbG/+pG/B9+A8kHkGWdn3yOZLndSX9r+mYcjOLP1cuJbiOkpZ9IxjwVFOmfNqZRz/oSJ/HGtH0oTD8IzwQJMWL0RqVlphTaRxaG8P6b06x8NW9LH5zP5t/OMOxzTeIu5BBvub++306qD44Im4cOCg7lRJx8/PPP/PXX3+RkpJCSEgITZo0oUWLFrRo0YLatWvfu4MHhJqoCDuoerK3bSP+WXMq0+1oDXsimoyod3xE1rb3QLROFpzr9sF37C9ICz2ElpYLFy6wbNkyAJwEN+rIu5N607oK7OrlxIAnmxJU2+tOXdyXaA4d5ubkyQDIQ0Kos/0fwLwSPm/ePMtxI0eOtCnnezdEUSR739eoNr4GJmtKhWvTMfiMmo/E+d6+JmWluIibf2OQyVAFBqD3dme48zlcBfNkIdHowY6scLxS0nHJzi5RLMy9Im4KU18Zw/SGK/Fysr6vknJ9+f78OG5pAu99vj6RGTk7AEjDjY8kfUt87XJRQRE3xeHh7kF4eCRhYWE4ORX11BAkApGNfWjYOYTIpr5IpWbxKjExkUWLFqErSINzc3Nj2rRp+Pj4lPjaoslE9v45qDb9B4zWqAF5SEv8xv9W7miSmoYpP4vMdS+iOfazTbuiVjd8Ry9E5lv2Zy6NRsPSpUttBLjw8HAmTJiAq2vpq5FVBJl//EHSu+8B4Na1Na49TeSe+sPmGHlIS3xHLcAptGVVDLHcmPJUqLa8Sc6hH2wq8kncA/Ae/CWuzccXG/l2N/RaIymxtyNy1KTezC4iwN4NT38Xc2ROhKc5OifCAycXx4Krg3sjiiIXG1q9zKK3bcMpLNSu16yJ8ytLxM3T1Szi5ntHxI09sbtwM3v2bP7zn/8UWcW9/SXj4eFBs2bNaNGiBS1btmTq1Kn2HE61pibeWBxUPTl79hL3xBMAOEVGEr1l8z3OqBjyb+wl/fdHMGZZy8hK3APwHbsYl3plm8zq9Xo+++wztAVRJyOHjyL1tIyL+xOt15AKdB1Xj8ZdQ0r9MFtdyTt5khvjJwAg9fOj3t49ln0rV67k7NmzAPj7+/P000+XKn1BG7uftN/GYVRbJ2Myv3r4TVyBU1DTCnoFZedSUjZz/tyBf6rVJ2WPrhbXTH40CPLg2Z51GNAkGOkdVpAB+nT6oFTX9JRnM73hShoqrUanWqOc364OZl/y3Sd/0fpkns/eBkAmLvxP0v+ux1cYdhRubiORSAgMCCI8PAJ//4BiP1/5eXnEx8ZwM+Y6muxsvMIV1B/qa/HdyMs0cG5FKob80kWAhPmk8/6MSxgKVZkS5C4oB3+Be7vpNeazXlHknl9Lxl9PYsqx+oIJTm4oB31Wrt+XTqdjxYoVXLliTbX09fVl4sSJeHt7l3vcpaW4VODc82vJXD0Do7qQT5VEimf31/Dq+X8Icuc79Fa90cYeIGPVU+iTzti0O9fti/fwuch9o8vVvyZLS2psNimxalJuZpNyQ01edsmja5SBrgVpVp74R3rgF+aOk7NDzHFQlAuNm0BBpE30ls04FfLsswc1cX7lEG4eTOwu3NSpU4fY2FgWLFhA//79SUtL4/Tp05w4ccLyk5GRYR6MIGB8gEPmauKNxUHVk3vkCLGPTgJAFhRE3Z07Ku3axtwMMv58grxztlE+nt1fw6vvBwjS0j/UrVq1ilOnzFVTGjRowLhx4zi3+xZ7ll/BZLTezhp2Dqbb+HrI5NI7dXXfkH/hAjEjRgIg8fCg/pHDln2pqanMnTvXsj127FgaNWpUpI+7YcxJIe2PR9Be/cfSJshd8BkxD7dWj5Zz9OVHFEW+/+kXUuJvAJAvylilbYoW8/untr8bzzxUh6EtQpBLi4pWpRVuAARMDI3cweCI3UgE6/tqb1JLfrs6CJ2peN+HSEMaL6vNpdZzcOJtyaBSX7tMVIJwUxhnZxfCA4MJr1ULVzf3Yo9JT03hZsx1dC6p1O5jjYLLTtRxYVUaJkPpHj82Jn2NauMr5BycZ9Pu0mg4PqPmI3XzvcOZDyZGTRqZa54l9/Rym3bnun3xGb0AWaG0qlL1azSyfv16Tpw4YWlzc3PjkUceISQkpFxjLi1Za9aQ8Pp/AHBp3Zqo35YA5iiVzI2vojnyk83xMv8G+I5egCKyU6WOs6IQjXqy935J1rb3EPXW6neCzBnPXm/h2fUVBFnFeNKIoohGpSWlQMwxizrZJU6VEgTwDnYjIKLAL6dAzJE53f/fyQ7Kx8VmzRELIjFrb9yIonYtu16vJs6vHMLNg4ndhRs3Nze6du3K5s13XuWPi4uziDjvvPOOPYdTramJNxYHVU/embPcGDMGAKlSSb2DByr1+qIoknNoHpnrX4JCvhSKWt3xe/j3UqdOXb16lSVLzA/nUqmUV199FWdnZxKvqtj841kbE8aAKE8GPNkEd+/7c4X1Ntrr17k+0CwACE5ONDhtW+53+fLlnD9/HjD7UTz55JOlXlEXTUaytr2HerutyOHefjreg7+q8lVqlUrF3LlzLZ4alw1+7DfYPuyF+7jwdPc6jGodikJmnRyURbi5TRPvKzze4E885LmWtnhNAN+dH09ynl+R40MMmfxHvRGAfGS8KRlS5muXikoWbgBEjfl34hcYRESt2gSFhlnKRxdGr9ejyktAFpWBQZ4NAmRcy+PyxoxSVaHYnDEfKIgmWTnN1gjdM8RsXFynV/leVA1Ec2oZmWuewZSbYWkTnL3wGToH15YTyxR9I4oiu3btYufOnZY2uVzO2LFjqVu3bkUMu0SoN27k1ksvA+DcrBm1li+z2Z9/9R/S/5qOsXCZcEHAveOzKPt9iERRvOhY3TFkxJCx+pmi5sUBjfAeOQ/nqC52ua4oimSn55MSm03qTXWBqJONLq9kFcwEiYBPsJslIuf2j8K19KbzDu5fLrZqjZhr/v6ovW4tCjvfM2ri/Kpx48ZcTUmndjUTbq5//yl1AhzCjb2wuzlxZGQkSqXyrseEh4czdOjQB1q0ceDAXkicrZ4UJjuaE98JQRDw6PA0Qc8eRlaowoc2ZheJc1qRf31XqfqrVauWxU/BaDRy4YI5dSK4jpKxb7YlqLbVmyXlhprlHx0h4UrxJo73CzbmxDpdkdTTbt26Wf6flJTE5cuXKS2CRIqy7/v4T92AxNXqQZJz6EeS5nXBUHjiUwUolUoeeughy3Y9WRoj6iooPOeMy8jjzVVn6D5rJ4v2xZCnK38E59nMurx3/GmuZFlLXIe5pfB2y3m09T9T5HiDcP+UA68o0pKTOH5wP1vXrebsiWOoVSqb/XK5HH/PSLwzWuKd3hoXTSi+UZ5EdSubF5Vro6Fm4+K6fSxtRnWC2bh442uIhpJV0HlQcGs+juAXz+LcYLClTczPIn35ZNJ+HYUxO/kuZxePIAg89NBDDBs2zCL86PV6li5dWuLy7xWC3DrhF4sxSnau04vgF07j0XkmlpuFKJKz/xsSv2pG/pVtlTXSCkXmU6t48+KU86TM63ZX8+LyIAgCnn4u1GkdQMcRdRj2Qkse/6Irj7zfgb7TGtOidzghdZXIFcVH1YgmkfRbOVzcn8je5VdY/cUJFry0h1/e3MeG705zaO11rh1PQZWSi2iqFkVvHdiBwgbFDnNiBw5Kjt2Fm3HjxnHgwIESVTtx4MBBxSM421aVqqqqQU5BTQl65hCuLR62tJmyk0iZ3wv1zk9LXPVEKpXapALd9ncBcynT4S+1onE3q9FdXrae1V+e5NjmG/ftg6BEYRv6fjvE+DZBQUHUr1/fsr179+4y/51d6g8g6LljOIW1tbTpbx0ncU5rcs+vK1OfFUWHDh0IDLQaBNfJv8SW57swunWYjcdNkjqf99adp+us7czbdQ1TMelTpSFT68Xs04+xJc6aXuEs0/FUwxU8Umc9MsG62mzA+kAqw4RQRZ+3qkCv0xFz5TK7/t7E7q1buHHtCvp/vVdlBjfcs6PxTe1A/fCONOneEJm89KvtUs9g/KduQjnoM5AWnC+KZO/+jOTvO6NPvVQRL6nGIPUIwn/yGnxG/4Sg8LC0551fTeJXTck9s7JM/bZs2ZKHH34YecHfUBRF1q5dy86dOyvlu0awEW6KF+wkTm54D/mKwKf2IPO3mlkbM2+Q8lNf0lc+jilPZe+hVjiCIODWbCwhL53HvcPTFFaxNYcXkPBFQzQnl9r97yAIAsoAV+q2DaTz6LqMeLkVT3zZjYffbU/vqY1o3jOc4DpeyJzufB/OydBy43QaRzfeYPOPZ/nt7YPMf3E3f846xq6llzi35xZJMVnotY5Jfk3ARrgxOP6mDhyUFLunSuXm5tK8eXMmTJjA+++/b89L3ffUxFA+B1WPITWVK12tERn1T51EoihaGaaysKROrXvRpkqMS8Oh+I5ZhMT13gaXN27c4OeffwbMD42vvPIKbm5uNsec35vArj8u2fhohDXwpveURrgpq+71lwWjWs3ldu0t2/UOH0LqaVv16datW8yfP9+yPXHiROrUqVPma4oGLZkbXibnwHc27Z4PvY5Xn/+VyZ+oIoiLi+Onn6y+FT179qRbt27EZeQyb9c1VhyNR2e0FQElegPKW6koE1KRlvMhsYXvBabVX4WrzBq9diM7hO8vjCUt3wdPUx4fqP6y7HtNGIpBqARPhypMlbobUqmU4LBwImpH4+sfUOwxJpORlMREbt2MJTnh1h297m6nSv0b3a0TpP3xCIbUi5Y2Qe6K95CvcGs7zWFc/C8Mqpukr5xm42kF4Np8At7DvkHqWvKqX7dJSEjgt99+Q6Oxvg9btmzJ4MGDi02fqyhy9u0jbtrjQMnM90V9PlnbP0C961MwWd9nUs8QvId/h2ujoXYbq73R3jxIxl9PFmNe3Afv4d+V27y4vJhMIplJGlJuZJMWn016fA5p8Tloc0uWZgWAAMoAV/zC3PEtlGrlplQ4Puf3EZe7dMWYlgZA1LI/cGne3K7Xq4nzK0uq1FPVLFVqniNVyp7YXbjp168fPj4+LF++nNGjR/P2229bPkAObKmJNxYHVY8xO5vLbdtZtusdPID0HumLlYE27ghpv43FqIq1tEl9auH/yAqcQlvd9VyTycSXX35JdnY2AIMGDaJt27ZFjkuOUbNl/lmyM6yTbGd3Ob0mNySqaVF/kuqKSavlUvMWlu26e3Yj8/cvctySJUu4evUqABEREUydOrXcD7Oak7+T8dd0RJ11Qqao/RB+E5aWq7R7eVi/fj1Hjx4FQCaTMWPGDEuJ6aSsfH7cfZ2lh2PJ1/9LwDEY8UpIRXkrFZm+FJOFf+HnnMHTDZcT5WGtWpNrcOanSyO4lFqbT1XW6IU3hUHkCxVjFnpXqqlwUxg3dw/Ca9UmLDISF1e3Yo8x6PUkJdzi1s1YUpMSbaIF7iTcAJh0uag2vETOoR9t2l0aj8Rn1I9lEiNqMqLJRM6h71FtfB1Rb/07Sj2C8Rn1Iy4NSm+qnZmZyZIlS0hPt3oP1alThzFjxqCw02KB5tBhbk6eDIA8JIQ62/+5xxlmdAknSV85DX3CCZt212bj8B46B6l70fvr/UBlmhdXBKIokpOpJS0+h7Q4q5iTlZp375ML4ewmtxFy/MLd8Q5yQyqze2KBgzJwpftDGJLNKZqRS3/DtdXdn/nKS02cXzmEmwcTuws3EokEQRAsD1+CIFCrVi3atWtHy5YtLT++vo5qEDXxxuKg6hH1ei42bWbZrrNrJ/JC6SZViTE3g/Tlk8m/uMHaKFPgM3QObm0fv6vosHnzZg4ePAiYvbSmTp1a7HH5Gj07f7vIteOpNu3Ne4bTcUQ0Unn1f7ATRZGLDa3pYdHbtuEUFlrkuJs3b7Jw4ULL9pQpU4iKiir39fUpF0hdMtqmFLPEIwi/CX/gXLvbXc60D3l5eXz77beW1f3o6GgmTrQ1WU3L0fLT3hgW77+B5l9eN4LRhFdiGt7xKch0JS93WxiZoGdc9BZ6hhy2ad8a14FOxzNANI/lbWEAOUIlGDvfB8JNYQIjA2jctT4uhgAkd6jQpdNqSYyP49bNWNJTU+4q3Nwm99xqMv583MaIV+oZiu+4xThH9yjzeGsq+rQrpK+Yii52v027W5vH8B78BRJnzzucWTy5ubn8/vvvxMXFWdqCg4N55JFHcHeveCPg3OMniH3YnH4r8/en7p7dJT5XNOpR7/mcrG3v2RjnS1x98R76Na7NJ9y3URyGjBgy1jxL/qVNNu32Ni+uKHT5BtJvaUiPzzaLOvE5pN/KwaArue2CRCrgHeSGX7hZzPENMUfpuHpWH+HqQeVqz17oE8wLHxGLf8GtXbt7nFE+auL8yiHcPJjYXbi5du0ap06d4tSpU5w8eZJTp05x8+ZN6wAKvhRDQ0Np2bIla9assedwqjU18cbioHpwoXETKEg/iN68CacKmMxXFKLJhHrXJ2T9/TaI1ocyl0bD8Bn+HVLP4GLPi4+PZ8GCBZbtF198ES+v4s1ORVHk/N4E9i6/gqFQFIZvqBu9pjTCP9yj2POqE7blMzegqF272ON+/vlnbty4AUBUVBSTJ0+ukMmHSZtDxl9Pknvqd2ujIDGnTvV6p9JXcc+cOcOff/5p2R45ciTNmjUrcpwqV0fPxxajCvXHJLdN7xJMJjyT0vGOS0auLZuA087/DJPrrsFZZk37M6oUaI8FI2Yr+J/Qj0zBtUx9l4r7TLgBcA9yotEIPxQmH5zz/HHK90NC8Sl4ebm5dBhSn7ptAgmI8rjre9qgTiB9+eQiqUDuHZ5C2f+TUosRNR3RZCR775eotrxlk74q9QzFe+gcXBoPL9U9RK/X89dff1mM4wG8vLwYP348wcHF38/LSkVUTdSnXCT9z8eLiFfOdfvgPXQOcv/6dzizeiOKInlnVpKx7nlM2Uk2+1xbPIJywCfIvIouAFRXTCYRdWoeqbcjc27lkBaXg0alvffJhXDxkOMbahZyfELd8AtzxzvYDbmjTHmlcbVvP/QFc8GIRQtx69jRrterifOr28JN9JPVS7i59oNDuLEndhduiiMrK8si4twWdM6fP49Op7tjbvuDQE28sTioHlxq1RpTQenFWmtW41y/+j2I5l/dTtofD2PKSbG0Cc5KvAd/gVvrouKDKIrMmTOHzExz5YwePXrQvXv3u14jI0HDlgVnyUiwTnIlUoG2g2rRql8EknKa2NqTS23bYSpIDav11584FzJoLkxMTAy//PKLZbu8XjeFuZM/kTykJb7jFuMUWHlpsKIosmTJEq5duwaAs7MzTz/9dLHiXZ9OH2CUSsgK9kMVFoDR6V9muCYRz5QMvG8m45RfukkAQKBLGjMa/UGYm/W9KxoF9Bf8+N+10aQIZaueVCruQ+EGwDvamXoDfcyfb1GCkOmFIVaJf0DIHb1RPP2cqdsmkLptA/ENLT6KQzSZyN7zOaq/3wKjVZSTeoXhM/w7XBoOLva8Bxld8jnSl09Gf8u2KpRLw6F4D5uDTBlR4r5MJhNbtmzh0KFDljaZTMawYcNo2rRphY05/+JFYoaPAEDi5kb9Y0fL1I9oMpJz4DtUW960SQtFKsezy4t49nzrvi0dbsrPQrX5TXIOzYNCj/yCkxuePd7As8tLCPJKiAq0E/k5etIKReakxeeQmajBZCzF9KbAO8c3xA2fUHf8Qs2ijpefC4Lk/oy6qs5c6z8AXcECU/j8+bh3tW8EWE2cXzmEmweTKhFuisNoNHLx4sUH2v+mJt5YHFQPLnfqjDHDnDpQGUZwZeVOK+XO9frhM/KHIhOHXbt2sWPHDsBcLnrmzJlIJHcXXww6I/v/usaZnfE27QGRHvSe2gjvoOK9N6oaGzO/P37HpUWLYo8TRZHFixcTE2Mu3x0UFMT06dPv+XspDdq4w6T//jCGjOvWRpkCZd8P8OjyIkIFXutuZGZm8v3336MriESqVasWjz76aJHX2qfTB5b/myQCWUF+qMIDMPyrWheiiEdqJt43k1Hk5lManCQ6xkdvonvwMZv2m+lB/HhyGKmae5tul4v7VLgBCGzqRq0eSst2XqaeS2tU+HmHEBoRiV9g0B3fvz4hbgUiTgBe/kUjm3S3jpO+fAr65LM27a7Nx+M95Cuk7sUbJj+oiEY96p2fkLX9QxtxVnByw6vPe3h0mlliY3JRFDl48CB///23jVdR586d6dWrV4Xck7RXr3J98BDzGBUKGpw6Wa7+DBk3yFg9g/zLtibHUs8QlANn3dfpU9qbB8lY/UwRXx+pTy28B87GpfGI+/a1/RujwURmksaaZlWQapWXXbrISpmTBJ8Qd3xD3cxROqHm/7u4O9KtysO1QYPRFSy6hP8wD/d7LLqVl5o4v3IINw8m1Ua4cVAzbywOqgdXevTEkJgIVE4+cXkQRRHNkQVkbngFUZttaRcUHigHzsK97RMWYSArK4uvvvrKMil49NFHiY4uWeWMuAsZbF98gZxMa4SFVC6h4/BomvUIq3arbFd69sSQUPA3/OUX3Nrf+W/47wpTd0ojKg8mbQ6qja8UMYNV1OqO75hFyHyiKvR6d+LEiRM2Kbb9+/enQ4cONscUFm5uYxIEsoN8yAgPxOD8L+NUUcQ9TYXPzWQUmtKZZDb1vsxzdf9A6mw1P9Ya5Px1/iF23WiFiJ3eV/excAMQ1NKdqK7WyKTcdD3n/0rDkGfCSaEgOCyc/uP7kHBFdcc+AiI9qNs2kDqtA3H3tv5NRYPOLEbs+NAm+kbi6ov34C9wbTmxxkxYKwp96iUyVj2N9vpOm3Z5cAt8Rv6AIryoGfyduHbtGitWrCA/3yqG1qlTh1GjRuHi4lKucepiY7nWr795Qyql4bmzdz+hBIiiSN651WSufxGj6qbNPkVUF7yHzsEppEW5r1MViCYjmqMLUW35LyZNms0+Ra1ueA/6HKew1lU0OvuTq9aRfsss4qQnaEiPzyEjUYNRX3LvHABXLycbIcc3xB3vYFdkcke6VUm4PmQo2itXAAj77js8etrXf6wmzq8sws30aibc/OgQbuyJQ7ipRtTEG4uD6oFtWOqPuHftWrUDKgEGVRwZq54qYq6oqN0D31HzkfmaPV6WLl3K5cuXAfNnaEyB30FJ0OYZ2LviChf3J9q0h9RV0mtyQzz9yjepqEhKG1q8YsUKy71EqVTy7LPPIpNVfAnvvEubSF85zcZDQVB4mEsxt55i9wmxKIosW7aMixfNpaBlMhnTp08nIMAaSVGccGM5X4DsALOAo3ctmi7gmqFGeSsF18zsEksuH+Qsx79pLLLwbJv2C6mR/HJyIJl5dkidus+FG4CQNu5EdLL+bjSpOs7/lYZRa35M2Zwxn5zMfK4eS+HKkWRSYrOL70iAkDpK6rYNJLqVv2V1XJd8jow/n0B386DN4c71+uMz4ntk3pEV+nrud0RRRHP8V1QbXsaUa60UhSDg3vEZlH0/KLFfUEZGBr///jupqVaTeB8fHyZMmIB/MRXySor+1i2u9upt2W5w4XyF3XNMOg3qnZ+i3j3bxrwYQYJ7uyfw6vsBUrf7s7CGKU9F1rb3yD4wF0y2FfbcWk3Cq9+H95X/TXm47Z2TFp9DekJBdE6CBnVaHpQm20oioAxwsRF0vIPc8PR3QVLNFoKqmuvDR6At+M4O+/YbPHr3vscZ5aMmzq8cws2DiUO4qUbUxBuLg+pB4S/J0G/m4NmnTxWPqGSIokjuiSVkrnsBU16mpV2Qu+LV70M8Oj3HpcuX+eOPPwBzFbuXX34ZN7fSpTvFnEplx2+XyFMX8m1RSOk8ug6NuoRUi9X468OGo710CYCwud/i0avXXY/PyMjg22+/xWQyryT269ePjnYyADRq0slcPYPcMyts2l0aDcNn5A92T0fRaDR89913lipTwcHBTJs2zSJU3U24uY0I5Ph7kxERiM6tqGDnpMlDmZCKR3IGEtPdvzbfUa3G16RBGpKNqXkGrgprpEGe3onlZ3uxP64ZVGT0TQ0QbgDC2nsQ1t4qBuQk6biwOg2jTixSVUqVksvVo8lcPpJCZmLxr18iEQhr6EOd1v5ENfXD2U1KzoG5qLb818bLRHByQ9nvI9w7PlNpqX73C0ZNGqqNr6E59rNNu9QzBO8hX+HSZFSJ7pFarZZVq1ZZRFYAJycnRo0aRf0y+q7pk1O4WijNosHpUwhOFZvGYki/TuaGV8g7v9qmXeLijVff/+He/kkEyf0ZaaFPuUDmxtdsKzsCgtwFj26v4tn9VSRO1TN92N7o8g1kJGrIuKUh7VYOGbfMhshajeHeJxdCKpOgDHTBO9gNn2CzmOMd7IoywPWBLVceM3IU+efPAxD69dd49utr1+vVxPmVQ7h5MHEIN9WImnhjcVA9uDFuPHmnTgEQMns2XkPuL2NOozqRjNXPFHlwVkR2xmvED3y7ZCM5OTkA9O3bl06dOpX6Gnk5OnYtvVSkbHhEY196PtoAN6XiDmdWDjFjxpJ/5gwAoV98jufAgfc8Z+PGjRw+bC5X7eLiwvPPP4+zs31MKEVRJPfU72SsfhYxX2Vpl7j54zPyR1wbD7PLdW9z+fJlli5datnu2rUrvQrErZIIN7cRAY2vFxkRQWg9inqmSPQGvBLT8EpIQ36HUuL/Va0j0KQG4FdFC9q3OE7L4Cs2x5xOiubXUwNQayvI8LSGCDcAEZ09CWltrfSmTtBycU06G5N/vOM56bdyuHIkmStHk1GnFe9PJAgQFO1F7Rb+RNbKRb/rRfIvb7E5ximiI76j5iMPLN78+0Em/9pOMlY/jSH1kk27c71+eA/9BrnfvU3QTSYTu3fvZufOnTbtPXr0oFu3bqUWyQ0ZGVzp1NmyXf/4MSSu9qnilnf5bzLXPV/k9cuDm+M95Guca3ezy3Urg7wrW1FteAV90hmbdqlHMF79PsSt1SSHoEnB91zW7XQrTUHKlTndymQo3XRKkAh4+bsUiDmuFmFHGeRa4ytc2TzPfPkFngMG2PV6NXF+ZRFunqhmws18h3BjTxzCTTWiJt5YHFQPYidNJrdgAh/84QcoR42q4hGVHlEUyT2zgsw1z9rm5ssUpNV6lHU3gxAFCX5+fjzzzDNlipIRRZGrR1PY9fsltLnWVTWFq4xu4+tRt21glUXf3Jg4kbyjZuPb4E8+Rjl8+D3PycnJYc6cORbz3sJihr0wZMWTseIx8q9us2l3az0F7yFf2bUU87p16zh2zPw7EgSBqVOnEhERUSrh5jYikKd0RxUagMbH0zzrtzlAxD1VhfetFJyzbQWM17M2EGpUAbBQaM9ZIZj2YecY33QrrnJryoVG58zS0305mtCQckff1CDhBiCymxfBLayiVla8lk+/ew+ne0RTiKJIyo1ss4hzLJncLN0dj/UJdqVR6D684z4CrTWiD6kTXj3/i2f31yu9zH11RzRoUe/8lKwdH9mYFyNT4Nn9dTwfeh2J/N4pphcvXuSvv/6y3JsAGjZsyPDhw1EoSi6SG9VqLrdrb9mud+gg0mIqy1UUokFH9v5vyPrnfRsPNgDX5hNQDvwUmVeY3a5vTyz+N3//n011RzBXDvQe9DnO0Q9VzeCqOUajiazkPJtUq4yEHNTp+aVKtwJAAE9f54LIHLOo4xNs/r/CpeLTnasCm8XEzz7Da/Agu16vJs6vHMLNg4ldhZu4uDhOnDhBgwYNqFev3h2P27RpE6IoMrAEK8g1mZp4Y3FQPbg5fTqa3XsACPy/t/B55JEqHlHZMeakkrnuBXJP/W7TniqEsEc+FJUkgKlTpxIZWXa/Co1Ky44lF4k9m27THt3Sn+4P18fFo/Inczcfm4Zm/34Agt57D+9xY0t03s6dOy2r2zKZjJkzZ+LpaT/xBMylmHMOfodq0+uIequ5r1QZie+YRXZ7+NdqtcybN89SIt7b25unnnqKwT1ml6tfnbMCVagf6iBfxGJKVDurNShvpeCepkIQ4eWszUQaze+dxUJbTgrmiZzSWc2kFptoHBBjc/7RWw1YeqYvGl05IgVqmHADUKunksAm1jSN6Ohoxo8fj1wuv8tZVkwmkcQrKq4eSyHmVCqaO4g4TkImLbzmEYhtNTt5YBN8Ri9AEV59zdyrCn3aFTLXPEf+lb9t2mU+tfEe9g0u9e+9gp6SksIff/xBRkHFQ4CAgADGjx+Pj49PicZhys3lUiurmW7dfXuR+drfd8aYnYRq85tF0scEuSuePf+LZ9eXEGRVG6VZVkzabNQ7P0G95wtbbx/ApdFwlAM/Re5Xt4pGd39h0BnJTM4lM1FDZlIuGYkaMhM1ZKXkYbpHym1xuHk5mcWcgugcn2BXvIPcquSZpDzcePgR8o4fByBk1qd4DR1q1+vVxPmVQ7h5MLGrcHP9+nXq1KlDjx49+Oeff4o95syZMzRv3pwBAwawYcOGYo95UKiJNxYH1YP452aSvXUrAAGvvorvtMeqeETlJ/fcGjJWP21jimtEwklZN2j5NCNGldykuDhEUeTC/kT2Lr+CXmu0tLt4yOkxsQG1mpfdULMsxD31NDkFAkzgm2/iM+nREp2n1WqZM2eOxf+ldevWDBkyxF7DtEGfeon0ZZPQxR+xNgoCHp1fQNnvQwR5xadtxcXFsXDhQkulsdatWzPn41MV0rdRKkUd5IMq1L9oJSpAptXhlZDGa5dX0CwvDoClQmuOCoXL2It0jTzF6Mb/4Cyzplqpta78enIAp5PLOCGqgcINQHQfb/wbWgWtevXqMXbs2FIbbYsmkZSb2cScSiXmVBoZCUV/XwGygzRz/QoXSaGIPkGCR+eZePX93wPr9XEnRFEk78xKMte/hFF9y2afS+OReA/5Epky/K595OXlsXLlSq4VlAYGc1rnmDFjqF279r3HoNNxsVlzy3adXTuRBwaW8pWUHe3Ng2SunYku/qhNu8w3Gu/BX+LcYFC18EgrC4bMWFRb/kvuyaW2OyQyPDo+g2ev/0PqWjKBzYEtRoOJrNQ8MhM1ZjGnQNRRJeeWusIVgLO73JxuFeSGMsAVZaALykBXPP1cqqWPTuzER8k9av7MBH/8McoRw+16vZo4v2rcuDHXUtKJfryaCTcLPiXaIdzYDbunSnXt2pUDBw4QExNDeHjRL/DXXnuNzz//nN9//52xY0u2glxTqYk3FgfVg1uvvoZ63ToA/GY+h/+MGVU8oorBlJtJ5oaXi6x6ZkiCqP34Sjxrl97r5t+o0/LYvvgCty6rbNobdAiiy9i6KFxLtvpfXuKff4HsLWY/joBXXsb38cdLfO7hw4fZuHEjYE4hmjFjRrkquZQG0WhAveMjsrZ/YFO9RB7QCN9xi3EKbVXh19y+fTu7d++2bJ8/LiEzreIeXm/74GSGBZDvVdSjRm7U0+fmUYZd28NBTQgHhVpFjvFzVTG5xQbq+cXZtB+Ia8KyM73JM5RS1Kqhwg0C1OnnjV89q3jTqFEjRo0ahbSY6KeSokrJJeZUGjGnUkm6lsXtJyEZGhq6LCBKsc7meJNLOF5Dv8e75YMdGVwcJm22uULRvq/BZBW5BSc3vHq9jUeXFxCkd75Pmkwmtm3bxv6CiEIw36f69u1Lhw4d7ip8iKLIxYZWP6LobdtwCqvcakiiyYTm2CJUm9/EpLH1SHOuPwDvwV8i979z1Hl1R3vzIJnrX0Z384BNu8TFG89eb+PR4WlHSmEFYTKJZKfnkZlYEJ2TpCEj0RyxU3gBqaQIEgFPX2eUga4WQcer4P/uSgVCFVW7ip08hdxDh4DKSd+vifMrh3DzYGJ34WbBggVMnz6djz76iP/85z82+0RRJDw8nLy8PBITE++Zu17TqYk3FgfVg4S33iJr5Z8A+D75JAEvvlC1A6pg8i5tJv3P6ZjU8ZY2UZDi9dBrePV6u9wh66JJ5PTOeA6sumazGuburaDnpIaEN7T/quOt115DvbZs4pvRaGTu3LmWlIQGDRowfvx4u4zzTmjjj5K+bBKGVGtFGSQyvHq9jedD/0GQVlzuvtFoZMGCBSQmmsu8u7m5MWPGjFJXGysJZ29lsXBfDOtOJaA3Fv067eiu58kxnehW179ISVjRZCJ7/xyyNr+JaLAa6ko9Q/EZNR+X+v1LPI4BES+U+TWUFTG3EoQbQJBA3X7e+ERbvVOaNm3KiBEjkFSAYWpeto4bZ9KIOZVG3PkMDHoTPtLTNHf9AndpvM2xqfJB0OZ9otrUxSfE7b6NprAHuqQzZK6agTZ2n027PKAR3sO/u6d57+nTp1m7di0Gg1Xgbd68OYMHD75retyFJk2h4JzozZtwiooq+4soB+YS2+8WlNguNMmWyvHo8gJePd9CovC4cwfVmNsec6pN/8GYecNmn8yvLsoBs3BpNNTxebAToiiiUWkLUq1yyUgyp1xlJuaSryneJP9eyJwkeAW42kTomP/virObfRekbj72GJr9ZiGwNKnfZaUmzq8cws2Did2Fm+zsbIKCgoiMjOR8Qem322zbto2+ffvy5JNP8v3339tzGPcFNfHG4qB6kPS/D8j87TcAfCZPJvCN/9zjjPsPU76a0z9MwCdxk027LKAhvqN/QhHRodzXyEzS8M8vF0iOUdu0N+keSqeRdZAr7FcJorzi27lz51ixwlque9q0acVGQdoTkz6PrM1vmlfmC+EU0QHfsb9UqG9CSkoKP/74o2US2KBBA8aNG2e3iUWKOp8lh27y28FY0jVFvVSi/d2Y2rkWI1uF4upkK1LpUy+RvnwKurhDNu1ubafhPejzEhk612ThBszizSNfdOPq1auWtpYtWzJkyJAKEW9uo9cZiTufQczpNG6evkWEYRHRimVIBKtgm2/y5mzes2g8+1KrZQC1m/sRFK0sIsw9iIgmE5rji1Ftes3WRB5wbfko3gNnIfW4cypTQkICf/zxB2q19R4bEhLC+PHj7+jNdbFFS8R8s/BZe/06FHXuXd3KnuiSz5G59nm017bbtEs9glEO/BTXFo/ctwKHqM83i83bPyxizqyo3QPvQZ/hFNqyikb3YJKXrbN456hS8lCl5KJKykWdno9YBh8dAGc3uVnI+Zeg4+XvgqwCKl7dfPwJNHv3AhD0ztt4T5hQ7j7vRk2cXzVu3JhrydVUuAl0CDf2olKqSj3yyCP88ccfHDp0iDZt2ljaJ0+ezJIlS9i3bx8dOpR/UnW/UxNvLA6qB8mzZ5Px00IAlOPHEfzuu1U7IDuRkpLCqm9epYthHR6iyrpDkODR7WWUvd8rt6+KyWji+N83ObI+BlOhCAtPfxd6T25IcB1lufq/E0nv/4/MgnLXPlOmEPif0n1Zi6LI/PnzSUhIACAiIoKpU6dWyQQi/+p20ldMxZhlTRMS5K4oB87CvcPTFTamgwcPsnnzZsv2sGHDaNnSvpOKfL2RxW98ye8aL2K8Qors93KRM6FdBJM6RhKitEaQiEYD6t2zydr2LhitK6hSZQS+o3/Cuc7dq4HVdOEGYF3iXJYuXUpMjNXcuW3btgwcONAu72OTSSTpWhZxB3bjfv51PLAtA52k78Tp3JloRT+c3eVENfWlVnN/whv51PhyvvfCmJtB1pb/knP4Ryj0mCk4e6Hs9yHu7Z9EkBT/O8rJyWH58uXcvHnT0ubu7s7YsWOJiIgocvylNm0x5eQAUGvVXzg3bFjBr6b0iKJI3tm/yNzwMkbVTZt9TpGd8Bk6xy5popWFMSeFrK3vkHN4PoiFPFkEAbdWk/Hq9wEyz6L3PweVh9FgQp2WZxZzknMtgo4qJfeu1fbuimCONPYuEHO8AsxijleAC56+LkjlJRPRbz75JJpd5nTmwLfewmeifQtm1MT5lUO4eTCpFOHm77//pn///jz33HN8/bV5pTU3N5egoCBCQkK4ePHiPXp4MKiJNxYH1YPUOXNI+84c1eY1fDghn3xcxSOyHz/99BOJN6/R2rCdRsYjCIVqccoDGuE79hecwlrfpYeSkRafzbZFF0i/lWNtFKBlnwjaDamFTF6xE7fkT2eRsWgRAN4PP0zQ2/9X6j5iYmL45ZdfLNsTJkygfv36FTbG0mDKU5G57gU0xxfbtDvX64fPqAXIvMrvU2EymViyZAnXr18HwMnJiaeffhpvb+9y9303Ev7zBqrVqzntF83G3pPYo3Xj39+0UolA/yZBPNa5Fq0jrePRJZ0hfcVU9LeO2xzv3uEplANmIVEU9dSBB0O42Zz2IzqdjiVLlthM6jt06EC/fv3sKkKaDHqSN81Cd+ADBJO10o5edOV83nRu6gYC5kmLTC4hrKEPkU18iWjkg6ffvctj11S0cYfJWD2jyPvZKbQ13sO/QxHettjzDAYDmzdv5uhRq+mvRCJh0KBBtG5te/++3KEjRpUKgKgVy3Fp2rRiX0Q5MOlyUe+aRfauWTbpkAgC7m0fx6vfh0jd/KpugOVEl3wO1YZXyb+82aZdkLvi2f01PLq9gsSpHNXyHNgFXb6BrEKCTmZSLlkpuaiSc9Hll95LBzCLOkoFXv4uePq7mP/1M//r5e9i4wcY9/QMcnbsACDwzTfwmTSpIl7WHamJ8yuHcPNgUinCjSiKREREoNPpSEhIQCqVsnTpUiZOnMgHH3zAm2++ae8h3BfUxBuLg+pB2g8/kvrllwB4DOhPWMH/ayInTpxgzZo1AIRKEhnosgNjujW9AokUz4fewKvnW+U2VDQaTBzZEMPxzbE2E3OfEDd6TW5IQGTFld1O+fIr0n/4AQCv0aMI+eCDMvWzZMkSS7qJv78/Tz31VLlMXstL7pk/yVj1FKZca+l1iYs33sPn4ta8/D48WVlZfP/99+QXpFJEREQwZcqUCk2v+TeJb7+DavlyAHwfn0bulKf5ef8NVhyNQ6Mr+lDcPFzJY52jGNg0GLlUgmjUo97xcRFDZ6lPLXxHL8S5dvcifTwowg2YK6X9+uuvxMdb/We6dOlCr1697B5Bpk+7SsZf09Fe32nTnqZvzqm8l8g1FRUclYGuRDTyIaKxLyH1lA9cNI5oMpJzaB6qLW8h5mdZdwgC7u2mo+z3ERLX4sXUo0ePsnHjRkwma1RH69atGTBggKWy2OWuXTGmmtOyIpcuxbVV9UvVMWTcIHPDK+Sd+8umXXBWouz7Pu7tn6pQn6/KJu/SZlQbX0WfbPv8KvUMRdn/I3N6mB3vuQ4qBlEUycvWF4nQUSXnkpWaZxNlXFqc3eQWQUc4ugvphSO45KUS/tg4QqdPtOu9uybOryzCzbRqJtz85BBu7EmlCDcAb7zxBrNmzWLNmjUMHjyYAQMGsHXrVm7cuEFYWFhlDKHaUxNvLA6qBxm//ELyx58A4N6zJ+Hfza3iEdkPnU7H559/jlZrXhUfNqgvkYnLyNn/jc1x8uAW+I5ZhFNI8+K6KRVJMVn88/MFVMmFJrICNO0WSvvh0Shcyv9Anvrdd6TNMb8GzyFDCJ09q2xjTUpi3rx5lu2hQ4fSqlXVhuwbs5NI/3M6+RfX27S7Nh+P97Bvy11y9syZM/z555+W7d69e9OlS5dy9Xk3kj74kMwlSwDwnvQoQQWLE+p8PcuPxPHz/hvEZ+YVOS/I05lHO0Yytk04/h4KdAknSV8+BX3SaZvjPDrPxKvfRzYr2Q+ScAPmMtKLFy+2GFAD9OjRg+7di4paFY0oimiOLCBz42s2QoRJUHBFN5krmlGIFC/OSGUSQup6EdHYl/BGPvgEPzgGx8bsZDI3vkbuiV9t2iVu/igHzsKt1aRifxexsbEsX74cjcZaOS00NJSxY8fi5eXFlR49MRS8DyIW/4Jbu3b2fSHlIP/KNjLWPY8h5YJNuzyoKd5DvsY5+qGqGVgFIBoN5Bz9iay/3y5SXcsptDXKQZ/f06DaQfXFZDSRnaG1CjrJuWSlmgWd7Axtmf10wBylaInS8XfBy8/6fw9fZ6TS8ol+NXF+5RBuHkwqTbi5dOkSDRs2ZPTo0XzzzTeEhYXx0EMPsXXr1sq4/H1BTbyxOKgeZP6xjKQCXxu3Tp2IWPhT1Q7Izqxfv94SYh8eHs60adPIv76L9JWPYcyw+mMglePV8/8qpKqRXmfk4OprnN5uW4XG1dOJzmPqULdNYLkmaOk//UTK7M8A8Ojbl7A5X9/jjDuzatUqTp06Ze7Lw4OZM2fetWpLZSCKIpqjC8lc9yKizpp+JvUIxmf0T6WqsFQcK1eu5OzZs4A55WL69OkEBQWVq887kTxrNhkL7+wpZTSJbLuQzMK9MRyKyShyvkwi0LdxIA+3i6RjpAfZOz9AvfMTm0o1Mr+6+I5eiCKqM/DgCTdgTrn++eefSUlJsbT16dOHzp07V8p4DOoEMlc/S9751bY7fJqRGPA+124EkJl099+Ru7eC8EY+RDTyJbyht006QU0l/9pOMtc8iz7FtmCFIqor3sPn4hTUpMg5WVlZLF++nFu3blna3NzcGD16NMbpT6KPM/tlRSz8CbdOnez7AsqJaNSTfWAuWVvfRdTaGt27NhuLcuBsZMrKNY6vSEz5Wah3fIx671dgtPVScWk8EuWAT5D7Va2BtIOKxWg0kZORT1ZqHurUPLIK/ajT8jDoTPfu5A4IEgEPH3MKln+kJx2HR5e6j5o4v3IINw8mlRa3WL9+fdq2bcv69ev57rvvMBqNTJ48ubIu78DBA42gsJbDNmm1dzmyZlA4giQuLo6UlBSca3cn+PlTuLd/0nqgUU/W1rdJ/r4TuuTyfcnInaR0HVuP4S+1xDvIGgmRq9ax9afzrP36pG1ETikR5Na0LlFXRmPBAnr06GFJj8rOzubQoUP3OMP+CIKAe9tpBD9/EkWUNRrGmJ1I6qKBZKyegUmbc5ce7s7AgQPx8DCX4jWZTPz111/o9WUro3ovBCfr5FvUFb2GVCLQr3EQy57syPrnujCqVRhOhVYUDSaRjWeSmPjTIXp+vZ/fnaagmLILeUAj6zFpV0j+oRuZG17BpC8avfMg4OrqyqRJk/Dzs3qEbN26tdLezzLPEPwe/RO/R5YjcQ+w7sg4TfDlUQxsv5qJ7zbnoUfqU7uFP07ORaNwcjK1XNiXyJb5Z/nplb38OesYRzbEkHxDXa4V7OqMc/RDBM08jnLAJwhy671Se2MPSXNamt/T/6pY5OXlxdSpU238bTQaDYsXL+ZCWJjFyUwsVEq8uiJI5Xh2eYGQVy7h1nqKzb7c08tJ/LwBWdvew6TTFN9BNUfi7IVywCeEvHwB12bjbPblnfuLxC8bk7n+ZYy5RUVrB/cnUqkEL39XIhr50qR7GJ1H12Xg082Y8HZ7pn/dnSmfdmbEK63oNbkhbQZGESa9haf6BnL9vb/TRZOIOi2fuAuZJFxW2f/F3GcIYvX6cWBfKjXhdPLkyeTn5/Pxxx/j4eHBqFGjKvPyDhw8sEicrcLN7bKpNZmQkBCbaIpjx44BIFG44zPie/ynbUHqZU3R1MUfJenrlmSufwlTYQ+GMhBaz5txb7Wj/bDaNhUW4i9m8vv7h9j/51V0eaWfXBQW30Rd+cQ3pVJJu0LpBHv27CEnp+yiSEUi861NwPQdKAd8ClKrWJVzcB6JXzQm99xqyhIo6urqyvDhwy3bKSkpdov4FJxKLrI1CfXi87HN2fufHrzQuy5BnrZVz2LTc/l080W6/KJidtACNC1mmmtjA4gi2Xu+IPHLJjQNiSmm95qPu7s7kyZNsjGc3rRpEwcOHKiU6wuCgGvT0QS/dN52Em4yot41i5xFrYjy3EP/J5vw2OddGfFyK1r3j8Q/wqNIX6JJJOl6FofXxbDyk6MsfG0vf/90josHE9Fk1SzBXZA54dn9NYJfPo9L45HWHSYj2Xu+IGF2XXIO/YhotN4rZTIZQ4YMYciQIRbhWRRFjkVGsK9LZ7ROToh2EmPtgdQjEN8xCwl85iBO4db7sajPI2vbeyTMrkv2wXmIxvvnNRVG5lMLv4d/J/DpvTiFt7fuMOrJ3vslCZ/WNgtU+eo7d+LgvkcQBNy8FITUUdKgYzDth9amjdsZ2hyfTdd9rzO80SXGvtmWfk80ocPw2jTqHExoPSXu3gr4V5Cyl/+Da/TuwAFUYqoUgEqlIjg4GJ1Ox5QpU/jpp5qdrlFaamIon4PqQfb2HcTPmAGAU51ootevv8cZ9z9Hjhxhw4YNgLma0EsvvYSzs3VSbMrPInPdi2iO/WxznsQ9AGW/j3BrPaXcZopZqXnsWXaZ2LPpNu2unk50HBFN/fZBCJKSpU+pVq0m8Y03AHBp3Zqo35aUa2y5ubl8/fXXFi+gxo0bM2bMmHL1WdHoEk+TvmxSEY8X5waD8Bk6B5lPrVL3uWnTJpuIjBEjRtC8efl9jgqTvmABKZ99DpQ+rc1gNLHjUiq/H77JjkspRapRAQzwucnzus9xzblu034yrjbLj3cjXVNxpth3o6pTpQqjUqlYtGgRWVlW4bVHjx5069atUj1k8q5sJWPVU7YpmYAiqgveQ76yKQGdq9YRdyGDm+fTiTufQV723SfofuHuRDT2JbKxD4G1vcrt+1CdyLu4kcy1MzFk2L6n5YFNUA76DJd6fW3a4+PjWb58OWq1ddLvkpvLkDZtaTS2et3HSoJoMqE5/guqzW9gykmx2SfzrYNX3//h2nTMfWvwK4oiuaeXodr0nyLl0SWuPnh2exX3Ts8icXKrohE6qEwS/vMGWatXA+A3Ywb+M58r9jiD3kh2er4l7UoZ6EpkY99SX68mzq9up0rVeax6pUpdXehIlbInlfoNoFQqmTlzJt26dWP69OmVeWkHDh5oBEXhCID7c/WutDRr1swi1Oh0Oouny20kzl74jlmI/5R1SL2jLO2mnBQy/nyc5O86oI0t36q9l78Lg55pRv8nm+DuY42YyVXr+OeXC6ycdYzkmJKtNkoUFZcqBeYIlF69elm2z507x6VLl8rdb0XiFNyMoGcP4dnjTZBa04/yL24g8YvGZG3/ENFQukiE3r17ExwcbNlet26djcFtRWATcVPKCACZVEKfRoEsnNKWva/3ZGbPOgR4KGyO2ZQRwdCcWayUjsYkWL2ZWoRf591BSxjQ+AgySfVPGalIlEolU6ZMQalUWtp27NjBtm3byhShVVZc6vYh+IUzeD70uk3EmPbGXpK+bUv6n09gLJiYu3o6Ub99EH2mNmbqp10Y+2Zb2g+rTXAdr2IF3bS4HI5vjmXV5yf46eU9bPz+NGd330Kdfv+nyrk0GEjQi2fw6v0Ogty6qq5PPkvqwv6kLBxok84aFhbGk08+SXS01e8iz9WVFefPsWPHDozGMpY0riIEiQT3NlMJeeUynt1fQ5BZFxkM6VdJ/30CSXPbkXfl/vSFFAQBt+bjCX75Al79P0JwVlr2mXIzUG1+g4RZdcjeNwdRX/Ojgh94bATIO9+fZXIp3kFuRDX1o3nP8DKJNjUesZr9OLArlRpx4+Du1ERF2EH1IPfoUWInPgqALDCQurt2Vu2AKom///6b/fv3AxAUFMRTTz1V7HEmfR7Zuz9HvfNjxH/5hbi1moSy/8dIPYOLPbek6HVGTmyJ5fjfNzHqbY36GnQMosPwaNy8FHc4G7K3bSP+WfOqlKJePWqvXVOu8YDZ62XRokXEFRh7enp68swzz6BQ3HkcVYU+5SIZa55Fe227TbvMrx4+w77FuW7vEvelUqn44YcfyMsz/62VSiXTp0/H1dX1HmeWjMzffyfpvfcBcOvcmYifFpSrP73RxNbzyfx6IJYD122jt6KI5SW+pwW23xtJaiW/H3mIi8kR5br23ahOETe3ycrKYvHixaSnW39Pbdq0YeDAgXYtAV8c+rSrqDa+St5528+qoPDEq9f/4dHpOQSZU7HnavMM3LqYSez5dG6eTScn8+4CpXeQK2ENfQir701IXSXObvevybEhK56sLf+H5vgvtjsECe7tHser97tIPcypsCaTiY3PPccxX1/EQn/fiIgIRo0ahZeXV2UOvcIwZMWTte09NEcXgWj7faGo0wtlv49QhLetotGVH1OeCvWeL8je+5WNGT2A1CsMr55v4dZmKoL0/n0fO7gzCW+9RdZKc6VH36eeJOCFF+x6vZo4v7JE3EytZhE3ixwRN/bk/oy5dODAQamw8Ud5AMyJb9OyZUvL/5OSkkhKSir2OIncBa9ebxH88kVcm4+32ac5vpiEz+qj3jWr1NEdhZE7SWk3pDYPv9ue6FYBNvsuHkjit3cOcuLvmxgNxVdfsPW4KX/EDZirKw0ZMsQyoVWr1fzzzz8V0ndFIw9oQMDjW/Ed/xsSD6t/kSHtMik/9SXt94cxqBNK1JdSqWT06NGWFBqVSsWff/6JyVT2yheFKU/ETXHIpRIGNg3m9+kd2PZSN6Z0isJDYY60uUEkM/mYD3iRDJSWc4I8VbzYazVPdN6E0qV6+BdVBrdNbAMDAy1tR48eZfXq1ZUehSH3q4P/pFX4T9tiYywtatWoNr5K4ldNybu4odhzFS4yarf0p8cjDZj0UScmvNOezqPrEN7IB6ms6KNbZlIuZ3bEs2neGX56ZQ/LPzrCvpVXuHEmDV3+/RV9JfMKw3fsIoKePYKiVqHy7qKJnEM/kjC7Lqqt72DSZiORSGiqzqbXtn9wK+TTdfPmTb7//nsuXLhQzBWqPzKvMHxHzSf4xbO2HkCA9uo/JM9tT+pvY9GnXq6iEZYPiYsSZd/3CXn9Oh7dXrGJsjJmxZOx6ikSP2+I5viviKb7K3rKwb0RhEL3sBpqwu7AgT1wCDcOHDwA2FSVqqBJ//2Av78/oaGhlu0TJ07c9XiZMhy/CUsJmL4TebDV90TU5aDa9B8Sv2pG3sWN5RqTp68L/ac3YfiLLfENtebz6/ON7P/rKn/87zA3zqQVOa8iq0oVJiAggK5du1q2Dx8+bInAqW4IgoBbiwmEvHwB907PWk16gdxTf5D4eUPUe7+2MTS9E9HR0TapYteuXWPnzp0VM85SmBOXljoBHrw7tDGH/tuLT0Y2pVGwJyDwNz2ZyPesZDDGQl/tbSKv8N7gX+nd4DgS4cGYALm7uzNlyhTCwqwG5KdPn2bFihV2qyR2N1zq9iHo+ZN4D/naJkXEkHaF1J+HkLJwIPqUi3c8XxAEfILdaNE7gqEzWzDti64MfrY5zXqGoQwsJkpMhNSb2ZzcFseGuadZ8NIeVn56lAOrrxF3PgO97v54HziFtSZg+nb8Hl2FzK+upV3UaVD/8z9zas3+b0EGvhkZ9Nu8hfqeVn+n/Px8li1bxvr166vk714RyAMa4P/oSgKfOYiidg+bfXlnVpL4ZWMy/noSQ9atO/RQvZG6+eE9cBYhr14139MLpRcaMq6TvnwyiV82Jff0CsQKEtYdVAMKRz86hLlyUdVVpBxVpSoXh3DjwMEDgERhW1XqQcqQLBx1c+bMGQwlKBfrXLsbQc8dxXv4d0hcfSzt5onWYFIWDS73SmdofW/GvtmWbuProXCz+pSoknPZMPc06+eesikfXlgMqGjxrWvXrjYlldeuXVui31NVIXH2wmfoHIKePWxbjUWbjWr9iyR92w7tzYP37Kdz5840bNjQsr17924uXrzzBLqkCPJC5cDtNGF0dZIxvl0EG2Z24a8ZnfCKSUBjdGEOTzKdLzhHfcuxznI9Y1rt5b8D/6Cu//05wSstLi4uPProo0RFRVnaLl68yNKlSy2G3JWJIJXh0fk5Ql69jHuHp21Ex/zLm0n8qhmZ617ElKe6Z19yJymRTXzpOrYej7zXgUc/6Ej3h+tTp3UALh5FU0tEk0hyjJrjm2NZO+ckC17czV+fHePwuuvcupxZJHWzOiEIAq6NhxH8whm8h3yNxM16nzJpUslcOxPBby3SEDVyg56+gYEMHz4ceaHP4NGjR5k/fz4pKSnFXeK+QBHejoAntuH/2CbkIdbvNExGcg7PJ3F2XVSb/oMpN7PqBlkOpJ7B+AydQ8irl3Fr9zhIpJZ9htSLpC0dR9I3rck9v+6Ben6psRTy8BIdETcOHJQYh3DjwMEDQOGIG0wmqMaT8oqmSZMmyGRmYSQ3N5fLl0smuAgSKR4dniL4lcu4d5xhO9G6tJHEr5qSuel1TNrsMo9NIpXQ9KEwJr7XkSbdQylc/Cb2TLpN+XChgs2JCyOTyRg6dKhlOzU1lX379lXoNeyBU2grAp/ej8+IeUhcrOWg9YknSf6uE+l/TceoSb/j+YIgMGzYMBvR6q+//iItrWjEU2mwZ8RNkWsJAq0ivAk5cI46q/cQcOIyN3KCmcEsPuVZVFjLTod5pfNKnz95tPsOPJwr15+mKlAoFDzyyCPUq1fP0hYTE8Ovv/5KbiX789xG6uaHz/C5BD1/wjaCwmQge9/XJHxWz1wGuxSr0J5+LjTpFkq/J5owdVYXxv9fO7qOq0ut5n4oXGVFjjcZRRKvZnFkww1Wf3GC+S/tZs1XJzi66QZJ17MwGqufkCPInAqEr6t49nwLQV4o0kiqxrldIs7db2JUn6NFixY8+eSTBAVZUypTUlL48ccfOXr06H078RcEAZd6/Qh69gi+E5Yi87UaM4uGfNS7ZnFrVjTqXbMw6e9Pw2qZMgLfkT8S/NIFXFtOpPCXoj7xFGmLh5H8XUfyrmy9b/+ODszPVxYckVQOHJQYh3DjwMEDgPAvs1mT9sFJl3J2draJqjh58mSpzpe6+uAz7FuCZh5HUfsh6w6jnuxds0n4rD45xxaXK4zb2V1O9wn1GfvfdoTWU1raTUaRE1tv8ts7B7l6RY+I+SHWHj5FERERtGnTxrK9e/duUlNTK/w6FY0gkeDefjrBL1/ErfUUm32awwtI/LwBOUcW3vHv4+zszLhx43AqEFt0Oh3Lli0rV1SGTcRNJaYmyrR6fC/EEr12H2E7TrIrvhUTxe9ZSz+b47qEnuHd4Utp3/EGYtF5fY1CLpczbtw4mjZtammLj4/n559/Jju77KJreXEKakrAE9vwm/gn0kJl7U2aNDJWPUXSN23Iv76r1P0KgoBvqDvNeoQz8OlmPPZZV8a+2ZZOo+oQ2dQXubO0yDlGvYn4i5kcWnOdP2cd46eX9rDum1Mc/zuWlFg1pmq0Ii5x9jR7o7x6Bff2020iM6Te+eTHfkLKokF46hN4/PHHad++vWW/wWBg/fr1rFixwmJMfj8iSCTmCk0vnsN72LdI3K1+TmK+ypzWO7suOYfnlyhttDoi96uD37jFBL9wBpemo2326eIOk/pTP1J+7EF+zJ4qGqGDclE4VUp0CDfloqqrSDmqSlUqjqpS1Yia6HruoHpg0mi41No6Ka+7fx8yH5+7nFGzuHbtGr/++itgnti89NJLeHh43OOsooiiSN6ZlWRueAVjlq0PjFN4e7yHzil3pQ9RFLl2PJV9f14hJ8NWPPBU36DeleV45tykwflzFnPdiiI/P5+5c+daJrQRERFMmTKl0qvxlIf8G3vJXDUDffJZm3anyE74DP8Op+BmxZ534cIFli1bZtlu1KgRY8aMKdPvWHPwEDenTAFAHhJCne32N3weEPFCse16V2cy64QSXDeXFxTzqcd1m/2XTbWYHz+KpIsuuKRlUZpXWx2rSt0Jk8nExo0bOXr0qKXNx8eHSZMm2ZQQrwpEfT7qvV+i3vERok5js8+16RiUA2ch846skGuZjCZSbmZz61Imty5lkng1C8M9UqUUrjJC6ioJredNaH1vfEPcii1XXhXoUy+ROGswSK/Z7hAE3Fo+ilff97mWnMeaNWtsoqy8vLwYNWoUERH2q7pWWZi0OWTv+xr1rtmIWrXNPpl/fZR9P8ClycgK/76oTHS3TqDa+g75F9cX2edcrx9efd6/r6tsPWgkf/wxGb8sBsD70UcJ+u+bdr1eTZxf3a4qVXdy9aoqdeUXR1Upe3L/PI07cOCgzPw74uZBqiwFUKtWLTwLTCtFUeT06dNl6kcQBFybjSH45Qt49nobQeZs2aeLO0Ty3Pakr5yGMTu5zGMVBIE6rQN4+N0OtB0UhVRuvU2rPaM42vo1ztd7hNyMip80Ozs7M2jQIMv2zZs3OX78eIVfx544R3UhaOYxlANnIzhZzZ91sftJ+qY1metfKja9rWHDhnTp0sWyff78eUsp+dJi40ekr9roNnluPgGnr6FflcQ7+x7j2+xJZGP9vdSTxDA74jPG9z1A+rAmpDSLRuvpdpce708kEgmDBg2y+RtnZGSwcOHCKo8sE+TOePV4g+BXLuHWapLNvtwzK0j8vCGqv9/G9C9RpyxIpBKCannRun8UQ59vyeNfdGPEy61oN6QWofWUSGRFJ/faXAMxp9LYu+IKyz44zMLX9rL5xzOc2RlPWnxOlUbkyP3rIxWHk7crAmOatTIRomipCBhwbQHTJ4+z8TvKyspi0aJF7N69u8KqyVUVEoU7Xj3/S8hrV/Ho8qKtwW/qJdJ+G0Py3A7kX91ehaMsH06hLQmYspbAGftxrtPbZl/+5S3mKluLR6BLLNt3u4NKxqaq1P39+XPgoDJxRNxUI2qiIuyg+nChSVOLt0305k04FXqIfRDYvn07u3fvBszVpmbMmFHuFUhDxg0yN75K3tk/bdoFhSdevd/Go9NzCNKiZqGlQZ2ex/4/r3HtuK2xplwhoc2gWjTvGV5seeDysGzZMksZXYVCwTPPPGMRvu4nDFnxZK5/ibwzK23apZ4heA/+Epemo23eAyaTiSVLlnD9ujkqRRAEHn30UWrXrl2q6+adOcuNMWPM1/Lyot6hexslVyYXr10lftVL1EuzXb3Oxo2FPMxqBlEv2JvhLUIY0jyEEKVLsf3095teGcO1IGoqJr0lpL2SyId8Ldv6XCMXliegSS4qsm3J+7VCrlkatDcPkrnuBXRxh23apV5hKAd8gmvzCXaLnjDojCRdzyL+Uia3LqlIuXHvVCknZymBtb0Iqu1FcLQXgbU8cXKuvBy8hNf/Q9aaNYCI92PdEWX70KectzlGcFbi+dDrnBZbsX33fht/lKioKEaOHHlf3uOKw6C6SdbWd9EcX1wkDcW5bl+U/T/CKbRVFY2uYsi/thPV32+hiy0qrrs2G4dX73eQBzSogpE5KAnJs2aTsXAhAN4PTyDo7bfter2aOL9q3Lgx15KqacRNkCPixl7U2IibY8eO8cknnzBy5EjCwsIQBKHMDzpRUVGW84v7qYgqJA4c2BtJ4SiAB8jj5jYtWrSw/D81NZVbt8pfXUfmE4X/xBUEPL4NeWBjS7uoVaPa8AqJX7cg78rWcl3jdvnwIU81xC3HOma91sSBv67x+/uHii0fXh4GDhyIoiBKS6vVsnFj+UqgVxUyrzD8H1mO/9SNNkaeRnUCaUvHkbpwAPq0K5Z2iUTC6NGj8fLyAszRWStWrEClUpXqurYRN9WvDHGD6Dr0fmUtHlP/QeNpndx4oOF55rOAF3BK3MfHmy7S6ZPtjP3hAL8dikWVWzPuGwmHVFzfkmqZvMtdpTSaEIJHmPM9zqwcFBEdzKbbY35G4mE12DVmxZP+x0SS53VFF3/MLteWOUkJa+BDh2HRjHqttbn0+HPNadkngoBID4p7jNLlG4k7n8GR9TGs/dpcteqPDw6z6/dLXDqUhDotz75GsvLbIpGAxKkhQc+fxGfUfKSeIZZDxHwVWZvfoPbBaUzt6I6XpzVV9saNG3z//fdcunTJfmOsRGTKCHzHLCTohVO4NBpmsy//yt8kfdOGtKUT0KddraIRlh/n6IcIfGoP/lM34hTa2mZf7ullJH7ZhPTlUzFkxFTRCB3cDcGmqpQj4saBg5JSYyNuhg8fzpo1a4q0l+XlRkVFERsby+TJk4vd//HHHxMcHFzqfv9NTVSEHVQfLnfshDHTXCo0avkyXJoV7/VRk1m0aBGxsbEAtGnThsGDB1dY36LRQM6heaj+fhsxX2Wzz6XxCLwHfY7MJ6rs/et0nG/ekoTgzlyvNRiD3N1mf0RjXzqOqI1fWOm9e4rj2LFjrFu3zrI9btw4G5Pn+w1Rn49616dk7fwEDIVSBaVOeD70Op4P/QeJ3BxZkpCQwMKFCy0l0UNDQ5k6daqlOtm90F6P4frAgeYNmYyGZ89U6GupSESjgZyD35P599ugzbLZt5VufM9jpGGOTpFLBbrX82doi1B6NwxgZMiMyh1rBUXc3MavoTt1BgdYJhFGvYnLq5JQxVivUxURN4UxabNR7/gY9Z4vwFhIOBME3FpPQdnvQ6SFxB17o83Vk3BFxa1LKhKuqkiLzylROV9XTyeCo70IijZH5viHe9ikgZaHxHfeRVXgT+X7+DQCXnkFAJMul+z9c1Dv+KSI94s0oBHnPAazP15hU7moffv29OnTp8Sf9fsBbex+VJveQHvjX0a+Ehnu7R7Hq9fblfoeqmhEUSTv3Gqytr6NPvlfz88SGe5tp+HZ87/IvMKqZoAOipDy+Rekz58PgHLsWILff8+u16uJ8ytHxM2DSY0Vbj799FM0Gg1t27albdu2REVFodVqyyXc2PtXVRNvLA6qD1ce6oEhKQmAyF8X49r2wTPyO3HihEXQVSgUvPLKK8jl5Utl+jdGTRpZW/5LzpEFUOieIcic8ej+Gp4PvW4RCEqDKIpcbNQYRBG9zI30mT9w4UQW/74t1WkTQLvBtfAOKp9Piclk4pdffrEIXe7u7jzzzDO4uJR+7NUJfdoVMtfOJP/yFpt2mU9tvId9g0v9AYDtewWgbdu2Nv4/d0MXf4trva0+DA3On0Oo5gbPxpwUVJvfQHN0kU17Ls4sZhzLGYYB62fF1UmK7PwNPK/G43YrFaESHiUqWrgB8I52pd7wQCQF6YYmo8iVdclkXDL7yVS1cHMbQ/p1Mje8Qt751TbtgsIDr55v4dF5JoJMUfzJdkSXbyAlNpuka1kkXTf/aHPvXclIKpMQEOVBUKEUKxcPp3ueVxxJ7/+PzKVLAfCZMoXA/9hOZIyadNQ7PiT7wHe24heg82/F1pw2JItW4SIoKIjRo0fj5+dXpvFUR0RRJP/SJlSb30SfZOsDI8hd8eg8E49uryB1vX+LFogmI7mnl5O17V0MhSIpAZApcG83Hc+HXkdWKBLLQdWQ8uVXpP/wAwDKMaMJ/t//7Hq9mji/ui3c1Ktmws1lh3BjV2qscPNvnJ2dHcKNgweaa/36oyuYhIcvWIB7l85VPKLKR6vV8tlnn6EvSF8ZNWqUTZngikR36zgZa2cWycGXKiPxHvRZmap8XGzewmIsXXv9OrKdg9i7/DK3LqtsjhMEqN8xmLYDo/D0K7vQkpaWxvfff4/RaASgdevWDBkypMz9VRdEUSTv7J9krnsRo9o2Zc6lySi8B3+BTBnO2rVrbcyZR44cSbMSRKrpU1K42q27Zbv+qZNIFJU/qS4L2puHyFz7HLr4ozbtt4QwvhCf4AhFvTGkeVo8YhLwvBqHS0pmqSpTlQZ7CDcAnuHONBgVjFRhFm9Ek8j1LamknM6uNsLNbfKvbCNz/YtFIgtkvnVQDvoMl4ZDqrR6kGgSyUzKJel6FonXVCRdV6NKLpmRuleAC8G1C6Jyor3wCSpZ9SqbCjUTJxL01n+LPc6QcQPV1rfJPfkb/1a8E1xast/YCbWkILpMLmfgwIG0aNHivq7G9G9Ek4ncU0tR/f02xswbNvsEhSeeXV/Eo8sLSJy9qmaAFYBoNKA58StZ297HqIq13SlT4N72cbOA44jAqTJSvv6a9O/nAeA1aiQhH35o1+vVxPmVQ7h5MKneS4AOHDioMApXlhJ1D1ZVqdsoFArLFziYoyrshVNoKwKf2oPv2F9sfSpUsaT9NoaUn/qiTz5/lx6KYuOdotXiF+bOsBdbMuCppviEWCNsRBEu7k/kt3cOsuv3S2hUZft7+/n50b27VYA4duyYJQLnfkYQBFybjib45fN4dH0JJFLLvryzf5L4RSPUuz+jf9/eNmmw69atIzn53hXDhH9FcYnV0OfmTigi2hM44yA+I39E4mo18A0V4/mcd1ik/II6TraeSkYXBapGtbg5tBvXx/UmtU1DtN4Vk7JXGajj8jn3RwL6PLNAKUgEogcEENy2+k1enev2JmjmCbyHfYPExdvSbki/Stri4aTM743ulv3ua/dCkAj4hLjRqEsIvSY34pH3OvDY7C4MnNGMVv0iCK7jdccUqayUPC4eTGLnb5f44/3DLHh5D+u+OcmRDTHEX8xAl3+HSB6pNa1JNN452kfmE4XfuMUEPXcM57p9bfaF5J1glH4eHfUbcRZz0Ov1rFmzhj///JP8/PzS/yKqKYJEglvLiYS8fAHvIV8jcfO37BO1arK2vUfCp7XJ2vkJJm1OFY607AhSGe5tphLyyiW8h8+18TrCoCXnwFwSZtUhY/UMDKqbVTfQBxjBpqrUAxE/4MBBheAQbkrB7Nmzeeqpp3j++ef58ccfq7yEqAMHpcFGuHnAyoEXpmXLlpb/X79+vdTGs6VBEATcWj1KyCuX8Oj2ChSqMKW9+g+JX7cwl6fOz7pLL4X6sxHfdJZr1G7hz/i32tFnWiO8AqwRNiajyNldt/j1/w6w78+r5OWU3ly2U6dOBAQEWLbXrl1riVi635EoPPAe9BlBM4+jiLRGoIk6DaqNr5H+fXtGdgzD2dlsWqvX61m+fPk9J3KFjcDN/d1fpr6CRIJ7u8cJfuUS7h1n2JRujVbtYKHpaVY23YnPjRsIBdFYt9F7uJHeoh4xo3oSM+Ih0pvVQe9e/dPrNElazi29hS7bOvGP6unH9u3b7R5tW1oEqQyPjs8Q/Mpl3Ds+YyM8aq/vIOnbNqSveAxDVvkN2CsCFw8najXzo+OIOox8pTVPfNmNUa+3pvPoOkS38sfVq/gUKV2egZvnMji8LoY1X5lNj5d9eJgdSy5yfm+CuRS50YRQ2I/GYCy2r8I4hbQgYNpmAqb9jbxQdSVBNNLQeJQx2m9pqd+JTNRy9uxZ5s2bVyME68IIMgUenZ8j5LWrePX7AMFZadlnysska/ObJMyKRr3nC0x6+0S62RtB5oRHh6cJfvUK3kO+shVwjDpyDs4jYXZdMlY9hSGzZv19qz0SRznwCkOsZj8O7IojVaoE3E6V+jeurq588803PPbYYxUxxBoZyueg+nBj4kTyjporkQR/8jHK4cOrdkBVhCiKfPPNN2RkZADQo0cPm6gSe6JPvUTmuheK+KtI3ANQ9vsIt9aTEQpNwv7NlZ49MSQkAhDxyy+4tW9X5BiT0cTFg0kcWR9DTqatQCd3ltK8VzgteoWjcC25t098fDwLFiywbHfr1o2ePXuW+Pz7AdFkQnN8MapNr2HS/CuiJHoYy+NrkyeYo0gaNmzI2LFj75hCIer1XGxqTamqs3MH8qD71/xTl3CKzLXPob2x16Y9LdudZcc6sUvojLpOOLkhfhRbdghwSUrH82o8ntdvIdWVTfizV6pUYRReMhqND8FZaf18tGvXjv79+yOppj5FuqSzqDa8TP6/KtgJclc8ur2CZ7eXkSiqbwSUKIpkp+ebPXKuZZF4PYv0+Jwi/l3FIXOSoJRm43L5IJ7qG4R2rE+dT/+vxOlNoslE7ullqP5+C+O/KhDl4cZJWTcuSVshSmR06dKF7t271yjj4tuY8lSo93xB9r6vEbXZNvukHsF49nwT9zbTEOTVo/JaWRD1+eQc/Qn1jk+KpMgikeHWejKeD/0HeaEKhA7sQ+p335E25xsAPIcOIXTWLLterybOryypUpOqWarUYkeqlD1xCDclYObMmfTo0YPWrVvj7+/P9evXWbhwIV9//TUmk4lVq1YxbNiwe3dUQOFUjcJcu3aN6Ohox5vdgV0wpKeDICA4KZC4OCNI7ywQ1HR2797N9u3bAfD29ua5556rtEmZKIrknV9L5oaXikwUZP4N8Or9Dq5NxxRrZnut/wB0N24AED7/R9y7dr3jdYx6E+f23uLopljy1LYRH04uMpr3DKN5KQScTZs2cejQIcBcNnv69OkE3cdixJ0w5maQtfmNIubSJomC00Jbzsg6oRec7yr4iaLIxYaNLNvRW//GKTzc7mO3J6IoknvyNzI3voYpO8lm39XkAP463I6L6kjUtUNRR4eRH+BdbD+C0Yh7bBKe1+Jxi0tBUorV1soQbgDk7lIajQvB1c8aCdKwYUNGjBiBk1PZDHTtjSiK5F/ejGrDq+hTbFMwJa6+eD70Ou4dZiBxcq2iEZYOXb6B5Btqs+lxgfGxLv/e0TQALh5yAqM8CazlSUCUJ4FRnve8z4kGLdkH56He/gGm3HSbfTl4clrWmcvSlvgFhjB8+HBCQmqmwa1Rk0727tlk7/8G8V+RNhKPIDy7voR7+6eQKNzv0EP1RzRoyTm60CzgZMXZ7hQkuDYdjWf313AKLern5aBiSJs3j9SvvgbAc/BgQj+bbdfr1WThpv6j1Uu4ufSrQ7ixJw7hphzMnz+f6dOnU79+fS5evFji8xzCjQMHVUtWVhZfffWV5X4wfvx4GjRoUKljEPX5qHd/hnrnx0UekOVBzfDq8x4ujYbarBxfHzoM7eXLAITN/RaPXr3ueR29zsiZHfEc/zsWrcbW/6E0Ao5Wq+W7774jK8uc1hUQEMD06dNr5OozmE16M9Y8g/7WcZv2fFw4KevKRWkbho8ae0ez4ovNmltSpGpvWI8iumas4pry1WRt/x/Ze78Gk+376dTNcFYdaUtCpg86TzfU0WFk1QlD71X8JE+i1eFxIxHPq/G4JqUh3OPrubKEGwCZs4SGY4NxD7ZGGAQHBzNhwgQ8PT0rbRylRTQayDn6E1l/v41JY5vOLfEIwqvHm7i3e6JKKlCVB9EkkpGoIfmGmpQbapJvqMm4pcFUQn8MZaArgbU8LYKOb6g7UllRcdyUn4V612yy935Z5L6swYPTss5ckbWmQ5fudO/evcKrElYXjNnJqHd+QvaheWCwjdyUuPrg0WkmHp2eQ+JavEB7PyAadGiO/UzWjo+LmhgDznV649n9NRR1etUog+rqQNq8H0j96isAPAcOJPSLz+16PYdwU3k4hBv74hBuyoHJZCI4OJiUlBRiYmKIiooqV3818cbiwEF1ZdmyZVy4cAEwp0NOmTKlSsZhUN1EteWtYiudOIW1wavPezjX648gCMSMHkP+2bMAhH75BZ4DBpT4Oto8A6f+iePUP3Ho8som4Fy7do1ff7VW2enSpQu9C5W9rmmIJiM5h+eTte1dTDkpNvuyBSUnnHrRdeosIqNqFTn3Uus2mDTmktK1Vq/CuZKFQXujT7nAlhf60yzCdsXaJMLBK3VZe7wVGTkeiIDW14usOuGo64RidCk+1UKmycfjejye127hnKYqtjJVZQo3AFIngYfn9uXq1auWNg8PDyZMmFDtIy5M+WrUuz4le98cRJ3GZp/UKxyvXv9nTs2U3r/Cg0FnJC0+h+u/byHhaAxqzyjyXPzvfSLmcuT+Ee4ERnkRUMuDwCgvPP2cLRN0gzoB9T//I+foQjDapvbl4s5pWSfS/PsweMQYIiIiKvy1VRcMWfGod35CzpGfigg4gpM77h2fxrPLS0g9AqtohOVHNOrRHF+MetdsDGmXi+yXh7bCs/truDYZdddUZgclJ+2HH0n98ksAPAcOIPSLL+x6vZo4v3IINw8mDuGmnHTq1IkDBw6wf/9+OnbsWK6+auKNxYGD6srNmzdZuHChZfvJJ5+0qSBU2ehTLpC17T1yTy8vss8pshPKvv8j6f8WkFdQnjrk00/wKkWK5m20uXpObY8vXsBxltKsVzjNe4bj7Fb8hG7Dhg0cOXIEMBsjT5s2jbCwml1W1aTNIXvP56h3f46os620kikNJmj4lwS0GWOzKnu5Q0eMBcbXUSuW42KnsvNVSX+/6dQJTGJUu8NEB9oKW3qjhB3nG7HpZAs0WrNYIwoCmrAA1NGhZEcGI8qLj9aSZ+Xgec0s4iiyrL/vyhZuADbm/Mzff/9tSRMEc6nokSNH0rBhw0ofT2kx5qSg3vkpOQe/RzTYmmrLfOuYUzObj7+vJ6Tpi34m5dNPAZD3GoD86f+SHJNFckFkzr8jDe+Ei4fckloVGGVOs5Lpk1Dv+pScwwvAaJtymosbZ2WdcO/wFD37Dqq2aXQVgTE7CfWeL8g5OK/IPVCQOePWdhqe3V9Fprx/RSzRZCTv/BrUu2ahiztcZL/MpzYe3V7GrfUUJPLqb7henUn7cT6pBWKNx4D+hBWIOPaiJs6vLMLNxGom3CxxCDf2xCHclJOGDRty8eJFTp06dceQ+ZJSE28sDhxUV0RRZP78+SQkJADQvHlzRowYUcWjMhvBZm19h7wLa4vsE7VB5B+SY8pwJeh/7+M9ZkyZr6PN1XN6Rzwnt5VOwNHpdMybN89i7uzv78+TTz5ZY1OmCmPMTiZr+wfkHPqhSJqQLKo7foM/wymsNQBXunbDUFB5MHLpb7i2qnl+Cf39phf8T6RFZCzD2xwlxFtlc0yeTs6W083YdrYJOoP1vWSSScmODEIdHYYmLMC2ykghnFNVeF6Lx+P6LWSpmXZ6JXdmS545wuzw4cP8P3vnHR5Vlf7xz/SeXkmhhA6hBEjoXQWVIoIoVlTsbXfd+lt33V23qmtbFRUVRECxAIqiIEV6Cb0TAoSE9Dq9398fEyaEmUBC2iTM53l84p1z7j1nyOTMPd/7vt93zZo1te4hJk6cyIgRI9pEGoWz6gL6jf/weDddFkEii+ntSc3sc5tfb61Ap/yTxRT94x8AaMeNI+ndd7xtgiBQVWKh6Kzem2ZVkmvA7ax/ilV0so6YGCMR5R9D1idwmQBmQU22bjw9Z/6dLj3an0B7KS5zOcbtb2HY9iZuy2V/j2IpmoH3eAx+o7u3zgSbAEEQsJ35Gf3P/8F66gefdrE2Bt3wp9ENfaJNp4q1JqUffEDJq9XCzaRJJL4eFG4aSlC4uT4JCjeN4OjRo6SmpqJSqaioqGj005b2uLAECRLIHDp0iK+//hoAiUTCc889h04XGNVXbLm7qVr3Z58KVADOIg264b8het4LjR+nWsA5uD4Xm9mPgDM+if4Tags4586dY+HChd7jUaNGMaEefjvtBUfpac5/8QyyHN+benW/2YTe9BI5sx7BUS0KJi9ciGZoRktPs9mpEW48iEVuhnXLYuqgvYRrzLXaqswqvt2XxraTPXAJtcUBp0KOoXMH9CkJWOKj/A8mCKjzitGdzEF3OheJrWVK0l8UbsCTKrh8+XJstpqUkf79+zNlypQ2I1w6y89RteFvmPZ9Au7aZr+yDgMJu/GvKHvc3CbEqIuUL1lC0d9eAkAzehTJ779/xf4uh5vSPGN1RE4VRWf1VBXXL5pLISqjV+jXdGAlEmqnDllRUZF8O6lzXkEdFnNtb6aN4LYZMO6c7ykXbiyq3SgSo06dRci43yOPb9wDzdbGnn8Q/eaXMR/63OfvRSTXok2fh27UL5CGtu+o06ambMECil/x+NrobrqJxDdeb9bx2uP+KijcXJ8EhZtq/ve///G///2P2267jX/+85/e17///nuUSqVP6dtDhw5x5513cvz4cZ555hneeOONRs+xPS4sQYIEMi6Xi9dffx2DwVP+NBDLXFvPbaXqxxewnf3Zp03VezqhN7zYJDfHDRVwvv/+e3bv9oSTi0Qi5s2bF/C+H03Nrm8/QNjxTzq4z9VuEEtxFcVj3SMHu5SkDz5AO2pkq8yxOblcuLmITOJkXO9jTB5wAI2idnpJUVUIKzMHs/dsZ/DjZOPQqNCnJKDvkoAtKsz/wC4X2nMF6E7moD2bj9hZv2pD18Klwg1ASUkJS5cupaKiJtogOTmZ2bNno9Fomm0eTY2j5BRV6/+K+eAyX2+t5KGE3fg3FCnj24SAU/HZ5xS++CIAmhEjSP5wQYOvYTU5vKbHRef0FJ3VYzXWLQ7KRRWkKJbTSfEtUlHtCBw7aly9H6TrzL8gaecRGW6HBVPmx+h//g+uyvM+7apeUwgZ93sUyUNbYXZNh7P8HPotr2LK/MjHtBqJDM2AuwkZ/Tyy2N7+LxCkFmUffkjxy68AoLvxRhLfbPwe6kq0x/2VV7i5O8CEmyVB4aY5abfCzXfffcff/vY37/Hu3bsRBIGMjJqnni+88AK33HILAC+++CJ/+ctfuP/++2s9Sb74eseOHenfvz9qtZozZ86wb98+nE4nY8eO5fvvv0elany+a3tcWIIECXS2bNnC+vXrAVCr1fziF78IuEohgiBgy95A8fv3gbjAp13dbzahE/+MLKbxBrg2i5NDG3L9CjgypYT+1QKOWCbwzjvvUFnt4xIbG8u8efPaTORBUyAIAt+sWkXx3i8Z7FxPpFD7ybPgEOE4HUHMk4sIufHmVppl81GXcHMRtdzGTf0PMqHPUeTS2uJKTmkkqzIHcyQvEX8CDoAtTOcRcVIScYT4F0VEdge67DxCTuagzi1CVM8qQ/XlcuEGwGQy8fnnn3P+fM1GNTw8nDlz5hAdXT9z3EDBXniEqnUvYjn6tU+bostYQm/8K8pOgS06VnzxBYUv/AkA9dChdFz4caOvKQgC+lIrxTl6SnMNlJw3UHLeiNVUW8yRiyrpoviCzopVPgKOQ9BQorkLd/dHiOqSSHSyjtAYNWJx4IthDUVwOTDtX4J+07/8GvwqUsYTOu4PKFLGtQkxsC5cxhIMO/6HccfbuM3lPu2qXlM8lag6jWiF2bUdyj78iOKXPSXAdTfcQOJbbzbreO1xfxUUbq5P2q1ws3DhQubOnXvFPh9//LG3kkxdws2OHTtYsGABe/bsIT8/n6qqKkJCQujXrx933303c+fORSJpGlO/9riwBAkMbKdPY9q9G0VKVzQZ6T7tjoICXAYDuFwITheC04HgcCDYHQg2a73KTrdVzGYzr732Gg6H54Z86tSppAWoH8mF3/4W086lyHqVIgmrHaaPSIx6wN2ETvgjsqhujR6rPgJOWFc3y5Z/6n197NixjB07ttFjtyVcLhdLlizhTHY2XdxHGOTciE6orNVHJAsj7OaXPGWY23AVn8u5mnBzkTC1iSlp+xjR/RRice1bjtNFMazKHMzJgrqjtQTAGh1OVXIshh4dcan9V6aSmK3oss4TcjIHZUFZHXJQw/An3AA4nU6+/fZbDh486H1NoVBwxx13kNIGS7/b8/ZSue7PWE9+79Om7D6J0Bv/iiJxcCvM7OpUfr2Cgj/8AQD1kCF0XPxJs4wjCALGChsl5w0eMSfXSMl5A6ZKG3JRFZ0VX9FZsRKZqHaaoENQc9Z2G2dsMxBk4UQl6ohO1hGVpCU6WUdEvMZvafK2iOB2YTnyNVUb/4Gj4KBPuzx5KCFjf4+q161tWsBx200Ydy/AsPU1v5FGio4j0I35Daqet7RJ36jmpuyjjyn+z38A0N0wkcS33mrW8drj/ioo3FyftFvhpi3SHheWIIFB4T/+QcXiT0l48w1CbrjBp73kzbeoWrkSt8mE22ZDcLnA5UKsVCIIAj127UTUjitmrF69mszMTMBjtvvEE08E5E1lwQt/ovKLLwCBsPuGgWovjqIjtTuJJWgG3kvo+D8ijezS6DFtFieHN+Zy4CdfAUcqE6OMt3HefBCX1IxYLOaRRx4hLi6u0eO2JaxWKx999BHFxcWIBSe93HsZbNuERFxbXJNGdiXspr+jSp0ZkJ+vhlJf4eYicaGVTB+cSVrncz5txy90YGXmYM6W1O0NIpgsCCIR5qQY9D06YkxJwq3wL4RJ9SZCTuYQcjIHRVlVg+Z5KXUJN+DZyG/bto2ffvrJ+5pIJOLmm29myJAh1zxma2LL2U7l2j9hy97g06bqPZ3QG/+CPC6wDHirVq0i/7e/A0CVlkanpUtadHyz3l4t5BgoOJmN4vzHdJGuQiaqXYbdKag4a5vGGdtM7EKY93WxVERkBy3R1UJOVJKOiA4a5Mq2G70oCALWk99TteEf2M/v8GmXxfUjZMzzqPvNbtNituByYD70OfpN//H9LgakUd3RjXgGzaD7EcvbTiplc3NpJTjtxAkk/e9/zTpee9xfXRRues4JLOHmxNKgcNOcBIWbAKI9LixBAoOce+/DlpVF1583IVYofNrNmZmcf/AhJFGRyJM7IpLLECuU2LKysOfk0CNzD+I25N/QUEpLS/nfJTcO9957b0A+NS/820tULPFsSiLuv5+Y3/4G8+HlVP30F5wlJ2t3FkvRDLqf0HH/hzSiU6PHvpKAA2CXl2PRXCA8WcEjj8xrskjEtkJlZSULFizAaPSUylW7zNyctRRdYgEi6WUeIolDCJv8L5Qp41pjqk1GQ4WbiyRHljJ9cCZ9k/J82g6eT2JV5mDyyiN92i4vB+6WSDB1jkffoyOmTh0QpP4/c/LSSnRZuWjPXkBRUtmgSJwrCTcXOX78OF9//bU3ag8gPT2dm266qc3+HVhPb6By3Z+w52yv3SAS1aRmRvdoncldRtXq78h//nkAlP370fnzz1t1Pi6Xix3r11K56S16ujYjvywCxykoOWebSrZtFnahbg8cXYSSyAQNEQlaIhM0RHbQEharblPROZ4KTZvQb/wn1tM/+bRLQhPRjXgWbfo8xMqQVphh0+ARqtag//k/2M5u9mkXq8LRps9DO/ypoJExULZwIcX/qhZuJkwg6e2gcNNQgsLN9UlQuAkg2uPCEiQwyL5pEpLoKJI/+ACxHz8mwW7n1PARhM2cScxvfu0N7S1+9VXKFnxIt+3bkIa3b5PFJUuWkJWVBUDXrl255557WnlGvhT9+z+Uf+zxbwifcxdxf/L4OghuF+aDy6j66a84y07XPkkiQzt4LiHj/g9pWFKj52C3ODm0MY9DG3OxGHzNO50SM8lpWm69ZxQyRdvctF4r+fn5fPzxx94NvNpk4sbNa4idGY+jYpNPVRJl90mETfon8g79W2G2rc+VjLfV/e4gdOKL9fZtqrI4+PFoId8cyGd7dil1Wd3EhigY3zOGcT1iGNktCrX8ylENN4hn1Wt8TZySXncmowipiR6oOG3g5Fd5uGzuel3jIuvcXzSof3MhCALWUz9QufYFHBf21W4UidGk3ddkkX2NQf/DD1x47hcAKPv2pfOXgfHvV1payncrPick52v6OHeipLbw6EJBjn0Kpy13YBMi6nVNsUREWKyayEvEnIgEDboIZcBH8dnO70K/8Z9Yjn/j0yZShqLNeATd8GeQhia0wuyaDtv5neh/fhnLsZU+xt+IJahTZ6Eb+RyKJN+09euF8kWLKPrnvwDQjh9P0jtvN+t47XF/FRRurk+Cwk0A0R4XliCBQdboMci7dCHpnbcRq9W12gS3G5FYzKnhI1ClppLw2n+9fYr/+xplH3xA1583IYtp3+VNs7OzWby45un6k08+GXBGo8WvvU7Ze+8BEDrzdjq89FKtdsHlxLT/U6o2/A1X+dnaJ0vkaNMfJmTs75vkxtjpcJG1p4iD6/Mou2D0aZcpxfQdnUjq2ER0Ef49SdojJ0+e5LPPPvNWMAwvL2f24CFEThpC5Y//h+XoitoniESoB9xD2A1/aZLIqLaGIAhYT/9E1doXsOfurt0oEnvS/ib+CWlE53pfs1hvZfWhAlYdzOdgbmWd/eRSMcO6RDK+Zwzje8aQFKH26VNf4QZArpPSa3Yy2g414ril1Mbxz89jKbNf4czaBIpwcxFBELAcXUnVuj/hKLrs/qQ6NTNk3O+bxFvrWtCvXcuFZ54FQNGrF11W+BottxZut5s9e/awad13dLNup69zh4+Ag0SJPXkORer7KSxQU5ZvxGFtWKU0mVJCZIfq6JwO1aJOgtZbBTCQsBcewbDlv5gOLAHXZeK/RIam/xx0o3+FPK5v60ywiXCUZWPc/hbGPR8h2H2/I+UdhxMy8jlUvacjkrTdtLhrofyTTyj6h6eCr3bcOJLefadZx2uP+6s+ffqQXRCgwk18ULhpLoLCTQDRHheWIIHBmWnTcRsMdPrqS6Th4QiCgEgk8v50FBRw9rYZqIcOpcPfX/KmRZW8+Ral775Lyrp1yBPb9lOwqyEIAu+++y7FxcUADBo0iClTprTyrGpT8vbblL7lCSkOmTqFhGpzv8sRXA5MexdRteElX+NEqQJt+iOEjv0dkpD4Rs9JEAQunKpk/7pz5BwpR3RZIopILCJlYDT9JyQR1yW00eO1BXbt2sWaNWu8x51VKu799a8Ri8XYcnZQuea32M5trX2SRI5u2BOEjPs/JBrfNKH2jiAIWI5/S9XaP+EoPFS7USxFO+QhQsb/scGi47lSE98dLmDDiWL2n6+oMxIHoFuMlvG9YpjQM5a05DCkEnGDhBsAsUxEt2kJRPWu+aw7rS5Ofp1H5WnfzZs/Ak24uYjgdmE+tJyqn17EWZpVu/GiOfr4P7R4CpVhwwbynngSAEX37nT5ZlWLjl8fKioq+Oabb8g9c5KerkxSndtRUTuFCqkC7ZCH0I35LRZnFGX5JsouGCmv/llZaMbdwKpp6lC5Jzqng6Y6SkdLeJwaqbz1oyGdVRcwbn8Lw673EKy+PlTK7pMIGf18m69E5bZWYdzzIYZtb+GqzPFpl4R1RDf8KbTpDyNWXh/fkeWfLKboH/8AQDt2LEnz323W8drj/ioo3FyfBIWbAKI9LixBAoP83/+BqpUrSXz7bXTjfX01St97n5LXXyf6l78g8sEHEVX7Mlx8vcv336HoXP8n3m2Vffv28c03njBuqVTKL3/5S9Rq36fwrUXpBx9Q8up/AdBNmkTi669dsb/gtGPM/Aj9xn/gqqrtJyKSKtEOfZyQMb9Boottkvkd2HWMdZ/vRWmJRSz4PkGM7RxC//FJdEmLRiJpOz4N18IXv/89Ry/xk0pPT+fmmz0lwQVBwHriOyp/+L1PBINIEULI6OfRjXwOsULbonMOBAS3G/PhL6ha92efssLez+zY3yHRNjwartxk5+dTxaw/XszPp0owWH29mi4SqpIxpns0u15ahubsBSTW+kfMACSNjiZ5bE2UouAWOPdTEfk7y656bqAKNxfxRPYtRr/xHzjLsms3isSo+99J6Lg/IIvt3SLzMWzaRN5jjwMgT0kh5bvVLTJuQxEEgf379/Pjjz/itBrp6dpLqnM7ai4T9CQyTxTTmN8gi+7ufdnldFNZZKbsgpGyCybK8o2UXzBhKLfSEEQiCI1R10ToJGiIiNcQEq1qlXXZbdVj3LMAw9Y3cFXl+rTLEtIIGf086r4z23RkiuByYjm2CsPW17HlbPNpF8m1aAbPRTfiGWSRgeex15SUL/6Uor//HQDtmDEkvTe/Wcdrj/uroHBzfRIUbgKI9riwBAkMDJs2UfCH/wO3mw6vvoIqNdVTOcrpxLx3HwV//CNuk4nOK1eg7NEDweVCJJFQ8s47lL71Pzp//RXKXr1a+200Ow6Hg9dffx2TyVMNZMKECYwaNaqVZ1XDteaFC04bxj0L0G/8Jy59fq02kUyNdviThIz+NRJNVKPnuGLFCg7tP4LSEofKnIDE5ZsmpQlTkDo2gT4jE1BqAy+UvynI++1vWVNWxoXEGiPKSZMmMXToUO+x4HZh2vcJVev+7COsiTXRhIz7A7qMRxHJrp9Us4tcFAeqfvqrz1NqkVyDbsSzhIx+HrEq7Jqu73C52ZtTwYYTxaw/XkR2ianuzm43ygslaLJz0ZzJQ15aP4PjiJ46uk9PRCKv2QwXH6zk9Op8BFfdt16BLtxcRHA5MR1Ygn7D3329tUQi1KmzCBn/x2ZPeTFu2UruvHkAyDt2JOXHH5p1vMZSVVXFd999x6lTp5AIDnq49tHPuc1XwBGJUPW9ndCxv0OekFbn9ewWZ010zgWj9//9mchfCbFYRGiMivA4DeFxasLjq3/GaVrEr8xToWk5+s2v+C0lLgnriG7kc2iHPNTmRW1b7h4MW1/HfPgLcF/2exKJUPWahm7ksyg6j27T0UZ1Uf7pEoqqU701Y0aTXJ0C3ly0x/1Vnz59OFNQRs+7Aky4WfZvugSFm2YjKNwEEO1xYQnS+lz0sMn/4x/Rr/oGwelElpCANC4WZ34BjoICRFIpMc//ivC77kIkl3vP0a9dS8WyZcS/+CLyjh1b+620CBs3buTnnz1mqTqdjmeffRapNDCe8lUsW0bhX/4KgGbkSJIXfNCg890OC8Zd76Pf9C/cxqJabSK5Bt3wp9GN+lWjUnUsFgtvv/22p7qSAPHa7kSLelBw2jcUXioT02NoHP3GJxER376qluX/8Y+UrVjJhvHjqYisMR6dPXs2vS4TQd0OC8bt/6Nq4z8RrJW12iShSYRO/BOatPvb9NPma0Vw2j2i44a/4zIU1GoTKcMIGf0rdCOebfRGLqfMxIYTxWw4UcyuM+XYXXUbCkurjB4RJzsP1flCxK66/UjUsQp6zU