From bb9e1b504371193b2e2426b9aa90dccbd68c450f Mon Sep 17 00:00:00 2001 From: paulf81 Date: Tue, 30 Jul 2024 10:56:50 -0700 Subject: [PATCH] Add WRG file support to FLORIS (#919) * Add wrg_reader file * Blocking in notebook to generate example wrg file * small additions * Update notebook and example wrg * Remove wrg reader file * Notebook to script * add WindResourceGrid to import * Initial implementation of WindResourceGrid * First tests of wind_resource_grid * Change to 2x3 * Update wind_resource_grid and tests * Add print out * Add print out * Add WindRoseByTurbineObject * Method to generate WindRoseByTurbine * Add tests of WindRoseByTurbine * test get_wind_rose_by_turbine * Update examples * Add a test that expected farm power hasn't changed * Start implementing expected turbine power * Update example * Update unpack * bugfix * Update expected functions * Finish example 2 * Add test for expected functions * Renumber examples * Add wrg option to layout opt * Add layout opt example * Update 001 to make clearer accelerations * Add print out feature * Add get_hetergeneous_map func * Add examples 4 and 5 * Update test * Remove echo from example * Renumber examples * Update init to new structure * Update example 001 * Delete wind_resource_grid file * Update to WindRoseWRG * Update imports and references to old class name * Update example 1 * Update example 01 * Update example 001 * Update example 1 * Floris updates layout * Fix update layout * Allow ti_table * fix call to set_layout * Update example 2 * Fix the ordering of applying layout to wind data * Roll back changes to layout opt * Update example 3 * clean up plot * back to 60 * Fix issue in upsampling limits * Update example 1 * Rename example 2 * Update example 3 * Bugfix in random search * Update layout examples * Update example wrg * Update het function * Update tests * Update example 3 * A couple of minor formatting changes. * Improve upsampling to retain coverage of original areas * Update tests * Initial upsample fixes * Upsample testing changes * clean up code * clean up tests * matching changes to wind_ti_rose * update wind_ti_rose tests * Split off get_weighted_turbine_powers function * Update test names * Fix call to equal axis * Update wind_data doc * Small update * Formatting updates. * Minor cleanup. * Remove subset_wind_speeds from WindRose and perform actions in WindRoseWRG.get_heterogeneous_wind_rose instead. * bugfix * Remove block comment * Add and test check for even spacing of wind_speeds; add note about assigned freq. --------- Co-authored-by: misi9170 --- docs/wind_data_user.ipynb | 387 +++++++--- .../000_generate_example_wrg.py | 227 ++++++ .../001_wind_rose_wrg.py | 77 ++ .../002_set_floris_with_wrg.py | 106 +++ .../003_wrg_compar_layout_optimization.py | 217 ++++++ .../wrg_example.wrg | 7 + floris/__init__.py | 1 + floris/floris_model.py | 195 +++-- floris/heterogeneous_map.py | 11 + floris/wind_data.py | 694 +++++++++++++++++- tests/floris_model_integration_test.py | 84 ++- tests/wind_rose_wrg_test.py | 200 +++++ 12 files changed, 2055 insertions(+), 151 deletions(-) create mode 100644 examples/examples_wind_resource_grid/000_generate_example_wrg.py create mode 100644 examples/examples_wind_resource_grid/001_wind_rose_wrg.py create mode 100644 examples/examples_wind_resource_grid/002_set_floris_with_wrg.py create mode 100644 examples/examples_wind_resource_grid/003_wrg_compar_layout_optimization.py create mode 100644 examples/examples_wind_resource_grid/wrg_example.wrg create mode 100644 tests/wind_rose_wrg_test.py diff --git a/docs/wind_data_user.ipynb b/docs/wind_data_user.ipynb index d16e896bf..e2f14524a 100644 --- a/docs/wind_data_user.ipynb +++ b/docs/wind_data_user.ipynb @@ -30,12 +30,17 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 169, "metadata": {}, "outputs": [], "source": [ "from floris.wind_data import WindDataBase\n", - "import matplotlib.pyplot as plt" + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import warnings\n", + "\n", + "warnings.simplefilter(\"ignore\")\n", + "\n" ] }, { @@ -61,12 +66,11 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 170, "metadata": {}, "outputs": [], "source": [ "from floris import TimeSeries\n", - "import numpy as np\n", "\n", "# Like FlorisModel, TimeSeries require wind directions, wind speeds, and turbulence intensities to be of the same length.\n", "N = 50\n", @@ -75,7 +79,11 @@ "turbulence_intensities = 0.06 * np.ones(N)\n", "\n", "# Create a TimeSeries object\n", - "time_series = TimeSeries(wind_directions=wind_directions, wind_speeds=wind_speeds, turbulence_intensities=turbulence_intensities)" + "time_series = TimeSeries(\n", + " wind_directions=wind_directions,\n", + " wind_speeds=wind_speeds,\n", + " turbulence_intensities=turbulence_intensities,\n", + ")" ] }, { @@ -94,12 +102,14 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 171, "metadata": {}, "outputs": [], "source": [ "# Equivalent to the above\n", - "time_series = TimeSeries(wind_directions=270.0, wind_speeds=wind_speeds, turbulence_intensities=0.06)" + "time_series = TimeSeries(\n", + " wind_directions=270.0, wind_speeds=wind_speeds, turbulence_intensities=0.06\n", + ")" ] }, { @@ -120,12 +130,17 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 172, "metadata": {}, "outputs": [], "source": [ "# Including value for each indices\n", - "time_series = TimeSeries(wind_directions=wind_directions, wind_speeds=wind_speeds, turbulence_intensities=turbulence_intensities, values=np.linspace(0, 1, N))" + "time_series = TimeSeries(\n", + " wind_directions=wind_directions,\n", + " wind_speeds=wind_speeds,\n", + " turbulence_intensities=turbulence_intensities,\n", + " values=np.linspace(0, 1, N),\n", + ")" ] }, { @@ -144,7 +159,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 173, "metadata": {}, "outputs": [ { @@ -153,7 +168,7 @@ "Text(0, 0.5, 'Turbulence Intensity')" ] }, - "execution_count": 5, + "execution_count": 173, "metadata": {}, "output_type": "execute_result" }, @@ -174,8 +189,8 @@ "\n", "fig, ax = plt.subplots()\n", "ax.scatter(time_series.wind_speeds, time_series.turbulence_intensities)\n", - "ax.set_xlabel('Wind Speed (m/s)')\n", - "ax.set_ylabel('Turbulence Intensity')" + "ax.set_xlabel(\"Wind Speed (m/s)\")\n", + "ax.set_ylabel(\"Turbulence Intensity\")" ] }, { @@ -194,7 +209,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 174, "metadata": {}, "outputs": [ { @@ -203,7 +218,7 @@ "Text(0, 0.5, 'Value (normalized price/MWh)')" ] }, - "execution_count": 6, + "execution_count": 174, "metadata": {}, "output_type": "execute_result" }, @@ -225,8 +240,8 @@ "fig, ax = plt.subplots()\n", "ax.scatter(time_series.wind_speeds, time_series.values)\n", "ax.grid()\n", - "ax.set_xlabel('Wind Speed (m/s)')\n", - "ax.set_ylabel('Value (normalized price/MWh)')" + "ax.set_xlabel(\"Wind Speed (m/s)\")\n", + "ax.set_ylabel(\"Value (normalized price/MWh)\")" ] }, { @@ -251,7 +266,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 175, "metadata": {}, "outputs": [ { @@ -261,7 +276,7 @@ " [0.16666667, 0.16666667, 0.16666667]])" ] }, - "execution_count": 7, + "execution_count": 175, "metadata": {}, "output_type": "execute_result" } @@ -269,14 +284,14 @@ "source": [ "from floris import WindRose\n", "\n", - "wind_directions = np.array([270, 280]) # 2 Wind Directions\n", - "wind_speeds = np.array([6.0, 7.0, 8.0]) # 3 Wind Speeds\n", + "wind_directions = np.array([270, 280]) # 2 Wind Directions\n", + "wind_speeds = np.array([6.0, 7.0, 8.0]) # 3 Wind Speeds\n", "\n", "# Create a WindRose object, not indicating a frequency table indicates uniform frequency\n", "wind_rose = WindRose(\n", " wind_directions=wind_directions,\n", " wind_speeds=wind_speeds,\n", - " ti_table=0.06 #As in Time Series, a float indicates a constant table\n", + " ti_table=0.06, # As in Time Series, a float indicates a constant table\n", ")\n", "\n", "wind_rose.freq_table" @@ -284,7 +299,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 176, "metadata": {}, "outputs": [ { @@ -331,21 +346,23 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 177, "metadata": {}, "outputs": [], "source": [ "from floris import WindTIRose\n", "\n", - "wind_directions = np.array([270, 280]) # 2 Wind Directions\n", - "wind_speeds = np.array([6.0, 7.0, 8.0]) # 3 Wind Speeds\n", - "turbulence_intensities = np.array([0.06, 0.07, 0.08]) # 3 Turbulence Intensities\n", + "wind_directions = np.array([270, 280]) # 2 Wind Directions\n", + "wind_speeds = np.array([6.0, 7.0, 8.0]) # 3 Wind Speeds\n", + "turbulence_intensities = np.array([0.06, 0.07, 0.08]) # 3 Turbulence Intensities\n", "\n", "# The frequency table therefore is 2 x 3 x 3 and the sum over all entries = 1\n", - "freq_table = np.array([\n", - " [[2/18, 0, 1/18], [1/18, 1/18, 1/18], [1/18, 1/18, 1/18]],\n", - " [[1/18, 1/18, 1/18], [1/18, 1/18, 1/18], [1/18, 1/18, 1/18]]\n", - "])\n", + "freq_table = np.array(\n", + " [\n", + " [[2 / 18, 0, 1 / 18], [1 / 18, 1 / 18, 1 / 18], [1 / 18, 1 / 18, 1 / 18]],\n", + " [[1 / 18, 1 / 18, 1 / 18], [1 / 18, 1 / 18, 1 / 18], [1 / 18, 1 / 18, 1 / 18]],\n", + " ]\n", + ")\n", "\n", "# The value table has the same dimensions as frequency\n", "value_table = np.ones_like(freq_table)\n", @@ -355,7 +372,7 @@ " wind_speeds=wind_speeds,\n", " turbulence_intensities=turbulence_intensities,\n", " freq_table=freq_table,\n", - " value_table=value_table\n", + " value_table=value_table,\n", ")\n", "\n", "# Demonstrate setting value again\n", @@ -378,7 +395,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 178, "metadata": {}, "outputs": [], "source": [ @@ -396,7 +413,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 179, "metadata": {}, "outputs": [ { @@ -405,13 +422,13 @@ "" ] }, - "execution_count": 11, + "execution_count": 179, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -422,16 +439,13 @@ ], "source": [ "# Generate a wind rose with a few wind directions and speeds\n", - "wind_directions=np.array([260,265,270, 275, 280, 285, 290])\n", - "wind_speeds=np.array([6.0, 7.0, 8.0, 9.0])\n", + "wind_directions = np.array([260, 265, 270, 275, 280, 285, 290])\n", + "wind_speeds = np.array([6.0, 7.0, 8.0, 9.0])\n", "freq_table = np.random.rand(7, 4)\n", "freq_table /= freq_table.sum()\n", "\n", "wind_rose = WindRose(\n", - " wind_directions=wind_directions,\n", - " wind_speeds=wind_speeds,\n", - " ti_table=0.06,\n", - " freq_table=freq_table\n", + " wind_directions=wind_directions, wind_speeds=wind_speeds, ti_table=0.06, freq_table=freq_table\n", ")\n", "\n", "wind_rose.plot()" @@ -439,7 +453,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 180, "metadata": {}, "outputs": [ { @@ -448,13 +462,13 @@ "" ] }, - "execution_count": 12, + "execution_count": 180, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", 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" ] @@ -464,15 +478,15 @@ } ], "source": [ - "# The downsample functions of WindRose/WindTiRose allows for \n", - "# aggregating the data into larger bin sizes \n", + "# The downsample functions of WindRose/WindTiRose allows for\n", + "# aggregating the data into larger bin sizes\n", "wind_rose_aggregated = wind_rose.downsample(wd_step=10, ws_step=2)\n", "wind_rose_aggregated.plot()" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 181, "metadata": {}, "outputs": [ { @@ -481,13 +495,13 @@ "" ] }, - "execution_count": 13, + "execution_count": 181, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", 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" ] @@ -519,12 +533,12 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 182, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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", 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", "text/plain": [ "
" ] @@ -564,16 +578,13 @@ } ], "source": [ - "wind_directions=np.arange(0, 360, 10)\n", - "wind_speeds=np.arange(0.0, 30.0, 5.0)\n", - "freq_table=np.random.rand(36, 6)\n", + "wind_directions = np.arange(0, 360, 10)\n", + "wind_speeds = np.arange(0.0, 30.0, 5.0)\n", + "freq_table = np.random.rand(36, 6)\n", "freq_table = freq_table / freq_table.sum()\n", "\n", "wind_rose = WindRose(\n", - " wind_directions=wind_directions,\n", - " wind_speeds=wind_speeds,\n", - " ti_table=0.06,\n", - " freq_table=freq_table\n", + " wind_directions=wind_directions, wind_speeds=wind_speeds, ti_table=0.06, freq_table=freq_table\n", ")\n", "\n", "# Set value\n", @@ -612,7 +623,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 183, "metadata": {}, "outputs": [], "source": [ @@ -634,21 +645,23 @@ "fmodel.set(\n", " wind_directions=wind_directions,\n", " wind_speeds=wind_speeds,\n", - " turbulence_intensities=turbulence_intensities\n", + " turbulence_intensities=turbulence_intensities,\n", ")\n", "\n", "# Is equivalent to the following (but now we'll include value as well):\n", - "time_series = TimeSeries(wind_directions=wind_directions, wind_speeds=8.0, turbulence_intensities=0.06)\n", + "time_series = TimeSeries(\n", + " wind_directions=wind_directions, wind_speeds=8.0, turbulence_intensities=0.06\n", + ")\n", "\n", "# Scale some of the default parameters to get reasonable values representing USD/MWh\n", - "time_series.assign_value_piecewise_linear(value_zero_ws=25*1.425, slope_2=-25*0.135)\n", + "time_series.assign_value_piecewise_linear(value_zero_ws=25 * 1.425, slope_2=-25 * 0.135)\n", "\n", - "fmodel.set(wind_data = time_series)" + "fmodel.set(wind_data=time_series)" ] }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 184, "metadata": {}, "outputs": [ { @@ -672,8 +685,8 @@ " 3507908.91825968]\n", "Expected farm power has shape () and is 3140313.447929242\n", "Farm AEP is 27.50914580386016 GWh\n", - "Expected farm value has shape () and is 74778713.97881508\n", - "Farm annual value production (AVP) is 655061.5344544201 USD\n" + "Expected farm value has shape () and is 74778713.9788151\n", + "Farm annual value production (AVP) is 655061.5344544202 USD\n" ] } ], @@ -719,7 +732,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 185, "metadata": {}, "outputs": [ { @@ -731,25 +744,19 @@ } ], "source": [ - "wind_directions = np.array([270, 280]) # 2 Wind Directions\n", - "wind_speeds = np.array([6.0, 7.0, 8.0]) # 3 Wind Speeds\n", + "wind_directions = np.array([270, 280]) # 2 Wind Directions\n", + "wind_speeds = np.array([6.0, 7.0, 8.0]) # 3 Wind Speeds\n", "\n", "# Frequency matrix is 2 x 3, include some 0 frequency results\n", - "freq_table = np.array([\n", - " [0, 0, 1/2],\n", - " [1/6, 1/6, 1/6]\n", - "])\n", + "freq_table = np.array([[0, 0, 1 / 2], [1 / 6, 1 / 6, 1 / 6]])\n", "\n", "# Create a WindRose object, not indicating a frequency table indicates uniform frequency\n", "wind_rose = WindRose(\n", - " wind_directions=wind_directions,\n", - " wind_speeds=wind_speeds,\n", - " ti_table=0.06,\n", - " freq_table=freq_table\n", + " wind_directions=wind_directions, wind_speeds=wind_speeds, ti_table=0.06, freq_table=freq_table\n", ")\n", "\n", "# Set value and scale some of the default parameters to get reasonable values representing USD/MWh\n", - "wind_rose.assign_value_piecewise_linear(value_zero_ws=25*1.425, slope_2=-25*0.135)\n", + "wind_rose.assign_value_piecewise_linear(value_zero_ws=25 * 1.425, slope_2=-25 * 0.135)\n", "\n", "fmodel.set(wind_data=wind_rose)\n", "\n", @@ -758,7 +765,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 186, "metadata": {}, "outputs": [ { @@ -808,7 +815,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 