5GGSb3vma4YObE57nYjf431m1FuLmI4HJiPvQZVRv+7lvdDjziw4QXkMf3a5bxTTt2cH7ugwDIkpLoum5ts4zTlAiCwOHDh1mzZg0WiwWJ4KS7az/9XNvQCHqf/spuNxIy9ncouoyp10ZeEATMVfZa0TllF4xUFJhxORtmlg2gjVDUCDpxGiLiPT9VOvnVT24gF32vDJtfwZq1zqddrApHO/QxdMOfRqKLa/LxWxJnVR7GHW9j3PU+bkuFT7usw0BCRj7nKZsubfp/69aifMkSiv5WLdyMHkXy++8363jtcX8VFG6uT4LCTQDRHheWIIFF2YIFVHy+HLfec2MoUiqRRkYSdscdhM2+w+eG0G2z4TaZkISGetOn2jtGo5HXXnsNV/VmbMaMGfTr1zwbjoZS+dVXFPzfHwFQp6fT8ZNF13Qdt92Mcdd89Jv+jdtUUqtNpNChG/EMISN/iVh9bZXETpw4wWeffeY9vvHGG+mWmMrBDblk7SnC7SfaILl3BP0mJJHcKwKRuO0/YSz4y1+oXPYZFqWSDbdNx1j9VSuVSpk7dy4JCb5eLW5zBfotr2DY+gaCo7b/hTSqO6E3/tWTLiBu32lm/nDbzRh3vusRHc21043EmmhCxv4O7dDHEMt8q+Y1FKPNydasUjaeKObLTSdxaetOlxTZHajPF6DJzkOTnYfUaPbpI1VL6DkridCONeKkTe/gxPLzGPN901zamnBzEa8HzoaXcBYf92lX9Z7uEXASBjbpuKZduzl///0ASDvE023Dhia9fnNiNBr5/vvvOXbsGABiwUWK6zAD2YXWWeTTX56UQcjY36HqNeWa1gG3y01ViaVWqlVZvhF9icWnAFJ9UGpkhMerCY+9GKHjEXd0EcomWcft+QfRb3kV88HPfCNTJHI0A+8hZPSvkMW07Yhgt92Ead8nGLa+4ZMiCiDRxaMd9gTajEebJDK2tSlfupSiv/4NAM2oUSR/EBRuGkpQuLk+CQo3AUR7XFiCBCa2rCxclZWIQ0NRdu/u034x4uZ6ZeXKlRw4cACA+Ph4HnnkkYAIV6769lvyf/0bAFQDBtDps2WNup7bbsK44230P7/ssxkWKULQjXwO3fCnrulG8auvvuLw4cOAR6x4/PHHiYyMxFRl48jPFziy+QJWo2858fA4Nf3GJdJjaHybLide+I9/UPGJp0qZcM/drJJIsNlsAGg0Gh5++GHCw/0LYy5DIVUb/4Fx13s+VVdk8QMIveFFVD1vvS7/Rt02A4atr6Pf/CqCrXZkgiQkgZDxf0A7aG6TpZdNFM/CFheJqUsippQkbPFX/ltQFJV5RJysHBRF5d6UKpFYROdJccQProm+cjvdnP42n5LDtaPR2qpwcxHB7cZy5Cuq1v8NR9ERn3ZVrymEjPs9iuShfs5uOOa9e8m5+x4ApLGxdPt5U5NctyU5duwY3333nTdNVyS46SicYqh8P2pjlk9/WUxvdGN+jab/nYikCp/2huJyuKksMVNRYKai0ERFoednZaEZp6PhETpSuZiw2Euic+Ib56PjrMzFsO0NjLs/QLAZfNpVvaZ4Smx3GRsQ39XXiuB2Yz31A4atr2M9/ZNPu0iqRJN2L9rhTyGPS22FGTYNjY0ebijtcX/lFW7uDDDh5rOgcNOcBIWbAKI9LixBAh+31QouF0gkiOTyWpvBi8tDW74RuhYKCwuZP7/GLO++++6jS5curTgjD/offuTCc88BoOzdm85ff9Uk13XbDBi2/w/D5ld8wrVFUiWaQfehG/Ecspie9b6m2Wzm7bff9m5EOnTowNy5c5HJPJ42ToeLU7uLOLQhl7ILvv4icpWUXsPjSR2bQGh04BhE15eil1+m/MOPAAibPRvzffeyZMkS3G7PJigiIoK5c+ei0+nqvIaz/BxV6/+Kad8nINTePMli+xIy9reeEPrrMIXKZS7HsPkVDNve9IlOEmtjCRn5HNqhjyNWhjRqnMurSjk1KkxdEjClJGHu1AFBXrdHk1RvQnP6PJrTuahyCxG73MQNCqfzpHjEkpo1tTCznLNrC3E7PettWxduLiK43ViOrfQIOH48SxSdRqIb/XyjRUjz/v3k3DUHAElkJN23bb3KGYGJ2Wxm7dq13ocGAAgCnRWFjFAdRF602+ccsS4O3dDHPZEY2hif9sYiuAUM5VavkFNR4BF1ygtN2EwN89ABEEtE1YKO2vMzVk1YnIbwWDVy1dXXMbelEuPu9zFse9PHrw0866Ju+FOoB96NWN6202/thYcxbH0d04Gl4LT5tCs6jUI77HHUfWa0uTSqis8+o/DFvwCgGTGC5A8XNOt47XF/dT0IN3v27OHll19m69atlJSUoNFoSE1N5cEHH+SBBx647vYmEBRuAor2uLAECTzcViuuqirsZ89iy87GVV6BYLeDSIQkRIc0Ng5pdDSKlC5IoxteuaW9sGjRIs6ePQtAYmIiDz30UKt/SRg2bCTviScAUHTrRpdvv2nS67utegzb3kC/5b/+y7P2vIWQkb+od3nWY8eOsXz5cu9xWloaU6dOrdVHEAQunKzg4IY8zh0uhcu/kUTQqW8kqeMSSeoV0eq/g/pS/PrrlM33GC6G3j6DDn//e62qZQDR0dE88MADaDRX3mA4io9TufZPWI74CnWSiM6EjH6+SaNM2hIuQxH6Tf/CsGu+z+ZGpAxFN/RxdCOevebKaVcqB+6WiLEkxmJOScKUkogjvG6RSGyzoz57Ac3pXDo4y+g9NQ6Zumajaiq0cvKrXCxl9nYj3FxEcLs9pd7X/xVH/n6fdml0D0JG/RLNwHuv6TNsOXSIc3fMBkASHk73HdsbPefW5OzZs6xevZqystpRkL0iHQxTHICzP+CT1yRVoBkwB93I51okEkMQBKxGBxWFJsovjdIpMGGs8BUZ6oM6RO4VdC5G64TFqtFFKhFflnYlOO2YDi7DsPlVv1FdImUY2vSH0A19AmlE266I6TIWY9w5H8POd3Abi33axdoYtEMeRpvxCNKw5FaYYcMJCjeNp70LN1999RWzZ8/G5XKRlpZG165dKSkpYcuWLTidTubMmcOSJUuaaNZth6BwE0C0x4UlSGBhPXmS8o8+puqbq2/4taNHEzrzdnRjxyKStc/KP1ciJyeHjz/+2Ht811130aNHj1acERi3biP34YeB5q2e4rZUYtj2Zp03irL4AYSM+kW9DBNXr15NZmam93jKlCkMGjTIb9/KIjOHNuVxYkcBDquv4WtYrJpeI+LpkRGHJrTx6QHNScn/3qb0f/8DIHTaVDr8+98AbNmyhfXr13v7xcXFcf/996NSXd2bxZaXiX7D37EcW+XTJtbGohv5LLqhjyNWhjbRu2g7OCtz0f/8b0x7PkJw1vaNEUmVaAY/gG7UrxpcZvdKws2lCIAjIhRT10SMXZOxJsR46i77w+0mqvACIyMKCAur6eOyu8heXcDSQ827iWktBEHAeuI79Jv+7bccslgbg27YU2iHPt4gg3TLkaOcmznTc43QUHrs2tlkc24tnE4n27Zt825SLmVojygGivZiO/KZ30gMZdeJ6EY+i7L75FZJp7RbnVQWmb1CTkWhmfICE1UlFgR3w7ccEqnYU+0qVk1YXHWUTqyGsDg1cqXEk1q07U2sp370PVkkQtVrKrrhT6FIGd9mhH9/CE4bpgPLMO58B3tepm8HkRhVz1vQZjyCsvskROLATTWuJdwEU6WuiYvCTa/ZgSXcHP+88cKN0+kkISGB4uJilixZwpw5c2quf/w4I0eOpLy8nA0bNjBu3LimmHabISjcBBDtcWEJ0voIgoBIJEL/ww8U/PlF3Ho90qgopNHRyJKSkESEI5YrQCzGbTHjqqrCWVKCZe8+AOL/+Q/Cpk9v3TfRSixZsoSsLI+/QGxsLI8++ijiVvQVaWkTTsFhxXRgKYatr+Eo8l2XJLp4tMOfRJv+aJ0bLafTycKFC8nL85S7lkgkzJ07l8RLymRfjt3q5MSOQg5vyqOyyNfsVSQW0Sk1kl7D40nuG3lNngnNTel771Py2msAhNw8mYT//tfbtmHDBjZv3uw9TkhI4N5770WprF+0gb3oKPpN/8F8cCm4awtc3iiTkc81S+pEoOMyFGHY9gaGHe/4eOAgEqPuezu60c+jSBpSr+vVV7i5HKdaiSklEVPXZE9Klcw3DUSMm0HSPPpIa5vQpqWlMWnSJOTytpX+0BBsOTvQb34Vy7EVPtEjIpkazZAHCRn5i3pFS1iPH+fsbTMAEGu19Mjc0yxzbg0qKytZt26dz32hQqFg/LD+dHfuxbTrXdyGQp9zpVHd0Y14Bs2g+wMibcjlcFNZ7BFxKgrN1eKOicpiC05b3ZXZroQ6RO5NvYrQFhBathTR2c/BYfTpK43phS7jUTRp9yFWhTXy3bQuttw9GHe+i+ngMr/inSQsGe2Qh9AMeQhpSIdWmOGVCQo3jac9CzdHjhwhNTWVHj16cOLECZ/2Z599ljfffJN///vf/OY3v2nMdNscQeEmgGiPC0uQwMCWnU3+b36L9dgxIu67j/B770We6FvV5iLOsjIMa9dS8sabiENCSHzjdZS92nbVhmuhoKCA9957z3s8c+ZM+vbt22rzqeXlEB1F9y1bWmRcQRCwZq3DsPU1v081RTIVmrT70I18Dlm0b1SSXq/nvffe8/rdhISE8Oijj141RUhwC+SeKOfwxjzOHSnzTaPCc+PeY2gcvYbHEx7X+puTi5R99DHF//kPALobbiDxrTe9bYIgsG7dOrZvr0npSE5O5p577mnQZt1Zfg79llfqjjIZ8iAho55HGtGpcW+mDeK2VmHcOR/91tdxG32r8yi6jCVkzK89T6av8BT+WoWbWnORSjB3jMfUNRlTShIube3oqmRxBSNkZ1GIajav6tAI5syeTWKHa0vxais4SrMwbH0NU+ZCn88wIjHq1JkeoS1xcJ3XsJ48xdlp0wAQq9X02Le3OafcKpw9e5Y1a9ZQXFw7AjI6OprJN04g1rAH/dbX/aaiiZRhaDPmoRv2FNKwpJaacr0RBAFTpa1GzCkyU1looqLIjLG84WlXUkwkq9bRRbkKlZDr0y6SqVEPnIMu4/Emr3DW0rhMZZj2foxx53yc5Wd8O4glqHpN9UThdL0hYAztg+bEjac9CzdZWVl07979qsLNggULeOihhxoz3TZHULgJINrjwhIkMChfupSiv71E9C9/QdS8eYDHd8CHi2bE1aW/yz5eSPF//kP83/5KWHUo+vXG8uXLvaVaIyIiePLJJ5G0Uml0y9GjnLu9dVMC7IVHPBut/UvAZfdpr8sH59y5cyxatMhreN25c2fuueeeev9b6kstHN9RwIntBXV6KMR1CaXXiHi6DopBrmxdw97yTxZT9I9/AKAdO5ak+e/WahcEgTVr1rB7d43haOfOnZkzZ47XwLm+XDHKRCxB3X8OoWN/iyy297W9mTaM4LBi3LcIw5b/4iz1U50nti+60c9XV+fxFc2aQripNR/AGh+NqWsSpq5J2KM9lcW0IhtjZNlEi2uMup2CGH10P0ZmDGJczxiidYGdHtgYXMYSDDvexrjjbZ8KdwCKzmMIGfO83/QfW1YWZ6Z4vLNESiU9D/iKF+0Bl8tFZmYmGzduxGqtLXL16tWLG264AXXlEQxbX8dyfJWvD45YgrrvTE/1peSMFpz5teOwuagsNntTryqLasSdq0fpuImRZtJJsZJYma+xM4BdOwCh2wOo+91BWHw46lB5m0ynEtxurKfXYdz1Ppbj3/hEYgJIwjuhTX8Y7eAHkejiWmGWNdQSboLlwK8Jr3BzR4AJN8sbL9y4XC569OhBdnZ2nalSgiBw+vRpIiIirnCl9kdQuAkg2uPCEiQwKH79dco/XkjSu++gGT4cwelEJK17YyvY7YjkcoxbtpD35FNEPf2UV/C53igpKeGdd97xCg5Tp04lLS2tVeZiPXWKs1M9T5ZFKhU99+9rlXlAtViw812MO9/FbSrxaZfF9UM36he1ytXu2LGDH3+sidgZPnw4N954Y4PGdbsF8k6Uc3x7AWcOlHgr8VyKVCGh66AYeg2PJz4ltFVuxOsTCu52u/n222/Zv79mo9m1a1fuvPNOpFf4+6yLq0WZqHpPI2Ts79rMpq0pEdwuLMdWof/5Zey5u3zaJSEJ6EY+hzZ9Xq1KVE0t3FyOPUznFXFsidGkyfPpe1nqVJYzil2uZPolRTKxdyw39o4lJVrbJjeYV8NtN2O6KLSVZfu0S2N6oRv+NJq0e73pP7YzZzhz8y0AiGQyeh4+1KJzbmlMJhPr169n377a679UKmXkyJGMGDECkT4Xw/Y3Me75CMHumzYkTx6KbuRznopEbbAqnTdKp8hMZWF1lE516pW/KB21+AId5atJlv+AXOxbTtzuDuG8/SYuCFORRXUlNFpNaLSK0BhV9U812jAFInHg/8059fmY9nyEcc8CXJXnfTuIpah6T/NE4aRMaJUonKBw03jas3ADsG3bNm699VYqKytJS0ujW7duFBcXs2XLFnr37s3ChQsZOLBtR8xdC0HhJoBojwtLkMCgbMECil97nYRXXyVk0k212motAYJQ60u84vPlFL74IrF//D8i7r67paYbcKxcudJbojUkJIRnnnnmmjbWjcV+7hzZkyZ7DqRSeh053OJzuByPD84SDFtew1F8zKfdU672CbRDH0OsjuSrr77iyJGaKiCzZs3yrn0NxWp0cGpPIce2FVCW57s5gWpD4+Hx9BjasobGlV9+ScEfXwBAnZFBx0UL/fZzu92sWLGCw4drfpc9e/Zk1qxZ1xzZ5XZYMO1diP7nl3FVnPNpV3QZR8i436HsOrFdbv6vhCAI2M5txbD5FSzHv/VpFylD0WU8inbEM0hDOjS7cHMpLqUcU5dEhj8zBtWFvcgvSZ2qcCvZ5OhKleBJs+oUqWZir1gm9o5lcMdwpAHo89QYBLcLy9GV6De/4ldoq6ka9CRuPQG3LrYEFy5cYM2aNV7/sIuEhoZy00030atXLwSbHuOejzBsf8vvWiAJTUI3/Ek0Qx5Gom4fT64ddhdVxeZLfHQ8P6uKzTitZjrIfqaj4lsipMf9nl/sGMw521SKnBlAzRoslooIjaoWcqLVl4g6KnQRSsQB9jcouF1YT/3oicI5sRoE3yhraWQK2iEPoxk8t0U90cqXLqXor38DgsLNtRLIwo1griQlxX8hgIb8Dg4dOsRtt93GmTM1aYByuZynn36aF154gdDQ668QQ1C4CSDa48ISJDAwbtlK3tNPo85IJ/5vf0MaGelNh/KHS6/HcugwRS+9hNtqJendd65Lj5uLVFZW8uabb+KuTi+bNGkSQ4cObfF5OC5c4PSEid7jnseOBkzO+lV9cKRKNGn3osx4koWrtnq9GuRyOQ8//DAxMY27aSw5b+D4tnxO7SnCZnb6tIvEIjr29Rgad0xtfkPjqlWryP/t7wBQpaXRaWndZStdLhdffvklx4/XbCT69OnDjBkzGpWWJ7icmA99jn7Tv/2WzJUnDCJk7O9Q9bktYD5HLYmj6Bj6za9gOrAEXI7ajRIZmoH38IvH8igor7vMd3Owzv0FxWXlfLr0c/RlNdE3TkHMTmdHTruiavUPU8sY3yOGsT1jGJ4SSZS2/aRU1Qhtr3pSQC5HJEbR6QYqFx/DXaoCkZhex30F5PaK2+3m0KFDrFu3zushdpEuXbowadIkYmJivBFnhq1vYDvn640mkipR978T3bAnkSf6r/rX1hEEAavJQVWxhaoSC6azmUjPLkJX9R0SrD79Le5ocmy3ct4+GZtwZVFLLBahjVQSFl0ToRMSrSIkUokuUtnqqbvOqjxMez7EuOdDXFV5vh0kMtR9bkOb/ohPmnNzUEu4GT2K5PeDwk1D8Qo3swJMuPmiaYSbZcuWMXfuXIYOHcp//vMf+vTpQ35+Pq+88grvv/8+aWlpbN++HYWi/Xzf1YegcBNAtMeFJUhgIDidlLzxBmULPkQaH0fYjNtRDx6MNCba0+5wItjtuE0mHHm5mDP3UvXtt+B2E/fii4TPvqOV30Hr8/3333v9SDQaDc8880yLf2E4S0rIGjXae9zjwH7E9axE1JLYi45i2Po6pv2f+q940XkCa4uTyXEmgkhEZGQk8+bNq3dVpSvhdLg4c6CE49sKyDtR4bePSiejx9B4eg2PJyK+eQyNq777jvxfPQ+Asl8/Oi///Ir9nU4ny5cv59SpU97X+vXrx/Tp0xtdyUxwu7Gc+A79pn9hP7/Dp10a1R3dyOc81Vbk6kaN1RZx6vMxbnsTw875vh5BwIHT8azZ1Z3TFyKB5o9QWuf+AvAIeuvXr69lYg1w2hXJTkdHnPgX9XrE6hjeNZLhKVFkdIkgRNkwz6RAxVFyCsOO/3mMjP2k/7iqFDjPhNHl22wk19nn2Gq1snnzZnbu3Ol9wAAgFotJT09n7Nix3vXVnrcX/bY3MB/8DNy+Irc8cQjaoY+j7j8bsUzl097ecFsqMe1bjH7HO7hKT/q2CxIKHKPIsU2hzNWPa1kDVDoZugglIVEqQqKU6CI9P0MiPdE6ElnLCOeCy4nl5BqMu9/HenKN/yicqG5o0+ehGfQAEk2Un6s0nqBw03gCWbhpCnPiPn36EBMTw4kTJ9BqtbXap0yZwurVq3nnnXd4/PHHGzvlNkVQuAkg2uPCEiRwcBlNlH3wARWLF+O2Wn2NCy9FKkXVpw9hd84mdMqUK0bnXC8YDAbeeOMNnE7Pje748eMZPXr0Vc5qWlxVVZzKqIn06b5nNxKdrkXn0BBcxmKMO+dj2PkObmOxT3u5KIajkqGckfSlW6++3HHHHU1abl1fauHEjgKO7yioszpJbOcQeo/o4DE0VjXdU1H92rVceOZZABS9etFlxddXPcfpdLJs2TKys2u8PQYOHMiUKVOa5N9FEARsZ7eg3/QvrKd+8GkXqyPRDn0c3bAnkejadzUjf7iteoy7P8Cw9XVc+gs+7fLkoYSM/jWq3lMRiVtuTTx16hQrVqzAYrF4X5NpQjmj68fmXBsOV91ruVgEqYlhjEjxCDmDO4WjlLXt9dxtrcKYuRDjjv/59cERqyPRps9DO/TxgKyi1JyUlJTwww8/1FpDwPOwYeLEifTv39+7ljj1+Rh3vI1x9wK/PmViVTiawXPRZjyGLKpri8y/NREEAduZnzHufBfz0RV+RS0hpDumuDmUSCdTUSalqsTsMctvzE5KBJpQRY2QU/3TI/Ao0YYrETeDt46z8jzG3QswZX6ES5/v20EiR933drQZj6DoPLpJo3DKlyyh6G8vAUHh5lppz8LN3/72N/70pz/x0EMPsWDBAp/2xYsXc99993HnnXeybNmyxky3zREUbgKI9riwBAk8HPn5VH3zDZbDR3AWFyM4HIikUkQKBZKQEGSJiSh79UI7ehTSqOZ52tJW+emnn9i6dSsACoWC5557DpWq5Z5Ius1mTqbVhLF327YVaWRki41/rQgOK6aDyzw+OH5SdixoOC4dTPTYXzJi4pSmH98tkHeiguPb8zlzoBSX089TRrmYrmkx9BrRgfiujTc0NmzYSN4TTwCg6NaVLt/6+qn4w+FwsGTJEs6dO+d9bfDgwdxyyy1NeuNsv7Af/c//xnz4S9+nrlIFmoH3EDLql8hirr8UScFp93xeN7+Co8j3+1ga1Z2QUb9Ek3YfIlnLRLxVVVXx5ZdfkptbU95YKpUy/oabqFAlsP5EMdtPl1Go9035uBS5RExaxzCGp0Qxomsk/RLDkAWYN0d9EdxurCe/p2rjK9jPb/btIJag7jMD3YhnkHccft34OQmCwMmTJ/nhhx+orKys1ZaQkMDkyZNJTEys6e+0YT78Jcad87HlbPN7TWX3m9AOfRxVz1taVLRsLVz6Aox7FmDc/YHf1CKRXINmwBy0Qx9HHJ3Q4yJaAAEAAElEQVSKvtSKvsSTglVVbKayxIK+1IKh3OrXQL8hiMUitBEKT7ROpBJd1CXROpFK1CGNq4QluJxYTqzGuPsDj6DvZ1soje5ZHYVzf5N4IdUSbsaMJvm99xp9zSvRHvdXffr04Ux+Gb0DTLg59sW/6dKhccLNo48+yvvvv88vf/lLXn31VZ/2b775hmnTpnHTTTfxww++D6HaM0HhJoBojwtLkLaN4HZfl94XdWE2m3njjTew2TzRGyNHjmTixIlXOavpEJxOTvRN9R533bgBWXx8i43fWARBwHZ6Pfqtr3nCtC/DiQRxj9vpcPMLyGOvzbD4alhNDrL2FHFsWz6luf4NjUOjVfQaEU+PjHi04deWDmfcspXc6kps8o4dSfmx/jcXdrudTz/9lPPnayqCZGRkMGnSpCbffDrLzqDf9jqmPR8hOMw+7cqetxAy6pcouoy9bja+FxEEAevJNeg3v4LtzCafdrE2Ft3wp9AOfbxFjF1dLhcbN270iscXSU1N5dZbb0Uul3O21MT27DK2Z5eyI7uMCrOjjqt50MglpHeOYHhKFMO7RtIrLqRZnu43J86SEk7fnIGsSwXSJD0iqe9trTxhENrhT6PpP9tb5a6943A42L59O1u2bPFGil5k4MCBTJgwwScFwZ5/EOOudzHtX4Jgr+2ZAyAJS0ab8QjawQ9dF1F5XlFj53ysWWv99pEnD0M37HHUfWf6CLmCW8BUZfMIO2UW9KVWDNU/9WUWTBW2KwY/1wepTIwu0pOGpYtQoo1QoItQVv+/Ek2ovN7Gyc7ycx7BKvMj3IZCP4MpUKfO8kThdBxxzd8JQeGm8bRn4ebPf/4zf/3rXxk9ejQ///yzT/sLL7zASy+9xKOPPsr8+fMbM902R1C4CSDa48ISJHARLubBi0SIRCJPdamLy0H1a0F82bx5Mxs2bABAJpPx7LPP+tz8NheCIHCidx/v7yll7Y/Ik5NbZOymxlF8HMPW1zHuWwxO3ygBZfeb0I38BcpuNzTbZ7HkvIHj2ws4tbvQv6GxCBJ7RdB1UAxdBkSj1NTfK8S0cyfnH5gLgCwhga7rf2rQ3KxWK4sXL+bChZqUnREjRjBxYvNUgnKZyzHueg/j9v/hMhT4tMs6DCRk1C9R97sDkaR9eKY0BFvuHgybX8F85CufCCWRXIN2yEPoRv4CaXjHZp9LVlYWK1aswGyuEdoiIyOZNWsWcXFx3tfcboHjhXp2ZJex7XQpu8+WY7K7/F3SS5haxrAukQzvGsXwlEi6RGkC/rvAWV5O1vARngOZiw6vPYAx8wNclTk+fcXaGLTpj6Ab+jiSkLYjejeGyspK1q1b53NvqVAoGDt2LOnp6T4m6G5rFaZ9izHsfBdnsZ/qSxIZ6r4z0Q59DEWnkQH/GWkKHKVZGHe9hynzY9wWX/80sToSzZAH0aU/ijSyS72u6XK6MVZYPUJOqQVDmRV9mef/9WVWLHp7o+ctEovQhMk9Qk64R9DxpGDVCDyXpwkLLgeW499i3PV+nYKVLLYP2vR5qAfe02DhuvzTJRS9FBRuGkN7Fm727dvHoEGe6PLLfWx27tzJxIkTMZlMrFu3rkUfngYCQeEmgGiPC0uQIO0Nm83GG2+84d00ZWRkMHny5BYb/0T/AQjVET9dVn+Lomvb9h5wGUsoWP8Kpp3vohJ8I2BksX08xrkD7m62tBSnw8XZg6Uc35ZP7okKv34FYrHIK+J07h91VRHHvHcvOXffA4A0JoZum32fGl0Ni8XCJ598QkFBjZAyZswYxo0b1+Br1RfBacN0YBmGLf/1m9YmCU1EN+IZtOnzECuvv1KcjrJsDFv+iynzY4TLBUexBHW/2YSMfh55hwHNOg+9Xs+XX35ZKypLIpFw4403kp6e7ncj7XC5OZRXyfbTZWzLLmVfTiV2l2/a4KXEhSgZnlIj5HQICzyzWmdFBVnDhnuPu2fuQaxWYTn+LYZtb/qNlkIsRd3vDnTDn0aRnNFyk21Fzp49y5o1a7wV/S4SHR3NpEmT/FaBqY/viyy2L9phj6MZeA9iReB6rjUVbocF86HlGHfO91uqHpEIZfdJaDMeQ9VjMiLJtXunOewuDNXROYZLBJ2LIo+/Bw7XglwlRRehQFst5Hgjd8KVqMQFCCcWYdq30K9XHRI56j63oRk8F2XXCfVKpbtUuNGOGUPSe80bNdEe91de4WZmgAk3XzZeuAH49a9/zSuvvAJ43mvv3r3Jz89nx44duN1uHnnkEd5rZsEvEAkKNwFEe1xYggRpj+zYsYMff/SUvJZIJDz99NOEhYW1yNgnh6TjNhgA6Pz1Vyh7926RcZubg/v2cPjrv9PXtYsIocinXayJRjv0MXRDn2jWEH19mYWTOws5vr0AQ5l/vxCxRERyb4+I06l/NAo/psaWQ4c4d8dsACQREXTf7t874mqYzWYWLVpEUVHNv0lLGGN7y7tveRVr1jqfdpFC54kyGfFsi0SZBBouYwmGHW9j3PE2bnOZT7uy2w3oRv2qWSPGXC4XmzZtYsuW2uWdu3XrxrRp064aCWh1uMg8V8H27FK2ZZdxOK8S91XuCDtHaRiWEsnwlEiGdYkkMgBKj7v0ek6l14gv3XftRBJaIyraCw5h2P4W5v1LfMU2QJ6UgW7E055UF6m8RebcWrhcLjIzM9m4cSNWa+1/i5SUFG688UZiY/2vr059PqbdCzDuft+vma1IrkWTdi/aoY8jj+vbLPMPNOx5ezHsfBfzwWUIDotPuyQkAc2QB9EOfrBZ1kmb2YG+zFoj7pRbMZbbPD8rrFgMV06VrC8isQhdqJhE7U7iXCvRmP0IVoAkNAnNoPvRDnrgilFHQeGm8bR34QZgxYoVzJ8/n71791JVVYVOp2PAgAHMmzePu+66qwlm2/YICjcBRHtcWIIEaY84HA7eeust9HpP6eCBAwcybdq0Fhn71PARuMrLAej0+Weo+vdvkXFbgu+//57du3YR7z5LH9cukt1Zvp0kcjQD5qAb8SzyDs333gW3QEF2Jaf3lnB6X3GdIetiqYjk3pHeSBy50iPiWI8d4+yM2z19dDp67Nl9zXMxmUwsXLiQkpKayi833ngjw4cPv8JZTYe94BCGLa9hOrgUXJdtBMQS1Kmz0I36JYrEwS0yn0DCbTdhyvwY/dbXcJWf9Wn3RIz9As2AOc0WMXb69GlWrFiByVTjSaLRaJg+fTrdunWr93X0Vge7zpSzPbuU7afLOFlkuOo53WK0DOkcQXqnCIZ0jiChFSJyXEYTpwbXfPa67diONDzct5+p1OPfseMdv4azEl082qGPoc14FIk2plnn3NqYTCbWr1/Pvn37ar0uEokYMGAA48aNIyQkxO+5gsvpSaPZ+S7W0/5TQBWdR3tKive5rd2LYeApKW7cuwjjrvk4S3xLiiMSoex2E9r0h1H1mtJi6aYOuwvjRTGnwlot7FgxXCLuXIt5skacR7L8exLl61CKfdPGAGwhQ3F1uhN592loo8PRhitRaWWIxCLKF39K0d//DgSFm2vlehBugvgSFG4CiPa4sAQJ0l7Zu3cv31ZXChKJRDz55JNEtUAVrqyx43AWekwDOy7+BPWQIc0+ZkvhdDpZtGiRt3JOOGXcllKF6NRXfp9mKrqMQzfyuepKJ81nou12CxRkVXJ6bzHZ+4vrfIopkYrp2Ncj4sSrK8m9fToAIpWKnvv3+T2nvhgMBhYuXEhZWU10x+TJk8nIaLk0D6c+H+P2tzDsfA/BWunTrug8Gt2oXzX77yMQEVxOzEe/xvDzy9gv7PVpF2tj0A193GNk3AyigNFoZNWqVWRl1RY7MzIymDhxIjJZwzeKJQYbO894jI63Z5eRU+ZrXn05CWEq0jtHMKRTBOmdw0mJ1ja7/4nbYuHkwDTv8dWq7QkuJ5ajKzBsfwvbua2+HSRyNP3vQjfiaeQJab7t7Yj8/Hx+/PFHcnJq+wFJpVKGDx/OiBEjUCjqjqpylJzEuHM+xr0LEaxVPu1ibSza9IfRpj9yXZRmFwQBW/ZGDLvmYzm60m9qmVgbi3bwA2iGPIws0jc9rSUR3AJmg71WlI6h3IqhzIqxwvOa1Vh31I4IJzHS3SQrfiBGuhOxyDf10iGouWAfz3n7JAz0RBOmROmoQnT6MApbJSFJUSTOuwdtuAJtuAJ1SP3NlOtLe9xfXRRu+tz+m9aeSi2OfvWfoHDTjASFmwCiPS4sQYK0V1wuF2+//Tbl1dEvffr0YdasWc0+7ukbb8JR7WuR9OECtCNGNPuYLYnBYOC9997DaPT43eh0OubdOxPh6BKM29/2a5wrjeyKdtiTaNLubfbqPm6Xm/ysSrL2FnNmXwlWU10ijoiI/L3ElOwnquoEfQ/5buYbSlVVFQsXLqSiouYJ56233srgwS0b6eK2GTFlfoR+2xt+o0yk0T3QDX/a43mh9P/Uvr3i8QTZhH7La1hPrPbtIFWgGXA3umFPIk8Y2ORj7969m7Vr1+Jy1ZgQx8bGMmPGjDpTYOpLXoXZU7HqtEfIKTbYrnpOhEbO4I7hDE+JZGS3qGYRctw2Gyf7D/Aed938M7KY+olj9gv7MGx7C9PBZeDyjapTdBpZEznSQqXfW5qL5cN/+uknSktLa7VpNBrGjh1LWlqaj4HxpbjtJswHP8Ow4x0c+ft9O4jEqHpNQZs+D2X3m66PkuKGIkz7FmHc8yHOUj/Ro4AiZTzawXNR9bkNsVzdwjOsH7WidsovjdrxiDvGShsuhxuFqJxE+TqS5D+ik5z3ey29qxO59pu4YB+PTfAvropEoA71iDiaMM9PbZjHcyc0WkVMx4Z/p7TH/VVQuLk+CQo3AUR7XFiCBGnPHD58mK+++sp7PG/ePBISEpp1zOxbbsWenQ1A4rvvoGtGo9rWIicnh0WLFuGurnyWmJjI/fffj1QkYD78BYatr/uNakCqQN1nBtohD3nKVzdz1Ifb5ebCyUpO7y0i+0AJNpN/o0ixy07nIQl0HRRLx76RyBTXvmmprKzk448/pqqq5un2xIkTGTHi2kuzXiuC24Xl6Ar0m1/1a9IpkmvRDJyDNuOxZjfrDUQcxScwbHsD075P/EaMyZMy0GY8irr/bMSypksxKioq4quvvqplQisWixkzZgwjR4684ga8vgiCwNlSE3vOlbP7bAV7zpVzvvzqETlxIUpGdI1iZLdIRqREERPSeDFEcDg4kdrPe9x100Zkl1TXqg8uYzHGXe9j3PmuX3FYrI5AM/BetOnzkMW2D1+xy3G5XOzbt49NmzbVSrsDCA8PZ9y4cfTt2xfxFdZVQRCw5+7GuHM+pkOfgdNX3JOEJKAZdD+aQQ8gi2rb5vr1wWvwvGcB5sNf+hUIRQod6tRZaAY/0Kgy262BIAjYTE6MlR4hx1RhxZa7E1nu52ir1iARfNcFQRBT4hxInv0GCh0jcFG/9S86Wccdf2h4lHF73F8FhZvrk6BwE0C0x4UlSGDhttsRrFYEhwORQoGkhcpYt1fcbjfvvfee1zg2KSmJBx98sFlvus7cNgPbcU951oS33iTkhhuabazWZNeuXaxZs8Z73KdPH26//XbEYrHnRvHcVgxb38BybKVPeWYAaWQKmsEPoh30QIuU/XW53OSdqOD03mLOHiips9qHVC6mY98oug6KoWNqJDJ5wzfR5eXlfPzxxxgMNR4kGRkZ3HTTTVfcVDUXgiBgz9mOfst/q38fvrcV8uShHpGi3x1NKlK0BVymUoy73sOw423chkKfdpEyDO2g+9FmPIospmeTjOlwOFi3bh27d9f2VoqLi2PatGnExzf930RhlZXd58rZc7acPefKOVlk8PdRqEWPWJ1XyMnoHIlG0fAKPILLxYk+NWa4XTesR9ahQ4OvAyA47ZiPfIVh+1vYz+/020fRcQSa9IdRp84K2CiJxmCz2di2bRvbt2/H6ay9jsXExDBhwgS6d+9+1e85l6kM096PMe6cj7P8jN8+is6j0Qx6AHXqTMSK9n8/4jKVYdq/GNPuBTiKj/ntI41MQTPwXjRp9yGN6NSyE2xi3HYT5sNfYsr8GNvZzX77uAQFZdJx5NomkG/sB9T9ndi5fxQ3P96vzva6aI/7K69wMyPAhJuvg8JNcxIUbgKI9riwBAksCv78IpWffw5A5MMPEfP88608o7bPmTNn+OSTT7zHt99+O6mpqc023tk7ZmM9dAiADq++QugttzTbWK2JIAisXr2avXtrImtGjRrFhAkTavVzlp/FsGs+pr2L/JcqFUtQ9bwV7ZCHUHaf1KjSrPXF5XRzblcOB15eRmlUP5xS/5s7qVxMp1SPiJPct2EiTnl5OZ9++qk3VQ883yG33XYbUmnzv8e6cJRmYdzxNsa9n/j1wRGrwj1VR9IfaTKRoq0gOG2YDn6Ocdf8ukWBLuPQDn0Ude/pTWLqmpWVxbfffus1UgdP9M2oUaMYNWpUs35WqswOMnPK2XmmjK2nyzheoL9if6lYRFpyuFfI6Z8YhrQeXheCIHCiV00UTNf1PyFrgshHW3XkiPnQ534jpkTKUDQD70Y7ZF6zGqW3Fnq9np9//pl9+/Zx+VYhMTGRCRMm0Llz56teR3C7sWatxbh7AZbj3/j1fRHJNdURJ3NRdBrZpiJOrgVBELCf34Fxz0eYD3+BYPNvBK7oMhZN2n3tQthylGZh2rsI0/4luCpz/PYR6+KRdp+FM/F2TOJuGCuq07EqbBgrrHTsG8nQaQ33BWqP+6ugcHN9EhRuAoj2uLAECSwKX/o7FZ9+CkDE/fcR+/vft/KM2gfLli3j5ElPJYmQkBCeeuop5PLmqaRx7u57sFSLGfH/+idh06c3yziBgMvlYsmSJZw5U/O0durUqaSl+RqGCi4HluOrMe5ZgPXUD36jPiQhHdAMegDtkIeQRlx9w9GouVdVcSpjKG6RlPLwHljnvsC5o5XYrS6//aUKCZ1SI0kZGENynwhvdaorYTQaWbp0Kfn5NaV5O3XqxJ133olS2bp+HG67GfOh5R6RItd/RS1F59Fo0+eh7nt7u/UPqQt7/gGMu+Zj2r8EwW7yaRdrY9EOedBj6trIMsJWq5W1a9f6VBCKiYlh+vTpdLjG6JSGUmq0sT27jG1ZpWw9XcqFSl8x5FK0CilDu0QysuvV/XGO9+zl/f+Un9YhT0xssnm7rVWYDizFuOsDHAUH/PaRJw5Bm/4w6v53IlbommzsQKCsrIyNGzdy5MgRn7aUlBTGjx9f7xRhl6HIE3GSufAKESdd0Qx+wBNxEtp0v8dAxW03Yzm6AtO+TzxVuvx8d4nkGtR9b0eTdl+LpAE3J4LbTcm7/4dhy3ykCQZEMt+IWQBZXCqagfegHjAHaWjjhNj2uL8KCjfXJ0HhJoBojwtLkMCi6D8vU/7RRwCEz7mLuD/9qZVn1D4oKyvj7bff9nqyjBs3jjFjxjTLWDkPzMW80/O0Pu5vfyW8BQyRWxOr1cqHH37oLYUtFou555576NKlS53nOCtzMWV+jDHzI1yV/k0SlV0nohnyEOo+0xFJ666acq34lCjevg2RLozc4+WedKqDJXWKOGKpiITu4XRKjaRTahQhUXWnFtlsNpYvX052te8ReMxo77nnHnS6wNhA2i/sw7BrPub9SxEcvn4H14N/SF24rXpMB5Zg3DkfR+Fh3w4iEcoeN6PLeBRlj8mNMnXNzs7mm2++qeWPJBKJGDlyJGPGjGnRSC1BEDhXZmbr6VK2ZpWwPbsMg9V/euFF4kKUDE+JZEh11aqUaI1XyDneq7d3w5uybi3ypKavYCQIAvYLezHt/gDTgWUIdqNPH5Fci3rAnZ4onMTB7SpypKCggA0bNvhULgPo1asX48ePJzo6ul7XEgQBe94eTJkfYzr4md+KVIjEKLvd4Eml6j3tuhB3nZW5mPZ/imnfJ/7LigOSsGQ0afeiSbu/zXoElX34EcUvvwxiN9qbUlAOkGE5ucZvNBYiEcqUCagH3oO6723XJIy2x/3VReGm722BJdwcWREUbpqToHATQLTHhSVIYFH82uuUvfceAKEzb6fDSy+18ozaD2vXrmX79u0AyGQynn76aUJCmr6izvl5j2DasgWA2D+9QMScOU0+RqBRUVHBggULvIaZSqWShx566KqbBMHtwnr6J4x7PsRybBW4fCtAidWRaNLuRTvk4SYVDXwq3fz8M7LYmko3Loeb88fLOb23iLMHS3HUIeIARHTQ0Ck1ik6pkcR2CUUsrr0ZdDqdfPPNNxyqTqEDCA0N5d57722REvX1xW2twrT/U0/kQuEhv30UnUaiTZ+HKnXmdeWFczF1wrDzPcyHl/s3dQ1LRps+D+2Qh5DoGma+exGbzca6devIzMys9Xp0dDTTpk0jsQkjVRqC0+XmSL6erVklbD1dyt6cChyuK9+eRmrkDOkUwZDOEcT85lE6l+chQSDlxx+Qd2xclNLVcNuMmA99jnH3Ar/G3ACy+P5o0+ehGXg3YmVos86nJcnJyWH9+vWcP19bFBeJRPTv35+xY8cSFhZW7+u5HRYsR1diyvwYa/Z6vxEnYlU46v53ohk8F3nCoHYliPnDY/K8y5NadPBzv2mnUO23NOg+j3dYG/qMlS1YQPErrwKgmzSJxNdfw2UqxXzoc0z7Pq3zb0okU9Pht2eQaOtXNe4i7XF/FRRurk+Cwk0A0R4XliCBRcn/3qb0f/8DIHTaVDr8+9+tPKP2g9Vq5c0338Rs9kQU9OvXjxkzZjT5OLlPPoVx/XoAYn//OyLuv7/JxwhE8vLyWLhwodcsMywsjHnz5qHRaOp1vstYjGnfJ57SrHU8yZR3HI52yEOem2B5/a5bFw0xTHU6XOQe80Ti5Bwpq9PYGECpkdGxbyQdUyNJ7hOJQuWJknC73axfv55t27Z5+6pUKu6+++5W24zXhbfyzO73MR/83G8UjkgZ5hHUMh5BHtunFWbZenhMXRdi3PUezrLTvh3EUtR9bkM79DFP2sQ1bGLPnj3LqlWrqKys9L4mEokYNmwY48aNQyaTNeIdNB6z3cmecxXVQs7V/XEAVA4rvcvPMerWUQxP60q/xFCUsuYvO20vOIRx9weY9n/qN3JEJFOhTr0DbfrDyDsObxeigyAInD59mvXr11NYWNtwWyKRMHjwYEaNGoW2gQUQnJXnPWLF3kV1GhrLYvuiGTwXzcB7kGjrF+HTlhEcVszHv8G095PqNGDf1CKRVImqz21o0u5B2XUiIknr/v1ejdL3P6Dkv/8FQDd5EomvvVar3VFyyhN5dGAJrvKz3tflSRnEPbmjweO1x/1VULi5PgkKNwFEe1xYggQWl35Zhtw8mYTq/w/SNOzdu5dvv/3We/zII480uX9E3nO/wPDDDwDEPP8rIh9+uEmvH8gcO3aM5cuXe48vlglvyCZTEARsOdsw7f4Q8+Hl/k1HFTo0/e9Ekz6vUU93a6VvrP0ReXLyVc9xu9wUnqni3KEyzh0upaKw7hLLYrGI+G5hnpSqflGExajZsWMHP/74o7ePTCZj1qxZdO/e/ZreQ3NTL/+QjsM9XjjttIpPXQhuN7bsDRh2veep1uX2jcqSRnVHm/EomkH3I1FHNOj6drud9evXs2tX7afbkZGRTJs2jeR6fF5biov+OLvPlrHnbAUni/ybuV6KXCKmf1IoQzpFkN45gkEdw9Epm29D67abPRV09izAdm6r3z6ymN5o0h9GM/BeJJrIZptLS+F2uzl27BgbN26krKysVptMJmPo0KEMHz4claph0XOC243t3BZMmQs95r1+xF3EUlQ9b0Uz+AFUPSYHvFjRFLj0BZgOLMG0dxGOIv97BbEmCnXqTNQD5qBIHh6Qfjil771PSbVYE3LzzST891W//S5WLDTtX4zp4HLCbvwruuFPNXi89ri/8go30wNMuFkZFG6ak6BwE0C0x4UlSGBR9vFCiqujbLQTJ5BUHX0TpGm4vDx4p06duP/++5v0CeuFX/8GfbU4FPXM00Q/8USTXbstsHXrVn766Sfv8aVlwhuK21KJ6eAyjLsX4Mjf77ePLLYvmrR7UQ+8G2lIw0S4E6n9EBye9Kwu33+H4gq+PHVRWWwm57BHxMk/VYnbXfdXdlismk79onBrqti46zvc1U9mRSIRU6dOZeDAgQ0e/1pw2FzIFA2LdPB4XmRWR+F85tew11PF5x5PFE5c81VuC0Sc+nxMez7EuPsDXFV5Pu0iqRJ1vzvQDHoARefRDdqs5eTksGrVqloVygCGDh3K+PHjm81ovTFUmu1knqtg97lydp8t53BOGa6r+P+IRdArPoT0zhGkV6dYRWmb3t8KwFF83BOFs28xbnOZbwepAnXf29EOeRhFlzFtPgrH5XJx8OBBNm3aVKuCGXhSW0eOHEl6evo1fZbcNgPmQ8sxZS7ElrPNbx+xNhbNwLs9qVTXQYSeIAg4LuzDuHch5oPLcJvL/faThCWj7j8bTf85yOL7BcznrHT+fEpefwOAkFtvJeGVl696juC0Ibhd1yTet8f9VVC4uT4JCjcBRHtcWIIEFuVLllD0N4+vjWbMaJKr/W6CNB2nT5/m0+rKXQBz5sxp0miH/D/8H1Vffw1A5OOPEfPss0127baAIAh8++23tSrk+CsT3lDsF/Zh3LMA0/6lCDY/aRkiscfQOO1eVH2m1yuV6kTaIITq1LnOq1ah7NG4z4HN4iT3WDnnDpeSc7gMq8nXs+ciUoUYs6QYq6wEu6ICQexk/PjxjBo1qtlv3tfMP0xJroEOXcPo1C+KpF7hKNT1fxrutuo9gtqu9+sU1OTJQz1ROE2Q1taWEFxOLCe/x7jrvTqrp0kjuqAZdD+aQfcjDatf1Izdbmfjxo3s2FE7DSEiIoJp06bRsZk9YxrLgUHpHFPFcjSqC9njp3OgxIrV4b9azaV0idKQXm12nN45gsRwVZP+fQhOG+ajKzDuXoAte4PfPtKobmiHPIRm0AMN9u4INBwOB5mZmWzZssWbNnwRrVbLmDFjGDhw4DUbYTtKTmHauxDTvsW49Bf89pEnpaMZ9ACa/nciVoVd0zhtCcFpx3LiO0z7FmM5+T247H77yWJ6o+5/J+oBdyGLbHhJ7aak5J13KH3zLQBCpk4h4T//adbx2uP+KijcXJ8EhZsAoj0uLEECi4rlyyn8058B0AwfRnJ1hakgTcsnn3ziLWEdHR3NY489hkTSNF4LBX9+kcrPPwcg8uGHiHn++Sa5blvCX5nwadOmNUlESX3SHURyLerUmWjS7kXReUyd0Q0n0zNwVz997vTVl6j6NN2TYLdboOisnnOHSjl3uJTyfN8IlYsICDhkVdiV5XQf1IGps25qss/j5VhNDla9vp/SPCMyhQSHzZPeExajJrlPBB37RpLUK6Lem2N73l6Mu9+vu4qPIgTNwLvRpj+CvEP/Jn0vgY6z/CzG3e9j3PMRblOJbweRyCM2DnrAIzbWw+w5NzeXlStX+qS9pKenM3HixICMvgE4MTANweJJe+z8zSrEXbpyJL+KPWfL2XOunD3nKqiy1C10XiQ+VOk1PE7vFEG3GK2PGfi14ig9jWnPAox7F+I2Fvt2kMhQ9Z6GdshDHp+SRlQQa21sNhs7duxg+/bt2O21hYTw8HDGjh1LamrqNUVKQrXxfNY6THsXYj660q9Y4fV9GfwAypQJAZky1NS4LZWYj67AfGAZ1uwNfv1wwOMVo+5/J5r+s6/Z6Lwx1PZbnEaHf/+rWcdrj/urPn36cOZCGakBJtwcXvkfuiQEhZvmIijcBBDtcWEJElhUrlhJwe9/D4Bq8CA6XRIZEqTpKCwsZP78+d7jKVOmMGjQoKa59t//QcXixQBE3H8fsdW/z+sNi8XCRx99VKtM+L333kvnzp2bbAxHaRamfYsx7f8UV8U5v30koUlo0u5BM/BeZDE9a7WdGj4CV3X6SafPP0PVv/mEBX2phXOHy8g5XEreqQrczrq/2iUqF70ykugyIIYOXcOQSJtuQ5OfVcGq1w8Q2zmE4TO6UpproCTXSMl5A2V5RkRiEdN/NZC4zrUroAiCcEUxx20zYD74GcbdH2DPy/TbR56UXh2FMxuxomGmqG0ZwWnDfGwVpsyFWLN+9BuFI1KGenybBj941TLVDoeDTZs2sX37di69RQwLC2PatGlN+jfWVJxMG4T7CtFtbrfAqWIDe86Ws/tcBXvOllOot171umFqGf0Sw+ifGEr/xDD6JYUSo2tcWWrBacdy/FuMexZgzVrr9/clCemAeuDdaNLua9OpPyaTia1bt7J7925crtoeTREREYwaNYp+/fo1Skh2mcsxH1yGMfNjHBf2+e3jXacH3N2k1QMDGZeh0JNidmBZnVWaEIlRpoz3ROL0ndFiEUolb75F6TvvABA6fTod/vXPZh2vPe6vgsLN9UlQuAkg2uPCEiSwqPruO/J/5YnQUPbvR+fqyI0gTc+KFSs4ePAg4AkRf/rpp1EoGu+nUPSflymvjpQKn3MXcX/6U6Ov2Va51jLhDcVjlLkV075PPEaZNv/GqPLEIR4/nP53ItFEkTV6DM5iz5P1jks+Rd1E4t3VsFud5B2v4OzhUnIOl2Ix1B1pIFdKSOwZQUKPcBJ7hhMep25Uqsi+H3PYsTKbodO6MGhSJ+/rxgobZflG7BYnSb0iUGpkPmKNvtSCRCZGE3rlvxP7hX0e/5ADS/3+LkQKHZoBczxROAkt4+sTKDir8jDt+wRT5kL/FakAWWwfTyrJwHuQ6GLrvFZeXh6rVq3yiqMXGTx4MDfccEOTrGdNxcnBQ3AbPRFZnVeuQNmz5xX7C4JAbrmF3efKvVE5Z0rrjlq7lPhQJf0SQ6sFnTBSE0MJVV2bMa6z/BzGzI8wZX6ES5/vt48sIQ3NwHvRDLirzaZSVVVVsXnzZvbt28fl246wsDBGjhzJgAEDrjmF6iL2gkOYMj/GdGAJblOp3z6y+P5oBsxBPeAupKGBVXGvuXCUZWM++BnmA8twFB/z30kiR9XjZjQD7kLZ69Z6RehdKyVvvknpO+8CEDpjBh3+8fdmGwva5/4qKNxcnwSFmwCiPS4sQQIL/dq1XHjG44mi6NWLLiu+buUZtV+qqqp46623vOWrx44dy9ixYxt93eLXXqes2psodObtdHjppUZfsy1zeZnw8PBwHn744XqXCW8obocFy7FVmPZ96olu8FPpx1Pt5Bb0q7KxH7eBW0zywoVohmY0y5yuhOAWKMrRc+ZAMQe3nsFtuvIGUx0qJ7FaxEnsGYEuomHRBT+8d5jsAyXc/utBxHUJvWLfi8JNaZ6BEzsKyT1ejr7UglIjo8uAaPqOSSA8ru7fo9tmxHzoc08UTu5uv33kiYM9UTj970Ss0DXovbRlBEHwiI2ZH3vERj9mzxc/p5pBD6DqebPfqjxOp5Off/6ZrVu31tpwh4aGMnXqVFJSWtcr4yInh6TjNnhEvM5ff4Wyd8OjKooNVo/h8VmP4fHxQr2/YBi/dI7SXCLmhNKnQygqef2jSDzeRWsw7fnQ41Pidvp2EktQdp+MdtB9qHreikjWuMif1qCsrIxNmzZx5MgRHwFHp9MxYsQIBg0a1Ohy9F7fl70Lq/89/azTIhGKzmM8Ik7f2xGrwxs1ZltAEAQchYcxH1iK6eBnuCrP++0nkms9aWYD7kLZdUKTV+wqfv11yua33H1Me9xfeYWbaQEm3KwKCjfNSVC4CSDa48ISJLAwbNpE3mOPAyDvmkLK6tWtPKP2zU8//cTWrR6fFJlMxjPPPINO17jNY+3c8Kl0qK4Sdj1z9OhRvvjiC+9xUlIS9913X6Nv/q+Gy1CI6cAyTPsW11nKWrCLceaFEHnvvwi9dV6rVvVwuVysWL6a0/sLkdsikNvCEXHlNKnQaBWTH08lssPVU4+MFTZW/ncfFqODG+b2RhOmICRahUIlRXALCIKAWOIZ71LRZuOnJynO0RMWoyY8To3V5KAgu4rk3pGMv6/nVSNwAOz5BzxROPuX+DWXFsk1qFNnoRnyIIqOIwKmukpL4LYZPb5NmR9jO7fFbx+xNgbNwHvqrMqTn5/PypUrKS6u7c0yYMAAbrzxRtTq1i3TfjJjKO6qKqDp/KT0VgcHcys5lFfFgdxKDuVVUqS31etciVhEtxitN72qf2IYPeJ0yCRXT0t0GUswH/wM0/7FdaYFipRhaPrf4UmlSh7W5j7PZWVlbNmyhUOHDuF21/Zh0Wg0DB8+nMGDBzdJVNfFddp8YCn2C3v9d7oYbTJwTpsVxRqK4HZjP78D04GlmA9/UWeEklgT7fF0GzDH81lrAq+g4v++Rtn77wMQNmsW8X/7a6OveSXa4/4qKNxcnwSFmwCiPS4sQQIL47Zt5D70MACyjsl0/fHHVp5R+8ZqtfLmm296q2sMGjSIKVOmNOqape+9T8lrrwEQcvNkEv7730bPsz2wZcsW1q9f7z3u27cvt99+e4ttaOwFhzDtX4xp/xLchkK/faRR3TwpDwPvQRrRqUXmdTmCILBhwwa2bNkCbjFyexgqdxRRymT0xb4Gn2KxiIf+Owq58uopDOcOlfLzspMYK21I5RIUSgnx3cLoNSye5D6RPv1dDjer3thPQXYVKQOimfBAb2QKCVajg8M/57F79VkGT+5E+q2dEdXTINZtN2E+tNwThXN+p98+0qhunlShtPuQhibU67rtBUdplqcqz95PGlyVx+l0smXLFrZs2VJrs61Wq7nxxhvp379/qwkIpzKG4roo3HzxBarUvs0yTpHe6hVzDuZ5ftbH9BhALhXTOz6E/hcjc5JC6RJ1ZfNje9FRzPs860pdvy9pZIpnXUm7F2lE4PkPXYmKigq2bdvG/v37fTxwVCoVw4YNIz09HaWyaYQUR/EJj1BxcBnOsmy/fUSKENR9Z6AZeDeKLmPbtEl0fRFcDqyn13vSqY587dcIHjzlxTX970Q9YA6yuNRr/nsvfvVVyj5YAEDY7NnE/+XFa516vWiP+6ugcHN9EhRuAoj2uLAECSzMe/aQc+99AEjj4+m20X950iBNx65du1izZg0AIpGIxx9/nJiYa/cpKPvoY4qrS2fqbphI4ltvNck82zqCIPDNN9+wf39N+ejRo0czfvz4lp2Hy4k1e73H1HjfZ4jE/qt6KDqP8fjhpM5ErAxp0TlC7c8lgEQi4ZZJ0wgRx5F3opy8ExVUlViI7xrKjOfr581TeKaKikIzKp0MQ5mVnCNlXMiqBGDILZ3oPy4Jiazmae3pvcX8uOAIUYlabnmiP9pwBYJbQCQWYbM4Wfrnnbhcbub+e+Q1GSjbCw5VR+F8imCt8u0gEqPsPgnt4Lmoek1BJA3MiknNgeB2YT39kyeV6ipVebSD56JIGe990l5YWMjKlSspLKwtUHbq1Ilbb72VqKiolngLtTg1bDiuigrPPL5Yjio1tUXGFQSB8+VmDuZVcaha0Dl8oQqLw09qjh+0Cil9E0Lon+Txy+mXGEpCmG9JcsHtwpa9EeO+xViOfIXgMPu9nqLz6EvWlSunKgYSVVVVbN++nb1793rTXi+iVCrJyMggIyOjySK7BEHAnrsb04ElmA9+7r8qGyDRxaPuP9tjapyQ1uYim64Ft8OC9fhqTAc/w3LiuyuXFx9wF+p+s5FFdW3QGEUvv0z5hx6vvrA7ZxP/4ouNnfYVaY/7qz59+nD2QhmpUwNMuPnmP3QOCjfNRlC4CSDa48ISJLCwHDjAuTvvAkASFUX3rf7D5oM0HS6Xi7fffpvy6upC3bt3Z86cOdd8vfJPl1BUnQ+uHTOGpPfmX+WM6weXy8Wnn37K2bNnva9Nnz6dAQMGtMp8zs6cilOfiTSpCkm0xW8fz+Z4Opq0e1F2vQGRpHHmnA3h6NGjfP3117WedN9www0MHz4ckUiEodyK1eQgOuna0/tO7y3mp4XHEIlFTHt2gNf3xmp0sPHTE5w5WMKI27syYGKyV7QBsFucrP/kOAWnK5ny9ACik699Dm6HBcvRlZgyP8aavd5vFR+xJgrNgLs9qULx/a55rLZIvaryhCWjSbsP7aAHkEZ2weVysWvXLjZu3IjDURNxIpFIGDlyJCNHjmz2VMVLOTViJK7qEubNXcHtarjcAqeLjdUROZUczK3iRKEeh6t+t9sRGjl9OoTQNyGUvh1C6ZsQQnJEjWm422bEfORrTPsXY8ve4L+KWCuuK43BaDSyfft29uzZU+tzBSCXyxkyZAjDhg1Dq226qnGCy+kRMQ8sxXJ0hX8/KEAa3aPa1HgOssjA8HZqbtyWSsxHvsZ88LMrlxdPGIS63x2o+92BNLzjVa/b0kUW2uP+KijcXJ8EhZsA4loXFkEQfEzeggTxh+XYMXLu8ogG4tBQum/++Yr9RSLRdfGEqbk5duwYy5cv9x7ff//911xSt+Lz5RT++c8AaIYPJ/mjD5tkju0Fi8XChx9+SGmpJ1+/OcqE15ezs2djPXgIgLiXfoM4sgDT3k9wlp7y21+sjUXTfzbqfrORJ2U0iZfA1Th//jzLli3DYqkRlgYPHszkyZMbXKL30ipRl4owhzflsfnzU/QcFs+4e3oiFou4cKqCHz84gtslMPO3gwmLVXvPufjzxw+OcHpfMbc80Y9OqVFXLRleH5wVOZj2LsK4d2GdJd7lCYNQD7wHTb87kITEN2q8toY9/yCmvR97Uv7MZX77KLqMRTPwbtR9ZqC3i1izZg0nT56s1SciIoKbb76Zrl0b9iT+Wjk1chSu6r/5jsuWoh4YWNXEbE4XxwsMXiHnUF4lp0uM9TY/1iml9OkQwoCkcNKSw0jrGE6UVoGzMhfT/k8x7VuMs+SE33M968qdqAfchTxxSJv4TjeZTOzatYtdu3Zhs9X2FZJKpQwaNIjhw4cTGtq0UUVuuxnL8W8w7V+K9dQP/k2iAXlSBur+s1GnzrxuKlPVq7w4IE8eirrv7aj7zqgzda/oX/+mfOFCAMLvvpu4F/7YHFP2EhRuWo6gcNO8BIWbAKIhC4vL5aKsrAyDwYDd7j+MMUiQy3FbrdhPV5eIFYvrVXlDLpej0+mIjIxs8EYuiAdBEPjoo4/Izc0FICYmhkceeeSaSp9Wfr2Cgj/8AQD14MF0/HRxk861PVBRUcEHH3zg9RaSyWTcc889dOx49SeBTcm5u+/Bstdjhhn/r38SNn26J0Q/b4+ntPjBz3Cby/2eKwlNQp06E3W/O5AnpTfrZqu0tJQlS5ZQUZ1qApCcnMysWbMaZabtdguIxSKKc/R88a9MIjtoufOFdFxON0e3XGDL8iySeoYz9dnam+yLAs2yv+6ivMDEnS+k18scuSEIbje2M5swZn7sST1xWn07icQoUsZ5Nr19ZlwXVWcu4qnKsxpj5sdYT67x/6RdIkfVYzLq/ndyXtSV79dtwmCoXZ69R48e3HTTTURERDTrfLNGjcZZXba849IlqNPSmnW8psBoc3LkgkfEOZjn+Zlb7j8yzx8dI9WkJYeT1jGctKRQOjtPYj3wafW64l90k0R0RtPPIw7L4vsFvIhjsVjYvXs3O3furCUug0eU79evHyNGjCA6OrrJx3aZSjEf/hLzgaXYzm2ts5+843DPWn0diTje8uIHP8dRdKTOfrIOA1H3nYG67+3IYnp6Xy/65z8pX/QJAOH33EPcH/+vWefbroWbKQEm3HwbFG6ak6BwE0DUd2FxuVycP38eq9XPjWaQIFdAcLsRLnl6JVap6n2uUqkkOTk5KN5cI7m5uXz4YU10zLhx4xgzZkyDr1P17Wryf/1rAFT9+9Pp88+abI7tidzcXBYtWuT1S5DJZNx999106tSpxeaQc/8DmHd5nkzG//0lwm6/vVa74LRjOfk9pn2LsZxYDS7/JqeSsI6o+83yiDgJg5pls2U0Glm2bBkXLtQYoGq1WmbNmnXNgtfFyJmzB0v44f0jJPeO4KZ5fXG5BLZ/dZpj2/IZNKkjQ6el1IrQAbBZnHz8662IRPDwa6OvyeOmvrgtlZgOfY4p8+M6y4p7RYoBd6HqeStieetWUWpJXPoCTPsXY8xcWGdUh0iuQdHjFk4Jvdh42oXrkmplEomEYcOGMWrUqCapEuSPrNFjcFZXvGorwo0/yk12juZXceSCniP5VRy9UMW5Mv9+NpejkUvonxTG4CQNI8T7ScpfiTPruzrXFWl0T0+EX/87kUX3aMq30eTYbDb27NnDjh07MJl8U5l69uzJyJEjSUxsHuHEWX4O00FPZSpHUd336NeliFN0DNOhzzEfWo6z5GSd/aQxvTwiTp8ZlH30HZVLlgAQcf/9xP7+d806x6Bw03IEhZvmJSjcBBD1XViKi4spKytDIpEQGxuLRqNB3AIh9UHaPm67HVtWlvdY2bv3FTeBbrcbk8lEUVERLpeLyMjIRhnrXu+sXr2azExPeVeJRMJjjz3W4CeF+h9+5MJzzwGg7NOHzl992dTTbDecPn2azz77rJZ4M2fOnBZLmzr/4EOYtm8HIO4vfyF89h119nWZyjAf/gLz4S+xndlUp5eANKKLR8RJvQNZhwFNKuI4HA5Wr17NwYMHva+JRCJuvPFGhg4dWudYFYUmVDo5So3H00Rw19xWiMQidn17hszvz9F/fBIZ07rgdgl8/84h8k9XMvnRVLoMiPZJk8o9Vs43bx2gQ9cwbvtVWpOkSdUHe+ERzAeWYDrwGa7KHL99RHItqt7T0Ay4C2W3GxBJWs7LpTURBAH7+Z0eQ9dDX9Rp6IoijDxFKoctnSgUd0QQee5PdDodN9xwA6mp116Npi7ai3DjD73VwfF8PYfyqth3voK9ORUUG+pXlrxfpJPbNXtIM68npHQ3Ivzf8svi+lVH+M0KaBHHbrezb98+duzYQVWVr+F4p06dGDlyJCkpKc2yXgiCgKPgEOZDn2M+/CXOstN19pV3HO4VKlqrimBL4v23OfIl5iNf4yw+XndnURiOUyKc+TpCpz9O3G9/26xzCwo3LUdQuGlegsJNAFHfhSU7Oxu73U6HDh2aPL83SPvG7XBgu8SLQNm7d718NKqqqsjPz0cul5OScn2Y8jUHVquVt99+25tOkJSUxNy5cxskvBrWryfvyacAUHTvTpdvVjXLXNsL2dnZLFu2zCveSKVS5syZQ5cuXZp97POPPIJps8cAPPaFPxJx9931Os9lKMJ89GvMB5djO7fZr/kogDSya3UkzuxGlWa9FEEQ2Lt3L99//32tks99+vRh6tSpPhETLqebHSuzsRodDJuegiasdrtZb+ezl3ZjMdi55Yl+dOwbidspsOgP27AYHdz70jBCIlVeYeZietX2r0+zf915htzcifQpzf+7uhyPSLHDUzr4CiKFWB3p2fD2vwtFp5Et4ksUCHiqp22oKR9s0/vtZxGHcEbUizOSPpSIEkAkIikpicmTJ9OhQ4cmm08t4WbJp6gH1a8SWltEEAQuVFrYd76SfTkV7DtfwdF8PS73lW/nIyljsnQHk6TbSLZeIb2lDYg4LpeLI0eOsHXrVkpKfP824+LiGDlyJL169Wq2KGFBEHDkH6gW3L+os7w4gCwhzSviXJoy1J5xFB/3GBsfXVGn6TkA4hC0Gfeg7jMDRefRzWKk3Z6Fm363BpZwc2h1ULhpToLCTQBRn4VFEAROnPCEKnfr1u2aPDKCXL8ITifWEzWh7spevRDV46bG6XSSVR2p07Nnz4DPiw9kTp48ybJly7zHkydPJiMjo97nGzdvJveRRwGQd+5Myprvm3yO7Y0zZ86wdOnSWuLNXXfd1ewiZO7jT2DcuBGA2D/8noj77mvwNVz6AsxHvsJ8aPkVfRak0T1Qp1anU8X1veY5XyQvL4/ly5ej19dsyKOiopg9e3atKDGH3cWOr05zePMFtGEKOvePJjJBgyZMQVWxhSObL1BZbKZjn0hufcpT6cdYYWPRH7ah1Mh44J8japUIv8jSF3dSUWRm5m8GE9u55culX4pXpDiwDPPRrxFsBr/9JKGJntLB/e9C1mHgdbNOCg4rlpNrMB/8DMvxb/37BQEGURhnxH04I+lLhTiWtLQ0xo8f3yQVgrLGjMVZVAS0f+HGHxa7i0N5lew9X8G+nEr2na+g3FS3/2E8hYxjKxPYQjfO1NlPFpdava4EpojjdrvJyspiy5Yt5OXl+bSHh4czYsQI+vfv36xVzmpEnOXVkThXEHFieqPqe5vH9yW+/3WxTjjLz3pFHHvO9jr7iTVRqHpNRd13BsquExBJmya1MijctBxB4aZ5CQo3AUR9Fha32+2t3tCjR49gilSQBiG4XFiP14SvKnv2RFQP8S/4uWtavvjiC+/fuVwu54knniAsLKxe55p27OD83AcBkCUl0XXd2uaaZrvi7NmzLF261FtiViKRcNdddzVr1Zu8p5/GsO4nAGJ+8xsiH5zbqOs5qy54zDIPf3HFm19ZTG+vJ44sptc1j2cymfjyyy9rlVeXy+VMnz6d3pcYm+tLLWTvLyFrTxElub6iRq9h8QyYmExEB423//fvHsJhc3HLE/2J6KDxRtoA5GdVsuK/+wiLUXP3X4ZedZ5Wo4OC7Eriu4Z507WaC7fDgvXE95gOfubxJXL6T1nxCGkzUafOarJoqLaA22bAcmwVpgOfYc1aW2dVngpRNGckfclTDmTwhNtJT09vVGTE9S7cXI4gCOSUmdlbHZGzN6eCU0UG/AXlJJLPWLYyjq1046xvh2o8Ik71ZzrAokYEQeD8+fNs3brV+5DpUjQaDRkZGQwaNAiNRtPsc3HkH/AI7ke+rtMXCjyprxdFHHli+nURsefU51P4j7k4SrYhjjQjquMtixQhqHrd6hFxut+EWH7tv7egcNNyBIWb5iUo3AQQQeEmSHMjuN1Yjx3zHit79EBUj6dQwc9d02I0Gnn77be9VTK6du3K3XffXa/NnXnPHnLu9URuSOPi6LZpY7POtT1x7tw5lixZUku8ufPOO+nWrVuzjJf3i19gWPMDANG/+iVR8+Y12bWdlec9Is6hL65YmlUW2xd1vzs8Ik509waP43a72bBhA1u31o72GT58OBMmTPDZbOtLLeSdrKCqxIJKK6NDtzAiO2i9UTXeUt8LjnB6bzE3PdyXroNqfLOqSsxs/zqbMwdKGDY9hbSbOvoYF19OVmYRaxd4vjcjOmjo0C3M81/XMJ/UrabEba3CfHQl5oOfYT39E7hdfvtJo7rXbHjbQCWfpsJlKsNy5CtMBz/DdvbnOlP+SkQdKArJoPvNv6Rr/xHXNFYt4ebTxagHD77mebdXDFYHB3NrfHL2n69Ab60trF0Uccayje5XiMRxRfYmdMAd6PrfEXAiTmFhIdu2bePIkSNcvsWRSCSkpqaSkZFBfHx8i8zHUXwc8+GvPClD+fvr7CcJSUDVZzrqvjNQdBrVLClDgcKFX/8G/bffgtxJ2D1DkURXYD29rk4jbZFMhbL7ZNR9b0OdOrPBkTjtWri55detPZVaHPru5aBw04wEhZsAIijcBGluBEHAesnnS9G9O2K5/KrnBT93Tc+BAwdYuXKl93jGjBn069fvqudZDhzg3J13ASCJjKT7trrTZ4L4kpOTw5IlS7DbPWkEEomE2bNn0717w0WNq3Hh+V+jX70agOjnniXqsceafAzwVDy56LNgz8uss58svn+NsXFUwyKNTpw4wYoVK7BdUpWuU6dOzJw5s8GpLoIgkJVZxIZPThASpWL4bSnEdApBLBax9YssTu4upEd6HOlTO9fyv6mLzctOcvjnC37bQqJVdOgWRnyXUGI7hxAer/FG9jQlLmOx53dw4DNsOdvq7CeN6oa67+0eEaeJzaUDGWfVBcyHlmM++Bn2vD1++wiAXtOLmBEPE5VxHxJNZL2vnzV2HM7CQiAo3NQXt1sgu8TI/tzK6rLkVRwv0GNzeryt6ivilKm6Yuw0lci02XTtNQh5M1aAawjl5eXs2LGD/fv3e9NkLyU5OZmMjAx69uzZYtUynWVnPP5lR1ZgP7+jzn5iTRSq3tM80SYpExBJr36f1pa48Mtfof/ek+Yd/YtfEPXoI7itVVhOfIf5yAqsJ9cgOHyrqYnkWhJfKEYkUzZovKBw03IEhZvmJSjcBBBB4SZIS2A5UmNKqOjWDXE9yrMGP3dNjyAIfPrpp2Rne3LhVSoVTz311FXDuC1Hj3Lu9pkAiENC6LG77miLIP45f/48n376qVe8EYvFzJ49mx49mtbDIf+3v6Nqlcc8Ouqpp4h+6skmvb4/nGVnMB1ejvnQF1d8uitLSEOTOgt16iykkfUz/y0rK+Pzzz+nuNoEFjyVgu644w6SkpIaNE+33cyBjSXsXHUGqUyMNlyBqdKG3eaiQ9cwbprXF3VI/TYr278+zYmdhVj0dXt6XESqkBCTrCOmUwixnUKI6aRDF6FsUgHFWX7OU1nl8Jd1lxcHpJEpnkicvjORJaRdNyKOo/Q05oOfYdy/FFep/zQSQSRB0e1GdAPnoOo9FbFCd8Vr1hJuFn+CesiQJp/39YDD5SaryOgRci5UcviCnuMFemKcefUScc7SkWMhEzB1nkJS14GkJoTRLVaLTNJ69wxGo5HMzEz27Nnjt5R4SEgIQ4YMIS0trdnTqC7FWXUBy9EVmI+sqI5I819JUKQMRdXz0pQhdYvNsbnIe/Y5DD/+CEDM878i8uGHa7W77Wasp37EfORrj29Wtfm5uv+dRN21tMHjBYWbliMo3DQvQeEmgAgKN0FaAsvRo96QdUXXroiVV39yEfzcNQ8VFRW888473tSd1NRUbr/99iueYz11irNTpwEgUqvpuW9vs8+zPZKbm8unn37qjSARi8Xccccd9OzZdGH/+f/3f1R99TUAkY8/RsyzzzbZteuDozTLEwVy6AscBQfr7CfrMBB176moek+7qlmm3W7n22+/5fDhw97XxGIxN910E+np6VcVHxylWViOrsR2bisuaxV23SDOWyZSUBKNLlxBx9RIOvePbrBXjSAIVBVbyM+q9P5nKPdvkns5Kp2sWsQJ8f5sKq8cZ0WOx+vi8JfYz++ss580oguqVE8kjjxh0HUh4giCgKPoCEVbP8B8YBkqZ5nffiKZyrNx7X8nqh6T/T5tzxo3HmdBARAUbpoah8vNqSIDh/OqOHyhisJzR0gsXssoYcsVRZwzdGQjI9gmGYW2Q19SE0JJTQwlNSGUbjFapC0s5jidTo4dO8auXbu4cME3Qk8qlXrTqOLi4lp0bi5jCZbj32A+8rUn7bLOlCE1yh6TUfedgarnLYiVrWvcfq3U8n/77W+JnPtAnX0Fpx1r9nrMR75G3ec2VD1vbvB47Va4ySujf4AJNwe/e5nOiUHhprkICjcBRFC4CdISWI8dQ6gu86tISUGsUl31nODnrvnYuXMnP/zwg/d4zpw5V0zbsZ05y5mbq29cZDJ6HT7U3FNst+Tl5bF48eJa4s3MmTNrGe82hoI//ZnK5csBiJw3j5hf/bJJrnstOIpP1Ig4RXWXApaEdUTVewrq3tOqS7P6ChiCILB7925+/PHHWiXDU1NTmTJlCvI60i/Nx75Bv/Gf2PN2I5LrEMs1uEzFiNWRREx7G0Wv25A0YZqFodxKflYlBacrKTqnp+yCCeEqJZMvEhqt8go5sZ1DiErUIpU3Lp3CWZlbI+JcwVxaEt4J9UURJ3HIdSHiuN1uTvy8jILN75FgOYAao99+IoUOVc9bUPe5DWWPyYgVnjS9oHDTstidHjEn6+RBHMe+pkPRGpIdvqbAFzlDMhsZySZGkkMScqmYrtFaesbr6Bmno0dcCD3jdMToFC3yec/Ly2PXrl0cPXq01hp2kY4dO5KRkUGPHj1aLI3qIm5LZXXK0NdYT/2A4LD47yiRo+x2g0fE6TW1QamFrU1TVFxsCEHhpuUICjfNS1C4CSCCwk3T4nA4WL58OcuWLePw4cMUFhai0+kYMGAA999/P3ffffd1+e9nPX4cweUx0VR06YJYffWw2+Dnrvlwu918+OGH3ieAISEhPPnkkyjqSGGz5+WRPfEG73HP48eui41dc3HhwgUWL16M1eqJzhCJRMycOdO7HjeGwr/+lYqlntLvEXPnEvvbwKj+YC86ivnQF5gPLb9ixRORMgxVz5tR9Z6Kqvskn6e758+f54svvsBgqKkkFRMTw+zZs4mMrL2JcBmLKXgtFbe5FPWAuwmf/G8Elx3b2c1U/vAH3HYTcU9sa1QVrKvhsLsozTVSfE5PUfV/+pI6NkWXIRaLiEzUVos5nlSr8Lhr98txVuVhPvwVlsNfXtETRxLWsUbESbp6RFNbx263s2XzJs5sXUYnxyE6uY6joI7IKakCVbcbUfWZTsHvP8SZ64nYSf5kEZr09BacdRAAU9FJLuxYivP412ir6r6PPUMyPzOCzQwjm05AzWc6TC2jR6yOXvEh9IjTef6L1aFRNI9Rr16vZ+/evWRmZvpNowoNDfWmUanrca/U1LjtJqwnf8B8dEV1ypBv1T4AxBIUXcai7j0NVa8pSMM7tuxEG8j5Rx7BtHkLALEv/JGIu+9u1vHatXBzc4AJN98HhZvmJCjcBBBB4abpOHToEPfddx8HDx5ErVaTlpZGYmKit9qAw+Fg0qRJfP3116jqEXHSnrCeOIFQbdQn79wZST1yuoOfu+aluLiY+fPne5/8DRkyhFtuucVvX0dREafHjPUe9zx8qF6VwYLUTX5+Pp988kkt8eb222+nb9++jbpu4d//QcXixQCE33cvcX/4Q6Pn2pQIgoCz+DjmY6uwHPvmitWpkMhQdhnnEXF6T0UamgiAwWDgyy+/JCcnx9tVoVBw2223edPOBKeNyrV/xLDlvyi7TyZm7upalzbuep/ylY8TNumfhIxpWXHLYrRTnGOoEXPO6rEa/acpXI5MISGmY7VfTmdPdI4mrOERA86qC1iOfI358JfYcrbWWX1JEpp0iYiT0a5LB5eXl7N27VpOHT9Kgvs0XVxHSXafRIb/340ggLtUjTNfS+xvFxAy9tYWnnGQS3GUnsZ8+AtMh77AWXCgzn4FxLCVoWwlg0P0wYX/6JakCBU9q6NyesR5onQ6RWqaLN3K6XRy9OhRdu7cSUF15NalSKVS+vXrR0ZGBrGxsU0yZkMRnDasp3/y+L4c+wa32X9qIXhKt6t63Yqq15SALDN+/qGHMW3zCNZxL/6Z8DvvbNbxgsJNyxEUbpqXoHATQASFm6YhMzOTiRMnUlVVxfPPP8/vf/97IiIivO1ZWVnccsstZGVl8eijjzJ//vxWnG3LYz15EqHaU0XeqTMSbVC4CQQ2btzIzz//7D1+8MEHSU5O9unnLCsja8RI73GPfXvrFTUV5MoUFBTwySefeEu0i0QiZsyYQWpq6jVfs+hf/6Z84UIAwufMIe5PLzTFVJsNl74Ay/FvMR/7Bmv2enDa6uwrTxjkEXH6TEcS3Zv169ezfXvt9J+RI0cyfvx4HBf2Urp0NoLdSOQdi1D1mIzgdoHgRiSRYc/bS+Hb6ShSxhP78LqrVpFqTgRBwFBm9UbkFJ/TU5JjwOnwbxx6OepQuccnp2MIUUlaopN0qEPl9X4/Tn1+tYjzFbZzm68g4iRWV6eaiTx5WMBtzJqK7OxsfvjhB0pKSpAIDhLcZ+joOk6ykIVCqDtaSp6U7vHD6HMbsuimrxgXpP44Sk97zLqvYpiuR8t2hrCNDHaThoUrP1RrjnQrQRC8aVTHjh3zm0bVqVMnbxpVa90LCS4ntrM/e0ScoytxGXzFpouItTGoetyMqtcUlN1u8KYXtiY5D8zFvNPj+RX3t78SPmtWs44XFG5ajqBw07wEhZsAIijcNJ7CwkJSU1MpLS1l/vz5PProo3777du3j0GDBiGRSDhz5ozfDXJ7xXrqFEJ1NR15x05IdFf/Eg9+7pofp9PJe++9R0lJCQBRUVE8+uijyC6LpnHp9ZxKz/Aed9+1E0loaIvOtb1SWFjIokWLaok3t912W73KtPuj+NVXKftgAQBhs2cT/5cXm2qqzY7bZsSatRbLsW+wnFiN21zut58iZTyx8zwmk0ePHmXVqlXeal0AnTt3ZnJIJtbd76IecDcR0//nUyHIeuZnSj65DWWXsUTNWYZIevVKdy2J2+WmvMBE0Vl9dWSOgfJ8Y12aig8qnYzIBC1RSTqiErVEJWkJj1Ujvkq0gMtQiPliJM7ZzXVWnZGEJKDqOwN16kwUHYcjEresJ0dz43K52LNnD5s2baqJihNcxLtz6CE/S0f3KcSWkjrPl8X2QdVnOuo+M66rEuyByEURx3LsmyuadTtFck4oBvGTYwibXIMpJ7zeY4SpZfSM09EzrnHpVnq9nszMTDIzMzGbfUtTh4WFedOoWjNyW3C7sefurE6nWo2z5GTdnaUKT+RkdTSONKxh1QCbipx778O8Zw8A8f/4B2EzbmvW8dqzcDNgUmAJNwd+CAo3zUlQuAkggsJN45k5cyZfffUVc+bMYcmSJVfsO2jQIPbt28d7773HI4880kIzbH1sWVm4q81Y5cnJSEKuXpUg+LlrGXJzc/nwww+9x6NHj2b8+PG1+rgtFk4OTPMed9u2FWlk2zElDHQKCwv55JNPat2oT5s2jYEDBzb4WsWvv07Z/PcACJ15Ox1eeqnJ5tmSCC4ntpxtWKpTqpzlNZVkwm59jZCRNdWySkpK+PzzzyktLQVAKti41bWUCHElEVNeQzvkQZ/rW8/8TMnCKShTxhN5x0LEqrBmf0+NxWFzUXLe4I3KKTqnx1BWvypWABKpmMgEDVGJWiITdUQlaYlK0CJX+d9cugxFmI+u8Ig4ZzbVKeKItTEen4s+t6FMGY9IWr+S6m0Bi8XC1q1b2blzJ65qnzYABIFuxpP0K9qGLqwYsbbuVDdJeCfUfaaj6jsDRfKwdidytSVqIvxWYT29Hlz2OnqKMEencSZsHDtEQ9leEcHZUhP19Bn3khCmIiVGS9doLV1jav6L0Fz5b8ThcHjTqAqrS85fikwm86ZRxcTENGxSzYCjNAvL8W+xHF+N7dwWcLvq7CuL71+TUpUwuMUi987NuRvLvn0AdPj3vwidNq1ZxwsKNy1HULhpXprH7StIkFbg8OHDfPXVVyiVSv773/9etX/v3r3Zt28f2dnZLTC7AOLSp41B3TagSEpKIiMjg127PF4jW7dupXfv3rVKk4qktZfti2lvQZqGuLg47r//fhYtWuQVb1atWoXT6WRIAyvViCSX/K6cdd88BzoiiRRllzEou4wh7JZXcRQd9Yo46t61b7ijo6OZN28eq1at4tixY4QJpaidpZSJwyirkDGges25NOrBVZWH4DAhVke0CdEGPP42HbqF0aFbmPc1s95OcY7HJ6ck10BprhFTpf90M5fT7fHWyTEANWkOIdEqoqujcqKqBR1NmAKJLhbd0MfQDX0Ml7HY83T98FdYz2ystTFzG4sx7v4A4+4PEClDPWW0+96GsvtNiOVXT4sNZFQqFTfccAPp6els2rSJAwcOIAgCiERk6XqSpetJhwt53Dghg3BdPuYjK3AU1q6656o4h2Hr6xi2vl4jcvWdgbLLuHYlcrUFJCHxaDMeQZvxCG6bwWPCWx3hJ1irLukpoC7ZS9+SvfQFHo/ugXzkVEpiJ3KUHpwsMnKi0MDJQgPFhrrTOy9UWrhQaWHzqdrRWREaOV2jtR5RJ0ZLSrSGrjFaOoSqEItFyGQyBgwYQP/+/cnNzfWmUV187u1wONi7dy979+6lS5cuZGRk0K1bt1Z7wCWL6oZs1C8JGfVL3OYKLKd+wHJ8NZaTaxCslbX6OgoO4ig4iH7D3xHr4i5JqZrYvOvFpcKrJLgVDRKkvgT/WtoxbpsNwVb3l1ggIFIoENdRPaehvP/++wDccccd9TKPu5iCcjEt4rrhkg1TMOAu8Bg/fjwnTpygqqoKt9vNN998w8MPP1xzExgUbpqd2NhY5s6dy6JFizAaPWWJv/vuO5xOJ8OGDav3dUTSmqf5gqvtCjeXIhKJkMf1RR7Xl9Dx/+e3j0KhYNasWezYsYO8NX9Hjo18Iti+7SjnTCu55ZZbapUMt53zVBeRxV27n1AgoA6R0yk1ik6pUd7XLAY7pXlGSnONlOYZKM0zUlForrMsub7Egr7EQvb+ms2lUiMjKklLZKK2WtTRETZ4HrqMR3EZS7AcW4n58FdYszeA2+k9T7BWYT6wBPOBJYhkKpTdbkLd9zZUPW9FrK5/6kmgERoayrRp0xg6dCjr16/n1KlT3rb8hEQWHbxA/wEDGDf3OdTOUixHV2A+sgL7+R21ruNX5OozHWWPSW1e5GpriBU61P1moe43C8HlwHZ2M+ajK7Ec+wZXVW6tvs6SkzhLXkbDywzVxTGu162oR0xDmTKBCruYE4V6TlYLOScKDZwqMmC2173+lpvs7DaVs/tc7XRQlUxCSozmsgidcKbPuJ0bb7zRm0Z16T3kmTNnOHPmDOHh4QwZMoSBAwe2ahqVWB2OZsBdaAbc5fl3PbfNE41zYjXO0trl292GQkyZH2HK/AiRVIkiZXx1NM6tXjP6puLS70NRExlMX7cEb+OvK4LCTTum7P0PKH377daexhWJevJJop9+qkmutXbtWgCmTp1ar/5FRUUAtYyLrwuC+f0BjUKhYMqUKXz66aeAp+LRzp07GT58OODZOItkMq9gExRumofo6GiveKPX6wH48ccfsdvtjB49un4+GZc+SXQ56+7XDhGJRAwbOpTzeV1gn4BRFIJdpOTgwYMUFhYya9YsoqKiPE+Es9YBoEwZf5Wrtj1UOjlJvSJI6lXzPeN0uCjPN/kIOg6r/82l1eQg70QFeScqvK+JpSIiO2irDZAnEz3uDmJvd+A8+wPmIyuwnvoBwVGzoRQcFizHVmI5thLEUpRdxqLseQuqXrcii0xptvffnMTGxjJnzhxycnL49o03KK1O+xWAAwcOcPjwYdLT0xk58nHiRj/vMX4+tgrL0ZVYszfWLXJJlSi73Yiq160oe96MNKRDK73D6xORRIay6wSUXScgTH0TR/5+T+W7o6t8IqjchkJMuxdg2r0AkVyDsttN9Ot5Mxmpk5GM6Ozp4xbIq7BwusTA6WIj2cUmTpcYOV1spMpS9/enxeHiyAU9Ry7oa70uFYvoGKmmZ1w4vQZNI9lRROmZo5SVFHv7VFRUsHbtWjZs2EDfvn0ZNGgQiYmJreqvJJLIUKaMRZkylvBbX8VRcvKSlKqttdIvBacV68nvsZ78noqVTyDrMBBVj8moekz2VLRrZJSMcGn6liSYrhgkSH0JCjdB2gU2m8371K2+XhT7qvNrG1M1pk1y6Y2Dn4oJQVqfrl270q9fPw4d8tykrl+/ns6dOxMfH+/pIJNBULhpdiIjI73iTWVlJeCp/lVZWcmtt96K5Co3nKJL2gXH9SXcAIjEYrRSGyZAHtERDCAS3BQVFTF//nwmTJhAv5BiXBXnkCcNRd6hf2tPuUWQyiTEdPRUnrqI4BbQl1kuEXOMlOYaMFb4j5p1OwVKzhsoOW/g+MVUKxGERqUQmfAiUYP+QqRkD6qytTjP/VA79cTtxHr6J6ynf6Jy9S+QRvdA1fMWVD1vQdFpJCKJzO+YgUrHjh256eAhzgGH+vfDUC3guFwuduzYQWZmJkOHDmXYsGHohj6ObujjHsHwxOoakctZ408kOK1Yjn+D5fg3AMgS0jwpJD1vQZ44pN1W8ApERCIR8oQ05AlphN3wF5zlZz3pVMdW+fi3CPb/Z++9w+u6y3Tte+2u3qvVu61iSbYs23Jc48QtiUMqBEISCAGGYZgz5xvgO5lvwpxDmWEGDsMwQIAUICGkxymOHfduuajb6s1WsXrX7uv7Y20taVvVtrrWfV26tvaqv93XetbzPm8/gyXvMljyLuD8uoWHrSbCz5WtScNubFEUaeszU9nSR2VrH1UtkphT2dJHc8/4eVVWu0hVaz9Vrf18XDQ0NYIEtyBW6lpxG7zBkA3CarWSn59Pfn4+gYGBrF69mtTU1Dl14QyhDUhEG5CI58b/iW2gA2PZfqmkqvym7wvA0piHpTGPnqM/QjB445JwD4aEe3FJ2IHaM+TWd24d6bhRhBsFhamiCDcKi4KWluErHQEBAZMun5ubS3NzM1qtlk2bNs3k0OYfSsbNgmDHjh1UVVXR39+PzWbjzTff5LnnnsNgMEiOG8dyS1EQmE18fHx4+umn+eMf/0h7ezsAeXl5dHV18eijj058AD7CAi4uUZHUPtAJAqy/9zFs13TknjsLoojVauXEp2+j1p4kWATX1IfneqhziqAS8ApwxSvAldiM4YBTY59FduQMCTqdTf3Yxyq1EqG7dZDu1kGk+OhI4Fm0umeICiglRHcKj/6jqMxtTqtZW8vobS2j9+TPEPSeuCTciyFpFy6JO1G7z33Y6lQQRJGwxkZCGxvp/pd/4UxdrVzmaLFYOHnyJLm5uaxbt461a9dicPXBLfNLuGV+Cbu5H2P5AQaK3xsjXwUsDZexNFym58j/QeUWgEviTun5ib9nwWQyLRY0vtF4bvg7PDf8Hbb+dgZLP2bwyj6Hw8y589PNr5sh4V5cEndgiL8HtZs/giAQ4KEnwEPPuljngP9eo4Wq1n5ZyKls6aOqtY+69vFCkQXK+w2U94fjRiCJmhbi1W24CMO/zy0tLXzyySccPHhw3rhwhlC7+uKW8QRuGU84StVODpdUtTvnQIrGLgYK32Sg8E0AtMFpGBLuwSXhXkn4nUJXQNE6/LzcnNuncGsIymH8kkL5tCxi/L72LL5ffnKuhzEhwjTl24zMS7BMwYHwy1/+EoC9e/fi7+8/ydKLC6eDBOULf97i6urKQw89xB//+EdAsl7v27ePRx55xPlAx6o4bmYaLy8vnnnmGd544w2uXZPyFmpqavjDH/7AE088gY/P2HkhzuHES1Ngc0m4l8GSdzGXf8LOz/2W6OhoPtr3Pn0DRqJtV/A1FXJDHUGrJZwMu33cQE9j5RHUnqFoAhLnxYnObGFw1xKW5EtY0nCplc0itScfCkBuu9ZL6/U+rKaxS60sZjUVDclUkAx8FV/1FYK05wjW5+Iu1DgtK5p6GCh6i4Git0AQ0IWtwSVJci1oQzPm7XMvOn7MVKLIyogIVj9wPxcuXODUqVNyBonJZOLYsWOcP3+e9evXs2bNGvR6PSqdG64pn8M15XOIVjPG6qOSIHD1I2ydtU77sfe30n/5j/Rf/iOo1OgjN8jPjyZw+bx9fhYjajc/3Fc9ifuqJ7FbBjFVHmaw7BMGSz/B1lXvtKy9v5WBvD8zkPdnx/s6C0PCDqn0J2z1qO5iHgYt6eHepId7O003WW3Utg1Q0dLL1aYeShqlv9YRocj96LlsDSffuoxIVScJ6lZC1L3y/JEuHMHVm7D4ZNauyiBxmS+aeZD3IpWqbcUQtxXvPT/D2loqfR7KD2CqOQE252MOS3MhluZCek/8O4LWFX3sFlziJUeOxj9+zM+Ek3CjXVgOPwWFuURpBz6PUNqB3z52ux0fHx96eno4efIkGzZsGHfZ06dPs3HjRlQqFUVFRSQlJc3iSOcec309NkdmhzY4GM0UhCvlfTd3HDt2jGPHjsn3d+7cie8/fherI6Mp8s9/wnX16jka3dLCYrHwwQcfUFxcLE9zdXXl85//POHh4aOW73j9dW78y/8GwO2uu4j43YuzNtb5grmxgJbfbwOVBr9HX8UQvYkBs43Tb/yY6Ir/QI2No9qHuaZOIDo6mgceeABvb2+nbYiiSOO/xWLrrEXtEyU5QhJ3YojdikrvPjcPbJ4h2kW62wbpaOinraGPdsdfd+vghAK9i6qZIM15ArXn8dfkoRYmaKXtGYohcScuSXswxG2bV899xZatWJukkrGIP76K25o1gCTWnDt3jrNnz2I0Ope/uLq6smHDBrKysuRmBSMRRRFry1XppLX0E0x1pyZsraz2iZJFHEPMFgStYRofocJUEUURS8sVjKUfM1i6f9LXTeXqJ2UaJe7AkHDvbbnMWnqNXGns4UpTj3Tb2ENNe79savYUBklQtxKnbscgjBbxLaKKetEPk3ck4cvCWB7qSVKwJ0khHvi7T88FzunAburDWHVEKqsq+xRbV92Ey0vf1/dgSNghfV8bpDLG8T6vM8Vibgeecc/8ageed1BpBz6TKMLNPEIRbu6Mxx57jDfffJNnnnmGP/zhD2Muc/36dTZu3EhNTQ0/+tGP+P73vz/Lo5x7zNeuYeuWrOCaoCC0UygtU953c4fdbufPf/4z1dVS8YNKpeKeS5fxcrweEa+8jNvatXM5xCWFKIocO3aM48ePy9PUajUPPvggKSkpTst2vvFXml94AQC39euJeGns76XFimi3I6hU9Oe/Tsd73wS7BV3kerCaMNWfQxQ0FGtzuECOvI5Op2PHjh1kZAy7OywtpTT9bMXoHah16KPvkoUcbeAKxfFwExaTFITc3thH+3VJzGlr6MPUP/rkUc0g/pp8ArXnCdKew0XVNsYWHah06KI34bp8Jy4JO+bcCVWxeQvW5mYAIv/0R1yzspzmDw4OcvbsWc6dO4fZbHaa5+7uzsaNG8nMzEQzQdmGfbCLwYqDGEs/YbBsP/b+1nGXFbQu6GO3DbtxvEcLuwqzg32wC2PFZwyW7cdYfgBbb9OEy+vCVjvKqhxBvKrby2AZMFspv9FHaVMPpc2SQ6e8qRtvcwuJmlaCVb1jrtdhd6HMFki1zRcLGvzd9SwP8SAp2EMWc+IC3dFr5jYbRhRFrG3lGMsPSG6c6mNOgeijUGnQR6zDkHAPLf/2FtZaIyAQ+ZfXcZ1iNuXtsmiFm2vtZNzzP+d6KE7kHfx3osMV4WamUISbeYQi3NwZBQUFrFmzBovFwi9/+Uu++c1vygeSoijyySef8Nxzz9HQ0MBXvvIVfve73y3Jg3zztevYursA0AQGog2c/OqS8r6bW/r6+vjNb34jZza4GU1s/+QT9GYz4b/7He53je8wU5gZ8vPz2bdvH/YR2TVbt27lrrvukr9Xut5+m6bn/wkA17VriXzl5TkZ61wiiiKIdoyVh+k7+9+Yruei0rqiDUrGI+fbWILW8NFHH1FWWuqUvxUfH899992Hp6cnxtpTdH7wt1iaCibcl9o7wtmNY/CccPmliiiKDHSbJWfO9SF3Tj+dzf3YbXJ6Fp6qalnE8VFfRZggTMGqC8UevAVD/D34pO/AbQoXBKaTik2bh12Ir/0Z11Wrxlyuv7+fM2fOkJubO6qs2tPTk02bNpGenj5p8Lhot2O+fkFy45R9gqXh8oTLa4NTcUnahSFpN/rwtXfclUfh9hBFEUtTIYPl+zGWfYqp7oxTd7GbUbn4YIi/B0PiDlwS7kXtEXzH+2/uMVLa1EtR9TUaKq6g6apDK47twqmx+VJuC6BNdAOGvx/VKoHYADdZyFnuuA32NMzZca1oMWKqPcVgxQGM5QexNBdNvLxJja3FFZ9Hv4vn1mfu+LmdCEW4mT0U4WZmUYSbeYQi3Nw5b7zxBk899RQmk4m4uDgyMzPp7++npKSE2tpadDod//Iv/8I//uM/LknRBsB8vQFbl9RWVhMQgDYoaJI1lPfdfKC2tpZXX32Voa/s0IYGNpw8Rfiv/xuPLVvmeHRLk9raWt544w2nEoz09HT27NmDRqOh6933aPp//18AXFevJvLPf5qroc4bRFHE1lWPxifSaVphYSH79+93ei4NBgO7du0iNTUVQRCw9jRiLPtUusJbcXBUiKwTKg36qA1S+UPiTrRBKUv2O3+q2Kx2um4M0Ha9j47GPtqu99Pe0Ed/lwmd0E2A5gJB2nMEaC6iU/WNux27qKJbTKHffQNi8GbcolfjE+KBT7ArHr4GBNX0vw4Vd23E2io5YCJffw3XzMwJl+/r6+PUqVNcuHABm825jMbHx4dNmzaRmpo6qYAzhPTe3M9g6ScYKz5DNI///KhcfaV8laRdGBJ2oHb1HXdZhZnFbuzGWHlYcuOUfYqtp2HC5aW22DswJOxAH7FuWgQ4i8VCUUkJZ85foK1p7P23210ptwVQbfPDwvjvSQ+9hphAd+IC3IkLHP4L93GZ9fwca08jxvKDGCsOYqz4DPtA+4TLa0NWSiHH8feij8qZUsjxVFGEm9lDEW5mFkW4mUcows30UFZWxs9//nMOHTpEQ0ODfCKQmZnJu+++S2Rk5CRbWNyYGxqwdTqEG39/tMGTX+VQ3nfzg1OnTnHo0CH5/sq8fLZ962/w3L59Dke1tGlra+P111+no6NDnhYVFcWjjz6K5bPPaPzu9wBwycwk6vXX5mqY8w5RFEcJKT09Pezbt4/Kykqn6UlJSezZswd39+FMFdFmxXTtnHSyXH5gUseD2iMEfdw2DLFbMcRtU0pXbgFjv0XOzJEcOt3Ym8/jx3kCNRfw0lRNuL7J7k2rdTUtltV0koVr8DJ8gt3wCXaVb70DXVFrb/93pfyuu7C1SqVdka+/jmvm1EovhnLxLl265OSeA/Dz82Pz5s0kJyff0m+eaDVJXXkcbhxrW8X4CwsqqXxkKAA6OFURGOcIURSx3CiR81tMdadGBfGORDB4YYjfjkuClI2j8Vp2x2NobW3l0qVLFBQUyKHaI7Ghosbux1WLP+03uXAmQqdWEeXvKgk5Ae7EOgSd2AB3DNqZL7kS7TbMDZcwlktuHGPNaYQJPlKCzg19zBa57bjGL+6OPheLWbjJ3D6/hJvLnynCzUyiCDfzCEW4mRlKS0vJzMzEZrNx7tw5Mma4lna+Y2lsxOo4ydT4+aENCZl0HeV9Nz+w2+385S9/oaJCOhEQ7HYeTUlh+aOPzvHIljYDAwO88cYb1NcPdzLx8/Pj/pAQBhylUi4rVxL11zfmaogLBlEUycvL49NPP3XKInF1dWX37t3y7+TN2HqbGSw/IDlyKg5iH+yccD8a/wRH55S7McRsQeU6dmcwhbER7SI97UY6m/vpqqvFUnMITetxPExn0Qk9E67bZU1wCDlZdNqWI6JBEMDT3wWfkCFBxyHqhLihd5nc1VC+4S5sbQ7h5jYyM7q6ujhx4gR5eXncfFjs5+dHTk4OaWlpE2bgjIeltVwWccbqyjMStVeY1G48fjv62K2KG2cOsZt6MVYewVg+FMRbP+Hy2uA02eGnj1yPoL79bkkWi4WrV69y8eJFp9+Vkbh4+WH1jabK6sPVFiNN3cYxl5sIQYBl3i6yoDPSpePtqpt8A7fJ1dRE1P79qAP70ae5Y++d2Omk9o2WO1W5JO25ZaeTItzMHopwM7Mows08QhFuZo5f/epXfOtb3yIpKYnLly/j4uIy10OaMyxNTVjbJcuqxtcPbagi3CwkBgYG+NUPf0i/owuKu1bLN77zHdzc3OZ4ZEsbq9XKvn37KCwslKcZNBrWf3qAgLY2DCkpRL/91hyOcGHR1dXFBx98QE2Nc7vq5ORkdu/ejaur67jrijarlD9Sth9j+aeYr1+ceGeCgG7ZKgyxW9HHbUMftQGVdun+RtwJdpuV3opcego/xlLzGerOywjYx13eIrrSZsmkxbqaVksWg+Lo0l1XL50s5HgHSe4crwAXPPwNqB3lH+U5G7A5ftei3vgLLunptzX+9vZ2jh8/TlFR0SgBx8PDg7Vr17Jq1SoMhtvrGGU39UpBuaUfSwHHvc3jLzz0voy7WxJyItdPa/mIwtQRRVFqi+0oqTLWnACbedzlBb2H9LrFbcUQu+2OwruHXDj5+fmjOqMBaLVaUlNTSUxeSa/ag+rWfipb+6hskf6udQ5wO2d6/u46YofcOSNEnRCvO8vREW02SpOHg/xjDx9C0PUx6BDdJwo5Vrn4sOyfWm45MFoRbmYPRbiZWRThZh6hCDczy89//nO6u7vZvXs3WTd1nFhKWJqbsTquTKp9fdGFhk66jvK+m19c+MpX+WRZKKLjdYiNjeWJJ55QXpc5RhRFjh8/7tS+XWWzsSY3lwQ3N2LefXfuBrcAsdvtXLx4kc8++8wpSNbNzY377ruPpKSkKW3H1teKsfoopsrDGKuOYG2fuLQHjR59xHrZkaNbtkoJk71N7AOdGKsOM1j2KYPlB7H3XJ9w+V5bBK2W1bRYs2i3pmFnfKFCUAl4+BnwDnBBPPEJhs5ruAy2Ev/j/5eADemyqHM7tLa2cuzYsTGPx/R6PVlZWWRnZ+Ph4XHb+xDtdiyNebIbx3z9AhOdYQtaV/TRGzHES0KOkts0d9jN/ZiqjjJYtp/B8k+xddRMuLzacxn62K2O75RtaLzCbnmfFouFK1eucOnSpXFdOEFBQaSmppKamoqXlxcARouN6tZ+qobEnNY+qlr6qG7rx2wdX1QdDzedWhZzYgPdifJzI9LPlSh/N9z1k39P2o1GytKHHXHxJ0+gGRFmPlHIsWvao/h/4dadq4tauLl7ngk3hxThZiZRhJt5hCLcKMwGlhs35BBHtY8PumWT12Ur77v5Rd3TT5PX3kH+iByHrVu3snHjxjkclcIQhYWFfPDBB06hpyubmtj7m98oJ1q3QXt7Ox988MGok5WVK1eyY8eOW3ZQWjtqMVYdxugQcux9LRMuL+g9McRsxhC3TTrpClyuvI63gSiKWFquyOVsxurjE7oWbKKOdmsaLdYsWi1Z9NnDmWqmh6AS8PDV4xXoineAC16BrngFuuAV4IKnvwtqzdR+w9rb2zlz5gz5+fmjQozVajXp6emsX78ePz+/KW1vImx9LQ7XwWcYKw9h77sx4fIq9yCHG0cScjSek1+EUZh+pLbYFbLDz1h9DKymCdeRSzVjt6GP3XLLJXEtLS1yFs5YLhyQstbS0tJYvnz5mN+RNrvItY4BKlv6nESdypY+eo3jd9qaCH93PVEOEWf4VhJ2PAySS9jW10f56uGLpwnnzqL29h53myNDjl1WPIDbysdueVyKcDN7KMLNzLJohZtLly7x2WefkZubS25uLg0NUv3k7T7czs5OXnjhBd5//32am5sJDg7mwQcf5IUXXsB7gi+cW0ERbhRmA0tLC9YW6URF7e2NLmzyKz/K+25+Uf/s1+g7eZLTG3JocLx+giDw5JNPEh0dPcejUwCor6/n9T/+EaN1+AA4LS2N+++//7ZyMpY6drudc+fOcfjwYacTaA8PDx544AHi4uJua7tSIGkxxopDGKuOYKo+PmFHIFCCjqcLu7kfU/VxKZuo/ADWtvIJl7dqQ+jSZHPDmMH17mTMdu/b2q8ggIefAa8hQSfARSq/CnTB089lzJDk3t5ezp8/z4ULFzCZRp+Ur1ixgg0bNhA6BQfrVBBFEUtzkSzimGpOjFs+MoQ2cIUs4uijN6HSu0+4vMLMYDcPYKo5Ln+nWJoKJl5BENCGZsjfJ/qou1Dpxi8FHclUXDhqtZqEhATS0tKIj4+f9PdHFEVae01O7pwhQedGz8SC1ET4u+uI9HMj0kOD+5t/JLS/jdC+NjZ+/A7e/l63vd2poAg3s4ci3Mwsi1a42bt3Lx988MGo6bfzcNva2li3bh2VlZXExMSwevVqSkpKKCkpISEhgbNnz+Lre+cBcopwozAbWFpasbZIV/LUXl7owic/6VDed/OLa9/4Jn1Hj2LWajn82KP0OMQBNzc3vv71r9+RfV9h+rj26ae8efAgvZ6e8rSIiAgef/zxCTNaFMantbWV999/X74YM0RmZib33nsvev2dZYCINgvma7mSG6fyMKZr5yYMkwUl6Hi6sHbUyCKOsfLwpAKayj8Fm18OfS7ZVL9dQ68qkEGXAEyu/reV6QGSqOPuaxgl5nj4G/D0d0EUrFy6dImzZ8/S1zd6fNHR0WzYsIGYmJhpdWWJVhOmujOykGNuuDRhWRVqrdStKm4bhvjt6JatVsr95ohbLtUceu0cQo4ufM2Ugo7b2tooKiqisLCQzs6xw9kNBgMrVqwgLS2NiIiIWz6W6zFaJCHHIebUtPZT1z5AbXs/ptsouxrCz00nl1tF+bnJjp1IPze8XG4/5HmIxSrc1F5rJ3PbPBNuDv87UYpwM2MsWuHmX//1X+nv7ycrK4usrCyioqIwmUy3Jdx88Ytf5LXXXuNzn/scf/3rX2W1+tvf/ja//OUv+fKXv8wrr7xyx2NWhBuF2cDa2orlhkO48fREFxEx6TrK+25+cf3bf0fvwYPSnb/7Nm+3tckuhMjISJ588knU6plv8akwMX2nTlP5zW9yJmc9LUHDoau+vr488cQT01JesRSx2WycOXOGo0ePOrVw9vLyYu/evdPqOrOb+zHVnMRYeQhj5REsTfkTryAI6EIzpSvnsVukoGOdEhx+q4hWs0OoOMBg2YFJn3fRLmDv1GNrdcPvb36KuPx+ejrtdLcM0t0yQFerdNvbbrxtUQdA76rBw8+Ah68Bo72HhtY6eo3t2DRGbGojCNL7MSQkhJycHFasWDEjv5e2/nZMVUcYrPwMY8UhbJ21Ey4vGLwkISD+bgxx29H4xSrlfnOEtbNOLtM0Vh6etCRO0LlL2UaO0iptcCrCBO8pURS5fv06RUVFFBcXMzAwMOZynp6epKamkpaWRlDQ6FDwW8FuF7nRa6S2TRJxatv7qW0bFnWMltsXdXwdok60nxsrQj356l0xt7wNRbiZPRThZmZZtMLNzRgMhtsSbpqamggLC0Oj0VBfX+/05WYymQgPD6ejo4PGxkYCAwPvaIyKcKMwG1jb2rA0S50s1B4e6CIjJ11Hed/NLxr+xz/Q88knAAR85zvUrMrk448/luffddddbNu2ba6Gp+Cg/+xZ6p9+BptKxeVNG6ke8fvh4uLCY489RlRU1NwNcIFz48YN3nvvPZqbnTvzrFmzhrvvvhudbvrb2TpdPa88jLWjeuIV1Fr0YWvQx27GELMFXeQ6pWPVbSC1ez+IyXGya+uZuH2woHVBH3XX8MluaDqCSo3Naqe33UhXy4As6nS3DtLVOiiJOvY7OyS2q8zY1JKIY1cb0XuoWJEeT/qaZHwC3aecrXMriKKItb0Ko0PEMVYdQTR2T7iO2icKQ/zduMQ52o67KSLyXCDnPlUckt7b1ccRTT0TrqNyC8AQu8XhyLkbjd/4QobNZqOqqorCwkJKS0uxWsfOrgkKCiItLY2UlBQ51Hi6EEWRGz0mWcypqm7iyidHaHTzp9HNH5Nm6t/TK8O9+eBvcm55DIpwM3sows3Mogg3k/Dyyy/zzDPPsG3bNg4dOjRq/le+8hVeeuklXn75ZZ566qk7GqMi3CjMBtb2dixNTQCo3N3RT+HEUXnfzS8av/tduj/YB4D/t76F/998k3feeYfi4mJ5mS984QskJCTM1RAVgP7cXOqf/DIA6tAQml94gSNHjsjzVSoVDzzwACtXrpyrIS54bDYbJ06c4OTJk07uG19fX/bu3UvEFByFd4K1o8b56nl/68QraPRSGUTMZsmRE56NcAsnLgpDrZnLHAHTRzBWHUU0dk24jsrFB33MluGuPv4JoxwnTqJO66Ak7LQO0ts+SE+7EdsduAYAEMDNS4envxSQ7OknlV95OG7dvPWoVHfughFtVswNl4bzcerOgH2CsNk7yFhRmF6k1+6io1TzCKb6M5MGHat9oiQhx5G7pfYIHnM5k8lEaWkphYWFVFdXj3s+NFmo8Z1iqqykes990h29Ht+T56htc7h02geoa++npk26HTA7B4I/kB7KLx7PGGOrE7OohZut/zDXQ3Hi8pH/UISbGUQpeJ2EggIpVCwzM3PM+ZmZmbz00ksUFhbO5rAUFG4fxR698BkRLihaLQiCwH333UdzczNtjlbv7733Hs8999y0hacr3DrCiHI1wWpj48aN+Pr68t5772Gz2bDb7bz33nt0dHSwefNmpXThNlCr1WzZsoXExETee+89Wh0d8zo6OnjppZdYv349W7ZsQau985yEsdD4RuO+5qu4r/mq1N75RrFDyDkqBcrefPXcasJUfQxT9TE49ILkDInMQR+7BUPsFiWLZAoIgoA2MAltYBIe6/4G0W6jYlsKKvd21AEDqEPsYHPutGMf7GSw5F0GS94FQO0VhiF2q6NF8zY0XstQa1R4B7niHTRatBBFkYEeM73tRnraJCGn13Hb0zZIX4cJ+2RuHRH6u8z0d5lpqhztiFGpBdx9DXj6GXD3NeDho8dD/t+Au68ejXbyElhBrUEfkY0+Ihuvbc9jN/U5wnIlR46l5crNDw5Lw2UsDZfpPfHvzvk4cdvQhWVNKWNF4c6RXru16CPW4rX1f2G3DGKuPS2LlFK2kbOAaOuspf/iy/RffBkATeBySciJ2YI+ZrPsptLr9axcuZKVK1fS29tLSUkJhYWFNDY2Om2vtraW2tpaPv7441sKNZ4qomU4M0yl1RLkaSDI00B2jLPraygkubZ9QBZ2VoR63rw5BYUlhXJ0MAlDKe1h43TeGZpeV1c3a2NSULgjRp4c3qEtXGFuEDQjDqId1me9Xs8jjzzC7373O6xWK4ODg7z11ls8/fTTShejuWKEM010uEGGrOh/+ctf5OyB48eP097ezv333z8j5T1LgdDQUJ577jmOHTvG6dOn5avJZ86coby8nPvuu4/IKZSF3gmCSoUuJA1dSBqed/29dPW8Mc9RAnEMU+0pRHO/0zqiZdCRn3OIbhx5FlE5kpgTtQFd+BrF/TAJgkqNvdsVWxNYKvyIevctBH3b8Mnu9VywO1+5t3Vfp//yH+m//EcANAGJGKI3oo/ZhD56Ixov52M+QRBw89Lj5qUnOGZ0KYndLtLfZZJEnTYjve2DtDX20FjXymC3FcGmQ5iklbndJtLTOkhP6/jdo1w8dXg4xB0Pv6FbybXj4WdAqxst7Kj07rgk7cYlaTcA1u4G6T1XcWjstuM2C6aaE5hqTtD92T87Mlbukp8f3bJVipAzS6i0Lo5OYXcDYB/swlh9THb5WVuujlrH2nKVvpar9J39b8lNFZzmeP02oY++C7V7IB4eHqxdu5a1a9eOG2pss9m4evUqV69eveNQ45GII8q1hAmOTQRBINDTQKCngTXRd94ARkFhMaAczU/CUNeA8TqAuLlJoYO9vb1T3uaQZe9mqqqqiI2NvcURKijcIk5X9RXhZiEy8mBHtAwfBAUFBbFnzx7ef/99ABoaGnj//ff53Oc+p5S3zQEjHTeMaGEdHh7Os88+y2uvvSY7pIqLi2lpaeHRRx/F399/toe6KNBoNNx9990kJiby/vvv097eDkjdVl5++WVSUlLYvn37tGc4jIeg1qAPz0IfnoXn5u9KHauuX8BYdRRj9THMtacRrc7OENHcJ3VVKj8gTVBp0C1bNULMyUHtfmd5eouSEWUfgkaHIXYzhtjNcM//xm7swVRzQj7ZtTQXjVrd2lpGX2sZfbm/A0DtGy2f6OqjN6LxnbhLlEol4OErhRYvu6lCtb+/n3NnznPxXAHWAQG1zYDaZkDluNXhhmiZWpj8YI+ZwR4zLbVj56C4eGjx8HOZUNjReC3DfdWXcV/1ZSljZcglVnkEU81xRJPz8axo7sNYth9j2X7p+dW6oo9cj35I6Apfg6C5s25uClND5eKNa/JeXJP3AmDtaXTkPjmyn7qvOa8giliaCrA0FdB35r8A0AQkYXC8r/XRG/H3D2fLli1s3ryZ69evU1hYSElJiVOosdFo5PLly1y+fBlPT09SUlJITU0lODj4lp2iIx03aJXT0DtFUA7jlxTKJ0ZBYYnh9CO7NCKuFh1Owo3N+Upyeno69fX1XL58GZAEAW9vb+6+++5ZHaMCoBpxMmZ3trf7+Pjwla98hbfeeovqaingtqWlhd/97nfcd999pKSkzOZIFxXh4eE899xzHDlyhHPnzsnTi4uLKS0tZcOGDaxfv37W3U2CWiud8Eaux2vr/5JaPNefk8qqqo9hqj8HNrPzSnYr5mvnMV87T+/JnwFS+3F9lOTI0UdtQOMXp5TZjfh83dxxR2XwxGX5HlyW7wHA1nsDY/VRWcixddSM2pyto4b+jhr6L70CgNojxHGiuwF99Ea0gckTdvYZiZubG9u2b2XDxhwuX77M2bNn6elxDtRGVBHgFUpSTBr+XsEMdJnp7TDR12Gkt8NIf5dpSj/Xg70WBnsttyjshOIe81W8V30LrQ5JXHQ8N6a6M6Pek6JlQHaJAQgaA7qItVLno5hN6CLWKgHcs4TGMxRNxhdxy/iilP3UUY2p6qhDHD6Kvbd51DrW1lL6WkuHRUqfKMlNFX0XwdEbCdu1ix07dowbatzT08OZM2c4c+YMAQEBJCcnk5ycTEBAwJTGLJqH308qveEOnwEFhaWFItxMgru7O8C47fT6+yXbs4eHx5S3OV5g03hOHAWFGUMRbhYmmmFBQLRaRs3etWsXnZ2d1NRIJySnTp3C29ub1atXz9oQFUAYETQq2kcHm7q4uPDEE09w+PBhzpw5A0gBkm+//TZVVVXs3LlTKZ26TXQ6HTt27CA5OZlPPvmEJkcgu9Vq5dixY+Tl5bF9+3aSk5PnTPQQNHoMMZswxGwCwG4ewFx/DlPtKUx1pzHVnUU0941az9pWjrWtXM60ULkHSm6cyPXoo3LQhWYsOQeE0+dLNbF7Re0RhNvKx3Fb+TgA1vZqjDXHpbbvNcfHFnJ6mxgo/CsDhX+VduHiIwtn+uiN6JZlTlo+pNfrWbduHVlZWZSUlHD27NnhjmiCndae67TmX8fNzY3MzEyyt66W3WE2m53+LoeQ026UMnbk2ylm7DC5sKMzqHH3NeDucx/uvg/jsdaOp1iEof8i6raz2JovjhZyrEY5t6nnMMOd1GI2oo/ehD5yPSq9+6RjU7gzBEFA6xeL1i9WytwSRaytpRirpfe2qebEmN3YbJ219HfWymWDKo9gDNEbCYm+i6gNG9mzezdl5eUUFRVRVVXlFGrc2trKsWPHOHbsGIGBgbKIM5FrVDQNhy0L+qX1PaWgcKcows0kDHWkuH79+pjzh6bPdO28gsK0oThuFjxOGTc3OW5AKhl57LHHeOmll2hpaQHg448/xtPTU+k0NZuox3fcDC+i5p577iEsLIz3338fs+NqZF5eHvX19Tz88MOEhITMxmgXJUNlafn5+Rw+fFi+2NLd3c3bb79Nbm4uO3funBfPsUrn6uh6tBWQOsxYmouGhZyak9h6m0atZ+9rYbDkPQZL3pMmaPTow7LQRa5DHyE5fNTuU7savmAZ8T0oqG+tLFTjF4O7Xwzuq58GwNp1DVPtSUzVxzHWnMTaWjpqHftgJ4NXP2Tw6ofSPrWu6CLXYRgScsKzx80m0mg0rFy5krS0NGprazl79izl5eXy/P7+fk6ePMmpU6dITEwkKyuLmJgYPP1c8PRzgfjR2xzK2Ol1CDm3K+yYjTY6GvvpaByZxRQA7AR2osJEkEclQa7F+AgFuJoKUYnO5X7YLA7h8TQc/TGo1OiWrZZyVmI2oY/agMowO+WKSxkpxHs52sDleKz9OqIoYuuowejILzLVnsTaXjVqPXtvMwOFbzJQ+CYgiZShUXcRHX0X9jWbKWvXUFRyddR5UUtLCy0tLRw9epSgoCBWrFgxpohjdxJulAsTd4TI/Es8mG/jWWQows0kDLVpHSo7uJmh6WlpabM2JgWFO2KEcKN8vy5MRmanjMy4GYnBYOCJJ57g97//Pb29vYiiKIcVh4aGztZQlzYjP2uTiKQrVqwgODiYd955h4YG6apoe3s7v//979m+fTvZ2dlKOcxtolKpyMzMZMWKFZw4cYJz587JrcPr6+v57W9/S2ZmJtu2bZNz6+YDglqDblkGumUZeOT8rXTi1Vk7LOTUnsZyYwwHr9UkLVN7iqG0Eo1/vEPEWYcuKgdtwPIpl/rMd0RRdBZG1VPLixkPjXc4mvQv4Jb+BQBsfS3S81lzEmPtSSyN+aM6+4iWAUyVhzFVHnaMQesQKzZIZSiROahcvJ3WEQSB6OhooqOjaW1t5dy5cxQUFMhlKaIoUlpaSmlpKX5+fmRlZZGeno7BMLq8ZGTGDvHeo+ZPKux0mbBbJz8isKOnqTeZpt5k4DEELHiry/DTFOKnKcRXU4JGuClc2W4bLvc78e8gqNCGpKOPWi85liJz0Hgtm3TfCneGIAgjRMqnACmo2lR70hFGfXLM7xNJpNzH4NV9AITq3ImOXI89azXXrCHkN9ppuNHutM6NGze4ceOGLOIMOXH8/PwQTSNKpXSK40ZB4VYQxMmOJhcJBoMBk8k06cHzzTQ1NREWFoZGo+HatWsEBg6HAppMJsLDw+no6KCxsdFp3u0wVCo1XikVgN1up6ysDIDExEQlcHQMvvOd7/CLX/zCaZpGoyEsLIwHHniAH/zgB7MWTjkVEhISMJvN1NbWytNm8jHY+vowO/Yl6HQYpuDAUN5384vW//5v2v7zlwB43ncfy376b+Mu29TUxMsvvyw7Odzd3fnqV7+qtAmfBUyVlVTvuQ8AwWAgKT9v0nVsNhtHjx7l1KlTTtPj4+PZu3fvvBIWFiptbW0cPHjQyeUAUinL5s2bycrKWjCd2GwDHZjrzjjEnLOYr18YFXg8FoLBC33EOjlzRxe+ZsGWs4g2G6XJw5lQcUcOo51Bcdpu7MFUd8ZxwnsS07Xc0dlENzOyu0/UXVJ3H4/gUYsNDAyQl5fHxYsXnTr8DKHVaklLSyMrK4vg4NHr3y6iXWSg10xfp4m+TiN9HSZ6HbfSfSP9PeZJr/YI2PBSV+CnKXAIOUVohbGjBkZi1S3D5puFKjgbQ/QG3KJX4u7tgmaMLlkKM4etv80hUkpCjrkxb5RIOQq1FlVgGl2GGCr7vCjr8WBQGDs+Ijg4mBhRxPsPL+HR14drdjaRr74y/Q/kJqZyfrXQSE5Opra+nVVb/mGuh+LEpaP/QVSE36J6rucTinDj4L/+67/4r//6Lx588EF+/OMfO8374he/yGuvvcZDDz3EG2+8IR/Q/d3f/R3/+Z//yZe//GVeeeWVOx6jItxMD1u2bOHYsWPs3LlTFtNaWlo4cuQIJpOJzMxMzp8/Py8OzEtLS1m+fDnf+ta3+OUvfylPn8nHYOvrx1wr1fALWi2GxMRJ11Hed/OLthd/R+vPpKBSj507CPv5zydcvrKyktdee03+/gsICOCZZ57BxUUJkJxJTNXVVO+SWvAKWi1JRYVTXre6upp3331X7mwIkuj24IMPKt0Hp4mKigoOHDggd/Yaws/Pjx07dhAfP0ZNyjxHtJqlFuR1ZzDVn8Vce3rM8qpRqNRoQ1Y6iTlq74gF4fISzWZK01bK9+OOH0MbFDR7+7cYMV3LHRZy6s6MmU10Mxr/ePQOEccQvRG1T5T8fNvtdiorK7lw4QIVFRVjrh8REUFWVhbLly+fleMZOWenU8raGbrtHSH2GPtvzlyz4amulhw5asmVo1NN3oXVIrrRaV1Bt5CG0S0Tu086rr7euHnpcPfW4zbiz8VDh0o1/9+nCxFZpHQIOabruWAbnat3MxaXYFqEMOrNAdxQhdEpBCEKzseNPh0dxGg05Dz/PL6+M9vuezELN6s3zy/h5uIxRbiZSRatcPPxxx/zv//3/5bv5+bmIooi2dnZ8rR/+qd/Yvdu6aD6hRde4Ac/+MGYIkxbWxtr166V23WvXr2akpISiouLiY+P59y5c9PypaMIN9ODr68vnZ2dXLt2jbCwMHl6Xl4e2dnZWCwW3nvvPfbu3Tt3g3Twb//2b3z3u9/lwIED3HPPPfL0mXwMtv5+zI7QWkGjwZCUNOk6yvtuftH+h5do+elPAfDYvp2wX/7npOtcunSJDz/8UL4fFRXFF7/4xXkhYC5WTDU1VO/cJd3RaFhePLoN8UT09/fz/vvvjzpxy8nJYevWrajvsCREQXI4XbhwgaNHj2Iakb0Aksvp3nvvXdDt2aXyqjpM9WccLpEzWJoLJ7+KDqg9l0lunMh16CNz0IWmTxrAOxfYjUbK0jPk+/EnT6CZYoebmUC0WTE35TsCYU9iqj2JfaB90vXUnsukzlVROegj1qENTkVQa+jo6ODixYvk5eUxODg4aj03NzdWrVrFqlWr5txNbDHbhkWdTum210nkGcTFUoWvpgRfTTG+6hJc1aM7H92MXVTTbYunw5pMhy2FDmsKZtEHkELgXT11kpDjEHZcvfXDAo+XHjcfPTqDekEIkfMZu2UQc/15TDUnMNaexFx/DtHcP+l6VkFPixDKDSGMFlU4raowzMJwyV9ISIhcTuXj4zPt41aEm9lDEW5mlkV7xN7a2sr58+dHTR85rbW1dUrb8vf3Jzc3lxdeeIH333+f9957j6CgIL797W/zgx/8QCk5mEfU19fT2dmJt7e3k+ABkJGRwZYtWzh48CB5eXnzQrj58MMP8fDwYPPmzfK0mX4Mzu3Ab3PgCnOKoB2/Hfh4rFq1iu7ubk6cOAFAbW0t+/bt48EHH1QOZmcIYQrhxBPh5ubGF77wBXJzczl48CA2x2t9+vRpampqePjhh2f8SuViR61Ws3btWlJTUzl69CiXLl2SnWkVFRVUVVWRnZ3Npk2bxswWme8IgoDGNwqNb5Sc2WI39WK+loup9jSm+rNS9yrT6C5Dtp4GBoreYqDoLWlbWhd0YVnoh4SciHWo3fxm9fGMyc3fgXMsaApqDfqw1ejDVsNdfy9192m5inHIkVNzAlv36IYXtp4GBgr+wkDBX6Tt6Nyk5ztiLRsi1rFxzZcorW0hNzeXxsZGeb3+/n5OnDjByZMnSUxMZM2aNURHR8/J97pWp8Yn2A2f4LFLOkVRxDSwgf4uk+Te6TLR1lKHrek86o4LGAYu42arQBCcvy9Vgg0fTSk+mlJieQeAPtsyOm3JkpjTk0JLVwQw/mPWaFW4eulw9dTh6qWXbj11uA3975jn4qlDfYsB10sFldYFQ+xmDLGb8WJEgLqjC56p7gy2rrpR62lEE6FiDaHUgE069OwUAmlRSUJOS0M7hxobOXToEKGhoSQnJ7NixYoZEXEUFBYyi1a4eeqpp3jqqaemvPwLL7zACy+8MO58X19f/vM//5P//M/Jr2wrzB35+fkApKSkjDl/PuVDtLW1cfbsWR588EGnlr8z/hicDuYU5WZBop64Hfh4bNmyha6uLgoLpZKdwsJCvL292bp167QPUQEY6Uy7DeEGpBPv7OxsIiMjefvtt+WynsbGRn7zm9+wZ88eJRx/GnBzc2PPnj2sXr2a/fv3U1cnnXzY7XbOnj1LQUEB27ZtIyMjY8E7DlV6Dwxx2zDEbQNAtNuwtFzBVHcGs+Pky9peOWo90TLoKJk4IU/T+MWhC1/jEBiy0YWkI2hnV+ASb/pszbfQZUEQ0AatQBu0Ao/s54ZdULUnpQ4/taewtpaNWk8098tttocI9IvlcxHrGAxPoqRdz8XqXqyOh38rYcZzhSAIGNy0GNy0+C0bylQKBdbJy9hNvRhrz9JffhJj7WnsNy4gWEe7OtzVDbirGwjXHQTAbPdwuHGS6bQm02VLxM7wsZXVYqenzUhP2+QZUAZ3rUPU0eHqOULYGXHfzUuHzkWzpC98OAWor/8WIAUem+vODJdrNlwGu3MTBQHwFVvwtbWQZJOavAziKok49WEUXj/HkYOhBIdFyt2plIvkYyHCFLrFzS7zbTyLi0Ur3CgsTQoKCoDxRY+hMMro6OhZG9N4fPLJJ9hsNu6//36n6TP+GJR24Asep3bg1qk5bkA6aL7//vvp6emRw7BPnDiBt7c3mZmZ0zxKhZsP6EVRvO2D/ODgYL72ta/x6aefyt0MzWYz7777LpWVlezevRu9XunQcacEBwfz1FNPceXKFQ4ePEh3dzcghcZ++OGHXLhwgZ07dxIZGTnHI50+BJUaXXAquuBUyH4OAFvvDYcbRzoBM1+/OGYAr7W9Emt7JQP5r0sTVBp0ISvRhWehC1uDPnwNmoCkmRVT5pnjZjKcXFCZXwIcz3ftKYw1JzDXn5NCYe2jOwZa26vkFs4rgBVaN4yeCdQZfak3+9OqCsMouNHe3s6nn37K4cOHSUtLY82aNQTNYu7PnaDSe+CaeA+uiVL5uOzqqD3lKPc7ha2nYdR6OlUvwaqzBGvPAmBHSy9JtJlW0G5JptO2ArPoPaUxGPssGPssN7VFH41ao3Jy6ww5edy8dLh4OBw8HjpcPLRo9UujVEvjtQxN2iO4pj0CgN08gPn6RUz1kjA8WHoYxNGB1S4MEGkvI9IuiZg2VLRXh9BSG857n4ajCs0ifuV6Vq9e7XSxU0FhKaEINwqLiiG3Smpq6qh5Bw8epKSkBIPBwI4dO2Z5ZKPZt28farWaXbt2OU2fzcewSCOuFj2CZqTjZux24OOh0Wh47LHHeOmll+Ry0Q8//BBPT0/i4uKmdZxLnptPVm02uINMIZ1Ox/33309sbCz79u2TM1kKCwu5fv06Dz30EMuWKW117xRBEEhOTiYhIYEzZ85w6tQpLBbJ2dbc3MzLL79McnIy27dvX7RXgdUeQbgm78U1eS8AotWEueHyiJKI09j7WkavaLdibriEueES8BsABL2H5MhxiDm68DXT2v55vjtupoLaIwjX1IdwTX0IcGSJNFySHFD15zDVn8XeO0YWjKUfQ3seicBQm4EewYcWIUwqQ7GHcfmiiUuXLs16mPF04eTqyPlbybHUVe8Qck5jqj2N5UbxqAtRKix4UYSXvojYIU3bPRKrVzpGlzT6VMl0W2Pp7xPo7zYz0GPGPHhrv6c2q53eDiO9HZO7eDRaFS4OIcfVQysJOp46XB3CjiTwSGKPwU2DapGUa6l0rhhiNmKI2QhA07/8b7r3vYLadxCX7DBUPv1YW66OWk+NnUCxgUBbAym2c1D3Ft3XAhBWX5vth6CgMG9YON/cCreM0WLDZL09e/5sodeoMGin7+rYzW4VURS5du0a+/fv53vf+x4Azz//vNxG02Kx8B//8R/88Y9/pKqqCldXV2JjY3nqqaf41re+JW93cHCQf//3f+eNN96guroad3d3duzYwY9//ONROTRPPvkk+fn5cjnKWJjNZg4ePMj69evx83POCLjVxzDZ/p555hnOnTvHlStXpAkjrviE5eTw9b/5G374wx+OO1aF+YegufWMm5G4uLjwxBNP8Pvf/56+vj5EUeTNN9/k6aefJiQkZDqHurRR3fTddpvlUjeTnJzMsmXLeOedd7h2TTqI7ejo4A9/+APbtm1j3bp1C76cZz6g1WrZtGkT6enpHDp0iKKi4XDpkpISysrKyMnJIScnZ9FfARY0eke2jVTSIpf7XM/FXH8e8/ULmBsuIVpGh+eKpl5MVUcwVR2Rp6k9Q9GFZ6MLz0IftgZd2GpUBs/bG9wCc9xMBZXWBUPUBgxRG4ARz/e1c1Lb9wlcOZ5iJ55iJ3F26f1qQUubKpSWqjByaz7jqHsCKVmb5kWY8e0gCAIan0g0PpG4ZTwBgH2wSxK4HK4c87XzY74X6atD01eHOx/gDgSrtZJDLHMN+vBs1MGrMWkjGey1MNBtpr/bxECPefhv6H63GfstlqhYLXZ62430tk8u8iCAwU3rEHJGiDo3CTxDgs+CcvNYzIh9Oqx9OnQ7Pk/g//h7bAMdmOvPDTv8ruUiWka7ctRu/mgX+XftLaNcf11SKMLNIubXx6r4xeGx20jOF/5uWzx/vz1hWrbV29tLdXU1AJs2bRo138XFhR/96Ed8//vfB6QDofvvv5/Lly/z3e9+l5UrV9LW1iYH/w5x48YNtm7dSm9vL//jf/wPUlNTqa2t5YUXXmD9+vXk5eU5iS/FxcXjljkNcfToUXp7e7nvvvvu6DFMZX9FRUXO8x0/7o0tLXR0d8tp+woLCPUI4eYWMm5G4u3tzRe+8AVefvllLBYLZrOZ119/na9+9asL8mB+PiKoxiiVmqZte3t789RTT3HixAlOnDiBKIrY7XY+++wzqqur2bt3Lx4eHtO0t6WNl5cXDz30EFlZWXz66adyMKzVauX48ePk5eWxfft2UlJSFs7J0x3iVO6T9ijgKGm5UYL5ei4mh5hjuVEyZgcrW08jgyXvMVjy3tAG0QQkoR8h5miDUxE0k5+kLQbHzWQ4Pd8rHwem7srRYiHEXkcIdWADOqHns//i0uFwVCGriFizl6jMHag0869j2FRRuXjjkrgDl0TJiSzaLJgb86QA7trTmOrPjO1YslkwX7+I+fpF+s7+t2NbPujC1+AbvoaQ8Gx0WWtQuzl3lhPtIsYBSdwZEnT6ZXHHIfD0WhjsNUst0m/15FocLtfqbJp8cY1WJZdkGdylPxd3nePW8b/H8P96V82o36fZwj6ie59gkKxQaldfXJJ24ZIkOdBFmwVLUyGmujMY604zWHMKehtxi71rTsasoDBfUIQbhUVDYWEhoiji7+8vt3lXq9V4e3uTlpbGnj17nASWd999l08//ZTz58+zZs0aefpjjz0mlxBZrVb27NkDSO2UA0a0GL3rrrtYsWIFP/3pT/nJT34CSEGWV69e5eGHH55wrENtmW/Ot7nVxzDZ/kRR5MqVK84CkePE4kqlFD6Zogg3C46RpVK3knFzM6GhoTzyyCP85S9/QRRFent7ee2113jmmWfmVaDlguXmE8hpctwMoVar2bJlC9HR0bz77rv09EidgaqqqvjNb37D3r17iY+Pn9Z9LmUiIiL46le/SkFBAYcOHaK/X8q/6Onp4Z133uHChQvs2LGD0NDQOR7p3CCoNehCV6ILXYn7mmcBsJv6MDdclsSca7mYr+Vi66ofvbKj85K15Sr9l16Rpmn06EIzhoOPw9ag8YsdLY4tQsfNVLhjV46tE64XwvWXqX1Pi9U7Ec+4jXjEbUAftga179x0ppoOBLUWfbiUsTTU2cvWfU1qZX3tPOZrueM6xOyDnRjLD2AsPyBP0/jFogvPRh++RnKKhabj4q7HxV2H3yRVf3abncE+C4MOIWewVxJ4xro/0GvGZrn13wmrZeolWyAdBurdJCHH4C65dpxEHvfR87S66flciabhrCzVOLlsglqLLmwVurBVeOT8LQDWrmsgLD5RVkHhVlCEG4VFw1A2zNatW3nllVcmXf7EiRO4uLg4iTZDDB2s/OpXv+Ly5ctcuHDBSbQBSEhIICcnh4MHD8rCTWVlJUajcVLHzYcffkh8fDyJiYlO02/1MUy2v+rqagYGBpzmDx2GXa2sRKvRkJSUNOl+FOYXTqVSt5hxczMJCQns3r2bjz76CICWlhb++te/8sQTTyyoHIR5yQwLN0NERUXx9a9/nX379lFaWgpILYJfe+011q1bx7Zt25TXcppQqVRkZGSwfPlyTp48yblz5+Q27fX19bz44otkZmaydetW3N3dJ9na4keld3fKtwCw9TZjunYB8/VczNcuYLqWi2jsGr2y1SSJD/Xn6DvzS2l7Lj7owlajW7ZKug3Lwn6zdr0IHTdTYSquHGPdGcS+G6PW1YgWNJ3FmC8U035Bcp4Irn6SUBGWJd+q3QNGrbsQEAQBjXcEGu8IOTRXtFmwNBfLQo7p2vkxs1ZgOBRaDuFW69CFpqMLX+NwiWWPLSoCKrUKNy89bl6Th8eLoojFZHMIOhaHoOMQd5yEnjtw8yDFAQ05eqaKRqeSnTxDoo7BXSt3CTO4azG4Srd6Nw0Gt7EDmcWRjhvd1AP1Nd7hU152KSEopVJLCuVIbhHzjc2xPLNh7rsnTYReM30HWEPZMOnp6VNa3t3dncHBQf7X//pf/O3f/q2cGTOSX/ziF2zdunXcjjvh4eEcOTJct19cXAyM3xFqaJz19fX8wz/8wx0/hsn2N5TJEB4eTldXFyCd6Bt7eigsKyM+KgqtckK38BjZDtx2Z8INwOrVq+nq6uLUqVMA1NTU8OGHH7J3794Fe8V1PjDqgHWGhBsAV1dXHnvsMS5evMiBAwewOgS9s2fPUlNTw8MPP4y/v/8kW1GYKgaDge3bt5OZmcnBgwcpKxtu53z58mVKSkrIyclh7dq1iz7/5lZRewTjuuI+XFdITlDRbsfaXjnClXNBcoqM0cXKPtiJseIzjBWfydNULn7o1xqxdxmwd7lg72tB7bEwOijNNOO5cox1Z2gpOsBAzWncB2tRMfq7SRxox1i2H2PZfnma2jdaziTSha9BtywTlc5t1h7PdCKotXLoMWu/DoDd2O0QE4fFnDFDuG1mybVzLZc+/gsAlaufQ8hxuHLC16B29b21MQkCOoMGnUGD1xQ0MrvNjrHfKrt2jH0WBvvMDDpEmcFeC8Z+SQQaEmpuNZtnCKvZTl+Hib4O0+QLO1BpBFnMGRJ4rLYMiPFCa+mnv92DrvxWDG4a9G7Dy6in8dxAQWExoZyxLWIMWvW0Bv/Od4bcKhkZGVNa/rnnnuPtt9/mRz/6ET/+8Y/Jysri6aef5tlnn0WtVlNSUkJNTQ3PP//8uNtobW11ypEoLi7G1dV1wlbd+/btAxiVb3M7j2Gy/Q0JO2O5igAe3rFDaQm+ALndduATsXXrVrq6uuT3TEFBAd7e3mzZsmVatr8kublkYwaFG5AO+rOysoiIiOCdd96hpUU64Whubua3v/0tu3btIj09XRHjphE/Pz8+//nPU1lZyYEDB+RObSaTiSNHjnD+/Hk2btzIqlWrFNfTOAgqFdqABLQBCbhlfBFwdLFqKnRy5VhbS8dc3z7YjiYYCJZK1xp+GILaKwxdWJaj3CIL3bJVt3wSvRgZcuW4+0bhnvEFADrbmik79R6tVw7h1ldJgNiAl9gx5vq2jhoGOmoYKPyrY4MqtEEpUi5R+Bp0YWvQBiUjqBfme11l8MIQfzeG+LuBkeVn5zFfOy9lNzVeButo8cI+htCl8YtzlFhlSUJXSDqCdvrKkFVqRztyz8lLtoYej3nQOizs9Fkw9g0LO4P9Foy9kvAztMytdtoaid0qysHOMuo4iJA6WFaVAqVFo9bTGtQjBB/JvaN30+IX6kbKprBRyysoLBUW5jergsJN2Gw2+YRzqm6ViIgIiouL2b9/P++//z779u3jG9/4BsePH+cvf/kLJSUlABOWEpWVlTm5cYqLi1mxYsWEJ0Yffvghvr6+bNiw4Y4fw2T7G5r/q1/9Sp4m2u0Ya2q4/+tfJzk+XhFuFiB30g58PFQqFXv37qW3t5e6ujoAjh8/jqenJ6tWrZqWfSw5bqrHn0nHzUiCgoJ49tlnOXjwIBcuXACkDnoffPABlZWV7Nq1Cze3hXmVfL4SFxdHdHQ0Fy9e5OjRoxiNUtZEf38/+/fv5+zZs2zcuJGVK1eiXiIZLHeCoNGjD5daiCM1spLcENcvYW64iMkRKGvrrB1zfVv3dQa7rw+HHyO5RXQhGVKJy7IMtCHpqD1Dl7yQ6eMfzNq930B84OvU1dWRn59PRfEFvEz1BIgN+NsbCbA34Er/6JVFO5bmQizNhfRf+AMAgtYFbUg6umWZjr9VaANXLEgxx7n87DEARKsZc3OhQ8jJxXztPNa28jHXt7ZXYm2vZCD/NWmCWisJXWGrpHK/ZavQBaciaKZeMnSnj0fvqkXvqoXAqa1js9ox9g8LPYO95hGijwVjvwVTv3Q7tJzZeGcXlCxGGxajbVRmz7JEb0W4GYnI/DuGn2fDWWwsvG9RBYUxKC8vZ3BwkKCgoDFLnsZDq9Vy//33c//99zM4OMjOnTt54403+N3vfkdfXx8Avr5jX6U7e/YsdXV1/H//3/8nTysuLiY7O3vc/TU1NXHx4kW+8IUvjDp4v53HMNn+ioqKyMrKYvPmzfI0URQpMRqxWq2siIub1k43CrPDdGbcjESj0fDYY4/x0ksv0dbWBkhCoyAI45YLKozPqK4dsyTcgPTdtnv3bmJiYvjggw9kIWHISbhz584l1QVpNlCr1WRnZ5Oamsrp06c5f/68XLLW1dXFvn37OHHiBHfddRcrV65UHDi3iMrghSFuK4a4rfI0W18rfef30fqf30PlbULlY0RlGPs70dZRw2BHDYMl7w5v0y1ACkAOTUcbmo4uNAONX/yi7Ew1GYIgEBUVRVRUFKadO7ly5Qp5eXkU1NeDKOJGjyziSIJOE1pGl7OJlkHM9Wcx158d3rbGgDYkTRJyQh1iTlDylLqGzTcEjQ592Gr0YavxWPc3ANgHOjFdz3WEH0tijn2gffTKNguWxjwsjXn083tp2pCYsyxzOL9pFsWcyVBrpp7RM4TNZsfUb3USc0wDFox9Vppf/QvGXhMWrRuqFRlYdW4OAciKzTrxb6TBbeF2PlO4PVpbW/nXf/1XPvzwQ+rr63FxcSEqKopt27bx05/+dK6HN+soRw0Ki4JbzYYZCxcXFzZs2MDx48cxmUyEhIQAcP369TFdN//xH/9BcHAwn//85wEwm81UVFTwla98Zdx9fPTRR3Ib8jt9DJPtz2KxUFFRwTPPPDNqXkmF1CY+Wek4szAZKfrd3FHlDnF1deWJJ57gD3/4gyxeDpX3KeLNLXKzKDIHV8aWL19OaGgo7777ruykGhgY4J133qG4uJjdu3fj6ek56+NazLi6urJ9+3ays7M5ceIEly9fxu4Q7bq6uvjwww9lASc9PV0RcO4AtXsAuuC1WMqk/CaVpyexh95ztHi+IDl0rl8Y+yQasPe3Yqw4iLHioDxN0LmhDVmJLmQlutAMtKHpaIOSUWldZuUxzQf0ej0ZGRlkZGTQ3t5Ofn4+BQUF1PV4UadeDoAg2vES2wiwNxKu7yBU04Kut3rMLlai1ShnwsgMCRahGbI7RxuchkrnOlsPc9pQufrgknAvLgn3Ao4Sq44aScwZym1quIRoHaPr00gxx+FachJzhpw5IWnzRsyZDPWIEq6bqfy3Q1iuXwcg4n++hNs66eKjKIpYzfZhsWdI8JHvW/FbpgS+LyUuXbrEvffeS3t7O8nJyTzwwAP09PRw5coVfv7znyvCjYLCQuXxxx/n8ccfn/LyLS0tBAY6+0StVisHDx4kNTUVPz8/cnJycHd3509/+hN3332307K//vWveffdd3nnnXdwcZEO5kpLS7FarRMGE+/btw+tVsuOHTvu+DFMtr/S0lIsFsuo+YIgUFJRiZuLC9FhYfPPZqkwKcLIcOIZcHH4+Pjw5S9/mVdffdVJvBFFUSmbuhXmgXAD4OXlxZe//GVyc3M5fPgwFovUSaSsrIza2lruueceMjIyUC1Bl8FM4unpyZ49e8jJyeHkyZPk5+fLAk53dzcfffQRJ0+eVAScO2WE61DQaNB4hqJZcT+uK6QLJFJOSS3mxjzMjfmYG/OxNOZh62kYc3OiuR9z3RnMdWeGJ6rUaAOSZEFHG5qOLmQlavcp1pssYPz8/Ni2bRtbtmyhurqagoICrl69itVqpUsIpEsVSIUNsIFGZyU1VEOSrwVfexPWpjwsN0rGFHOcBIuLL0nTBJX0PC/LdDihJDeUysV7Nh/yHSMIAhq/GDR+MXKHL9FmwXKjROrydf0i5obLmJsLx8zLGVPMUWnQBqcuWDFnCPvAgPy/ymVYDBUEAa1ejVavxsN3+nKAFjuLtatUa2srO3bsYHBwkA8++GDUBe/c3Nxx1lzcKEcJCkuShx56CD8/Px555BHCw8NpaGjg17/+NcXFxXz2mdStwtPTk//zf/4P3/nOd9BqtTz00EOYTCbefPNN3nzzTX7+85/z4IMPytscyqepqanh/fffd9rfxo0b8fX15a677mLPnj3TcoV7sv0NdZRKTU0dte6VygqSYsduXamwAFCNcNxMY6nUSAICAnjqqad45ZVXZPHmww8/RBRFVq9ePSP7XHTMo8+XSqVi7dq1JCYmsm/fPmpqagApRPfDDz/k0qVL7Nq1i7AwJT9guvHx8eH+++/nrrvumlDA2bBhAxkZGYqAc4uINwk3NyPllESj8Y3GNeVz8nRbXyvmxjwsTfkOQSdPyioZS2C127DcKMFyo2S4JTSg9ghxiDhpUq5LaDoavzgE1eLLMVKpVMTFxREXF4fRaKSkpETukjmEFQ15jZDXqEWvjycl5UFW3p9EoLoTS1OeJFo0XMbSXDxm1zBEO5aWK1harjCQ92d5ssYvFu2QkOMQdRaaaCaotVK+Umg6ZElOaScxx/HcmJsKxhZz7NaxxRy5zGoVutBMtMGp89q1ZB8clP8XXObvOBXmln/+53+mra2NX/3qV2NWKYzXdGWxoxwdKCxJnnrqKf7617/y//w//w9tbW34+PiwZcsWLl68yIoVK+Tl/u7v/g4/Pz/+4z/+gz//+c+4u7uTk5PDiRMnWL9+vdM2h4SUb3zjG6P2V1dXh6+vL//4j/84bY9hsv0VFxfj6+tLaGjoqPklFRVkpaVJdxTHzYLDKZx4mkulRuLv789TTz3Fq6++Sm9vLyCV+wGKeHMbiPPgs+bj48OTTz5JXl4eBw4cwGSSThAaGxv5/e9/T0ZGBtu2bcPdXbGkTzcjBZxTp06Rl5fnJOB8/PHHsgNHEXCmjmiZWLgZD7V7AC4J9+CScI88zW7qw9JcKAs5lsZ8zDeKxz6RBmy9TdjKmpw6CQlaV8kZEbrS4dBJl06m9YvnM2UwGFi1ahWrVq2ivb2dgoICCgoK6O7ulpcxmUxcunSJS5cu4evrS3p6OmlbHyPE2xvRasbSckVyQTVclp9r0TIw5v6s7VVY26sYLHpbnqb2CnOUsg2XWqk9ly2oC1LjizlXMDdcnJqY05SPpSnfybWkCUhEF5IuvQdDM9CFpKN2n0J/8RlGtNsRRwg3KjdFuFEYzeDgIH/+859xc3Pj6aefnuvhzCsEcT4cSSoAkJycDCB3MxoLu91OWVkZAImJiYq1XeG2MF65IpfY6GNjneyqY6G87+YXxrJyah54AADB1ZWky5dmdH/t7e288sorsngDsHv3brKysmZ0vwsdu9lMWdpK+X7c8eNog+bPVeKenh4OHjwoi8BD6PV6tmzZQlZWltIBaQbp6uri5MmTTgLOEJ6enmzYsIHMzExFwJmEvlOnufbVrwKgjYwg7sCBad2+aLNiaSvD0lQglVk5bu39rVPfiCBIraFD0tGGOsqtFllXK7vdLnelunLlilySeTPR0dGsXLmSpKQkDIbhkhjRbsPaVoG58bIkVjTkYW7MQzR2TXkMKjd/R/ixQ9AJzUTjG7Pgw6aHxZxhZ46lqWDszJxxUHuGOkSclVIYd0j6rD839oEByjKHy63jT59C4+c34/udyvnVQiM5OZnaujbWrP8fcz0UJ3LP/IyoSP87eq5PnjzJxo0b2bBhAydPnmT//v189tlnGI1GEhISePTRR8e8KL0UUISbeYQi3CjMFsarV2Wnhj4mFpWrItwsJExVVVTv3gOAoNORVFgw4/scS7zZtWvXkrWrTgXRbKbUSbg5hjYoaA5HNDa1tbV88skntLS0OE0PDAxk165dREVFzc3AlghdXV2cOnXKKcR4CA8PD9mBo9UqHVXGovfYMa5/XXKe6uJiiXW4AmcSURSx9zZjbsrH3FSApbEAc1P++KVW46By8x8RhJyONmQl2oAkBPXCfq1NJhNXr14lPz+f2traMZdRq9XExsaSnJxMYmKik4gzhJxP5HDlSA6dS9j7WsbY4tgIek/JmROS5ihpW7kowqZFmwVLy1VHXs4lR9lf4biupbEQ9B4OEXHlcHe1oOQZy82xtrdTkbNBvp94+RIq15l33SjCzewxHcLNb3/7W77+9a/zuc99DpvNxgcffOA038XFhT/84Q9yc5ilhCLczCMU4UZhtjCWlsq5APqYmEl/OJX33fzCXFtL1Y6d0h2NhuXFRbOy3/b2dl599VV6enrkaXfffTcbNmyYYK2li2ixUJqaJt+PO3YUbXDwHI5ofGw2GxcvXuTIkSNy+dQQycnJ3HPPPXh5ec3R6JYGQwJOXl4etptKID08PGQHjiLgONPz2Wc0/O23AdAnJRHz/ntzNha7uR9LczHmpiFnTgGW5kJEc//UN6LWSQG9wSlog1PQBaWgDU5F7R2xIN05nZ2dFBYWkp+fT2dn55jLTEXEGUIURWy9TViGyqwa8jA3XsbWVT/uOqMQVGj8EyQhJzjVIV6kofYKX5DP8RCya6kpXyrzc5T83ZI7TKVBG7jcIXZJgqIuJB2Vq88dj898/TpVd2+X7yddKZkVx48i3MweuWd+hs3aTWxs7Jjzp/Ia/OQnP+H73/8+Go0GtVrNz372Mx555BEGBgb4r//6L/793/8drVZLbm7uHXUTXogo/lsFhSWOot0uQNQzH048Fn5+fnJg8ZB4c+jQIYxGI9u2bVvQB7wzwjzpKjUV1Go12dnZJCcnc/jwYfLy8uR5JSUllJeXs3HjRtatW6eU7swQ3t7e7NmzR87AuXz5sizg9Pb2sn//fk6dOkVOTg6rVq1SBJwhJgknnk1UOjf0EdnoI7LlaaLdjrWjSjqRbsrH3FSIpTF/3K5W2MxYmguxNBc6TRb0HlIQbXAKWoeYow1ORe0286Umd4KPjw+bNm1i48aNXLt2jfz8fK5evcrgiKwTm81GeXk55eXlk4o4giBIncM8Q3FJ2j28jf52ScxpHC6zsraVjz0o0Y61tRRraykUvjm8bYP3CDFnhDtH5za9T8oMIajUaAOT0AYmwVA3q5HusMa8Ee6wirE3YrdiaS7C0ux8QUjtHSm7wobcObcqJo7sKCW4uCz4Erb5gDCPjytulyHnqdVq5Yc//CHf/OY35Xk//elPqaur46233uKnP/0pr7322lwNc05Qjr4UFJYiygn2gka4KXdEtNtn7QDI19eXp59+mj/96U90dHQAcOrUKYxGI7t27VLcWCNZgJ8zd3d3HnjgAVatWsUnn3xCY2MjABaLRRZ0duzYQUJCwhyPdPHi5eXF7t272bBhw5gCzqeffsqpU6fYsGGDIuAweVepuUZQqdD6x6P1j8c17RF5uq2/Tc7LMTcVYGkqwNJyBexjB86Lpl7M9Wcx1591mq7yCEYXnIo2KFkWc7SBK+ZdZyFBEIiIiCAiIoLdu3dTW1tLSUnJHYk4I1G7+aGOvxtD/N3yNLuxx1HKlicJZs2FWJqLx82GEY1dmGpOYKo5MXLgaPziJMEiONVxm4baJ3JBXKwQBAG1ZwguniG4JO6Up9tNvViaCh2CTv7kQdxddQx21TF4ZbhsRTB4S89JsCQkDv2vMoztzhTHaQWusLiIjY29I3fTyOYIY4UTP/3007z11lscP378tvexUJl/v3AKCgozz8iDjUWo1i96bg6MtVpBp5u13fv4+MjizVAuysWLFzGZTOzdu1cJtB2PBfRZCwsL46tf/Sr5+fkcOnSIAccBd0dHB6+//joJCQns2LEDX1/fOR7p4mVIwBly4Fy6dEkWcPr6+mQBJycnh9WrVy9ZAcepq9QCeg7Ubv6o47ZhiNsmTxMtRiytZVhuFEklV83FWJqLsHVfG3c79t5mjL3NGCs+G54oCGh8Yx3OnBT5hFrjF4+gnvtD/yFBJjY2dkZEnCFUBk8M0XdhiL5LnibabVjbKx1iWSGW5iLMTQXjl1qJIta2CqxtFU5drQS9p+zOkfJzVqINSlkw3cNUeg/0UTnoo3LkaaLNIr3/GvOGBcXGPOyDY5e4icYuTLUnMdWedJqu9o5wCDnDzjCtf6JTK3BFuFEYj8jISABcXV0JCBjdDW0od+/mXL6lwNx/eysoKMwtC+hkUkFiTMfNLI/Bw8ODp556itdee42GBsnyX1RUhNls5uGHH16yJ5FOLKBSqbFQqVRkZmayfPlyjh07Rm5urlxaWV5eTlVVFTk5OWzYsAHdLAqHSw1PT0927drFhg0bOH36NBcvXnQScA4cOCALOJmZmVM6oV1MiNbh7kWCdmEf1gpaA7rQlehCVzpNtxu7JSHnRrGjjEW6He+EGlHE2l6Jtb2SwSvvD09X69AGLh8+qR7Kz/EKmzP3yGyJOEMIKjXagES0AYmQ9qg83T7Yhbm5SHJBNRc6RJ3iccN+RVMPptpTmGpPOU3X+MWiDV7pEMxS0AYlo/GLWxCB04Jai84xbrfMLwGOTKHua8OuHEfJn62zdtzt2LrqsXXVYyz9eHiiWovKZRn6Ve3Ye/So3T2xdtYt2OymeYN98kUWGhkZGYDUFtxkMqHXO4dlD7m9RzpzlgoL+xdOQUHh9lB+JBc2Nws31rGt9TONq6srTz75JG+88QY1NTUAlJWV8dprr/H5z39+1I/tkuOmz9kC021kXFxc2LlzJxkZGezfv5+6ujpAOpE6ceIEBQUF3HPPPaxYsUI5AJ9BPD092blzJzk5OZw+fZpLly5hdZQJ9ff3c/DgQY4dO0ZGRgbZ2dlLxg0ljmw7PQ9LpaYDlcFrtDtiKKTXIeJYbpTIt+O2ibaZpZKspgJGyhGC3kMSdAJXSLdBK9AGrkDtHTmrOSSzLeKMROXiPbY7p6NaEnNGunMmEC2s7VVY26sYLHl3xAPTSoHTQcnSczwk6PjGIKjmt0NVEAQ03hFovCNgxf3ydPtApyR03ZDycIbcYaKpd+wN2SzY+2rRhAP0Am00/ms0gsHLEcA97M7RBaeicvGehUenMB+JiIhg5cqVFBQUcPz4ce655x6n+UMlUkMCz1JC6So1j1C6SinMFqbKSuxG6cBOFxGB2tNzwuWV9938wtbTQ/ma4fDLhNzzk76GM4nFYuHtt9+W3yMAy5Yt44knnsB1Flp9zmeuJi2X/4899Bm6sLA5HM2dI4oixcXFHDx40Kk1PEB0dDQ7d+4kMDBwjka3tOjt7ZUdONYxQsoTExNZt24dkZELI4vjdul49VVu/PgnALhv3Ur4f/9qjkc0t8hig8OZM+TSsbZVgHhrl+cFrQuagCRJbAgaEnZWSILDLJZc2Wy2cUWckUyXiDMZsgOqSeoaNiTq3FL3MEDQGKTnNzjFIZYlowtOmXXBbLoQRRFbV71DyBl2hllaS8F+a40U1F5hDiHHUeoXlIo2MOm2WpUv5q5S2dl/P9dDceL8+Z/fcTtwgNdff50nnniC1NRUDhw4QEhICAD5+fls27aNjo4O3nzzTR555JFJtrS4UISbeYQi3CjMFk7CTXg46kna/Crvu/mFra+f8tWr5fvxZ8+g8bnzVp13gs1m44MPPqCwcLgTSmBgIF/60pfw8PCYw5HNLU7CzWcH0YWHz+Fopg+TycTJkyc5c+aM3AECpPKq7OxsNm3atORKduaK3t5ezp07x6VLlzAaRzstgoODWbt2LSkpKYuyI1j7H/5Ay0//HQCPe+8l7Bf/d24HNE8RLUYsLVex3Ch2OCVKHPk51299Y2odWv8Eh9ggCTqawOVo/eNv68T6VphvIs4Qot2OtbPG4c4pwHLjCpYbxVjbK8cNnB4PQesqCzna4GTJqROUvGDblYtWM5a2Mjrf+m96j76FytOEJlAAVd8tbUftHcGy79Xe8v4Xq3BTV9tGdvZ35nooTpw//3+JjLpz4Qbgqaee4tVXX8Xb25v169czODjImTNnMJlMPPvss7z44ovTMOKFxeL7BVdQUJicBfjDrzCMoLnJWm2bm1KpkajVavbu3Yter+fChQuAFBz30ksv8eSTT+Izx8LSnCEIwzVSi+g6iV6v5+677yY9PZ1PP/2UyspKQBJ5z549S2FhIdu3byctLU0RemcYDw8Ptm/fzqZNmygoKODcuXO0t7fL85ubm3n//fc5dOgQWVlZrF69Gje3hdHeeCo4hRMvQmFquhC0BnTLMtAty2Dkq28f7MLSWioJDS1XHOLOFWxddeNvzGbGcqMYy41i5+kqtdSBaWTJVcByNAGJ09bl6nbLqaKjo0lKSiIhIQHPGXCoCioVWr9YtH6xuKZ8Tp4uWk2OwOliSSwbEnQ6qsf9TRAtA5ivX8R8/aLzPvSechnbULmVNigZtUfIvBZ0BI0OXXAqau1KLFeOAaDftYuQH/7TiNymoUDuIkRj95jb0QYuH3O6wuLk5ZdfJicnh9/+9rccO3YMQRDIzMzkueee48tf/vJcD29OUH7hFBSWJMM/8IrpbuFxs4VanAfCDUhui127dmEwGDh5Uuoy0dnZKYs3Y3UHUFjY+Pv788QTT1BWVsann35KV1cXIGWuvP/++1y8eJFdu3YRGho6twNdAuh0OrKysli1ahWVlZWcO3eO6upqeX5fXx9Hjx7lxIkTpKWlsXbtWoKCguZwxNPDfG8HPt9RuXijj1iLPmKt03S7qQ9ra5lDzLmC5cZVLK1XsbZXjV9yZbdhbS3D2lrGYMl7w9MFAY1PNJqhkquA5Q6nznJUhtsXUW5FxKmsrJQF5tDQUJKSkkhMTCQwMHBGRQ9Bo0cXkoYuJM1put08gLW1FMuNEkm8uHEFy42SCfNzRFMP5vpzmOvPOe/D4C0FIQcuH87RCUpG5RE8rwQd+8DwayK4uki5QlEbMERtkKdLYcjXZTHHLJdbXUUbnDIXw1aYIwRB4Nlnn+XZZ5+d66HMG5RfOAWFpcjI33FFuFl43HxyMka+xVwhCALbtm1Dr9dz6NAhQCrleOmll/jSl7609E7gF6njZiSCIJCUlERsbCxnzpzh5MmTcubK9evXefHFF1m1ahXbtm1b8plHs4FKpSIhIYGEhARu3LjBuXPnKCwslDtR2Ww28vLyyMvLIyYmhrVr1xIXF7dgnVFO4cQLvKvUfEKld0cXtgpd2Cqn6aLFiKWtfNid03IV640rWNrKx88xEUWsHdVYO6oxln7kNEvtuQxt4HI0gUnDTp3A5ajcAm5JdJiqiAPQ2NhIY2MjR44cwdvbWxZxIiIiUKtnJyxYpXNFtywT3bJMZweUqc8hlJVIGTGO/ycqaZPaco/ucKVy8ZHK2IKWS2VXQSvm1KHj3A587N8CKQw5HI13OC5Ju+Tpos2CaBm7LG5JszgPKxTGQfmFU1BYioz8wV6kJ5OLmVGOG/v86we5YcMGDAYDH30kHaQPDg7yyiuv8OijjxIXFzfHo5tFltBnTavVsmnTJlauXMmBAwe4evWqPO/SpUuUlJSwadMmsrKyFmXWynwkKCiIBx54gG3btnHp0iVyc3Pp7x8OUK2urqa6uho/Pz+ysrJIT09fcNlETu3AlffVjCNoDWM6SESbBWt7pVxqJYk6V6RgWqtp3O3Zehqw9TRA5SGn6SoXHzQBiWj9E9EEJKANSJTu+8VNmqNzs4hTV1dHWVkZZWVlsitwiK6uLs6dO8e5c+cwGAwkJCSQmJhIXFzcnHRGVOnd0YevQR++xmm6fbBrWNC5UYLZcWvvbR53W/bBTkx1pzHVnXaaLug90QYmSWVsgYlSx6uAJDR+sTPattw+ONzLTOXickvrCmrtgmiprqAwkyi/cAoKS5F5ZJ1VuE00GtlpI84jx81IVq9ejV6v57333sNut2M2m3nttdfYtm0bOTk588rCPWMIS68s0dvbm8cee4yqqir2799PW1sbAEajkQMHDnD+/Hk2b95MamrqrF3dXuq4u7uzadMmcnJyKC4u5ty5czQ3D5/wtbe38+mnn3LkyBFWrlzJmjVrFk5po1OplHJiN1cIaq3slmFkxovdhrWzFsuNK1hHuHQsLVcRzeOH09oHO8csC0JQofaJROufiDYgYYS4k4jaM3TU74parSYmJoaYmBh27NjBjRs3ZBGnsbHRaVmj0UhhYSGFhYVOuTiJiYlzHrKvcvFGH7kefeR6p+m2gQ6HmFM8LJjdKMHed2PcbYmmHszXcjFfy71pJxo0frEOISdRCpx2/D8d7bnFEaVSKtdbE24UFBQU4UZhEfKd73yHX/ziF07TNBoNYWFhPPDAA/zgBz/Aa5IuSkuKJXIyudgQVKphh+w8fg1TU1PR6XS89dZbWK1WRFHk0KFDNDU18cADD6DT6eZ6iDPLiNdmSQhVI4iNjeUb3/gG58+f59ixY5jNZkC6wv3+++9z4sQJNm7cqAg4s4hGoyE9PZ2VK1dSV1fH2bNn5Y6BAGazmQsXLnDhwgWio6PJzs4mISFhXpdR2U3Dbg6VYfYdEgoTI6jUcmgvK+6Tp8tZJi3D7hxrSymWlivYBzrG36Box9ZRg62jBmP5p8770rlL7hz/RDT+8WgDEiUBwj8Bld4dQRAIDg4mODiYTZs20dPTI4s4NTU1cjkhOOfifPTRRyxbtozExESSkpIICLi1Mq6ZRO3qizr6LgzRdzlNt/W3Y2m9KgciWx2Cjq23afyN2a3DGUU3zVJ5BA8LOgFJDsdOktTpaorfD7a+3uHtuS/dbpPTyjw+/lOYfhThRmHRUVBQAMDOnTsJDAwEpO42R44c4Re/+AUnT57k/PnzS9qqP18OOBTugJEHSvMknHg8EhMT+cpXvsJf//pX2aZeUlJCW1sbjz/++OLuODXyoGoJfu7UajXr168nLS2NEydOcPHiRbl9eEdHhyzgbNq0iZSUFEXAmSUEQSAqKoqoqCg6Ojq4ePEily9fdmonXlNTQ01NDV5eXmRlZZGZmTkvM4pEk1n+X9Apws1CwSnLJOFeebooitj7W7E4BARLWxnW1grptr1q/BwdQDT3YWm4jKXh8qh5as9QNP4JaPzj0PonoPGLxyUggdUZaWRlZWEymaisrKS0tJSKigqnzwJAQ0MDDQ0NHDlyBB8fH9mJEx4ePi+/t9RufqjdnIN/AewDnVjayiSxrLUUa0uZdNtRNWHbcntvM6beZkzVx5ymCxoDGv94h/MpAY1/giyY3ezSsfcMCzdqD/c7fowKCkuNpXvmqrBoGRJuXnzxRcLCwuTpeXl5ZGdnc/nyZT766CP27t07RyOcDyyd3I3FykjHjWif/69hSEgIzz77LG+//TY1NTUA3LhxgxdffJFHHnmEmJiYOR7hLLAEhZsh3N3d2bVrF2vXruXEiRMUFBTIpWMdHR289957Tg6c+ezwWGz4+vpyzz33sHnzZoqKisjNzeXGjeEyi+7ubg4dOsSxY8dISUkhOzubkJCQORyxM+IIx40wB5kkCtOLIAio3QNRuwfCTS4S0WbB2lEjiTptZY7bCiytZROWBgHYehqx9TSOEh7k0iu/eEL844kIjmfH8lRumF0pa+yntKyC7m7n9tSdnZ2cPXuWs2fP4uLiQkJCghzQPt9dpCpXnzG7iIlWM9aOKiwtpVJ7+JZSqetVaymiqXecrYFoNcodoEa5dNwCHI4nyf1kFyoR3E2I/TpUc1x6pqCwEFGEG4VFRX19PZ2dnXh7ezuJNgAZGRls2bKFgwcPkpeXt7SFG6euUnM2CoU7YeSJ7QRXyeYTbm5ufPGLX+TQoUOcPXsWkEKL//SnP3HPPfewdu3axecGU4RRJ3x9fdm7dy933XUXJ06coLCwUBZw2tvbZQFnyIGjCDizh06nY9WqVWRmZlJfX09ubi5XrlyRXx+r1Up+fj75+fmEh4ezZs0ali9fPufuVbt5pHAzv0+aFe4MQa1FG5CANiABuM9pnn2wC0tbueTSGSHoWNvKEa3GsTcITqVXVByUJ2uAZLWWlb4x2ELC6RR9uN6r4VqPhh6VL/14giAwODhIQUEBBQUFaDQaYmJiSExMJDExEXf3heMqETS64YyiEYiiiK23SSpjcwg5Upv4qxN2ugKw97di6m+Vu11pIqU/UYTu008xWJcm5RT5D4dPz1XHq4WKoBxiLCkU4UZhUZGfnw9ASkrKmPPd3NzGnL7kGBmYqig3C5MR1uz52FVqPNRqNffeey8hISHs27dPzr05cOAAjY2N3H///Wi1iyhgdImXSo2Hn58fDz74IBs3bhxTwHn33Xc5fvy4IuDMAYIgEBkZSWRkJD09PVy8eJFLly45daO6du0a165dw8XFhdTUVNLT0wkJmZsTrpGlUirFcbNkUbl4j9mNSbTbsXVfk4Sc9gqsreVY2iuxtpVj7aiZsPQKmwVraxm0luENeANDR5c2QUc33nQLfvQIvvQIfvTYfakv66a8rIwPHXk6cXFxxMbGEh4ePuci5+0gCAIaz1A0nqEY4rY6zbOb+qTndUgwayvH2laOpbVsQpeOIIC9/zrGsusYyz5xnifnFI0ou/JPQBOQgEqvuHQUljYL7xtEQWEChsqkxhNuysvLAYiOjp61Mc17FEfAgsTpBGkBCTdDpKWl4e/vzxtvvEFPTw8ARUVFtLW18dhjj+Ht7T23A5wJFOFmFEMCzpADp6ioaJSAM+TASU5OVgScWcbT05OtW7eyceNGrly5Qm5uLtevD19lHxwcJDc3l9zcXAIDA0lPTyc1NXVWO/A4lUopGTcKNyGoVGh8ItH4RGKIv9tpnmizYO2sHRYf2ioc/1dg666f8PhILZrxpQVfsWXUPDN6Scyp96H3mi9njvkwoA3AJyqd8MRVxMUn4Ovru+CdJSq9O7plGeiWZThNF0URe2+zkwPK0lrOwKWDCK4WhAm+xifKKdKFZRH8rfPT/TAWNsox/JJCEW4UFhVDjpvU1NRR8w4ePEhJSQkGg4EdO3bM8sjmGQv8YEGBm0qlFp5wAxAaGsrXvvY13nrrLerq6gBoamqSc28WusA6uv238rkbD39/fz73uc/JDpyRAk5bWxvvvPOO7MBRBJzZR6PRkJaWRlpaGg0NDeTm5lJSUoJ1RCvulpYWDh48yGeffUZ8fDzp6ekkJCTMuMtAybhRuF0EtRatfzxa/3hc2OU0T7QYsXRUYW0tx9pegaW1HGt7JZa2cuy9zRNuV4cJf7EJf3FEBycrcBWsVzVcF3yo1AWi8YvDMzyFwLgsXENWoPGJRFAvfMepIAioPUNQe4ZAzCYAbN3dtP/rWhBEBDcLYb/+P9gHrjvEnXLpeZ0kp0hlUDrCKixtFOFmEWOxWJwOquYjGo1mWssibnbciKLItWvX2L9/P9/73vcAeP755wkODp62fS54FLV+YaIePnEVbQtTuAEptPbJJ5/k4MGDnD8vXUkbGBjgj3/8Izt27GDNmjUL96rkTZ+thfowZpMhAWekA2eIIQFnyIGzYsUKRcCZA5YtW8aDDz7Izp07uXLlCvn5+dTX18vzRVGkvLyc8vLyWSmlsptHdJVSMm4UpglBa0AXlIwuKHnUPLupV3bmWNvKsbQ5Sq/ayrEPdk64XQ1WfMRWMLVCYwk0fkD3eegGREGF4BGGPjABrV8sGr9YNL6xaPzj0PjGoNIt3HJ/W2+f9I8oIPbpcMt4BOEmUVfOKXKUWw0JOta2ckTLIBr/+DkYuYLC/EERbhYxp06d4vjx43M9jAnZtGkTW7ZsmZZt9fb2Ul1dLW/3ZlxcXPjRj37E97///WnZ34JGOYNc8AgjvcbiwhVuQMq92blzJyEhIXz44YfYbDZEUWT//v00NjayZ8+exZF7o3zupkxAQAAPPfQQGzdu5Pjx4xQXF8vzWltbefvttwkICFAEnDnEYDCQmZlJZmYm7e3tFBQUkJ+fL5c+gnMpVUBAAOnp6aSlpU1rKdVIx42ScaMwG6j0HuiWZaJbljlqnq2/HWt7hcOdU4m1oxpLWyXm1goEY/uE2xVEO/TUY+qpx1R5aPR+PYLR+sVJYo5fDBq/OFncUbnO79Ire99w5o3g6jpKtIFJcop6rqO4Vm9CBGG+Hf4p14JnFEW4UVg0DIVb+vv7s3v3bkA6IfT29iYtLY09e/bg5+c3x6OchyiOm4XJiHDihVoqdTPp6ekEBATwxhtv0NsrHeQVFBTQ2trKY489hpfXArNJK5+tOyYgIICHH36YTZs2TSjgbN68meXLlysCzhzh5+fH1q1b2bx5M7W1teTn53PlyhUn129rayufffYZhw4dIi4ujvT0dBITE++4lErJuFGYT6jd/FC7+Y1qtw1gN/Zg7aim53oRrZUX6W+8gr2rFndrG250TypL2HubMfU2y12aRiIYvNH4RqPxjUHjG4XGZ+j/aDTekQhawzQ9wtvD3jss3KhvsduWoFKh8Y6Y7iEpKCw4FOFGYdEwlG+zdetWXnnllSmt8+KLL/LSSy9RWlqKKIrk5OTw3//930RFRQFQUlJCSkoK5eXlxMcPWzTXrFnD3XffzY9+9CP279/Prl27uHDhAqtXrwbg+PHjbN++nT/84Q986Utfms6HOS3M56syClNj5Gu4kEulbmbZsmU899xzvPnmm3L5RWNjIy+++CKPPvookZGRczzCW+Bm4Ub53N02QwLOkAOnpKREntfa2spbb71FYGAgmzZtUgScOUSlUhETE0NMTAy7du0at5SqoqKCiooKDAaDXEoVGhp6W79NdpPSDlxhYaAyeKILTcc/NB3/NdKxod1up6mpicqyKzSVX6C/sQQPewceYiceYieeYgceYhdqbBNuWzR2YWnMw9KYN+Z8tecyNL7RqH2iHQJPtCTu+MWg9ghFmOHvTLlUClDNYni5gsJiQhFuFjEbNmxg7drRiv98YjpDC4fybdLT06e8TmlpKd/4xjeIjIykq6uLn/zkJ3zlK1/h8OHDgNTlxsXFhdjYWHkdu91OSUkJ3/nOdwDYuXMnq1ev5ic/+Qlvv/02NTU1PPzww/zDP/zDvBRtJEYcHCuugIXJSMfNAi+Vupmh3JsDBw5w4cIFAPr7+3n11Ve5++67Wbt27cI4MVeEm2knMDCQRx55RHbgjBRwWlpaZAFn8+bNJCUlLYz3ySJlKqVURqORCxcucOHChdsupVJKpRQWMiqVimXLlrFs2TLYuh2j0UhNTQ1VVVVcrKykq6sLQbTjSi+eDkFHEnM68RQ78aQTrWiadD+2ngZsPQ0whlsHtQ6NT5RDzIkaduo4XDsqV587fpwjS6XUinAzTYjz8Bh+vo1ncaEIN4sYrVa7OHIhpsiQ4yYjI2PiBUfws5/9DJCuANpsNux2u5PYUlhYOCo/obq6moGBAaeW4//0T//Egw8+yMWLF3nqqafIycnhRz/60R0+ohlk5Pmj8h27MFEtTsfNEBqNht27dxMSEsLHH38sfz4PHjxIdXU1e/fuxf0W7dazjiLczBhDAs6QA+fKlSvyvJaWFt58802CgoLYtGmTIuDMA2aylErpKqWwmDAYDCxfvpzly5cjiiIdHR1UVlZSVVVFTU0NTRaL8wqiiIEBPBzOnGBXC4EGE550ozPewN57HewTu3WwmeVw5bEQDF4jSq+ihkuyfKJRe0eg0rlO+rhsI0qlFMeNgsLtoQg3CosCm80mZx9M1XHT39/Pz372M15//XVqa2sxGo2A1NVkiKKiolGtxYuKitBoNCQlJcnT7rvvPlJTU9m0aRNxcXH8+c9/nt/lSIKi3Cx0BNXiddyMJDMzk4CAAN58800596ayspJf//rXfO5zn3Nyw803Rn+y5vF3wgIlKCiIRx99lBs3bowScG7cuCELOBs3blRKqOYB011KJYoiolNXKUW4UVg8CIKAn58ffn5+ZGdnY7VauXbtGlVVVVRWVtLc3AyCgBE3jIIbrYRTbQJGGHACQnyID3EjzAsC9UY0A41YO2uxdtRg7ajG3t866ThEYzeWpnwsTfljzle5B6LxjkTjE4XaJ0Jy7XhHovaRpqn0HthHlEqpPeb5RRcFhXmKItwoLArKy8sZHBwkKChoSq2+7XY79957L83Nzfz93/89y5cvx9PTk+eff56+vuEfl8LCQr797W87rVtUVER8fDw63XAtvSAIxMbGUlBQwM9+9rP57wQYgTjvbJYKU0I1sh34JFfTFjjh4eF84xvf4IMPPqCsrAyQhNc//elP5OTksHXrVtQjS8fmC6McN3MzjKXAkIDT3NzM8ePHuXr1qjzvxo0bvPXWW3h7e5OdnU1GRgYGw9wGdSrcXinVypUrSUlJwdvbG8BJtAEQdErGjcLiRaPREB0dTXR0NHfffTd9fX1UV1dTWVlJdXW10/HrEK3tnbS2D7co9/UNJipqLZErIomKisLDoHYIOdVYO2qwddY4RJ0arJ01iOb+Scdl72vB3NeC+fqFMeerXHwQzS7o1/QgDmgRXa4wUPK+LPYILt7z+2LnfEY5hF9SKMKNwqLgVvNtjh49yunTpykrKyMhIQGQxJzCwkL27t0LSO3F6+vrSU5Odlr35MmTTmVSAP/6r//KoUOHiI+P5+WXX2bbtm139oBmGuUHcsHjFCRoX/y/3K6urjz++ONcuHCBAwcOYHOIVadPn6a2tpaHHnoIX1/fOR7lxCgHpjNPcHAwjz322JgCTldXFwcOHODo0aNkZmaSnZ2Nj8+dZzco3DlTLaU6dOgQhw4dIiwsjJSUFJIinDvNKBk3CksJd3d30tLSSEtLQxRF2tvbqauro7a2ltraWtmlOpKOjg46Ojq4fPkyAD4+PkRGSiJOZPJdTt+Joihi72+VRZwhl86Q0GPrugZ266h93Ix9sBPoRBPquG87SNufDsrzBb2H5NbxjkTjM/Q3dD8KlZu/8vupoIAi3CgsEh5//HEef/zxKS9//fp11Go1MTEx8rRf/epXNDU1yaVRra2SfTQwMFBepqSkhOPHj/P888/L0/bt28fzzz/PBx98QG9vL0888QT//M//7NSFal6jOG4WJk7CzeJ23AwhCAJr1qwhIiKCt99+m7a2NgAaGhr47W9/y549e0aVNs4pymdrzhgScJqamjh16hRXrlyR3YVms5lz585x/vx5kpKSWLduHeHh4cqJwTxgKqVUIP2GX79+nU+BgK1biKivJ+zadaVUSmHJIggC/v7++Pv7s2rVKkRRpLOzk9raWlnM6e7uHrVeZ2cnnZ2dck6kl5eXLORERUXh4xOA3j0QfUT2qHVFuw1bj1R6Zeuqw9pRi7WrDltnHdauOqyddWAzj1pv1HZMvViai7A0F4392LQuqL0j0Uesxe+Rl27tiVFQWEQowo3CkiQjIwO73c53vvMd9u7dy+HDh3nrrbcASEtLAyA0NBQXFxf+8pe/EBUVRV5eHt/73vewWCyy46aoqIgnnniCH//4x+zatQubzcbzzz/Pj370I15++eU5e3yTopygLHzUI0ql7Is342YsgoOD+drXvsb+/fvJy5Nan5pMJt555x3Ky8vZsWMHbm5uczxKlHDieUBISAiPPPIIXV1d5ObmcunSJUyOMFtRFLl69SpXr14lJCSE7OxskpOTl1So/3zm5lKqwsJCiouLaW9vd1quNTCQ1sBALmdmUvTXv5KcksLy5ctxdZ08MFVBYbEiCAK+vr74+vqSmZkJSCLNkIhTV1dHZ2fnqPW6u7spLCyksLAQAE9PT6KiooiOjnYIOcOOHEGlRuMdjsY7HLhr1LZEux173w2snbXc+OnzmOuKEFwtGFIjEVwt2DprES2Dkz4W0TKItbUUtcfkUQhLDUG5QLSkEEQl4GLeMFSSM7K96c3Y7XY54yExMVEJWrwD/u///b/88Ic/xG6389BDD7F9+3YeffRRurq68PLyAuCPf/wj3/3ud+nr62Pr1q185Stf4YEHHqCsrAwfHx+ysrLYtGkTr776qrzd3/3ud3zzm9+kvLyc6OjouXp4E2JpacHa0gKA2ssLXXj4hMsr77v5R81DD2N0fFcs+78/x3PHjjke0dxQXFzMhx9+KJ+Mg1RWtWvXLpKTk+fURWEfGKAsc5V8P/70KTR+fnM2HgVJ4MvPz+f8+fN0dHSMmu/q6kpmZiZZWVny74DC/EEURZqbmykpKaG4uJiurq4xlxty7iQnJ5OUlISLi8vsDlRBYQHQ3d3tVFo11nfizXh7ezsJOVP9nqx9/PMMOlw9of/6E7weeMBRitU27NjprMXaKTl1hu6LpuFyL7dVT92W42Yq51cLjeTkZOpqWlm/8m/neihOnCn4JZHRAYvquZ5PKMLNPEIRbhRmC0trK9YbNwBFuFmo1Dz8CEZHJ7VlP/8Znjt3zvGI5o7Ozk7eeecdrl+/7jQ9MTGR3bt34+npOSfjsvX1Ub46S74ff/YMGiVTZV5gt9spLy/n3Llz1NbWjpovCAJJSUmsWbOGqKgopYxqHiKKItUnTnL+17/mWkQ4g+M4bFQqFXFxcSQnJ5OYmKgEUysojENPTw91dXWymDNUjjwR3t7eREREEBkZSUREBP7+Y+fRVO3YidnxXRv+4m9x37hx0m2Loog42CUJOl11qD2C0UesveXHpQg3s4ci3MwsSqmUgsISxOknVdFuFyYjD4yW+Gvo4+PDM888w/nz5zl8+LAcaFpWVkZtbS333nsvGRkZs3/yfVO3L2E+dr5aoqhUKpKSkkhKSqK5uZnc3FwKCwvl987IMqrAwEDWrFlDWlqaUzdBhblFEASCDQYy8vNJz8+nMymR7q99jStXrjh11xkS6crLy1Gr1cTHx5OcnExCQgJ6JRNHQUHG09OT1NRUOSuur6+P2tpaampqqK2tHVWmCFLoe1dXl1xa5erqKos4kZGRBAUFoVarsY4oy1JP8QKGIAgIrj7oXH3QLcuYhke4CFnix39LDUW4UVBYiihXjxc+I15DxTgpnYivW7eOxMREPvzwQ2pqagCpNGbfvn0UFRVx3333zWrnqVHZQypFuJmPBAcHc//993P33XeTn59Pbm6uUwlOS0sLH330EYcOHSIjI4OsrKx538FsqWAfkFoVC0Cw1UrOrl3s2LGD+vp6iouLuXLlCgMDA/LyNpuN0tJSSktL0Wg0JCQkkJycTHx8vCLKKSjchLu7OykpKXKuY09Pj5OQM1ZGzsDAgCx6A+h0OsLDwnBZtowAnQ7fjo4pCzcKCgrOKMKNgsJSRznpX5iM1N6Ul1DG19eXJ598ksuXL3Pw4EE5+6ampoZf//rXbN26lezs7Nkp9xvluFFKDOczrq6urF+/nrVr11JRUUFubi5VVVXyfKPRyNmzZzl79izx8fFkZ2cTExOjlI7OIfYRoozKVQokV6lUckecnTt3UltbS0lJCVevXmVwcDgI1Wq1cuXKFa5cuYJWqyUxMZHk5GTi4uKUgGoFhTHw9PSU24+DlJFTX19PXV0d9fX1tDiyE0diNpupqq6GNMnFo7LZCP3kEyKjo4mMjCQ8PFzJoFJQmCKKcKOgsBRRHDcLHgGlVGo8BEFg1apVxMfH8/HHH8v5TBaLhQMHDlBcXMwDDzxAYGDgjI5DtN3kuFFKpRYEKpWKxMREEhMTaW1t5cKFC+Tn52M2D7e1raiooKKiAj8/P7KyskhPT1eyU+YAJ+FmjJM/tVpNbGwssbGx7N69m+rqalnEGRlobrFYKC4upri4GL1eL4s4sbGxaDTKobKCwlh4eXk5lVYNDAxw7do1WchpbGzEfpPz1K5Wc72xkeuNjZw+fRqAoKAgp/IqDw+PWX8sCxIRmG9NRZXD0RlF+TVSUFjiKGU2CxRBsdxMhqenJ48//jglJSV88skncslEQ0MDv/nNb9i0aRM5OTkzd2Jmv8lxozgzFhwBAQHs2rWLrVu3UlBQQG5urlPOQ3t7O59++ilHjhxh5cqVrFmzhoCAgDkc8dJCdHLcTNz+eyjfJj4+nj179lBVVUVJSQmlpaVOopzJZJLbIRsMBuLi4khISCAuLk5pMa6gMAGurq6y6A2S26ahoYHKs2epPHGCNn9/bGP83t64cYMbN26Qm5sLSLl1I4UcX19fJSBeQQFFuFFQWJooP4ALHyWceEoIgkBKSgrR0dEcOHBADlC02+0cPXqUkpISHnjgAZYtWzbt+xZvKpVSHDcLF4PBQHZ2NllZWdTU1HD+/HnKy8vl+WazmQsXLnDhwgViYmJYs2YN8fHxqJXXfEax34JwMxKNRiOfYFosFiorKykpKaGsrAyLxSIvZzQaZSeOIAiEhYURHx9PQkICQUFBysmkgsIE6HQ6oqOj8auoIOzYceyCQH9GOtZvfUt25YwsXxyis7OTzs5O8h3tw93d3WURJysrSylPVViyKMKNgsJSRznpX5iMPHBRXsNJcXNz43Of+xwpKSl89NFH9PT0AFLw7O9//3vWrVvH5s2bpzegdKRwo1IpJ3mLAJVKJZfedHR0cOHCBfLy8jAajfIy1dXVVFdX4+rqSkpKCqmpqYSFhSmv/wxgHxg+6bsV4WYkWq2W5cuXs3z5csxmMxUVFZSUlFBeXi53GQPJnXrt2jWuXbvGkSNH8PDwkEWc6OhopUOVgsI42DqkEGOVKBKk1xO5fj3r16/HbrfT1tbmlJPT3d09av2+vj6uXLlCQ0MD2dnZsz38eY2gHP8tKRThRkFBQWEhMtJwY1d+uKdKQkIC3/zmNzl06BAXL14EpBOyM2fOUFpayn333Ud0dPS07Msp40ZxXiw6fH19uffee9myZQtFRUWcP3/eKZxzYGCA3NxccnNz8fb2JjU1lbS0NKWUahq5XcfNeOh0OpKTk0lOTsZkMlFVVSXnGY1sMQ7Q29vL5cuXuXz5Mmq1mqioKFnIUbqOKSgMY+sa7j6l8Rn+bKhUKgIDAwkMDGT16tWA1F58SMSpq6ujra1NXj4yMnL2Bq2gMA9RhBsFhaWIUmaz4FHCiW8fg8HAnj17SElJYd++fXR0dADQ0dHBq6++yqpVq9i+ffudh82OyLhR8m0WLzqdjlWrVpGZmUldXR25ubmUlZVhG+G46urq4uTJk5w8eZLg4GBSU1NJSUnBy8trDke+8HESbtymN39Gr9ezYsUKVqxYgd1up7m5mYqKCsrLy2loaHBa1mazUVVVRVVVFZ9++il+fn6yiBMREaEEHCssaWwj2oZP1grc29sbb29vVq5cCUB/fz/19fXU19crwo3Ckkf5JVFQWIoolv2FjyK+3TFRUVF84xvf4NixY5w5c0YO6r506RLl5eXcd999JCQk3Pb2FcfN0kIQBLkN9eDgIFevXqWwsJDa2lqn5Zqbm2lubuazzz4jMjKStLQ0li9frgTf3gbT7bgZD5VKRWhoKKGhoWzatIm+vj4qKyupqKigsrLSqUMVSKHV7e3tnDt3Dp1OR2xsrByMrHTMUVhqWG9BuLkZNzc3uZRRYQyU478lhSLcKCgsdZTv/IWJ0lVqWtBqtWzfvp0VK1awb98+bty4AUhlEK+//jrJycncfffd+NziwSagOG6WMC4uLmRmZpKZmUlPTw/FxcUUFRXR1NTktFxdXR11dXV8/PHHxMfHk5qaSmJiIlqtdo5GvrAYKdwIsyh8ubu7k56eTnp6OjabjWvXrslunNbWVqdlzWYzV69e5erVqwCEhITIbpzQ0FAlaFVh0WPr7JL/V/t4z9k4FBQWOopwo6Cw5FFO+hckiuNmWlm2bBlf+9rXOHXqFCdOnJDLXIbaBa9bt44NGzbcUvmU4rhRAKkt/XpHGGdraytFRUUUFRXROeIqtN1up6ysjLKyMnQ6HcuXLyc1NZXo6GilM9UEODluXObGsTSUbxMVFcX27dvp7OyUc3FqamqcAo4BmpqaaGpq4sSJE7i6uspOnNjYWFxcXObkMSgozCQ2RzkygOZ2LoIoKCgAinCjoLAkcepuopzzL0xGvIaiItxMC2q1mk2bNrF8+XL27dvH9evXASm/4tSpU1y+fJmtW7eSkZExtZNpxXGjcBMBAQFs3bqVLVu20NDQQFFREcXFxfT398vLmM1mCgoKKCgowM3NTe5MtWzZMqUz1U3MVqnUreDj48OaNWtYs2YNFouFmpoa2Y1zc8ecgYEB+bUWBIGIiAji4+OJjo4mJCREceMoLAqcMm6U4O7pRTn+W1Iowo2CwpJH+dJfkDhVSimv4XQSGBjIM888Q2FhIYcPH6a3txeQTrI++ugjcnNzueeee4iLi5twO+LIduCKa0JhBIIgEBYWRlhYGPfccw81NTUUFRVx9epVzGazvFx/fz/nz5/n/Pnz+Pj4kJqaSmpqqtKZyoE4D4WbkWi1WhISEkhISGDXrl20trZSXl5ORUUF9fX1TqK7KIpy6RxIIepRUVHExMQQHR2Nv7+/ItwpLEisXV3y/7eacaOgoDCMItwoLDq+853v8Itf/MJpmkajISwsjAceeIAf/OAHSicP5eBvwaO4pmYWlUpFeno6K1as4MyZM5w+fRqLxQJAS0sLf/7zn4mLi+Oee+4hMDBw7I3Yh0ulFMeNwnio1Wri4uKIi4tjz549lJWVUVRUREVFBfYR76HOzk5OnDjBiRMnCAkJkTtTeXp6zuHo55aZ7Co13QiCILc+3rBhA4ODg07txgdGPBYAo9FIaWkppaWlAHh4eBAdHS0LOUv+OEZhQWA3Gp0EVrW3ItwoKNwuinCjsOgoKCgAYOfOnfIJVUtLC0eOHOEXv/gFJ0+e5Pz580p7ziEUt8YCRcm4mQ10Oh2bN28mMzOTw4cPy98vAJWVlVRVVbF69Wo2b96Mm5ub07qK40bhVtFqtaSkpJCSksLAwABXr16lqKhoVGeqoZyUgwcPEhUVJXemWmoZKfOxVGqquLi4yK+13W6nsbGRiooKqquruX79+qgS2N7eXgoLCyksLATAz89PFnKioqKUrmQK8xLbCLcNKOHE04598kUUFg/KmavComPoxOrFF18kLCxMnp6Xl0d2djaXL1/mo48+Yu/evXM0wnnAyHyUORyGwh2gdJWaVTw9PXnwwQfJzs7mwIEDcjmDKIpcuHCBgoIC1q9fz7p169Dr9dJKiuNG4Q5wdXVl1apVrFq1iu7ubrkzVXNzs9NytbW11NbW8tFHHxETE0NycjKJiYmL/kReFMUFLdyMRKVSyaVzW7ZswWQyUVdXR3V1NTU1NXK3u5EMtRy/ePEiAKGhocTExBAbG0t4eLhycUphXjAy30bl5oZKp5vD0SgoLGyUb3WFRUV9fT2dnZ14e3s7iTYAGRkZbNmyhYMHD5KXl7e0hZuRKG6NhYnSVWpOCA0N5amnnqK0tJSDBw/KnYHMZjPHjh0jNzeXDRs2kJWVhWhVHDcK04OXlxc5OTnk5OTQ0tIid6bqGnE12263U1lZSWVlJSqViujoaFasWEFSUtIoN9hiQBwcdPruW8jCzc3o9Xo5Gwegr6+P2tpaqqurqa6udnrdh2hsbKSxsZFTp06h1WqJjIwkJiaGmJgYgoKClHwchTnB2tYu/68EEyso3BmKcKOwqMjPzwcgJSVlzPmL8eD1tlAO4BY+I8Ua5fWcVQRBYPny5cTHx3PhwgWOHz+O0WgEpADjgwcPcvbsWdYGB+MtCKhEEUGnneNRKywWAgMD2bZtG1u3buX69etyZ6qRGSl2u52qqiqqqqr46KOPnEQcd3f3ORz99GHr6XG6r1rEWT/u7u5yWRVIeUdDbpyamhqnrmQAFotFFvFAOvYZcuPExMQs6VwkhdnF2jLsFtOMlwencHuIIsJ8u3A338azyFCEG4VFxVCZ1HjCTXl5OQDR0dGzNiYFhRnB6cdREW7mAo1Gw7p160hPT+fs2bOcPXtWDjDu7e3ls95e3HftJKW4mHitYg9XmF4EQSA8PJzw8HDuvfde6uvrKSkp4erVq04n8qIoyk6Njz/+mMjISFasWMHy5cvx8PCYw0dwZ9i6h4UbwWBYUiUYPj4+chmd3W6npaWFqqoqqqurqaurw2q1Oi3f398vu7RAaks/JORERkYOl3cqKEwzlhFlftogRbhRULgTFOFGYVEx5LhJTU0dNe/gwYOUlJRgMBjYsWPHLI9sHqOo4wsUxXEzX3BxcWHr1q2sWbOGU6dOceHCBWyOYOI+Dw/OrVtHmdHIjrIyEhISlJIFhWlHrVYTHR1NdHQ0u3btor6+nitXrnDlyhX6+vrk5URRlDNxPvnkEycRZ6G5MOw93fL/6gU29ulEpVIRHBxMcHAwOTk5WCwWrl27RnV1NVVVVTQ1NY1ap7W1ldbWVs6fP49KpSI0NJTIyEgiIyOJiIjAYDDMwSNRWIxYb7TI/2uCgudwJAoKCx9FuFnEWC02bJb5HTeu1qrQaKcv++Fmx40oily7do39+/fzve99D4Dnn3+e4ODhH4+PPvqI73//+1RUVODr60tjY+Mdj+OnP/0pv/nNb6iqqrrjbc0Iyonjgsep44jycs4L3N3d2bFjB2vXruX48ePk5+XJ8lqnwcBf/vIXwsLC2Pb/t3ff4VGV6fvA7+kz6W3SSQVCTYAICII0AXVdAfvqT0FX2RXdlXXXXRUL9rqWXfFSXBW+roBrWewKS1Pp0pLQAgmkkd7LzGTK+f0R5zAnmVSSzJnk/lxXLmbOnJl5h0k5c5/nfd45c1j1R31GqVQiISEBCQkJuPzyy1FYWIijR4/i2LFjqK+vl+ybl5eHvLw8fPvttxgyZAhGjx6NkSNHesVS065TpVSBgze4aU2j0Yi9bS677DI0NTXhzJkzYkVO6/44DocDhYWFKCwsxM6dOwEAkZGRYogTHx8/YKbXUf+zuTRTV7Pipvfx5OugwuBmADv4XR72f33W08Po0MRfJWDSr5N65bHq6+uRm5sLAJgxY0ab2w0GA5599lk89NBD4rba2lrceOONuOuuu/DWW2/12sHqtddei6uvvrpXHovILclMKSY3chIUFIQFCxZgbF0dtm3dhoL4OPG2wsJCrF27FklJSZg9e3abJupEvUmpVCIuLg5xcXGYP38+ioqKxEqc2tpayb4FBQUoKCjAd999h9jYWIwaNQqjRo1CUFCQZwbfCdepUsoA+QdNnuLj44PRo0dj9OjREAQBVVVVYjXOmTNnYLFY2tynpKQEJSUl2Lt3L4CWpcedFTnx8fGy/Z4g+bGWna+40UREeHAkRN6PwQ0NGBkZGRAEAWFhYfjVr34FoKV8PCgoCKmpqbjqqqsQGhoquc/3338PhUKBF198EdpenB+flNQ7YVS/YFrv9Tj1Rp6ClEpM3b0b1ceP4/jMGShwmX7g7DkyYsQIzJo1CxE8oKU+plQqxZ448+bNk4Q4raswnBUYmzZtQnR0NEaPHo1Ro0YhODjYM4N3w17LqVLdpVAoEBoaitDQUEycOBF2ux0lJSXIy8tDfn4+8vLyYDKZ2tzPufT4wYMHAbSscuZakRMWFsa/Q+SWzaXHjZp/54guCIMbGjCc/W1mz56NNWvWdLr/RRddhAMHDgBoWXozICAAu3btwpgxY5CdnY1hw4aJ+06aNAmXXXYZnn32WQDAZ599hueffx7Hjx+HRqPBmDFj8M477yAlJQXNzc3w9fXFZ599hl//+tcAWip7VqxYgU8//RQmkwmzZs3CqlWrEB0dDQAwm83w9fXFhx9+iJ07d2LDhg0QBAEPP/ww7r///l78X/oFD7C8HwM32RN+aVQcXFODefUNEJYtw5YtW5CXlyfuc+LECZw4cQKpqamYOXMmQrhcKvUDhUKB2NhYxMbGYu7cuSguLsaxY8dw9OhRcYl7J+cy05s3b0ZUVJRYidP6REh/s7v2uPGCqV1ypFKpEBMTg5iYGEydOhUOhwMVFRXiFLq8vLw20+uAlmOajIwMZGRkAGip6nGtyImIiIBSqezvl0My42huhr2qSrzOips+wGPBQYXBzQA24fJ4pM0Z4ulhdEil6b0/7M7+NuPGjevS/u+88w7uvfdeGI1GPPjggzAYDMjMzITBYEBycrK4n8PhwNGjR7F8+XIAwDfffINbb70VK1euxMSJE1FTU4Nvv/1WXGr8+PHjsNlsYp+d+vp6TJs2DXq9HqtWrYJOp8OKFStw7bXXYteuXVAoFDh27BgcDgdWrlyJ3/zmN9iwYQPWr1+PBx54ANdeey3i4+N77f8JYEuUAYHLgcueM7gBAIVWgyFxcViyZAlycnKwZcsWSdPQjIwMZGVlYfz48Zg6darHPxTT4KFQKBAdHY3o6GjMmTMHJSUlYiVOZWWlZN/i4mIUFxdjy5YtiIiIwLBhw5CUlIS4uDio1f17SOmoZY+b3qZUKhEeHo7w8HBMnDgRgiCgurparMbJy8tDlcsHcaempiYcP34cx48fB9ByMsw5RS8+Ph7R0dH9/v1BnmdzmSYFAGqj0UMjIRoY+Ft0AFNrVL3a+FfunBU348eP79L+48ePR0lJCa699lpcfPHFAICPPvoIo0aNkpwpys3NRVNTkxjErFu3DjfddBMeeOABcZ+FCxeKl7OysuDn54eEhAQAwMMPPwyz2Yw9e/aI4U5gYCCmT5+O7OxspKSkICsrCwDw6KOP4pZbbhHH9+677yInJ6fXgxsJpvXeicuBy57Q3CxeVmg0Lf8qFBg6dCiSk5Nx/PhxbN26FRUVFQBaQuIDBw7gwIEDGDZsGCZPnoykpCSeuaZ+o1AoEBUVhaioKMyePRtlZWViJY7z+9SptLQUpaWl+Omnn6BWqxEfHy82xe2PigvX5sRKTpXqEwqFAiEhIQgJCRFPitXX14shTn5+PkpdpsI4WSwWnDp1CqdOnQIAqNVqxMbGihU5sbGxvTo9neTJdZqUKjQUCr7nRBeEwQ0NCHa7XQw/ulpx09DQgDNnzkiWDs/MzGyzlHhmZibUajVGjBgBoKXJ8aefforJkyfj+uuvbzPnPzMzE6NHj4ZCoYDZbMaaNWvwwgsviKENADHUOXfunBjcDBkyRAxtAIhntcLCwrr2n9AdrNDwfqy4kT1Jxc0vwY14XaHAqFGjMGLECGRkZGD79u2SPiPODz1hYWGYNGkS0tLSoNPp+mvoRFAoFIiIiEBERARmzZolhjjHjh1DWasz6TabDTk5OeJKij4+PmKIk5yc3CerVEmmSrE5cb/x9/fHmDFjxJNZTU1NKCgoEMOc4uJiOBzSFU1tNpu4DD3Q8r1lNBoRHR2NmJgYREdHIyIiglU5A4y0vw1XlOoTPPk6qAz435AmkwnPPfccNmzYgPz8fISEhODyyy/HU089hZiYmC4/TkJCgqQvQWvHjx8XP9hT/8vOzobJZEJERIRkqe+OHD16FIIgSIKajIwM/PGPf5Tsl5mZiWHDholnh1544QUIgoC//OUv+MMf/oAFCxbgtddeE/vVZGVliY956NAhNDQ0YM6cOZLHdC457hxrVlYWZs2aJdknKysLarUaKSkpXf1voEFEAIMbuesouHFSKpUYN24cxowZg8OHD2PPnj2SyoaKigp888032LJlC8aPH49JkyaxDw55hHMKzcyZM1FeXo5Tp04hNzcXeXl5sLp8rwMtH+azsrLEEyqhoaFikJOYmAi9S6PunuJUKXnw8fFBSkqKeKzS3NyMwsJCMcgpLCyEzWaT3EcQBJSVlaGsrEysllYqlYiIiBCDnOjoaBiNRqhUg6dyfKCxlpwPbjQRXTs2J6L2Dejgxmw2Y/bs2dizZw+ioqKwYMECnD17Fu+//z6++uor7Nmzp9ur/yxevNjt9r44m0Rd193+NkBLIBMWFiaGJ/X19cjPz8fo0aMl+/3444/imSUACAkJwb/+9S+8+eab+OKLL7B06VI89thj+Ne//iU+7ty5cwFA/ADWOkzasWMHjEajeKCTlZWF++67r834hg0b1vdn2ZnWeyfOlJI9aY+bjkvE1Wo1LrroIqSnpyM3Nxd79+5Fdna2eLvFYsGePXuwZ88eDB8+XJxGxZVcyBOMRiOMRiOmTp0Km82GgoICcaW0c+fOQWj1d8W5KtH+/fuhUCgQExMjVuPExMT0qNKCU6XkSavViiEd0FJtc+7cOXFqVX5+vtslyB0Oh9hDyUmtViMqKkoMcmJiYhASEsLpo16CFTdEvWtABzdPP/009uzZgylTpmDTpk3w8/MDALzyyiv485//jDvuuAPbt2/v1mN2ZbUi6n833XQTbrrppm7dJysrSxLIlJeXA2g5q+h09OhR7NixA4888kib+2u1Wlx33XV4++23xbNJdXV1yM/PFytuYmNjAbT0yXH23qmpqcGrr76KO++8E0qlEnV1dSgoKEBqaqrk8TMyMtps6zX8sOf9XD4Y8cO7PLnrcdMZhUKB5ORkJCcno6qqCvv27cOhQ4ckH3Sys7ORnZ0No9EoTqNivwjyFLVajcTERCQmJmLOnDkwmUw4c+aMGOS0bmYrCIK43PgPP/wAjUaDhIQEMcgxGo1d+p3mGtxwqpR8qdVqsVEx0BLQVFZWoqioSFyxrLi4GHa7vc19naFgQUGBuE2n0yEqKkpSmRMUFMS/gzJkLXOtuOGKUn3C0fkuNHAM2OCmubkZb7zxBgBg1apVYmgDAPfffz/Wrl2LHTt24MCBA0hPT/fUMMmDWveziY6OhsFgwPr165GQkIBDhw7hwQcfhNVqFQOeu+66Cz4+PpgxYwYCAwPx9ddfY/v27di2bRsAiGXhzv1TU1MxZswY3H333Xj88cfR2NiIp59+GlFRUXj00Ucl93HXW+fWW2/t2/8ESAs3yIuwx43sdWWqVEecU3tnzZqFI0eOYO/evZJVfsrLy/H1119LplG17rlF1N8MBoO4ZDgAVFdXiyFObm4uTCaTZH+r1SppZOvn5yeGOImJiQhwU00jCII0uOFUKa+hVCrFii1nlbTdbkdZWZkY5BQVFaGsrKxNrxygpfrQtV8O0DJdyxniOCtz/P39++kVUXtsLlOl1OEMbogu1IANbnbu3Ina2lokJye7XWXouuuuQ0ZGBr788ksGN4NUZmYmbrzxRvG6Xq/HW2+9hb/97W946623MHv2bDz66KNYsGCBGMSMGDEC69evx5o1a6BUKjF+/Hhs27YN06ZNA9ASwhiNRrFqR6VSYePGjVi2bBluuOEG+Pn54dprr8Vzzz0Hg8EguY/rdCqz2YzTp0+3CXP6BKdKeScGN7J3ocGNk06nw6RJk3DRRReJ06icH3KBlt8Xu3fvxp49e5CSkoLJkycjISGBZ6BJFoKDg5Geno709HQ4HA6UlJSIIU5eXl6bSouGhgZkZGQgIyMDQMu0rOTkZCQlJSE+Ph46nQ6CyQS4/HypOFXKq6lUKnE1M+cxudVqRWlpqaQyx1kZ3VpTUxNOnz6N06dPi9v8/f0lQU5UVJRkkQjqe5KpUpEMbogu1IANbpw9TyZMmOD2dud254FBV7300kvIycmBTqfD6NGjsWjRIhiNxgsbLHlE61UxAOC2227DbbfdJtnmOlf/z3/+M/785z+3+5hLly7F0qVLJduSk5Px/fffd+s+er2+TTO/XsUPdAMM3085kgY3Fz6VSalUYujQoRg6dCgqKiqwf/9+HDp0CM2/TMkSBAEnTpzAiRMnEB4ejsmTJ2Ps2LGcRkWyoVQqxQ/T06ZNg9VqRX5+vhjkuPY3cSovL0d5eTn27NkjLlc+xGiEJjoaYRUV0DU3Q8k+gwOORqNBbGysOOUcaKm2KS4ullTmVFdXu71/fX09Tp48iZMnT4rb/P39ERkZKfkKDg5mz5w+IDgcsLoEbZwq1fsUAqCQ2clXhbyGM+AM2OAmPz8fACS/8F05t3e0UpQ7f/3rXyXX//SnP+Gf//wn7rjjjh6Mkoioh2T2x5raEppdmxP3vOLGnbCwMFxxxRWSaVSuvUTKysrw5ZdfYvPmzUhPT8fEiRMRFBTUq2MgulAajUbs6QQAjY2NYn+cnJwc1NbWSvYXBEH80I5LpwMAAmtrceZ//0N8fDzi4+MlU+NpYNHpdEhISEBCQoK4rampSQxznNU5dS7T6FzV19ejvr5eUrGo1WrFFUmdX1ya/MLZq6okVXFqBjdEF2zA/lZqaGgA0DLv1R1nuWR9fX2XHu/qq6/GrFmzkJ6eDqPRiNzcXLz33nt4/fXXceeddyI0NBQLFizo0mO1XrXIKScnRzx4Ieo3DAC8EpcDlz/B2v3mxN2l1+sxefJkTJw4EadPn8bevXuRk5Mj3m42m7Fz507s2rULw4cPx6RJk5CYmMgzzCRLvr6+GDNmDMaMGQNBEFBVVSVW45w5cwZms7nNfWoDA7Fv3z7s27cPQEuomZiYKH7A5/SYgc3Hx0cS/gEtx/bFxcWSaVaNjY1u79/c3NymAbJzaXLXvjnh4eFcmrwbrC7TpBQ+PlAyUCW6YAM2uOlt//jHPyTXR48ejb///e8YMWIEli5dir/97W9dDm6IPI4f9L2fwzW48dwwqH2Sips+Cm6clEolhg8fjuHDh6O8vBz79u3D4cOHYf3ljKcgCOK0gdDQUEycOBFpaWliry0iuVEoFAgNDRW/Xx0OB8rKypCXl4fT+/Yhv6gIFr2+zf0qKirEqYRAy0qRrkEOv+cHPn9/f/j7+2P48OHitvr6epSUlEi+XJu9u3JdmvzAgQMAWvrwREZGSpYnNxqNDHPaYT13TrysiYhgz7W+wpOvg8qADW6cpbJNTU1ub3cm7xfadf63v/0tHnnkEZw8eRJnz56VlG+25+jRo263t1eJQ0TUhktDT4W6b0MB6hmH6fzfH6XBffVnXzAajfjVr36FOXPm4NChQ9i3b5+kD0RlZSW+++47bNmyBampqUhPT0dUVBQPrEnWlEqlOJVlWE4OSla9iXp/f9RePBn1M2fi7Nmzbquoy8rKUFZWhr179wIAIiMjkZCQgMTERMTHx0PvJvyhgccZ5gwbNkzcZrFYUFZWhuLiYjHMKS0tdbs0ud1uR1FREYqKisRtarUakZGRYpATFRUFo9HIikYAVpdWFNr4eA+OhGjgGLDBTVxcHACgsLDQ7e3O7fEX+MtEqVQiOTlZ/MXfleCGSG4EQeCHNi8jSIIbnvGTI6Hp/LLHSp/+P8uv1+sxZcoUTJ48GTk5Odi3b5+kt4PVasWBAwdw4MABGI1GpKamYuzYseyFQ7JnKy+HAkBAfT2G+Pgg+tprxalVZ8+exZkzZ3D27Flx2rwr5wd012bHziAnLi4OOp2u/18QeYROp8OQIUMwZMgQcVvrpcnPnTuH0tJSt0uT22w2FBYWSj5raDQasTLH2S8nPDwcmj6uupQbi8ty7Vp+NiLqFQM2uElLSwMAHDx40O3tzu2pqakX/FzOM5mcR01E/UWwu6w6xlJtWXKYXIIbD07PUCqVGDZsGIYNG4aqqir8/PPPOHToEEwu4ysvL8eWLVuwZcsWJCQkIDU1FaNGjWI1AsmSzWW1GvUvK3u6Tq1KT0+HIAiorKwUQ5yzZ8+26XPi2ux4165dUCgUiImJEYOcIUOGcFW2Qcbd0uQ2m61NmFNWVuY2zLFarW165ji/NyMiIsRGyBEREQgICBiwJ82aGdz0A0E6bV4W5DaegWXABjeXXHIJAgMDkZOTg8OHD2PcuHGS2z/55BMAwK9//esLep6jR4/i5MmT8PHxwYgRIy7osYiIuszmUnGjGrC/yr2aa3CjkElfjZCQEMybNw+zZs1CVlYWDh48KPmAAUD8kPvNN98gJSUFqampGDp0KHs5kGzYyyvEy6qwMLf7KBQKhIWFISwsDBMnToQgCCgvL5cEOa7hJdAS5DgrKH766SdxepZzWerY2FgEBwcP2A/b5J5arRanQzlZrVaUlpaKQU5xcTHKysoguOk5IgiC2HvJtV2CXq+XBDkDqTqn2XWqVAKnShH1hgF7tK/VanHvvffimWeewT333INNmzaJFTGvvPIKMjIyMGPGDDFNB4A33ngDb7zxBhYtWoTnnntO3P7NN99Ar9dj9uzZkufIyMjATTfdBEEQcOedd/KsDHmP1gedgsCGxV6GU6XkT1Jx084Kh56i0Wgwfvx4jB8/HlVVVcjIyMCRI0ckvXBsNhuOHj2Ko0ePwsfHB2PGjEFaWhqio6P5wZU8yl3FTWcUCgXCw8MRHh6OyZMni82OnVOr8vLy2qxa5XA4xA/mzlWrfHx8JEFOTEwMp1cNQhqNRvwecGpubhbDHGe/nLKyMthsNrePYTabkZeXhzyXkGMgVOfYGxok4Sorboh6x4ANbgDgkUcewf/+9z/s2rULw4YNw/Tp05GXl4e9e/fCaDTivffek+xfUVGBkydPori4WLJ93759eOKJJxAfH4+0tDT4+PggNzcXBw8ehM1mw8yZM/H888/350sjosHOtXkiKyFkRxAECDKZKtWZkJAQzJw5EzNmzEBhYSEyMjKQlZUlqUZoamoSl1wODQ1FWloaxo4di+DgYA+OnAarngQ3rbk2O7744ovhcDhQUlIiVuPk5eXBYrG0uV9TUxOys7ORnZ0tbgsPD5eEOWFhYWxQOwhptVq3PXOqqqpQWloqhjmlpaWoq6tz+xgdVee4VubIuTqn+axLEGUwQB0e7sHRDHBcVWpQGdDBjV6vx7Zt2/Dcc89h3bp12LhxI0JCQrBkyRI89dRTkpS8I/Pnz0dBQQH279+PnTt3ora2FgEBAZg2bRpuueUW3H777SwhJ6J+Jam44e8f2RHMZskBlZyDGyeFQiF+6Jg/fz5Onz6NI0eOIDs7W7LKSmVlJbZu3YqtW7ciLi4OaWlpGDVqFJdZpn4h2O2wuSzj3NPgpjWlUilOh5k6darYpNY5daqwsLDd5aOdK1c5+yfqdDrExMRIwhwfmVXdUf9QqVQwGo0wGo0YM2aMuL2pqUkMcZxfnVXnOENFp9bVOeHh4QgLC0NwcLBHP5c0550fozYuDgqGmES9YkAHNwBgMBjw5JNP4sknn+x035UrV2LlypVttk+ZMgVTpkzpg9EReYZ3FNtSRxjcyJujVe8MRT8uB94b1Go1RowYgREjRsBkMuHYsWM4cuQI8vPzJfvl5+cjPz+/TT8ctXrAH16Qh9irqwGXprC9Fdy05tqkduLEiQBaPmwXFRWJQU5RUVGb6VVAyzLTubm5yM3NFbeFhIRIgpyIiAie9BvEfHx8kJiYiMTERHFbb1XnKJVKhISEwGg0in2enF/9Ma2PjYmJ+gaPrIiIvJHrWTk2J5YdR5M0uFEavHd1JoPBgPT0dKSnp6O6uhoZGRnIyMiQVB/Y7XYcO3YMx44dg8FgwJgxY5CamorY2Fiv6ctA3sF1mpTCYICyH1f09PHxEVdoA1p64FRWVkqqctprUFtVVSX2kwLON7x1DXMCAgL67bWQ/PRWdY7D4RADndYCAgLahDlGoxF+fn699rvadaoUg5s+xqlSgwqP9okGI3fNicmrsDmxvAmmJvGyQqcbMFVRwcHBmDFjBi699FIUFRWJ/XCams6/XpPJhP3792P//v0ICQlBamoqUlNTERIS4sGR00DRur+NJ4NBpVIpftAeP348gJZqm3PnzknCnNbLkAMtzb+dFWtOAQEBiI6OFnuZREZGIigoiOHnINeV6pyysjKUl5ejpqbGbXDoVFdXh7q6Okk1GNAyvc9doNOTaVeSFaXiuaIUUW9hcENE5IUENieWNYfL9Aml3nurbdqjUCjEKgFnP5yMjAycOHFC0g+nqqoK27dvx/bt2zFkyBCkpqZi9OjR7PdBPdYbjYn7kk6nk3zIFgQBNTU1kiCnuLgYDpfpXk7OD9UnTpwQt2m1WsnqQpGRkQgPD+dKpoNce9U5VqsVVVVVYsVNRUUFysvLUVlZCavV2u7jWSwWFBUVoaioSLLdOe3KNcwJCwtDaGgo9G7+tgmCwKlSRH2EwQ0NON9//z0uv/xyLF26FG+//banh0PUN1xKpBXsJyI7rlOlFAM8pFCpVEhJSUFKSgrMZjOOHTuGjIwMSRNNACgoKEBBQQG+/fZbxMXFiVNOjB6umiDvIgluwsI8OJKuUSgUCA4ORnBwMMaOHQug5cN1SUmJpFdOTU2N2/s3NzeLPzuuQkJCJGFOREQEAgMD+bM0yGk0GrFZsSuHw4G6uro2gU5FRYXbijDX+7U37crf3x/BwcEICQlBSEgIgoODEahWw2Q2w9lJR5uY0IuvjiQEyK9iOetrJQAASb9JREFUXmbDGWh4tE8Dzt69ewEAkyZN8vBIiPoOmxPLm8NlqpQ3rCjVW/R6PSZMmIAJEyagpqYGmZmZOHLkiOSg3+FwiKujbN68GQEBAWKIk5iY2C/NM8l72crPfy/JseKmKzQaTZtlo+vr61FUVITi4mKxj0l1dXW7j+HsmXPs2DFxm16vFz+0O8McuS4ZTf1LqVQiKCgIQUFBGDp0qOQ2k8nUJsypqKhAdXV1h9Ou6uvrUV9f36ZpPa5ZBE1zM/ybmpD1v/+JoY4z4PHz84OSK00RdRuDGxpwnMGNcxUIooFGEARAMlWKv8rlRnBZVWowBTeugoKCMH36dEybNg3FxcXIyMhAZmZmm7O7dXV1OHDgAA4cOACVSoX4+HgMHToUw4YNQ1hYGCsISELuU6V6yt/fX1zJzclsNqOsrExcYcjZy6S9KS9msxl5eXnIc+kx4rpktDPMiYiIQEBAAH+2CEBLA/rWQSLQ0oepqqpKEuY4vzqadgUAVq0WVVotqlxWu3JSq9ViFZprtU5ISAgCAwO5KiFRO/iTQQPGiy++iL/97W/i9bS0NPHy7NmzsWXLFk8MS57YnNi7teqNwObE8uM6VWqwBjdOCoUC0dHRiI6Oxrx581BUVIRTp07h1KlTKC4uluxrt9vFZZQ3bdqEoKAgsRonISGBfT1owAY37uj1esTFxSEuLk7c5nA4UF1dLQlzSktLUVtb6/Yx2lsy2mAwiGGOs1eK0WiEYZD/vqLz1Go1wsPDER4eLtnunHblrPqqrq4WL1eVlqLjSKclECovL0e5y8+yk0KhQGBgoCTMcf2XFZmtOHj8PpgwuKEBIzw8HNdffz0+/vhjhIeH44orrhBvmzVrlgdHRtS7JI2JwalScuQwufa44QchJ6VSKZ7ZnT17Nurr65GTk4NTp07h9OnTsFgskv1ramrEFapUKhUSEhLEICc0NNRDr4I8SRrcyL/HTW9TKpUIDQ1FaGgoRo8eLW43mUziFCtnmNPRktEmk0mcsujKz89PEuQ4v3z7cdl1kjfXaVdJSUmS2wr+eB8qduxAg58fFNcsgnXCBDHYqa6u7rCfDnC+mbe7nk+hoaH4wx/+0JsvhcirMLihAWPJkiVISkrCxx9/jPnz52PNmjWeHhJR32h9IM7gRnakPW4GdnPiC+Hv749x48Zh3LhxsNvtKCwsFEOckpISyb52ux05OTnIycnBd999h+DgYEk1Dvt4DHyCIMBW4f09bvqCwWBAQkICElxW8XE4HKisrJSEOaWlpairq2v3cRoaGtDQ0IAzZ85Itvv4+EiCnPDwcERERHCFOJKw5uVBb7FAb7EgesQIBLY6cWqxWCRVOq7VOnV1dR321AkODu7r4XsZARDark7nWawA6ksMbgYwwWqGYDN3vqMHKdR6KDS9t1Tu4cOHAQDjxo1rd5+vvvoKDz30EE6dOoWQkBCsWLECTz31VJsPCR05cuQIvv76azz88MNd2k7Um1hxI3/scdN9zv428fHxuOyyy1BXV4fTp0/j1KlTyM3NbVONU11djX379mHfvn3QaDRITk7G8OHDMWzYMPj7+3voVVBfcjQ0QDCfP65hcNMxpVLpdsnopqYmSZjjbErb+mfMVVNTU5v+OUBL+Np6ufKQkBCo+Hdp0BEcDjS7fH+4Wwpcp9MhKioKUVFRbW6z2WyoqamRhDmuAU9ISEhfDp9I9hjcDGC1259H3ZYnPT2MDgXMeQxBc1f22uN1FtzU1tbixhtvxF133YW33noLgYGB+Oc//4nU1NRuPc9nn32G//73v20Cmva2E/UmoVVTQC4HLj8Ol3JwJc9I90hAQIC4QpXdbkdBQYHYG6esrEyyr9VqxYkTJ3DixAkAQExMDIYPH46UlBRERESwCesAYT3n0hNJo4GKZ+B7xMfHB4mJiUhMTBS3CYKA+vp6sfeI65fJJYhuzbmy0OnTp8VtarUaRqNR0gyZ1TkDnzU/XxKsauMTunV/tVqNsLAwhIW1nQLpcDjanfZHNFjwaJ8GlCNHjgCQNiZ29f3330OhUODFF18Um1xmZGTgkksu6dbzZGZmSs5edbadqDcJrc6KKvS9V7VGvcPuMj9fFRTksXEMFM7+NgkJCZg7dy5qa2vFapycnJw2K5wUFRWhqKgI27ZtE5cbd35QZa8O79Wcd1a8rB0yBAouKdxrFAoFAgICEBAQgOTkZHG7IAhobGxsE+aUlpa2G+jYbDYUFxe3aT4eEBAghjjOSqCwsDA2HR8gTBkZ4mVtUhJUfr33u1apVPL7xJ1BsrhIZWUlRo4cifLyciQnJ0uC4sGEwQ0NGDabDUePHkVsbKzbppUXXXQRDhw4AKClVDMgIAA1NTXIysrCsmXLxP1Wr16N9957DydOnIAgCLjkkkvw5ptvivPGg4KCxNUb1q9fD6DlQ8KoUaPcbvf19cWKFSvw6aefwmQyYdasWVi1ahWio6MBtPRt8PPzwxNPPIGdO3di27Zt8PX1xX333YcHH3ywb/6zyKs5XM5oQaPhVCkZstecX+FFFRTowZEMTIGBgUhPT0d6ejqsVivOnj2L7OxsZGdnt1ldx3W5cQCIiIhAUlISEhMTER8fz1VKvEjzWZdpGPHxHhzJ4KFQKODn5wc/Pz+3FTqt++dUVFS026ekrq4OdXV1OHXqlGR7UFCQ24bI/Nn0LqaMTPGyoZuV7EQd+fOf/4wKl/5mgxWDmwEscOaDCJi23NPD6JBC3XuVAsePH4fFYmm32uadd97BvffeC6PRiAcffBAGgwG5ubloaGiQTJU6ceIE7r77bsTHx6OmpgbPP/88fvvb32LLli1wOBz48ssvMWPGDLz88suYOnUqFAoFIiMj3W739/fH1KlTodfrsWrVKuh0OqxYsQLXXnstdu3aBYVCgezsbJjNZjz77LO477778Mc//hEbNmzAQw89hGnTpmHatGm99n9EA4NrxY2SZ6BkiRU3/Uej0YhNiq+88kqUlpYiOzsbJ0+eRFFRUZv9nR8wd+/eDaVSiZiYGCQlJSEpKQkxMTFQc+qhbEkqbhjceJRrhc6wYcPE7VarVazIcV2y3Gxuv+eicxWh1oFOQECA20CHS5bLkynzfMWNPnWsB0dCA8mWLVuwdu1aLF26FKtXr/b0cDyKRycDmELTu41/5e748eMA0O5UpfHjx6OkpATXXnstLr74YgDAf//7X2g0GowcOVLc75VXXgHQcjbJbrfD4XDg1ltvBXB+CURBELBw4ULJMojutv/hD3+A2WzGnj17xPL8wMBATJ8+HdnZ2UhJSUHGL6WlK1euxPLlywEAM2fOxFdffYXvv/+ewQ214TqHnNOk5Mle61pxE+S5gQwyziA9MjISl156KRoaGnD69Gnk5ubizJkzqK+vl+zvcDhQUFCAgoIC7NixAxqNBvHx8UhMTERSUhIiIiKg5HQc2ZA2PmVwI0cajQbR0dFiVTHQcjxVV1cnhjjO6VYVFRUd9i1xVujk5ORItnPJcvlxNDfDcuy4eN0wlhU3fU4A4JDZVKleHo7JZMLvfvc7jBo1Cn/5y18Y3Hh6AES9xdnjoKmpye3tzuUtx449fxYgIyMDI0aMEOfNNjY24pVXXsG6detw9uxZ8QyRa6O0zMzMNiXD7rabzWasWbMGL7zwguRgwjnl6ty5c2JwYzQa8fvf/17cR6VSITExEdXV1T3976ABzGF2qbhhKbksSSpuAjlVylP8/PzE5cYFQUBFRYUY4rj+jneyWq04ffq0OH/eYDCIvXGSkpIQEhLCRsceJAluWHHjNRQKBQIDAxEYGIjhw4eL2x0OB2pqatw2RG7dt8pVV5YsDw8PlwQ6/LntW5aTJ8WFExRaLfQpwzu5B1HnnnjiCeTm5oonVgY7Bjc0YEyePBkajQZvvvkmTp8+jfDwcOj1erz11lsAgKNHj0IQhDbBjXOalMPhwPz581FSUoI//elPGDlyJAICAvDII4+goaFBvE9mZiZGjRrV5iCg9fZDhw6hoaEBc+bMkex37tw5AEBkZKQ4hmnTpkHfqnKipKTE7XKJRIKFFTdyJjgcsNfViddZcSMPCoVC/CA3efJkOBwOFBcXi0FOfn5+m7P/JpMJx44dw7FjxwC0TN1w9sdJSkrisuP9yN7QCHv5+R4HDG68n1KpREhICEJCQpCSkiJudzgcqKurcxvo9GTJcr1ej9DQUPG5XL98fHwY6vQC18bE+pEjoeA0brpAGRkZ+Pvf/47bb78d06dPx9mzZz09JI9jcEMDxtChQ/HRRx/h6aefxg8//IDGxkakp6eLt2dmZiIsLEwMTICWXwp33XUXAGDbtm3YuXMnTp48KZ4RcjgcyMjIwMKFC8X7ZGVlScKf9rY7m2i5Ph8A7NixA0ajUTxIycjIwKJFiyT7ZGZm4syZM5g5c2YP/ie6gAcpXs3hcuCq0LPiRm4c9fWAwyFeZ8WNPDn728TExGD69OmwWq0oLCwUg5yioqI2TVbr6upw+PBhHD58GABgNBrFECc+Pp69N/qQNf/8h3GFTgd1q7+tNHA4p6UHBQVJ+ue0t2R5WVlZhz10zGazuNJcazqdzm2gExISAj8/P4Y6XWR2DW7YmLj/DNBVpRwOB+68804EBQXhxRdf9PRwZIPBDQ0oixYtahOCOGVlZUn63zQ2NiI3N1dsZlxYWAiVSiXpW7Nq1SoUFxdLApmTJ0/i0ksvbfP4rbfHxsYCAHJzczF+/HgALQ34Xn31Vdx5551QKpWora1Ffn4+8vPzJY/17LPPYvz48d1eppwGB2lzYgY3cuM6TQpKJZQBAR4bC3WdRqMRp0UBLR/2zp49izNnziA3Nxfl5eVt7uP84Lhv3z4oFApER0eLjxETE9OmkpJ6TjJNKi6OS4EPQt1dsry8vByNjY0dPqbFYnG7dDnQ8juhvVDH39+f/a9ccEUpcsrJycHo0aPd3nb06NEuPcY///lP7N+/H++//77blYIHKwY3NGhkZmZKApisrCw4HA5xqtT48ePhcDiwfPlyLFy4EFu2bMHHH38MAJJVpwICArBlyxZMmTIFPj4+mDBhgtvtaWlpGDNmDO6++248/vjjaGxsxNNPP42oqCg8+uijACA2Jj548CBeeeUVjBs3Dh9++CE+//xz7Nq1q1/+X8j7ONicWNYkjYkDAvgB00vp9XqMGDECI0aMAADU19fjzJkzYpDTetlxQRDEs/o//fQTACA0NFRs1BoTE4PIyEixpxp1DxsTU3vaW7IcaDlJV1FRgaqqqjZfHU27Alp6XjlXoWtNrVYjODjYbagTGBg4qEIde10dml36DRm4ohRdgPz8fDzyyCOYMWMGlixZ4unhyAqDGxo0MjMzceONN4rXMzIyEBYWJvaRSU1NxSuvvIJnnnkG69evx7XXXovnnnsON9xwg6RS5/nnn8eyZcswY8YMTJw4EXv27Gl3+8aNG7Fs2TLccMMN8PPzEx/TWU6fkZGBqKgofPTRR/jtb3+L06dPY8KECdi6dSvGjRvXf/855FUENieWNTYmHpj8/f2RmpqK1NRUCIKA6upqcVrVmTNn3DbGr6ysRGVlJTIzW85GO/vsOMOc6OhoREREsOliFzSfOSteZn8b6ipfX1/4+voivtX3jCAIaGpqchvoVFVVwWQydfi4NptNrOppzXWql7Mps/NyUFAQAgICoFKpevV1epIp83y1jSowEJq4OA+OZpCR4VSp5OTkLlfWuHPPPfegublZ7FFK5zG4oUGjrKxMcv2uu+4S+9s4LV++XFyS26l1j4PLLrsM2dnZbR7f3fbk5GR8//337Y7J2Rx58uTJyMrK6srLIGJzYpnjUuADn0KhEM+uX3TRRXA4HCgrK0Nubi5yc3NRWFjotueGIAgoKytDWVmZ2CdHqVQiIiJCEuaEh4cPqA92vcG14kbD4IYukEKhEEOdIUOGtLndZDK1G+p0Nv3K4XCI+7b33P7+/m0CHdd/vakyz+wS3OhTU9kXiC7IV199haCgIMlquwDEv6lFRUViD9ANGza06SU6kDG4IfKgjIwMt/1y+p0ME3tqn2Q5cDYnlh17dY14WRnEipvBQKlUIjIyEpGRkZg6dSoEQUBVVRXOnTsnfhUXF6O5ubnNfZ2rWxUXF+PAgQMAAJVKhcjISHGKVXR0NMLCwgbV9IvWuBQ49SeDwSA2L2/NYrG0G+rU19d3+tiCIKCurg51dXUoKChwu4+Pj0+HwY7BYJBNQCLpb+Nm8Q6i7qqpqcGOHTvc3mY2m8XbOmpKPhAxuCHyEEEQkJWVhXvvvdfTQyEv49qcWMHmxLLjWnGjZsXNoKRQKBAaGorQ0FCxt5rD4UBlZSXOnTuHoqIinDt3DiUlJW2WIAcAu90u9svZv38/gJZGqVFRUZKeOcHBwYMizLHX1cFeXS1e18YneG4wNOjpdDpERUWJU+1dNTc3o7q6GjU1NaipqUFtba3k386qdZyamprQ1NTktmkyAGi1WrdTsPz9/eHv74+AgIB+qdoRBEG6FDj72/SvAXjitfVMB6ezZ88iMTERycnJOH36dD+PSh4Y3BB5iEKh6NKZGaLWHJwqJWuuPW6U7HFDv1AqlTAajTAajeJqhna7HeXl5WJVTlFREUpLS+FwWU7eyWq1tlmFUKfTiUFOZGQkwsPDERoaCrV6YB3euVbbKHx8oA43enA0RO3TarWIiIhARESE29utVitqa2vbBDrObbW1te1+cHXV3Nzcbo8dJ51O1ybMcf3X398ffn5+FxT+2oqLYa+oEK9zRSmivjOw/rITEQ0CAqdKyZqkOTErbqgDzilRkZGR4gqFNpsNpaWlkmlWZWVlbj/MWSwWsTmyk1KpRGhoKMLDw2E0GhEeHo7w8HAEBwd7bd+c5rPSaVJymSJC1F0ajQZhYWEICwtze7vD4UB9fb3bah3nv+6q9NyxWCydhjvOFbk6C3j07Zwkcp0mpYmNhTokpEtjI6LuY3BDRORlJM2Jday4kRs2J6YLoVar2/TWaG5uRklJiSTMqXA5y+3K4XC4/bCmUqnEih9nmBMeHu4VSxezvw0NFkqlUlyJyh3naljuqnXq6upQX1+PhoaGLlXtOB+vvr6+0wpwrVbbJszx9/eH4+BB2MLCYDCbYGS1TT8TADfVmZ418KZuyQmDGyIiL8PmxPLG5cCpt2m1WsTFxSHOZZlds9ksCXPKyspQUVHhdpoV0DItq6SkBCUlJZLtGo1GEuZERkYiKioKBoOhT19TdzC4IWrhuhqWu8bJQMvPemNjI+rr68Uwx/mv62WLS7+8zjQ3N6OyshKVlZVtb7xsjnhR++yz4hQsPz8/8bLrKlr+/v5eW/1HnpOQkNDlQHKgYnBDRORlBJcu+mxOLD+suKH+oNfrkZCQgISEBHGbzWZDVVWVuOR4eXk5ysrKUFVV1e4Br9VqFcMfV0FBQYiOjhabsEZFRcHX17cvX1K7rC4r72hdwisiakulUiEgIAABAQHthjtAy1Sq1mFO64CnoaGh3TDYnQ4Dnl+4Lofu/HI2WXZ+tTc1i2gwY3BDRORlHE1N4mWlj3zOilNL2bnNZYoK5/tTf1Kr1WLljCur1YqKigpJmFNWVoYal+qw1pyr4hw7dkzcFhgYKAlyIiIiEBAQ0Kc9ZwSHAxaXFUS08QxuiHqDTqeDTqdrt98O0DL1sqmpyW2wU5Ofj+rTp2EyGGDR6YAu/h7oynLoOp2uTaATFhaGESNG9Oi1DkgC5LeqlMyGM9AwuCEajFr/omejR6/C5rfyZa+okFREaWJjPTgaohbOpcRbL1/s2ry0rKwMpaWlKC4uhslkcvs4zl4aJ06cELfp9XoxLIqIiBAv99ZUq+azeXA0NLRcUSigGzGyVx6XiDqnVCrFaU+tFT/2OGq+3wQA8Jk5E8EvvoCGhgaxz47r5bq6OtTW1nZ5OXSLxSIGzE7R0dEMbmhQY3BDRORlGNzIV3NBoXhZFRgIlb+/B0dD1DGdTofY2FjEugSMgiCgtrYWxcXFOHfuHIqLi1FcXNzuBy6z2dxmmXIACAgIaBPohIWFQaPRdGuM5qNZ4mVtUhJUfp6ZrkVE5wk2G+o3bxavB14+X5ye1RGr1Yq6uro2S6A7Gy3X1dXBbre7vW8Qj3dokGNwQ0TkRQRBkPZQYfNbWbEWnQ9uWG1D3kihUCAoKAhBQUEYObKlusU5tcEZ4pw7dw4lJSUdrkTjnApx2mWak0KhEJcqdw10goOD213ZypR5frlhw5gxvfQqiehCNP38M+zV1S1XNBr4z57dpftpNBqEhoYiNDTU7e0OhwONjY1tAp3a2loMGTKkt4Y/cMhtqhT1KQY3RIMRp0p5LcFkgtDcLF5nxY28WAsZ3NDAo1AoxD4TrlMVTCaTOMXKOa2htLS03dVqBEFARUUFKioqJL1zXHvzuAY6fn5+MGcdFffTM7ghkoW6774TL/tOnQJVJ5U2XaVUKsWlxmP5N5RIgsENEZEXca22AVhxIzeuU6U0se2v5kE0EBgMBsTHxyPeZYluZ3VO60CnvLy83SkQNpvN7cpWBoMB/sFBCJgwAUG1NVBFRUJTXw8/P78+bYhMRO0T7HbUb/6feD1g/uUeHA3R4MHghojIi7j2t1H6+ECh1XpuMNSGa8WNlmXdNAi5VucMGzZM3G6328Wlyl0DnaqqqnYfy2QywWQ0osxoBAD8/NNPwE8/QaPRICQkBKGhoQgJCZF8+fn5tTvtioguXNPPB2B3Lvet0cB/TtemSVEfcHCq1GDC4IZoMOJUKa/FxsTyJpkqFcMybyInlUoFo9EIo9GI0aNHi9ubm5slq1o5A50G50pSblitVpSWlqK0tLTNbWq1uk2Y4wx5/P39GeoQXaCGrVvEy74XX8zKX6J+wuCGiMiLuE6VUgbxYElOBKsV1pIS8TqnShF1TqvVIiYmBjEx0p+XxsZGHH/pJRQdOIjaoEA0JiWhzsen3aXKnWw2W5tlhJ1UKpXbUCckJASBgYEMdYg6IQgC6rduE6+z2oao/zC4oQGj9Xx3hUKBgIAAjB07FosXL8Zvf/tbyT4rV67EE088IbmPVqtFZGQkpk+fjgceeABpaWltnufs2bNITExsc7/AwEAMGTIEF110Ea677jpcdtllsp2Dz8JK7+VacaNmxY2sWIuLAYej5YpCAU0MgxuinvL19UXo0WPwPXUKABD5q6sQfNONMJlMqKqqcvvV3pLlTna7HeXl5SgvL29zm1KpRHBwsGQKVnBwMIKCghAQEACdTtcnr5PImzTn5MBaUCBe95s503ODGeQECBAEh6eHISHwE0afYnBDA87ixYsBtByg5eTkYOfOnfjpp5+wZcsWrF+/vs3+aWlpGDduHACgtrYWP//8Mz788EP85z//wVdffYV58+a5fR5fX19cd9114nPV1NQgKysLq1evxurVq5Geno5169Zh+PDhffNCe5NMAyZqy17jUnHD8mRZcZ0mpY6IgJL9h4h6TGhuhuXECfG6fmzLilIGg8FthQ4AmM1mVFdXo6qqCpWVlZJQp6OpV0DLMsSVlZWorKzEqV/CIld6vV7s3eP8CggIEC/7+/tDpVJd4KsmkjfXahv9qFHQREZ6cDREgwuDG5LavBl47z1g7VqgKx86mpuBxYuBO+4A5s7t+/F1wZo1ayTXN2/ejCuvvBIbNmzALbfcgquuukpy+8KFC7Fy5UrxusViwZIlS7BhwwYsW7YMp0+fdvs8YWFhbZ4LAI4cOYL7778fW7duxaWXXor9+/djiNyalLbucUNegz1u5Ku5kCtKEfUWc/YpCFYrAECh0UDv0ui4PXq9HlFRUYiKimpzm8ViEUOd1l91dXWdj8dshtlsdttXB2ip8vX395eEOa0DHh8fH9lW4hJ1RcO288GN32xOkyLqTwxu6LzNm4GrrwbMZsBkAv7zn47Dm+Zm4IYbgM8/BzZuBL74Qjbhjau5c+fi1ltvxfvvv4+NGze2CW5a0+l0ePXVV7Fhwwbk5OQgJycHycnJXX6+tLQ0bNq0CVdeeSU2bdqE++67D5999tmFvgwiAAxu5MzqshS4NlZmYS2RlzFnZYqXdSNHXvAKejqdDpGRkYh0UyFgtVrdBjrV1dWoq6uDw9H5dATnMuh1dXUodAlxXanV6nYrdpzXtazUI5myVVXBdPiweN1v1kxPDYWAlr4HcltVSmbDGWgY3NB5773XEtoALWHMDTe0H964hjZAy/3ee0+WwQ0AjB8/Hu+//z4KXObldiQyMhKhoaGorKxEWVlZt4IboKUB4htvvIGUlBRs3LgR+fn5iIuL68nQ+wXPAHoP1+bEXMlBXqxFrhU3XFGK6EKYsrLEy4YxozvY88JpNBpEREQgIiKizW0OhwMNDQ2ora1FXV0damtrJV91dXWd9tZxstls4nSs9uj1evj7+8PPz0/y1XqbwWDg327qVw3bd4gV2+qICOhHjfLwiIgGFwY3dN7atS2VNs4wpr3wpnVoAwALFrTcX6bq6+sBoMvNBQVBEA/EwsPDe/Scw4YNQ3p6On7++Wfs2LEDt956a48ep09IpkrxwM+bsOJGvpoLi8TLnCpFdGHMmeeDG/2YsR4bh1KpREBAAAICAtrdx2q1tgl1Wl+3/jLtqzPOKVnuGii7UqlUHQY7zuu+vr5Qq3m4TxdOMk1q1kwGh0T9jL/J6TyttiWkcQ1lWoc37YU2nU2r8iBBEPDVV18BAFJTU7t0n+3bt8NsNmP48OFISkrq8XOPGzcOP//8M44fP97jx+hz/LvrVSTBDStuZMV1pQ2t3PpaEXkRh8kEi0t/OX0fV9xcKI1Gg9DQUISGhrq9XRAEmEwmtxU7zpCnrq4OQjf6z9ntdvH+nTEYDO0GO85wx8fHBz4+PlwSndxyWCxo2LlTvO4/a5YHR0Mi9qwcVBjckFRH4c2HHwK33OI1oY3dbkdubi6effZZ7N69GzqdDrfffnuH96mtrcWPP/6Ie+65Bz4+Pli9evUFnVEICwsDAFRXV/f4MYhcSaZKseJGNhyNjbC7/JxzqhRRz5lPnADsdgCAwmCArpvTleVGoVCIwYi7HjtAyzFLQ0MD6uvr0dDQ0Oay6/Wu9NxxZTKZYDKZUFZW1um+BoMBPj4+YpjT2b+s5hkcmvbtg9DUBKDlZ9Ln4os9PCKiwYe/bamt9sIbPz/pfjINbdwFLf7+/li7dq3bXjVPPPEEnnjiCcm24OBg7NmzB2PHXlh5tvPsmezKSZnQeyVBEFr1uAny3GBIwnWalEKrhdpo9OBoiLybZJrUqFFQDIJltlUqldikuCPO6p2Ogh3nl9nZt7AbnCFPR314XOl0OreBjp+fH4KCgsQvg8HQ7bGQfNRv3Spe9r1kKpRdbD1ARL2HwQ255y68cSXT0AYAFi9eDOD8vPSxY8fimmuuQXBwsNv909LSMG7cOAiCgLKyMmzfvh3V1dW4+eabsXv3bvi1Dqy6oaKiAgAQEhLS48foc3ILlahdjvp68Sw0AKiCgzw3GJKwFp6fJqWJiYGC0w2Iesx05Ih42TBmjAdHIj+u1Tud9eCzWq2SIMdduNPQ0IDGxkbYXf62dIfFYhGXWu+IXq+XBDnOpdMDAgLg7+8Pf39/aDSaHo2B+pbDYkHDlvPBDadJyUg3q+/IuzG4ofZptS3To9wFFx9+KMvQBgDWrFnTrf0XLlyIlStXiteLioowa9YsZGVl4cEHH8Qbb7zR47EcOnQIADBKbp33XSpuGNt4j2aXHioKjQaqDpplUv9q+vmAeFmbmOjBkRB5N3t9veTsvmH8OM8NxstpNBoEBwe3e+LKSRAENDc3o7GxEU1NTV36t6vNlp3MZjNKSkpQUlLS7j4+Pj5tAp3Wl/V6vfyqmAe4qrX/B5tzmp1aDb8ZMzw7IKJBisENta+5uaWnjTu33CLbipsLFRMTgzVr1uCSSy7B22+/jfvvv79HDYpPnTqFQ4cOQalU4tJLL+2Dkfac4HCZKsXKAK9hyT4lXtYOGzoopg94i8affhQv+06d6sGREHm32s+/gGAyAWhpwO7Hs/t9TqFQQKfTQafTdblC2Gq1dhjs1NfXo6amBjU1NbDZbF16zKamJjQ1NaG0tLTdfTQajdtAx3Wbn58fmyz3EmtpGSreeku8Hnzzb6D+pX8jEfUvBjfknrvVo1y1t1T4ADF16lQsWLAAn3/+OZ5//nmsXr26W/e32+249957IQgCrrvuOsTKrVGp4FJayYMbr2E5eVK8rB823IMjIVfW4mJYTp1fAcdv+jQPjobIewmCgJqPNojXA6+5hr00ZEqj0YjTnjoiCAIaGxtRXV0tBjm1tbWor68XV9NqbGzs8vNarVZUVVWhqqqq3X0UCgX8/PwkgY7r6lm+vr7il06nYwVPB8pffVVsSqwKCoLxnns8PCKSYM/KQYXBDbXV3pLfrVeVGuDhzcqVK/HFF19g7dq1ePzxxxETE9Ol+2VkZOBPf/oTtm7diqioKLz22mt9O9CecJkTywMW72HJPh/c6FJSPDgSctXw4/lqG018HLTx8R4cDZH3Mh04IAlBg2+8wYOjod7gDFH8/PwwZMgQt/vYbDY0NDSgrq5OEui4Xq+vr+9yHx5BEFBfX4/6+vpO91WpVJIgx1244/o1mPrwmDIyULtxo3jduPw+qDppnk1EfYfBDUm1F9o4w5n2lgofgOHNuHHjsHDhQvz3v//Fyy+/jFdffVVye0VFBZYsWQKgpcKmtrYWR48eRW5uLgBg4sSJWLduHaKjo/t76J0TOFXKG5ldpkrphrPiRi4aXYIbv2nTPTgSIu9WveEj8bLv1CnQJiR4bjDUb9RqdafVO4IgoKmpqU2g0/qyxWLp1nPb7Xbxvl2h1Wo7DXect3vzcumCw4GSZ54Rr+tSUhB0/fUeHBEReedvE+obnYU2wKALb1auXImNGzdi9erVWLFiBcJc5vU2NjZi7dq1AFpKhgMDAxEXF4elS5fiuuuuw2WXXSbbahbBtQu9TMdIUrbKSth/WaUMAPQpDG7kQLBa0bhrt3jd71IGN0Q9YauqQv3334vXg266yYOjIblRKBRiKBIVFdXufs3NzW6rdRobGyVfTb9M/+mu5uZmNDc3d7qKlpNWq4XBYBCDHB8fn06vy6Gqp+6rr2A+kiFej3joIfbVkxtBkB7PywGnbvUpBjd03uLFHYc2Tu2FN4sXA+vX9994WxG6+cti5cqVktWk3ElNTYWj1S/FhISEbj+X7DjY48bbWLKzxcuq4GCo2BxQFkyHD8PxS38GhVYLn0mTPDwiIu9U+9lnEH5ZqUhtNHLJYeoRrVaLsLAwyYk2dxwOB0wmU5tAp3W447xsNpt7NB5n0FNbW9vl+6jV6m4FPQaDAVqtttdOFjoaG1H28t/F6/7z5sH34sm98thE1HMMbui8O+4ANm4EzOb2Qxun1uGNXt9yf/IOLqtKKRjceAXzSWl/G7lWcw02DT+cnyblM3EilAaDB0dD5J0EhwPVH/1HvB50/XVQyKDqgAYupVIpVvB0hc1mkwQ5rpfdfXV3ufTWz9Wd6VtAS68eg8EAvV4PvV7f6WXXba0bNFf861/i8t8KrRbhf32gx6+FiHoPgxs6b+5c4IsvgPfeA9au7XzakzO8Wby4JbSZO7d/xkkXTHBdVUrB4MYbuC4FzmlS8tHw00/iZV+uJkXUI407d8FaUNByRalkLw2SHbVaLS433hVWqxVNTU0wmUziMuedXW9ubu7x+Ox2OxoaGtDQ0NDt+yoUCjHE0atUcJw4Ce3UKdA0WxE4ahTKz5yBoaTEbRCk0+m8to/PgODtMwCoW/iTRlJz53YvgNFqPTo9inpIMlWKlRvewHUpcDYmlgdrWRksx4+L1/0uvdSDoyHyXtUuS4D7zZwJTQc9TIi8gbP3YWA3VmGy2WzdCnqampq63YzZHUEQYDKZYDKZWjZEhJ+/sdkCbNnS4f3VajV0Op3kyxnqdHWbVquFij10iDrE4IZoMBI4VcqbCHY7LKfPL5GrG86lwOWg8aed4mVNdDS0iYkeHA2Rd7KWlKBh6zbxevBv2JSYBie1Wg1/f3/4+/t3+T52u10Mc8xmM0wmE8xmc5cuX0iFjyubzQabzYbGX/q99ZRGo+kw4DEajUhPT++VMRN5IwY3RIMQV5XyLs15+RCcZ9UUCuiGJnt2QAQAaPjxB/Gy76XT2XeIqAdqPv5ErALVxMTA95JLPDwiIu+hUqng5+cHPz+/bt/XbrefD3OamnD24YfRWFKKZq0WQnwc9AsXwmKxtBsA9fZCHVarFVartd3pXomJiQxuWnNwqtRgwuCGaDBy/WPLihvZc11RShsfzwa4MiDYbNJlwKdzGXCi7hKsVtR8/LF4PejGG1kFStRPVCqV2KC5+n9bELr/Z4T+clvCs8/AkJbW7n0FQYDFYkFzczPMZjMsFovkq6vbulP1o9frL/AVE3k3BjdEg5FLxQ2rBOTPks3+NnJjysyEw7m8q0YDn8kXe3ZARF6ofvt2cfUaaDQIuvYazw6IaBCy19Wh/LXXxOuBCxZ0GNoA0obGXW3Y7I7D4ehy6BMREdHj5yEaCBjceBnXD9kOhwNKnpmiHpBMlerC95CDQY9HmV0qbnRcUUoWGn90WQZ8wgSo/Lq2pCwRnVez4SPxcsDcuVCHhnawNxH1hYpVb8JeXQ0AUPj4wHj//f323EqlEgaDAQZWEveM6yqxNODxU7+XUSgU0P6yTPeFNgGjQczRvalSzu81rVbL4MYDLCddghtW3MhCw4/nlwH34zLgRN3WnJeHxp3nG3wH3XSjB0dDNDhZcnNR9eGH4vWwpUuhcV1ViohkgxU3Xsjf3x+VlZUoLS0FAPj6+rLyhrrF4bDD8UufG4cgSCpqpPs50NjYKH6vdWelA+odjsZGWAsKxOv6FK4o5Wm2qiqYs7LE677TuQw4UXdV/+c/4mVtcjJ8Jk704GiIBqfS558HbDYALc3BQ25f4tkBEVG7GNx4odDQUDQ2NsJsNuPcuXOeHg55IYfZLDYoVpw7B8UvwUxH9Ho9QlnG3u8sp06JlxU+PtDExnpwNASgpUrgl58fdUQEdMOHeXhERN7FYbGg9tPPxOvBN97Iak6iftawYwcafzg/7Tf8b3+FUqfz4IioWwQBgtxWlerllcZIimUaXkilUiEuLg6hoaHitCmi7rAWFKA5JwfNOTlwmEwd7qvVahEaGoq4uDioVKp+GiE52aqroQoJAQDohg3liisy4GhogCo4GADgO30aP3ASdZOtvALapCQAgEKvR+DCBR4eEdHgI9gdUIe3TIvymTwZ/nPnenhERNQRVtx4KZVKhfDwcISHh0MQBAhMOKk7UlIg2GxwmC1Q6rRQaDRud1MoFPxQ6mH+s2bBf9dO2CoqYHeuYkQeFfyb3yDohhtgPnYMSi5PStRt2tgYJKz7EOaT2bCcPAHVBaxKQ0Q94z97FnwnT0LF6ncQcOUVPN4jkjkGNwMAP1xTj2i1ULFiy2uow8KgDgvz9DDoFwqVCoaxYz09DCKvpk8ZDj1XyiPyGKWvL8L/tNzTw6Ce4qpSgwpr7omIiIiIiIiIZIrBDRERERERERGRTHGqFBEREREREZEXkd2qUtSnWHFDRERERERERCRTDG6IiIiIiIiIiGSKU6WIiIiIiIiIvAlXlRpUGNzISH5+PqxWK0aPHu3poRAREREREXm1nJwcaDQaTw+j1zWhAbuFTZ4ehkQTGjw9hAGNwY2M+Pr6orGx0dPDkJWcnBwAQHJysodHQt3F98478X3zTnzfvBffO+/E98078X3zXj197zQaDXx9fftiSB4j5+9fOY/N2ykEQWA7apItZ/XR0aNHPTwS6i6+d96J75t34vvmvfjeeSe+b96J75v34ntHgx2bExMRERERERERyRSDGyIiIiIiIiIimWJwQ0REREREREQkUwxuiIiIiIiIiIhkisENEREREREREZFMcVUpIiIiIiIiIiKZYsUNEREREREREZFMMbghIiIiIiIiIpIpBjdERERERERERDLF4IaIiIiIiIiISKYY3BARERERERERyRSDGyIiIiIiIiIimWJwQ0REREREREQkUwxuSLbKy8vxl7/8BSkpKTAYDAgJCcGECRPwwAMPeHpo1I79+/fjhhtuQHR0NDQaDYKCgjB9+nS8//77EATB08Mb1A4cOIDnn38e11xzDWJjY6FQKKBQKDq935o1azBp0iT4+fkhJCQEV155JXbt2tUPIyage++bw+HAjz/+iL/+9a9IT0+Hv78/dDodkpOT8fvf/x5nzpzp59EPbj39mXN12WWXifcrLCzso5GSq56+b1arFa+99homTZqEgIAA+Pn5Yfjw4bjjjjtQVFTUDyMf3Hryvp07dw733nsvhg4dCp1OBx8fH6SmpuLxxx9HfX19P418cGtqasLGjRvx29/+FikpKdDr9fD19UVaWhqefPJJNDQ0tHtfHp/QYKMQ+GmKZOjAgQOYP38+KisrMXr0aIwZMwZ1dXU4duwYCgsLYbPZPD1EauXTTz/FjTfeCLvdjgkTJmDo0KEoLy/Hjz/+CJvNhptvvhkffvihp4c5aC1cuBCff/55m+0d/QlYvnw5Xn/9dRgMBsybNw9msxlbtmyBIAj45JNPsHDhwj4cMQHde99Onz6NYcOGAQAiIyMxadIkqFQq7Nu3D0VFRfD398c333yDadOm9fm4qWc/c67WrFmD22+/HQqFAoIgoKCgALGxsb09TGqlJ+9bVVUV5s2bhwMHDiAqKgoXX3wxgJafyczMTPz444/8uetj3X3fTp06hUsuuQTl5eVISEjAhAkTYDabsWvXLtTU1GDUqFHYtWsXAgMD+3rog9q//vUv3HXXXQCAkSNHisf7u3btQn19PUaMGIEdO3YgPDxccj8en9CgJBDJTFlZmRAWFib4+PgIn3/+eZvb9+7d64FRUUesVqsQHh4uABA+/PBDyW3Hjh0TQkJCBADC1q1bPTRCev7554VHH31U+OKLL4Ti4mJBp9MJHf0J2Lx5swBACA0NFbKzs8Xtu3btErRarRAUFCRUV1f3w8gHt+68b6dPnxbmzp0rbNmyRXA4HOJ2s9ksLFmyRAAgxMXFCc3Nzf01/EGtuz9zrsrKyoSQkBBh3rx5Qnx8vABAKCgo6OMRkyB0/31zOBzCrFmzBADC448/LlitVsntOTk5Qnl5eV8Pe9Dr7vu2aNEiAYCwbNkywWazidtramqEiy++WAAgPPbYY/0x9EFtzZo1wtKlS4Vjx45Jtp87d04YP368AED4zW9+I7mNxyc0WDG4Idm5++67BQDCqlWrPD0U6qLMzEwBgJCSkuL29j/+8Y8CAOGFF17o55FRezo7qL3iiisEAMKrr77a5jbn+/nyyy/34QjJne58+HfV1NQkBAYGCgCE7du398HIqDPdee9uvvlmQa/XC6dPn2Zw42GdvW8fffSRAEC4/vrr+3FU1JnO3rfQ0FABgFBcXNzmts8++0wAIFxxxRV9OUTqxK5duwQAgk6nEywWi7idxyc0WLHHDcmKyWTCv//9b/j6+uL222/39HCoi3Q6XZf2Cw0N7eORUG8wmUzYunUrAOC6665rc7tz25dfftmv46KeMxgMGD58OICWvg4kX9999x3WrVuHFStWIDk52dPDoU688847AIA//OEPHh4JdUdXjlt4zOJZaWlpAACLxYLKykoAPD6hwY3BDcnKzz//jPr6eowfPx4GgwHffvst7r//fixbtgyvvfYaP3DIVFJSEpKTk3Hy5EmsW7dOctvx48fx73//G8HBwVi0aJGHRkjdcfLkSVgsFhiNRrc9NSZMmAAAyMjI6O+hUQ85HA7k5eUBaOl/Q/LU2NiIu+++GyNGjMBf//pXTw+HOmG1WvHTTz9BrVZj0qRJyMjIwKOPPorf/e53ePLJJ3HkyBFPD5HaMW/ePADAU089BbvdLm6vra3Fiy++CAC44447PDI2apGbmwsA0Gg0CAkJAcDjExrc1J4eAJGrY8eOAQDCw8PdNpp7+OGH8e677+I3v/mNJ4ZH7VCpVFi7di2uuuoq3HLLLfj73/+OYcOGoaysDD/++CNGjRqFNWvWiH94Sd7y8/MBoN1GqL6+vggKCkJ1dTXq6+vh7+/fn8OjHli/fj3KyspgNBoxdepUTw+H2vHYY4/h7Nmz2L59O7RaraeHQ53Izc2F2WxGREQEXn31VaxYsQIOh0O8feXKlbjvvvvw6quvenCU5M5zzz2HAwcO4M0338Q333yD9PR0mM1m7Ny5E3q9Hv/+978xa9YsTw9zUHv99dcBAJdffrlYIcXjExrMWHFDslJdXQ0A+OKLL/Ddd99h1apVKCsrw9mzZ/GXv/wFJpMJixcvxuHDhz07UGrjkksuwY4dO5CUlISDBw/io48+wrZt26BUKjF37lwkJSV5eojURc7lN318fNrdx9fXFwC4ZKoXKCgowPLlywEATz75ZJenNlL/OnjwIF5//XUsXrwYM2bM8PRwqAucxyyVlZV46KGH8Pvf/x45OTmoqKjAu+++C4PBgNdeew2rVq3y8EiptcjISGzfvh3z5s3D2bNn8emnn+Lrr79GTU0Npk6divT0dE8PcVD75ptv8O6770Kj0eCpp54St/P4hAYzBjckK84zVTabDU8++SSWLVsGo9GI+Ph4vPTSS7j++uthtVrx0ksveXik1Nr69esxadIkDBkyBHv37kVDQwOys7OxZMkS/P3vf8fs2bNhsVg8PUyiQaWxsRHXXHMNKioqsHDhQvz+97/39JDIDbvdjjvvvBNBQUF4+eWXPT0c6iLXY5YrrrgCq1atQlJSEkJDQ3HHHXeIxyrPPfecJ4dJbmRkZCAtLQ0nT57E559/jurqahQWFuK1117Dt99+i0suuQQnT5709DAHpRMnTuD//b//B0EQ8NJLL4m9bogGOwY3JCt+fn7iZXfNiZ3bduzY0W9jos6dOnUKixcvRlhYGL766itMmjQJvr6+GDZsGN5++21cddVVOHjwIN577z1PD5W6wPlz2NTU1O4+jY2NAMAyZBmzWq24/vrr8fPPP2PatGlt+k+RfLz22ms4dOgQXnzxRYSFhXl6ONRFnR2zLFmyBABQVFSE06dP99ewqBNWqxXXXXcdzp07h88++wxXX301goKCEBMTg/vuuw9PP/00qqqq8Nhjj3l6qINOUVERLr/8clRXV+P+++/HfffdJ7mdxyc0mDG4IVmJj48H0FICaTQa29yekJAAACgrK+vPYVEnNmzYAKvVissvv1xyIOt0ww03AAB++OGH/h4a9UBcXBwAoLCw0O3tjY2NqKmpQXBwMA+MZMrhcGDx4sX49ttvMW7cOHz55ZcwGAyeHha148svv4RCocDatWsxc+ZMyVdJSQkA4Prrr8fMmTPx3XffeXi05OQ8ZgHOH5+48vHxQXh4OAAet8jJnj17cOrUKSQmJorNbF1df/31AHjM0t+qqqowb9485OXl4fbbb3dbfcjjExrM2JyYZGX8+PEAWpb7s1gsbXoxVFVVAYDbcIA8x/kHNDAw0O3tzu3OfgAkbykpKdDpdCgvL0dRURFiYmIktx88eBAAkJqa6onhURf84Q9/wPr16zF8+HB8//33CAoK8vSQqBOCIHT4QXHPnj0AzldxkOcFBgYiMTERZ86ccfv3zeFwoKamBgCPW+SExyzy09DQgCuuuALHjh3DNddcg3feeQcKhaLNfjw+ocGMFTckK3FxcUhLS4MgCG6nQzm3OQMekgfn8sI///yz29v3798PwP0ZSZIfg8GA2bNnAwA+/vjjNrd/8sknAIBf//rX/Tou6ppHHnkEb775JuLi4rB582bxjD/J1/bt2yEIgtsvZ1VHQUEBBEFgcCMzV199NYCW97C1PXv2oLm5GQaDASkpKf08MmqP85jl5MmTbhvY8pilf1ksFixYsAD79u3D/PnzsX79eqhUKrf78viEBjWBSGY+/PBDAYAwduxY4dy5c+L2Q4cOCSEhIQIA4T//+Y8HR0itHThwQAAgABDefPNNyW27d+8WfH19BQDC5s2bPTRCak2n0wkd/QnYvHmzAEAIDQ0VsrOzxe27du0SdDqdEBQUJFRXV/fDSMlVZ+/bK6+8IgAQIiMjJe8beV5n71174uPjBQBCQUFBH4yKOtPZ+3bmzBlBq9UK/v7+wu7du8Xt5eXlwsSJEwUAwrJly/pjqOSio/fNZDIJ4eHhAgDhtttuE8xms3hbUVGRMHbsWAGAsGLFiv4a7qBls9mERYsWCQCE6dOnC42NjZ3eh8cnNFgpBEEQ+jssIurMkiVLsHbtWgQFBWHq1KkwmUzYtWsXLBYL7rrrLqxevdrTQ6RWHnjgAXE+8ujRozFq1CicO3cOu3fvhsPhwNKlS/H22297eJSD19dffy1ZUnPfvn0QBAGTJ08Wtz366KP41a9+JV5fvnw5Xn/9dfj4+GDu3Llobm7G5s2bIQgCPvnkEyxcuLA/X8Kg1J337fDhw5gwYQIEQcCUKVMwfPhwt4955513Ytq0aX0+9sGuJz9z7iQkJCAvLw8FBQWIjY3ts/FSi568b++99x7uvPNOqNVqTJkyBYGBgdi1axcqKysxYcIE7Nixg1Ol+lh337eNGzfi+uuvh81mQ0xMDC666CKYTCbs3r0b9fX1fN/6yeuvv47ly5cDABYtWoSAgAC3+7388suSxu08PqFByVOJEVFHHA6HsHr1aiE9PV3w8fERfH19hSlTpghr1qzx9NCoA5999pkwb948ITQ0VFCr1UJwcLAwa9YsYd26dZ4e2qD3/vvvi1VR7X29//77bu/n/DkMCgoSLr/8cmHnzp39/wIGqe68b9u2bet03/beZ+p9Pf2Za40VN/2rp+/btm3bhPnz5wtBQUGCTqcTRo4cKaxcuVJoaGjo/xcxCPXkfTt48KBw8803C7GxsYJGoxF8fX2FcePGCc8++6zQ1NTkmRcyyDz++ONd+rt15syZNvfl8QkNNqy4ISIiIiIiIiKSKTYnJiIiIiIiIiKSKQY3REREREREREQyxeCGiIiIiIiIiEimGNwQEREREREREckUgxsiIiIiIiIiIplicENEREREREREJFMMboiIiIiIiIiIZIrBDRERERERERGRTDG4ISIiIiIiIiKSKQY3REREREREREQyxeCGiIiIiIiIiEimGNwQEREREREREckUgxsiIiIiIiIiIplicENERCQziYmJUCgUXf7SarWwWCyeHnaXbN++vc34Kyoq2uy3efNmKBQKLF26tNfH8PXXX0OhUOCyyy7rdN/KykoEBgZCoVBg165dCAoKkox9zZo1vT4+IiIiIldqTw+AiIiIzrNYLJg5cyYEQZBs/+6771BaWorZs2djyJAhktuioqKg0+n6c5gXLDk5GdOmTQMA6PX6NrcfOnQIAJCent7rzz169GgAwIkTJzrd95lnnkFdXR2uvfZaTJ06FTfffDOamppw+PBhHDlypNfHRkRERNQagxsiIiIZ0el0eP/999tsj4+PBwC88sorSEtL6+9h9bpp06Z1WK1y8OBBAH0T3MTHx8PX1xdFRUWoq6tDQECA2/3y8vLw5ptvQqPR4LnnngMAvPnmmwCAlStXMrghIiKifsGpUkRERP0sJycH+fn5Xd6/pqYG+fn50Gg0GDlyZK+PZ/fu3TCbzb3+uBfi0KFD0Gg0GDt2bK8/tkKhwKhRowB0XHXz2GOPwWKx4He/+x2GDRvW6+MgIiIi6goGN0RERP2grq4O//rXvzB9+nQMHTpUrCjpioyMDADAiBEjoNVqe31sDz30ECIjI/G73/0Ou3bt6vXH766GhgacOnUKY8aMaTMF7KOPPoKfnx8iIyPx008/SW47duwYli5disTEROh0OoSHh+O2225DYWFhm+dwBjfHjx93O4bMzEz8+9//RkBAAB577LFeemVERERE3cfghoiIqI84HA5s2rQJt9xyCyIjI3HXXXdh586dmDFjBkaMGNHlx3EGN301RWrBggXw8fHB6tWrcckll2D48OF45plnulUV1JsOHz4MQRAk06RsNhvuv/9+3HTTTRg9ejQOHDgg9sgBgLfffhvjxo3Du+++i6ioKFx99dUICgrCBx98gIsvvhilpaWS53D2uWkvuHnooYfgcDjw4IMPwmg09sGrJCIiIuoaBjdERES97MSJE3jooYcQFxeH+fPnY926dYiLi8PTTz+NM2fOYPv27d0Kbpy9VFJTU/tkvH/6059QUFCA7777DjfffDOKiorwyCOPICEhAXPmzMEHH3yAxsbGPnlud5zVSBMmTAAAlJaWYs6cOXj11Vdx++2344cffkBMTIy4/+eff467774biYmJOHToEHbt2oWPP/4Yx48fx7Jly1BUVCT2qHHqKLj54Ycf8PXXXyM2NhbLly/vo1dJRERE1DUMboiIiHpBdXU13nzzTUyePBkjR47E888/D4vFgnvuuQd79+7FiRMnsGLFCrHJcHf0dcUNAKhUKsyfPx8ffvghSkpK8P7772PmzJnYtm0bbrvtNkRGRuL222/H9u3b26x41dtcV5TavXs3JkyYgN27d+ONN97Ae++9J5k+1dDQgKVLl8LPzw/fffedJNxSqVR48cUXoVQq8b///U/yHB0FNw8++CAA4KmnnoLBYOj110dERETUHQxuiIiILtDf/vY3REVF4Z577sGRI0dwzTXXYOPGjTh37hzeeOMNTJo0qceP7XA4kJWVBaDvKm5a8/f3x5IlS7B161bk5eXhmWeeQWxsLNasWYNZs2YhKSmpWz16uuvgwYNQq9X48ccfMWPGDNhsNmzZsgX33HNPm31Xr16NsrIyseKmNV9fX4SGhqKyslKyPS4uDn5+fsjNzUVzc7O4fePGjdi9ezdSU1Nx22239f6LIyIiIuomBjdEREQXaO/evbBYLFCpVHjggQewatUqLFiwABqN5oIf+/Tp02hqakJ4eDgiIyN7YbTdM2TIEDz00EN46623cNFFFwEAzp4922f9bywWC44dOwabzYa//OUviI+Px4EDBzB9+nS3+2/cuBEA8OKLL0KhULj9Ki8vR3BwsOR+CoUCI0eOhN1uR3Z2NgDAbrfj4YcfBgC89NJLUCp5mERERESep/b0AIiIiLzdc889h9WrV+OTTz7B008/jeeeew6XXXYZbr31VixcuBC+vr49fuzu9LdpaGjAypUr8Z///AdVVVWYPHkyVq9ejeTk5B4994kTJ/DBBx/g3//+txjUjB49GosXL8aMGTN69JidyczMhM1mw/z583HkyBHk5+cjNzcXsbGxbvc/cuQIdDodbrrppg4f192y4qNHj8b+/ftx/PhxjBkzBmvWrMHx48cxb948zJs3r1deDxEREdGFYnBDRER0gaZMmYIpU6bgjTfewKeffoq1a9di06ZN+P777+Hn54dFixbh1ltvxZw5c7pdxdHV/jYWiwVz5sxBRUUFnn76aRiNRjzzzDNYsGABjhw5ApVK1aXnKysrw4YNG/DBBx/g559/BgCEhobi3nvvxeLFi8Wqm77i7G9zxRVX4Mknn8SMGTNwzTXXYO/evW0CqObmZtTV1SExMRFr1qzp9nO59rkxm81YuXIllEolXnzxxQt+HURERES9hcENERFRL/H19cVtt92G2267Dfn5+fi///s//N///R8++OADfPDBB4iOjsbNN9+MW2+9tcv9arpacfPss88iJycHR44cEVdcSk1NRWxsLA4dOtRh4GIymfDFF1/ggw8+wPfffw+bzQaNRoOrr74aixcvxlVXXQWtVtvF/4UL4+ydk5aWhkmTJuHdd9/FLbfcgl//+tfYvXs3AgMDxX21Wi0MBgMKCgrQ0NAAPz+/bj3XqFGjALQEN//4xz9QWFiIxYsX92kTaCIiIqLu4uRtIiKiPhAXF4dHHnkE2dnZ2LlzJ5YuXYqmpia8/PLLSEtLw9dff92lx+lKxY3NZsM//vEP/P73v0dERARsNhtsNhsiIiLg7++PgoKCDp/j6quvxk033YSvv/4aY8eOxWuvvYaioiJ8/vnnuOaaa/ottAHOV9w4X+/NN9+MFStW4Pjx47jhhhtgt9sl+8+dOxc2mw2/+93v0NTUJLlNEARs3boVP/74o9vnclbc7N+/H88//zwMBgOefvrp3n5JRERERBeEwQ0REVEfmzp1Kt5++20UFxdj/fr1uPzyy7u0pHZtbS3y8vKg0WgwcuTIdvc7dOgQampq8Mwzz0Cj0Ui+6uvrERAQ0OHzhIaG4v7770dGRgYOHjyI++67D0ajsduv80LZ7XZkZGRgyJAhkmbCTz31FBYtWoRNmzbhvvvuk9znhRdeQEhICNatW4eEhARceeWV+H//7//hiiuuQExMDObMmYO6ujq3z+dcWSonJwfV1dVYvnx5u710iIiIiDyFU6WIiIj6iV6vx0033dRpI10nZ7VNSkpKh1UvJSUlAIA9e/a47WXjrCxpz4YNG7o0nr524sQJmEymNtVFCoUCH3zwAaZNm4ZVq1ZhxIgRuPfeewEAI0aMwKFDh/Dss89i06ZN2LJlC7RaLcLDwzFp0iT86le/wqxZs9w+n0KhwKhRo7Bv3z6EhYXhwQcf7PPXSERERNRdDG6IiIhkavr06V2qzImKigIABAcHY/jw4X09rD4zevTodl+vr6+vOI2qtbi4OLz11ls9es69e/f26H5ERERE/YXBDRERkZdLS0vDqFGjcN111+Hhhx9GVFQUSkpKsG3bNtxyyy2YPn26p4fYxk8//YQlS5YAAN54441uNxb2lGXLlqGpqQmHDx/29FCIiIhokGBwQ0RE5OU0Gg2++uorPPDAA7jvvvtQX1+PIUOGYNasWRgzZoynh+dWTk4OcnJyAAAvv/yy1wQ369atQ21traeHQURERIOIQuhKDTYREREREREREfU7ripFRERERERERCRTDG6IiIiIiIiIiGSKwQ0RERERERERkUwxuCEiIiIiIiIikikGN0REREREREREMsXghoiIiIiIiIhIphjcEBERERERERHJFIMbIiIiIiIiIiKZYnBDRERERERERCRTDG6IiIiIiIiIiGSKwQ0RERERERERkUwxuCEiIiIiIiIikikGN0REREREREREMsXghoiIiIiIiIhIphjcEBERERERERHJFIMbIiIiIiIiIiKZYnBDRERERERERCRT/x817NCtHR2G9gAAAABJRU5ErkJggg==",
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",
       "text/plain": [
        "<Figure size 1200x900 with 2 Axes>"
       ]
diff --git a/example_cases/SPARC_PRD/input.yaml b/example_cases/SPARC_PRD/input.yaml
index 966023e..7cd164a 100644
--- a/example_cases/SPARC_PRD/input.yaml
+++ b/example_cases/SPARC_PRD/input.yaml
@@ -168,7 +168,7 @@ plasma_current: 8.7e+6
 fraction_of_external_power_coupled: 0.9
 
 # What fusion reaction are we using?
-fusion_reaction: DTFusionHively
+fusion_reaction: DTFusionBoschHale
 # Fraction of fuel ions which are the heavier species
 heavier_fuel_species_fraction: 0.5
 
diff --git a/tests/regression_results/PRD.json b/tests/regression_results/PRD.json
index 31893f8..f2e0dcf 100644
--- a/tests/regression_results/PRD.json
+++ b/tests/regression_results/PRD.json
@@ -65,35 +65,35 @@
             "attrs": {
                 "units": "megawatt"
             },
-            "data": 22.55867182,
+            "data": 23.15670789,
             "dims": []
         },
         "P_auxiliary_absorbed": {
             "attrs": {
                 "units": "megawatt"
             },
-            "data": 7.702542635,
+            "data": 7.104506562,
             "dims": []
         },
         "P_auxiliary_launched": {
             "attrs": {
                 "units": "megawatt"
             },
-            "data": 8.558380706,
+            "data": 7.893896180,
             "dims": []
         },
         "P_external": {
             "attrs": {
                 "units": "megawatt"
             },
-            "data": 8.904164506,
+            "data": 8.306128433,
             "dims": []
         },
         "P_fusion": {
             "attrs": {
                 "units": "megawatt"
             },
-            "data": 112.7933591,
+            "data": 115.7835394,
             "dims": []
         },
         "P_in": {
@@ -107,7 +107,7 @@
             "attrs": {
                 "units": "megawatt"
             },
-            "data": 90.23468727,
+            "data": 92.62683156,
             "dims": []
         },
         "P_ohmic": {
@@ -135,7 +135,7 @@
             "attrs": {
                 "units": "dimensionless"
             },
-            "data": 11.55669358,
+            "data": 12.72973555,
             "dims": []
         },
         "SOL_momentum_loss_function": {
@@ -320,14 +320,14 @@
             "attrs": {
                 "units": "dimensionless"
             },
-            "data": 0.08439528049,
+            "data": 0.08439527661,
             "dims": []
         },
         "edge_impurity_concentration_in_core": {
             "attrs": {
                 "units": "dimensionless"
             },
-            "data": 0.01687905610,
+            "data": 0.01687905532,
             "dims": []
         },
         "edge_impurity_enrichment": {
@@ -634,7 +634,7 @@
         },
         "fusion_reaction": {
             "attrs": {},
-            "data": "DTFusionHively",
+            "data": "DTFusionBoschHale",
             "dims": []
         },
         "fusion_triple_product": {
@@ -687,7 +687,7 @@
             "data": [
                 0.06000000000,
                 0.003100000000,
-                0.01687905610,
+                0.01687905532,
                 0.000000000,
                 1.500000000e-05
             ],
@@ -933,14 +933,14 @@
             "attrs": {
                 "units": "megawatt / meter ** 2"
             },
-            "data": 1.624788752,
+            "data": 1.667862312,
             "dims": []
         },
         "neutron_rate": {
             "attrs": {
                 "units": "1 / second"
             },
-            "data": 4.000004399e+19,
+            "data": 4.106045524e+19,
             "dims": []
         },
         "normalized_beta": {
diff --git a/tests/regression_results/SPARC_PRD_result.nc b/tests/regression_results/SPARC_PRD_result.nc
index 1b7b3c3..9c727a1 100644
Binary files a/tests/regression_results/SPARC_PRD_result.nc and b/tests/regression_results/SPARC_PRD_result.nc differ