187, "metadata": {}, "outputs": [ { @@ -841,11 +848,11 @@ " wind_speeds=wind_speeds,\n", " ti_table=0.06,\n", " freq_table=freq_table,\n", - " compute_zero_freq_occurrence=True\n", + " compute_zero_freq_occurrence=True,\n", ")\n", "\n", "# Set value and scale some of the default parameters to get reasonable values representing USD/MWh\n", - "wind_rose.assign_value_piecewise_linear(value_zero_ws=25*1.425, slope_2=-25*0.135)\n", + "wind_rose.assign_value_piecewise_linear(value_zero_ws=25 * 1.425, slope_2=-25 * 0.135)\n", "\n", "fmodel.set(wind_data=wind_rose)\n", "\n", @@ -869,12 +876,222 @@ "print(f\"Turbine power have shape {turbine_powers.shape} and are {turbine_powers}\")\n", "print(f\"Farm power has shape {farm_power.shape} and is {farm_power}\")\n", "\n", - "print(\"Expected farm power and value, AEP, and AVP are the same as before since the new cases are weighted by 0\")\n", + "print(\n", + " \"Expected farm power and value, AEP, and AVP are the same as before since the new cases are weighted by 0\"\n", + ")\n", "print(f\"Expected farm power has shape {expected_farm_power.shape} and is {expected_farm_power}\")\n", "print(f\"Farm AEP is {aep/1e9} GWh\")\n", "print(f\"Expected farm value has shape {expected_farm_power.shape} and is {expected_farm_value}\")\n", "print(f\"Farm annual value production (AVP) is {avp/1e6} USD\")" ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# WindRoseWRG" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The `WindRoseWRG` is a data object which is used to represent within FLORIS the information in a Wind Resource Grid (WRG) file. `WindRoseWRG` is a type of WindData object, like `WindRose` and `TimeSeries`, that\n", + "is used to store wind data in a format that can be used by the FLORIS model. `WindRoseWRG` is different that `WindRose` however because the internal data holds the information of the WRG file and then a `WindRose` object is created \n", + "for each turbine in a provided layout." + ] + }, + { + "cell_type": "code", + "execution_count": 188, + "metadata": {}, + "outputs": [], + "source": [ + "from floris import WindRoseWRG" + ] + }, + { + "cell_type": "code", + "execution_count": 189, + "metadata": {}, + "outputs": [], + "source": [ + "# Read a WRG file (from examples)\n", + "wind_rose_wrg = WindRoseWRG(\"../examples/examples_wind_resource_grid/wrg_example.wrg\")" + ] + }, + { + "cell_type": "code", + "execution_count": 190, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WindResourceGrid with 2 x 3 grid points, min x: 0.0, min y: 0.0, grid size: 1000.0, z: 0.0, h: 90.0, 12 sectors\n", + "Wind directions in file: [ 0. 30. 60. 90. 120. 150. 180. 210. 240. 270. 300. 330.]\n", + "Wind directions: [ 0. 30. 60. 90. 120. 150. 180. 210. 240. 270. 300. 330.]\n", + "Wind speeds: [ 0. 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17.\n", + " 18. 19. 20. 21. 22. 23. 24. 25.]\n", + "ti_table: 0.06\n" + ] + } + ], + "source": [ + "# Print some basic information\n", + "print(wind_rose_wrg)" + ] + }, + { + "cell_type": "code", + "execution_count": 191, + "metadata": {}, + "outputs": [], + "source": [ + "# Aggregate the wind speeds and directions\n", + "wind_rose_wrg.set_wd_step(5.0)\n", + "wind_rose_wrg.set_wind_speeds(np.arange(0, 30, 5))" + ] + }, + { + "cell_type": "code", + "execution_count": 192, + "metadata": {}, + "outputs": [], + "source": [ + "# Set a turbine layout within the grid points of the WRG file\n", + "layout_x = np.array([0, 500, 1000])\n", + "layout_y = np.array([0, 1000, 2000])" + ] + }, + { + "cell_type": "code", + "execution_count": 193, + "metadata": {}, + "outputs": [], + "source": [ + "# Set up a FLORIS model with the above layout and wind_rose_wrg\n", + "fmodel = FlorisModel(\"../examples/inputs/gch.yaml\")\n", + "\n", + "fmodel.set(layout_x=layout_x, layout_y=layout_y, wind_data=wind_rose_wrg)" + ] + }, + { + "cell_type": "code", + "execution_count": 194, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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YZwW0/nif3dlne2688UYWEBDArFarw/a7776byeVyZjAYHLY/9NBDTK1W0ygAQki/6ShTWuusgNadc/WxY8eysWPHttnH7NmzWUxMTI/22Z7Vq1czgUDQJgtfeuklBoAVFxd3+vzuuO6665i3t7fDtv54n13dZ3t60h/z9vZmK1as6HS/ZGiiOdCI2ykrK0NxcTFSUlLabK+ursaYMWPaPGfcuHE4ceJEp/u1//zi5wcHByM0NPSSz2/PmTNnYLFY2uxTLBYjOTm5x21KTU0Fn89v8/xhw4ZBJpNh37593W4rIYS4uo6O/3Y6nQ6enp5QqVTw9vbG8uXL28xvcuLECSgUCiQlJTlsHzduHPdz+2u5WqZ0R3+8z67us7M2paSkgM93PP0cN24cdDodsrOzHbanpqaisbERZ8+e7XS/hBDSE5fKlK7o6rm6zWbD6dOnOzzW5uXloaWlpVv77KxN8fHx8PT0bPM6AHDy5MkuvrtLq6yshK+vL/d9f7zP7uyzPT3pj6WkpFB/irSLCmjE7Zw/fx4AEBUV5bC9oqICABAUFNTmOUFBQaivr+90RZVLPb+8vLzbbe3tPisqKiAQCODv7++wXSwWw8fHp83zhUIhwsLCcO7cuW63lRBCXF1Hx3/gwjF1zZo1+Pzzz/HNN99gwYIF+PDDDzF37lyHSfsrKioQEBDQZkJo+3Haflx1xUzpjv54n13dZ2dt6uh12nt+dHQ0AFCmEUL6RWeZ0lVdPVe3H0u7cgzs7vl/e23qzrG2p/bu3YsDBw7g5ptv5rb1x/vszj7b05M8jo6Opuwh7RI6uwGEdFddXR0AwMvLy2G7Xq8HAEgkkjbPkUql3GPa+3lXnt/c3Nzttl5qn/afd/Z8sVjc7s86er6Xlxdqa2u73VZCCHF1HR3/AeDll192+H7hwoWIj4/Hk08+iR9//BELFy4E0HEOtM6J1v91pUzpjv54n13dZ2/bZGf/d6ZMI4T0h84ypau6eq7e1WNtd/bZWZt6c6zuiurqatx6662IiorCmjVrHF4b6Nv32Z19tqcn/TEvLy/o9XrodDrI5fIO902GHhqBRtwWY8zhe5lMBgDtjggwGAwOj2nPpZ7f2XP7a58ymQwmk6ndn3X0fMbYJZfaJoQQd3bx8b8jDz30EPh8Pnbt2sVtk8lkXcoJV8yU7uiP99nVffa2TXb2f2fKNEJIf+pqprSnq+fq3T3Wdvf8/+I29eZYfSlarRZXXnklWlpa8PPPP0OpVDq8NtC379MZeUz5QzpCBTTidnx8fAAADQ0NDtvtw3Ltw3Rbq6iogLe3d4cjBbry/ODg4G63tbf7DAoKgtVqRXV1tcN2k8mEurq6dp/f0NDgMBcBIYQMFh0d/zsik8ng4+OD+vp6bltQUBAqKyvbdJjsx2n7cdUVM6U7+uN9dnWfnbWpo9dp7/n2f2fKNEJIf+huprSnq+fq9mNpV46BPTn/v7hN3TnWdofJZMJ1112H06dP4+eff8aIESMcft4f77M7+2xPT/K4oaEBcrm83y92EfdDBTTidhITEwEABQUFDttDQkLg5+eHo0ePtnnO4cOHkZyc3Ol+7T+/+Pnl5eUoLS295PPbM2LECAiFwjb7NJlMOHnyZI/bdPToUdhstjbPt1gsKCkpaTPBMyGEDAYdHf870tLSgtraWvj5+XHbkpOTodPpkJmZ6fDYQ4cOcT8HXDNTuqM/3mdX99lZm44fPw6bzdbm+XK5HPHx8Q7b7f/OlGmEkP7Q3UxpT1fP1fl8Pi677LJ2j7WHDh1CdHQ0PDw8urXPztqUnZ3dZqqArh6rO2Kz2bBo0SLs3r0bGzduRFpaWpvH9Mf77M4+29OT/lhBQQFlD2mf09b/JKQXwsLC2O23395m+z333MNkMpnD8sy7du1iANhHH33EbTOZTCwzM5OVl5c7PD8xMZGNGjWKWSwWbttTTz3FeDweO3fuXI/aOnfuXBYUFMSam5u5bf/3f//HALBt27Zx27RaLcvMzGQ1NTXcNp1Ox7y9vdmVV17psM+//e1vTC6Xs7q6Ooftp06dYgDYv//97x61lRBCXF17x3+9Xu9wjLVbvXo1A8B++uknbltJSQkTiURs+fLl3DabzcamTp3KQkJCHI7/rpgprc2fP59FRES0+7P+eJ/d2Wd5eTnLzMxkJpOJ2/btt98yAOyHH37gttXU1DC1Ws1uvvnmNu/hoYceYiqVitlsti5+IoQQ0j0d9SlaW758Oeuo29ydc/VXXnmFAWBHjhzhtp0/f54JBAL26KOP9mifNTU1LDMzk2m1Wm7bwYMHGQD22muvcdsMBgOLjY1l48eP7/S9dua+++5jANgnn3zS6eP64312dZ+MMZaZmcmKiooctnW1P2bn7e3NHnjggU7fJxmaqIBG3NL999/PQkJC2pxUFxcXMx8fHxYTE8Peffdd9tJLLzEvLy922WWXMYPBwD2uoKCAAWCLFy92eP6WLVsYj8djM2bMYJ9++ilbsWIF4/P57K677nJ4XEfPb8+xY8eYRCJho0ePZh999BF78sknmVQqZbNnz3Z43J49exgAtnbtWoftH3zwAQPAbrjhBvaPf/yDLVq0iAFgL774YpvXev3115lcLm+3I0kIIYNBe8f/goICplar2b333sveeecd9s4777B58+YxAGzu3LnMarU67MNeWLv77rvZP/7xDzZ//nwGgH399dcOj3PFTDl16hRbt24dW7duHUtISGBqtZr7fvPmzf36Pruzz8WLFzMArKCggNtmsVjYhAkTmFKpZM899xz74IMP2PDhw5mHhwc7f/58m/c6YsQI9re//e2SnwkhhPRUR32KwsJC7tg6fvx4BoD7/l//+pfDY7t6rt7c3MxiYmKYv78/e/XVV9lbb73FwsLCWHBwMKuuru7RPteuXcsAsD179jhsv/HGG5lQKGSrV69mn3zyCZs0aRITCoXs999/79LzL/bWW28xAGzixInsq6++avOl0Wj69X12Z58AWFpamsO2rvbHGGPs6NGjDADbtWtXp58JGZqogEbc0vHjxxkAtnfv3jY/++uvv9js2bOZXC5narWa3XbbbayystLhMZ11Vv7zn/+w5ORkJpFIWGhoKHvqqaccrqAzxtiZM2cYAPbYY491qb179+5lkyZNYlKplPn5+bHly5e3KXJ1VEBjjLFPP/2UJSQkMLFYzGJiYthbb73V7hX58ePHU2eDEDKotXf8b2hoYH/7299YbGwsk8vlTCKRsOHDh7OXXnqpzfGbMcasVit76aWXWEREBBOLxWz48OFsw4YN7b6eq2XK559/zgC0+3Xx6/f1++zOPtsroDHGWH19PbvjjjuYj48Pk8vlLC0tzWFEgV1mZiZ1YAgh/a6jPoX9vLy9r4uLM4x1/Vy9pKSE3XDDDczT05MplUp25ZVXspycnHbb1pV9dlQA0+v1bNWqVSwwMJBJJBI2duxYtn379jav8cgjjzAej8cyMzM7/Zzsx/SOvi4+1vf1++zOPjv6N+pKf4wxxh599FEWHh5Oo59Ju3iM9WLZEUKcaObMmQgODsZXX3014K/94YcfYs2aNcjLy0NAQMCAv357Tp48iZSUFBw/frzf59YhhBBncubxvz+4YqY424MPPog//vgDx44do1XQCCH9arBlSneMGzcOERER+OGHH5zdFJdgNBoRGRmJxx57DCtXrnR2c4gLogIacVuHDh3C1KlTkZOTg4iIiAF97RtvvBFxcXF46aWXBvR1O7Nw4ULYbDZ8//33zm4KIYT0K2ce//uDK2aKM9XV1SEiIgLff/895s2b5+zmEEIGucGWKV3V3NwMPz8/nDx5kibM//8+/vhjvPTSS8jJyel0pW0ydFEBjRBCCCGEEEIIIYSQTvCd3QBCCCGEEEIIIYQQQlwZFdAIIYQQQgghhBBCCOkEFdAIIYQQQgghhBBCCOkEFdAIIYQQQgghhBBCCOkEFdAIIYQQQgghhBBCCOkEFdAIIYQQQgghhBBCCOkEFdAI6aIlS5aAx+PhlVdecdi+adMm8Hg8J7WKEELIYEJZQwghpD9RzhDSc1RAI6QbpFIp1q9fj4aGBmc3hRBCyCBFWUMIIaQ/Uc4Q0jNUQCOkG2bNmoXAwEC8/PLLzm4KIYSQQYqyhhBCSH+inCGkZ6iARkg3CAQCvPTSS3jvvfdQWlrq7OYQQggZhChrCCGE9CfKGUJ6hgpohHTTtddei+TkZKxdu9bZTSGEEDJIUdYQQgjpT5QzhHQfFdAI6YH169fjyy+/RGZmprObQgghZJCirCGEENKfKGcI6R4qoBHSA9OmTcOcOXPw+OOPO7sphBBCBinKGkIIIf2JcoaQ7hE6uwGEuKtXXnkFycnJSEhIcHZTCCGEDFKUNYQQQvoT5QwhXUcj0Ajpocsuuwy33XYb3n33XWc3hRBCyCBFWUMIIaQ/Uc4Q0nVUQCOkF55//nnYbDZnN4MQQsggRllDCCGkP1HOENI1PMYYc3YjCCGEEEIIIYQQQghxVTQCjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTlABjRBCCCGEEEIIIYSQTgid3QBCBhpjDM3NzaioqOC+Kisr0djYiJaWFmg0GrS0tLT5f6PRCKvVCpvNhsrKSgBAQEAA+Hw++Hw+hEIhFAoFPDw8oFQq4eHh0eb/fX19ERQUxH0FBgZCJBI5+RMhhBDS1wwGg0POVFRUoL6+vt18sf+/TqfjcsZms6GqqgoAEBQUxGWNTCZrN1/s/+/l5eWQM0FBQVAoFE7+NAghhPQ1q9WK6upqVFRUoLy8HBUVFaipqeGypb2s0Wg0sFgssNlssFqtXM4EBgZyOSMWi7lsaS9rVCoVAgICEBQUhODgYAQFBcHLyws8Hs/Jnwgh/Y/HGGPObgQhfYkxhtraWmRnZ3Nf+fn5XLCUl5dDr9dDJpM5dDDUarVDSCiVSiiVSshkMsjlcohEIi5Y6uvrsXfvXlx11VXg8/lch8dgMECv10Oj0UCr1bYJrpqaGq4jVV1dDQAORbWwsDDEx8dzX9HR0ZBIJE7+RAkhhFxMq9UiJycH2dnZyMnJQU5ODkpLS7ljfENDAwQCAQIDA7ljvI+PT5vOiEKhgEKhgEwmg0QigUAgAJ/PB4/Hw8GDB8EYw5gxY8Dn82Gz2WAymaDT6aDT6bjOUOusqa+vdyjamc1meHh4cJ2c4OBgxMbGOmSNSqVy9sdJCCHkIhaLBYWFhQ59muLiYq5PU11dDZvNBh8fH+4Y7+/v36bwpVQqoVAoIJfLIZVKIRQKwePxwOPxcP78eVRUVGDatGng8/lgjMFkMkGv13N9mtYZo9Fo0NTUhMrKSq5fpdFoIJFIuLwLDg5GVFSUQ84EBQVRgY0MClRAI26LMYaSkhIcO3YMf/31l0O4NDY2Ijg4mDtox8TEICgoCL6+vvDy8oK3tzdEIhGMRiMMBgOMRiPMZjMsFovDl9Vq5V7PHjQ8Ho/bLhAIuLbYbDaHxwqFQgiFQggEAu7/JRIJpFIppFIpBAIBWlpa0NDQgPr6elRXV6O4uJjrkGVnZ8NoNCIyMhLx8fGIi4tDQkICRo8ejeTkZMjl8oH9wAkhZAhqbGzE8ePHcerUKWRnZyMrKwvZ2dkoKyuDp6cnEhISuGN0aGgo/Pz84O3tDbVaDYVCAbPZzOWMyWRqkzMWi4V7rdY5A4DLGj7/wowbjDG0Pm1rnS/2L7FYzGWNRCKBXq/ncqa2thbl5eXIzc3l3kdtbS38/f0dOjqXXXYZUlNTERAQMICfNCGEDE1GoxF//fUXjh8/zh2bs7OzkZeXBz6fz130iIuLQ2RkJPz9/eHj4wMvLy94enqCMQaDwcBlTXs50zo77JlycZ/G/pjWfRqBQNAma0QikUOfxmKxoLGxEQ0NDaitrUVlZSUKCgq491FUVAS5XO6QM8OGDUNqaipiYmK49hDiDqiARtwCYwxFRUU4duwY93X8+HE0NDRg+PDhuOyyy5CQkIDY2FiEhoYiKCgIjDFuJJhGo4HRaAQAiMVi7oDf+uAvEonadERaF8FaH9zNZjN+/fVXzJs3j7sF015Eay+07F9Go5Er2rUOOqvVCoFAAJlM5jDyTaPRoLy8HAUFBcjJyUFmZiZOnDiBmpoaJCUlITU1FSkpKUhNTUVycjKUSqVT/n0A4IMPPsBrr72GyspKjBo1Cu+99x7GjRvX4eN/+OEHPP300ygsLERcXBzWr1+PefPmcT9/9tln8e2336KkpARisRipqal48cUXMX78eO4x9fX1eOCBB7Blyxbw+Xxcf/31eOedd5z6ORBC3Fd9fT2OHz/ukDX5+fmIiIhAcnIyEhMTERcXh4iICAQFBUEqlTqMBDMYDLDZbNwFE/uoMnvOiMXiTnPGflHGrr2suVTO2At2rTPGYDDAbDaDx+NBKpVCoVBwWWM2m1FRUYHi4mKusGYvFoaEhCA1NdXhKzAw0Bn/NAAoZwgh7s9oNOL06dMOOfPXX39BoVAgJSUFw4YNQ1xcHKKjoxESEgK1Wu1wd4tWq4XVagWfz3fIl9b/316+tP7/1iPBOurTtDeo4OKcaa9PA1zoa9lHVyuVSgiFQtTU1KC0tBR5eXnIzs7GmTNncPr0aUgkEqSkpHD9mdTUVMTFxTmtqEY5Qy6FCmjEJVksFhw7dgwZGRnIyMjAkSNH0NTUhOHDh3NFo+HDhyM0NBRGoxHNzc3QaDTQ6XQQCATcUGV7B6H17TF9cUBuL2x6yh5SBoOB64jZi34ajQZ6vZ57Tx4eHvD09ITBYEBOTg5OnTrFhW9VVRUSExMxZcoUTJ8+HdOnT0dwcHCv32tXfPfdd1i0aBE+/vhjjB8/Hm+//TZ++OEHZGVlwd/fv83j9+/fj2nTpuHll1/GlVdeiY0bN2L9+vU4fvw4RowYAQDYuHEj/P39ER0dDb1ej7feegs//PADcnNz4efnBwC44oorUFFRgU8++QRmsxlLly7F2LFjsXHjxgF534QQ98UYQ15eHpcz+/fvR0FBASIjI7mT+MsuuwwxMTEQCARoampCS0sLtFotGGOQy+UOGWO/8GHvvPSFvswaq9XKTTPQOmPsHTLGGPc+VCoV+Hw+CgsLcebMGa6omJ2djaCgIEyYMAHTp09Heno6hg0bNiAdHcoZQog7qqurwx9//IGMjAzs3bsXZ86cgYeHB5czo0ePRlxcHFQqFZqbm7nbJM1mM6RSaZs+jf02TJFI1Ce3RPZlztinGbDnTOussc+9Zn9Pnp6eUCgUKC8vx/nz57mcOXXqFMRiMcaMGYO0tDRMnz4d48ePh1Qq7fV7vRTKGdIVVEAjLsFiseD48eNcR2bv3r0Qi8VIS0vDtGnTkJyczBXLGhsb0djYCKvVCk9PT6jVaqhUKi5YpFJpv99j35dhcylWq5ULoJaWFu79GwwGKBQKqNVq7upUTk4ODhw4gIyMDBw/fhyxsbFcMS0tLa3fCmrjx4/H2LFj8f777wO4EKBhYWF44IEH8Nhjj7V5/M033wytVoutW7dy2yZMmIDk5GR8/PHH7b5Gc3MzVCoVdu3ahZkzZyIzMxPDhg3DkSNHMGbMGADA9u3bMW/ePJSWlg5Y8ZAQ4h4YY8jPz8eePXu4rKmpqeGKQePGjUN0dDT4fD4aGxvR1NQEvV7PHWdVKhU3l4xcLh+QotFAZQ1jDDqdjpu70/7+W1paIJFIoFKpoFarIRQKUVhYyF3g+vPPPyGTybhOzvTp0/utoEY5QwhxB/X19fjjjz+4rDlz5gyGDRuG6dOnY/LkyUhMTISnpyeamprQ2NgIjUYDkUjEnc+3nrNsIBYaG8icMZlMXDGtqamJ+wIAlUoFlUoFhUKByspK/PXXX9znWF9fj4kTJ3I5018FNcoZ0hW0CidxmtLSUmzduhVbt27F77//DpFIhLS0NMyePRtPPfUUAgICuDlbWlpaUFZWBrVajZCQEAwfPhyenp5D4p55gUAAT09PeHp6Omw3GAxc+NbV1aGpqQkCgQDz58/H4sWLIRaLkZmZib179+KNN97A3/72N8TGxmL27NlYsGAB0tLSIBaLe90+k8mEY8eO4fHHH+e28fl8zJo1CwcOHGj3OQcOHMDDDz/ssG3OnDnYtGlTh6/x6aefQqVSYdSoUdw+1Go1FzYAMGvWLPD5fBw6dAjXXnttL98ZIcTdaTQa7Ny5E5s3b8auXbtQVVWFCRMmID09HbfffjtiYmKg1WpRW1sLjUbD5YyPjw+io6OhVquHxErJPB6Pu92m9VV2i8WC5uZm7sJNY2MjdDodUlJSMHv2bKhUKhQXF+PgwYPYsmULHn30UcjlcsyYMQNXXXUV5s2bB29v7163j3KGEOKqrFYrDh06hM2bN2P79u04c+YMkpKSMH36dDzxxBMYMWIE+Hw+amtr0dDQgKqqKhgMBqjVam4Rs4G4+O9sPB4PEokEEokEPj4+3HbGmMOFm/LycjQ1NSE0NBQPPPAAnn32WTQ1NeHYsWP4/fff8fHHH6OxsRGTJk3C/PnzcdVVVyEuLq7X7aOcIV1FBTQyYBhjOHHiBLZs2YLNmzfj1KlTmDRpEq688ko88cQTXMGsrq4O9fX1AMB1Yry8vIZEsaw7JBIJvL29oVKpEBERAeDCvAoNDQ1obGxETU0NhEIhFixYgEWLFkEkEiE3Nxf79u3Dk08+Ca1Wi6lTp2LGjBmYNm0a1Gp1j9pRXV2N0NBQBAQEwGAwcNtjY2Nx5MgRh22t2x4aGurws4iICAiFQodte/bswSOPPAK9Xg8/Pz/s3LkTSqUSBoMBLS0tSE5ObrP/kSNHciP0hgqRSNRm7iRChir7xZnNmzfjt99+Q2RkJK666ip8+umniIuLcyiYlZaWwtfXF8OGDYOPj0+fXFQYTIRCIVQqFeRyOXcV3GKxoKmpCQ0NDdyq1uPGjcPs2bPh4eGBiooKHD58GBs3bsTatWuRmpqK9PR0pKenIzIyskftoJxxPvscSoO9k09IV7S+OLN161bYbDbMnz8fa9aswahRoxwKZmVlZfD19UV4eDhSUlIgl8vp76gVHo8HDw8PyGQy7gKOvajW0NCAuro6NDY2IiIiAitXrsQzzzwDjUaDU6dOISMjAx9//DFCQ0MxY8YMpKenIzk5uUfnxJQzzucuOUO3cJJ+ZbFYsHv3bvz888/YsmULmpqaMHfuXMyfPx/jx4+H0WhEVVUVTCYTvLy84OvrC19fX6jVapcuCAzkLZztMZlMqKiogE6n6/RxjDFYrVbYbDbuy74gQuv5cEwmEyQSCeRyOeRyebfm77FarSgtLUVgYCAkEgm3vaGhAQaDAUFBQW2eU1RUBF9fXygUCm6b/epTWFgYt81ms3Htt0/QHRgYyM1HpNFoEBIS4rDvkpISbgj8UMHj8RAaGkqTjZIh68yZM/jpp5+4izOTJ0/GlVdeifT0dHh4eKCyshKNjY1QqVTw8fGBr6+vWxTMnJ019iJjZ6eK9gV0Wh+v+Xw+t6Kb0WiEXq+HXq+HSCSCTCaDXC53yItLoZxxDXK5HEFBQS7/d0NIf6iqqsJ//vMfh4szCxYswOzZsxEZGYna2lrU1NRAIpFwGePr6+vyBTNn50xX+zStj9X2VULtCyLY513T6/UAwOWMTCbr8mdPOeMa3CFnaAQa6XOMMRw5cgQbNmzAd999B6FQiOuuuw4fffQREhIS0NDQgOrqahQXFyMgIADJycnw8fFx6YKZK7HZbCgoKIBAIEBwcDDEYnG3wsFqtcJsNnMr+AiFQm7+m+bmZm4hBvtcBJcqptlsNi5YVCoVt10kEsFqtXKj41ozmUzciYVdVVUVZDIZoqKiOnyt7OxseHp6wt/fHw0NDaioqHB4PGMMWq0WYWFhDm0ZzBhj3MpGcXFx9HdEhoySkhJs3LgRX3/9NfLy8jBv3jysXLkS48aN4y7OVFZWwmazISoqCgEBAd0q2gx19s6EXC6Hn59fl3Om9SqhVqsVALgVRu0ryTU3N8NsNnM5c6m5bChnnMs+d1FNTQ0KCgqcukIeIQNJo9Fg06ZN+Prrr7Fr1y5MmDABV199NdatWwelUomKigo0NzejsrISAQEBGD58OJRKpUsXzFxJT/s09gEC9qyxDxAQCoUwm81czhgMBoe51TrbN+WMc7lTzlABjfSZ3NxcfP3119iwYQOqq6txww034F//+heio6NRVVWF+vp6lJeXIzAwEAkJCfD09KSA6QGTycRNaimXy3u8H3snx2w2w2KxQKlUwsvLCzweDy0tLairq0NlZSVUKhW8vb2hVqs7PJApFAoYjUauE2Q/8Pv7+7fbMVIqldDr9Q4/0+l08PT07LQjxePxIBQKIZVKoVarUVZWBqvVyl35sU9E6uXl5dJXLvqan58fCgsLYTabqYBGBrXGxkb8+OOP2LBhA/bt24eZM2di1apVmDhxIhobG1FVVUUXZ/qI2WwGYwx+fn6QyWQ92oe9k2M2mx1WlAsNDYVer0d9fT3y8vIgk8ng4+PT6bGbcsa5ZDIZRCIRioqKYDKZBmRFPEKcwWKxYOfOndiwYQM2bdqE6Oho3HbbbVi/fj0AoLKyEhUVFQgICEB0dDRdnOmFvurTtM4ZoVAIHx8fBAYGwmw2o6GhAaWlpeDxePD29oaPj0+HI9MoZ5zLXXKGCmikV5qamrBhwwZ89dVXOHHiBObNm4cXXngBKSkp3FDmqqoqhISEIDU1tccn4aSt3lbl+Xw+xGIxxGIx18kxmUzc7ZyRkZFgjKGxsRHl5eUoLCzkbrO9+OpaQEAACgoKIJfLoVAoUF1dDZvNxl2RKSgogEgkQmhoKPf4rKwsrkDX0NAAnU7HzY9jtVpRUVHBTeBtsVhQU1PD3eoLXDjIenp6oqioCBEREWCMobi4GN7e3kMqbABQIZoMahaLBdu2bcMXX3yBX375BSNHjsStt96KDz74ACaTCeXl5SgqKkJISAji4+Pp4kwf681nae8kCIVCyGQyh04Oj8dDYGAgQkJC0NLSgvr6epSWlsLDw4MrprXOOcoZ53PV0QCE9IVTp07hn//8J7799luIxWLcdttt2L17N9RqNUpLS1FSUoKQkBC6ONMPentssY9ylkql3AABk8kEq9UKLy8v+Pv7w2AwoL6+HufPn4dYLOZGjrW+bZVyxvncIWeogEa6jTGGo0eP4uOPP8a3336Lyy67DEuWLMEXX3wBrVaLiooKlJSUIDQ0FKNGjerVFQUyMFp3chhjXPCYzWYolUp4e3tzV3Fyc3MhEong5+cHHx8fCIVCeHt7w2KxoLy8HGazGXK5HHFxcVwomUwmh9dTKpWIiopCeXk5ysrKIJVKERsbyxVYeTweDAYD8vLyYLFYIBQKoVAokJiY6FCEjY6ORnFxMbKyssDj8eDl5eUw5wAhxH2VlZXhn//8J/7xj38AAJYuXYonn3wSEokEpaWlKC4uRkhICCZOnMiNniWurXUnx37Rxmg0QiwWc8fu5uZm7jzCx8cHfn5+kEqllDOEkD6n1+vx/fff4+OPP8bp06dx8803Y8OGDdyxo6amBnw+H8OGDUNAQAAVzdxA6wECNpsNZrOZywd/f38EBwdDq9Wirq4O5eXlUKvV8PPzg4eHB+UM6RIqoJEuMxgM+Pbbb/H+++8jKysLf/vb37Br1y54enqipKQERUVFCA0NxdSpU2kEgBvj8XgQiUQQiURgjHHB0/oqjkajQU1NDcrKyuDt7Q1/f3/uqz0JCQlttnl7e8Pb27vdx/P5fMTGxl6yrUKhENHR0d17g4QQl8UYw++//4733nsPW7ZsweWXX453330Xw4cPR1lZGTcNQHJyMvz8/NziSiVpn0AggEwmg1Qq5aYTsHdYYmNjYTKZUFtbi7Nnz8LDwwP+/v7w8/OjnCGE9Fp+fj4++OADfPbZZwgJCcGyZcvwxRdfcPM0V1VVISIigpuXi7gnPp8PiUQCiUTCjYA2mUwQCATcKLL6+nrk5+dDIBDA398fPj4+lDOkU3TmSS6ppKQEjz/+OEJDQ/Haa69h6dKlOHbsGG6//XbU1tZCp9MhJSUFs2fPxvDhw6FSqah45mYyMjLA4/HQ2NjosJ3H40EsFkOpVMLT0xMikQgmkwkikQiRkZGIj48HAJw/fx7nz5/HLbfcgmuuuWbg30AvffHFF1Cr1R3+vLCwEDweDzweD8nJyQPWLuB//zY8Hs8tP1tCukKn0+GTTz7ByJEjcf311yMuLg5Hjx7Fiy++CJFIhIqKCkRHR2POnDkYM2YMAgICqHjmZjrLGZFIBLlczs0bY58UOiAgAMOGDYOHhweKi4tx5swZ3Hzzzbj66qud8yZ6gXKGEOdijGHHjh248sorkZSUhLKyMvzwww/48ccfkZCQgMLCQqjVasyaNQtTpkxBZGQkFc/cTEc5A4Ab/ezh4cGtWm8ymaBSqZCYmIjg4GDU19fj9OnTuOGGG3DVVVcNcOt7j3JmYNDZJ+nQ+fPnsXTpUsTFxeH8+fP4+uuv8e9//xuxsbEoLCyEr68vLr/8cowdOxb+/v5UNHMBH3/8MTw8PGCxWLhtGo0GIpEI06dPd3is/UCWl5eHSZMmoaKiotOVXvh8Phc8crmcm2PA19cXw4YNg1qt5lbytM8ZMNjs2rULu3fv7pN96fV6KBQK5Obmdvo4+7/NTTfd1CevS4graWxsxIsvvojIyEh8/PHHePDBB3Hw4EHMmzcPxcXF4PF4mDJlCtLS0hAREeEwVwlxjv7MmdYXbTw8PMDn82EymaBQKBAfH4/Q0FCYTCY0NTWhpKSkze00gwHlDCF9y2q14ttvv8Xo0aNx++23IyUlBceOHcOqVaug1+vR0NCAyy67DJdffjkSExNp6hkX0N85IxQKuYs2YrEYJpMJQqHQYXBAS0sLcnNzodVq++U9OhPlTO/QLZykjaNHj+Lll1/GL7/8gttuuw379u0Dj8dDWVkZ6uvrMXLkSAQGBlLBzAWlp6dDo9Hg6NGjmDBhAgBg7969CAwMxKFDh2AwGLgVTfbs2YPw8HDExMQAAAIDA7v0Gq1v8bTZbDAajTAajVwQmc1m1NTUcCsU+fn5DZo5I3x8fODj49Mn+9q5cyciIiIuObRbLBYjMDAQMpkMRqOxT16bEGerrKzEW2+9hY8++ggpKSn47LPPuIszRUVFiIqKwsSJE6lg5oIGImcAx1s87Qvc8Pl8KJVKmM1mGI1GnDlzBr6+vggICHDZ1bq6i3KGkL5hNBrxr3/9C6+++irMZjNWr16N2bNno6ysjJuwPT09nRuNRFzHQOWM/RZPsVjMzf9ssVggkUjg4eEBiUSCrKwsKBQKBAUFwcPDY1D0fylneodGoBEAF4Y179mzB7Nnz0ZaWhrCw8Nx5MgR3H333SgvLwefz8f06dMxadIkBAUFDYqDx2CUkJCAoKAgZGRkcNsyMjJw9dVXIyoqCgcPHnTYnp6ezv1/6yHP9iHA//3vf5GUlASlUom5c+eioqKCe77VasWqVasQFBSE6OhoPPfcc7BareDxeIiOjkZ4eDgaGhpw+vRplJWVwWw2o6ioCFdddRW8vLygUCgwfPhw/Prrrw5tsK+yJ5VKMWHCBPz1118O7/HPP//E1KlTIZPJEBYWhhUrVjhcHTIajVi1ahVCQkKgUCgwfvx4h8/D/v7Cw8Mhl8tx7bXXoq6urkef95IlS3DNNdfgpZdeQkBAANRqNZ5//nlYLBasXr0a3t7eCA0Nxeeff97muT///DMWLFgA4MLKT+np6fDw8ICnpydSU1Nx9OjRHrWJEFeWn5+Pe++9F1FRUcjMzMTmzZvx/vvvAwDq6uowevRozJw5EzExMVQ8c1EDnTOPPPIIAgICEBkZiRdeeAE2mw2MMQQHByMxMRE2mw1nz55Ffn4+dDod5UwrlDNkKGppacEbb7yB6OhovP3223jqqaewY8cOxMfHo7CwEBEREZgzZw5GjBhBxTMX5Yyc8fPzQ3h4OF588UXweDzYbDao1WpuGoH8/HycP38eDQ0NKCwspJz5/4ZizlABjWDnzp2YNGkSrr/+ekyYMAFHjx7FDTfcgKKiIiiVSsyaNQvJycnw8PBwdlNJF6Snp2PPnj3c93v27MH06dORlpbGbdfr9Th06BAXOO3R6XR4/fXX8dVXX+GPP/5AcXExVq1axf38jTfewBdffIHPPvsMf/75J5qamrB161YIBAJYLBbweDxERkYiJiYGWq0WZ86cwd///ncYDAb88ccfOHPmDNavX9/m5GX16tV44403cOTIEfj5+eGqq66C2WwGAOTl5WHu3Lm4/vrrcfr0aXz33Xf4888/cf/993PPv//++3HgwAF8++23OH36NG688UbMnTsXOTk5AIBDhw7hjjvuwP3334+TJ08iPT0dL7zwQo8/799++w3l5eX4448/8Oabb2Lt2rW48sor4eXlhUOHDuGee+7BsmXLUFpayj3HZrNh69at3Dw+t912G0JDQ3HkyBEcO3YMjz32GBUPyKCSl5eH22+/HUlJSWhubkZGRgaef/55tLS0QKvVYvLkyZg8eTICAgLoAo0bcFbONDY2YsuWLdyK0WazGf7+/khKSoJQKMT58+exZMkS6HQ6yhnKGTLEaDQarFu3DhEREfjhhx/w7rvv4qeffkJAQADKysqQlJSEmTNnIioqCkIh3YTl6pyVMw0NDdi8eTOEQiFEIhGMRiM8PDyQmJgILy8vFBcXY/HixdBoNPj9998pZ4ZizjAyZB05coTNnDmTqdVq9vLLL7OsrCyWkZHBfv31V3b+/HlmNBqd3USXZTKZ2KZNm5jJZBrw19br9ezcuXNMr9e3+/N//OMfTKFQMLPZzJqbm5lQKGTV1dVs48aNbNq0aYwxxnbv3s0AsKKiIsYYY3v27GEAWENDA2OMsc8//5wBYLm5udx+P/jgAxYQEMB9HxQUxF599VXue7PZzEJDQ9nVV1/Nfd/S0sIaGhqYVqtlLS0tLCEhgS1btoyVlZUxi8Xi0G57G7799ltuW11dHZPJZOy7775jjDF2xx13sLvvvtvheXv37mV8Pp/p9XpWVFTEBAIBKysrc3jMzJkz2eOPP84YY+yWW25h8+bNc/j5zTffzFQqVbufJ2OMFRQUMADsxIkTDtsXL17MIiIimNVq5bYlJCSwqVOnct9bLBamUCjYN998w23bt28f8/f3557n4eHBvvjiiw5f3/5a9s/2Ypf6nSDEWSorK9ny5cuZVCplS5cuZSdPnmRHjhxhmzdvZseOHWNNTU3ObqJLc9WscZWcsVgsTKvVsoaGBtbS0sJ0Oh1LTExky5YtY3l5eW3aTjnT85xhjLKGuCaj0cjee+895u/vzyZOnMi2bdvGzp49y7Zu3cr++OMPVlFRwWw2m7Ob6bIoZzrPGZvNxgwGA2tsbGRNTU1Mr9ezpKQkds8997CzZ8+yxsZGh98vypnBnzNUfh+CsrOz8dRTT+GXX37BAw88gA8++ADl5eUoKChAbGwsIiIi6MqMG5s+fTq0Wi2OHDmChoYGxMfHw8/PD2lpaVi6dCkMBgMyMjK42yw7IpfLufkEACAoKAjV1dUAgKamJlRUVGD8+PHcz4VCIcaMGQPGGPe9UqmExWKB0WiExWLBihUrsHLlShw+fBhjx47FwoULkZaW5rCa3sSJE7n/9/b2RkJCAjIzMwFcGBp8+vRpfP3119xjGGOw2WwoKChAfn4+rFYrNwGondFo5O71z8zMxLXXXuvw84kTJ2L79u1d+4AvMnz4cIf2BwQEYMSIEdz3AoEAPj4+3GcHXBjufOWVV3LPe/jhh3HnnXfiq6++wqxZs3DjjTc6fPaEuJvm5ma8/vrrePPNN3H55Zdj7969YIyhpKQE4eHhmDlzJk3U7MZcJWcEAgHkcjmkUimMRiNMJhOWL1+Ohx56CEePHkVKSgquu+46zJw50+EqOOUM5QxxfzabDd9++y2efvppSKVSfPjhh0hKSkJ+fj6ampowfvx4+Pj40KhmN+UqOcPj8bh50kwmE4xGI+699148/PDDOHbsGJKTk3HllVdi5syZUCgU3H4oZwZvzlCVZAgpLy/Hc889hy+//BKLFy/G4cOH0dDQgPz8fMTHxyMyMnLQTPY+lMXGxiI0NBR79uxBQ0MD0tLSAADBwcEICwvD/v37sWfPHsyYMaPT/Vw85JbH43Fh0h1CoRBCoRBWqxWLFi3CtGnT8Ntvv2Hnzp2YPXs2Vq1ahVWrVnVp3xqNBsuWLcOKFSva/Cw8PBynT5+GQCDAsWPH2vwu99c8F+19Tu1ta70q6ebNm/HKK69w3z/77LO49dZb8csvv2Dbtm1Yu3Ytvv322zbBSIirMxqN+PDDD/Hiiy9i+PDh2Lp1K9RqNUpKShAWFoaZM2dCJpM5u5mkl1wtZ/h8PmQyGSQSCe644w5Mnz4du3fvxu7du7FgwQI8+OCDWLlyJaxW6yX3RTlDiGtjjGH79u14/PHHUV9fj7Vr12Lq1KnIy8tDfX09Jk2aBG9vb2c3k/SSq+VM60La3XffjRkzZmDHjh3IyMjADTfcgAcffBDLli3r0urQlDPujQpoQ4BOp8Mrr7yCN954A/PmzcO+fftgsVhQUFCAmJgYjB8/fnDenzyEpaenIyMjAw0NDVi9ejW3fdq0adi2bRsOHz6Me++9t8f7V6lUCAoKwqFDhzBt2jQAgMViwbFjx5CSktLucwQCAZRKJRITExEREYHFixfjhRdewObNm3HLLbegsLAQAHDw4EHuSlJDQwOys7ORlJQEAEhJScG5c+c6XOll9OjRsFqtqK6uxtSpU9t9TFJSEg4dOuSwrfVkpP0tJycHRUVFuPzyyx22x8fHIz4+Hg899BBuueUWfP7554MucMjgxRjDDz/8gDVr1kClUuGzzz5DTEwMCgoKoFAoMH36dJpHc5BxxZyxF9KGDRuG6OhoLmd+/fVX/P3vf0dBQQEA4MCBA5QzlDPEDZ05cwYrV67EqVOn8Pjjj2PBggUoLCxEWVkZUlJS4O/vTyPOBhFXzBl7IW3YsGGIiYnB3//+dzz//PPYtm0bli9fzuXMvn37KGcGac7QIgKDGGMMmzZtwrBhw7Bjxw5s27YNTzzxBMrLyyGTyTBr1iwkJSVR8WwQSk9Px59//omTJ09yV2wAIC0tDZ988glMJlOnE252xcqVK/HKK69g06ZNOH/+PO677z5u1ZuOPPjgg9i9ezdqamqQlZWFjIwMJCQkID4+Hp6engCAp556Ctu3b8dff/2FJUuWwNfXF9dccw0A4NFHH8X+/fu5CTNzcnLw888/c5NuxsfH47bbbsOiRYvw008/oaCgAIcPH8bLL7+MX375BQCwYsUKbN++Ha+//jpycnLw/vvv93i4c0/8/PPPmDVrFnf7ml6vx/3334+MjAwUFRVh3759OHLkCBeyhLi6zMxMXH755VixYgXWrl2L77//HkKhEI2NjZg8eTLGjh1LxbNByJVzZufOnaiqqkJOTg7++OMPxMfHIyIiAgEBAQAu5MzWrVspZyhniJtoamrCQw89hHHjxiElJQUHDhxASkoKioqKkJSUhOnTp9MiNIOQK+fMjh07UFFRgZycHOzduxdxcXHw8fHhimZPP/00/v3vf+PMmTOUM4MMFdAGqdzcXMyfPx933XUXnnzySXzxxRdobm6G1WpFeno6t6wuGZzS09Oh1+sRGxvLdRiAC4HT0tLCLQ/dG4888ghuv/12LF68GBMnToSHh8clrzBYrVYsX74cw4YNw5VXXomkpCR88MEHMJlM3G1dq1evxv3334/U1FRUVlZiy5YtEIvFAICRI0fi999/R3Z2NqZOnYrRo0fjmWeeQXBwMPcan3/+ORYtWoRHHnkECQkJuOaaa3DkyBEu0CZMmIB//OMfeOeddzBq1Cjs2LEDTz31VK8+i+5ovdwzcGFkXl1dHRYtWoT4+HjcdNNNuOKKK/Dcc88NWJsI6QmNRoNHH30UKSkpGDFiBP744w+EhoaioqICY8aMwaRJk+Dl5eXsZpJ+4uo5k5SUhPnz5yMxMREfffQRrFYr17l+6qmn8OCDDyI1NRUVFRWUM4S4KMYYNmzYgISEBJw+fRp79+7Fddddh7y8PERERGDGjBkICwujwtkg5Q45M2/ePCQmJuKTTz4Bn8/npgp44YUX8OijjyI1NRXl5eWUM4MIj/XkJmDisnQ6HV5++WW88cYbWLJkCVauXImSkhIIBAKMHDmSm3iQ9I7ZbMavv/6KefPmDfgIPoPBgIKCAkRFRQ2aIihjDDt27MDcuXNRVlYGhUKBkpIS8Hg8hIeHO330SmFhIaKionDixAkkJyf3eD+1tbUICgpCaWmpw4lAVyxZsgSNjY3YtGlTm58Nxt8J4rrst2s+/PDDiIqKwuuvvw7GGOrr6zFs2DBERERQZ6aPUNb0HcYYdu3ahdmzZ6O4uBg+Pj4oLy9HS0sLQkJC4Ofn59TfW1fPGWDw/U4Q13b69Gncf//9yM/Px6uvvopRo0ahoKAA4eHhSExM5IoRpHcoZ/rW7t27MWvWLBQWFiIgIAB1dXWoqqqCj48PQkJCnLpQH+VM36ARaIPI5s2bMWzYMOzcuRM7d+7EkiVLkJubi+joaKSlpVHxjLgs+3wCALjJKWNjY+Hj44OcnBzk5+fDbDY7s4kAgEmTJmHSpEk9fn59fT3efPPNboXN3r17oVQqHVbqIcRZsrKyMGvWLKxYsQIvvfQSPv30U9TU1EAqlWLWrFmIjIyk4hlxSa0nRBYKhTCZTAgODkZUVBSqqqqQmZkJjUbj5FZSzhDS0tKCBx98EOPHj8eECROwZ88e+Pr6or6+HlOnTsXIkSOpeEZcln3Sf5lMBqPRCE9PTyQmJsJkMuGvv/5CTU1NjxYx6EuUM71DiwgMAnV1dVixYgW2bduG9evXY+rUqcjNzUVwcDBmzZrFFSYIcQdKpRJyuRx6vR4KhQJJSUkoLy/H2bNnER4eDi8vrwHvoIeGhiInJwcAevX3ZJ9YszvGjBmDkydPAui/lXcIuRSr1Yq3334bzzzzDO6880589NFHKCoqQnV1NSZPnky3ahK3IpPJ4OHhAb1eDx6Ph7i4ONTX1yM7Oxt+fn4ICQkBnz+w15gpZwgBfvvtN/z9739HVFQU9u7dC5PJhNzcXAwfPpxu1SRuRSwWw8PDA0ajEUajESEhITAajSgpKUF9fT0iIyMHvI9OOdM3qIDm5jZt2oR77rkH48ePx59//omKigpUVlbSEs7E7UyfPt3hioxQKITRaITBYEBQUBC8vLxQXFyM+vp6REREDOgwc6FQ2OFKOf1NJpM57bUJAS6MOlu6dClqa2uxZcsWKBQK5Obm0u2axO1cnDMKhQJmsxl6vR4eHh5QqVQoLi7GuXPnEBkZOaAn+ZQzZChraWnBmjVrsGHDBrzyyiuYMWMG8vLyEB4ejrFjx9KCZ8RtXJwzMpkMYrEYer0efD4f8fHxqKysxNmzZxEWFgZfX98BO4+inOkbVEBzU61Hnb399tsYPXo08vPzkZCQgJiYmAG/ckoGp+rqalRWVsJsNkMulyM8PBwKhaLDx9fX16O8vBxGoxFSqRShoaFQqVQALtyaWV5ejqamJhiNRggEAnh6eiIkJMRhKP7p06dhMpm470UiEUJDQyESiZCQkOD00WiEDBWtR53dfffduO+++5CTkwNPT0/MnDmTRjeTPuEKOcPj8RAREQGhUIioqCg0NDQgOzsb/v7+CA4OpnMqQvrRb7/9hjvuuAORkZH4888/0dDQgIqKChrdTPqUK2SNh4cH/P394efnB7VajeLiYjQ0NCAiIoLOqdwIFdDc0M8//4xly5Zh3Lhx3KizhoYGpKWlOX2ydXfCGIPJZILBYIDRaIRer+dGPNm/TCYTGGOw2WxgjHH/b7FYAAA7duwAj8cDj8cDn8/n/l8gEEAqlUIqlUIikXD/33qbMyeR7Ir6+nqUlJQgIiICCoUCVVVVyM7OxogRI9q9EqjRaJCfn88FTH19PTdKRSaTwWazQafTISgoCHK5HBaLBSUlJdxjWgsODoafnx/3PZ/Ph8VigV6vd/poNEKGguzsbCxduhTV1dXYvHkzlEolcnNzkZyc7LBKFOkcYwwWi4XLmdb5Yv/eaDTCarW2mzX21bx27NjBZUzr/9rz5eKcsX8vEolc+iKDq+UMYww6nQ5KpRIJCQlOG41GyFBgX8n5yy+/xMsvv4xZs2YhLy8PMTExiI+P5+aSIpdmtVo7zBj7l9VqbZMx9owCHHOmddaIRKJ2+zGt/9+VcwZwrazh8XgwGAzg8XhOHY1Ges61e/DEQUtLC+6//35s3rwZb7/9NlJTU2nU2SUYDAY0NjaiubkZer2+TbAwxiAUCtsEg7e3N6RSKcRiMfh8fptAMRqN2L9/PyZOnAiBQNCm42OxWByCq7a21iHMOnpdhUIBlUoFT09Pp584VFVVwc/PD76+vgCAiIgINDU1cSuvtPd4lUqFwMBAAEBISAiam5tRXV3NXdm/+H758PBwZGZmwmg0Olx5EQgEbQJNIBBAKBRCp9NBKBQ6jEaLjIyEWq3u40+AkKGHMYYPP/wQjz76KO68804sX74cOTk5UKlUmDFjBl0hbYfFYkFTUxMaGxuh0+nadFysViv4fH6bjoeHhwf8/PwgkUggEAjavRjT3NyMY8eOYcKECVzW2PPGZrM5vE5TUxOqqqou+bpyuRwqlQoqlcrpE3G7Ws4A4OZGM5lMDqPRAgICEBwcTJ0bQvrAgQMHcNtttyEsLAx//vknGhsbadRZJ2w2GzQaDRobG9HS0tKmOGZfaOviiykymQxqtdrhgsrFWaPT6XDo0KE2OWPPGvtgA4PBAK1Wi7q6uku+rlQqhaenJ9RqNWQymdOPm66WNQqFgvtcLx6NFhUVRQMDXNyQLaAtWbKEu+Lx2GOPcds3bdqEa6+9Fi0tLfDy8sJXX32FhQsXcj9fuHAhvvvuOxQUFCAyMpLbHhkZidtvvx3r1q3rl/aePHkSN910Exc0lZWVqKurw7Rp0+Dp6dkvr+lu9Ho914mxfxmNRiiVSqhUKsjlciiVyj4ZCWYPDA8Pj24f5C4e+dY6AMvLy3Hu3DlYLBZ4enpCpVJBrVZDrVYPaFHNZrNBq9VywQFcuGLi6ekJrVbb7nO0Wm2b1Vg8PT3R2NjY4evYR1dc/G9QWVmJiooKiMVieHt7IyAggBvZp1QqHeZGU6vVKCgogI+PD0JDQwekkFxQUIC6ujqEhIQ4BG9DQwPy8vIwZswYtLS0ICsrq93njxo1isJxCHC3nGlsbMQdd9yBQ4cO4T//+Q9UKhWNOruI2WxGU1OTQ9ZoNBpIJBKo1WooFAqus9IXI8FkMhmAC8fS7h4zzGZzm5wxGo2or69Hfn4+9Ho95HI51Gq1Q9YMVFHNVXOGx+NBLpdDJBJBr9dzo9EKCwvR0tKC6OjoAfmMKGdIV7lT1thsNrz++ut49tln8fzzz2P+/PnIy8tDdHQ0EhISnH7x2BXYbDa0tLRwGdPU1ITm5mYAgFqthoeHBxQKBXx8fPpkJFhvcqajkW86nQ4VFRVoaWmBSCRyyBh7n2ygimqumjUSiQQikQg6nY4bjWbvB0ZFRQ1I/55ypmeGbAENAKRSKdavX49ly5a1udqhVCoxZswYZGRkOIRNRkYGwsLCkJGRgSVLlgC48MtXVFSEGTNm9Hkb7aMB1qxZg0cffRQ33XQTcnNzER8fj9jY2CE56owxxo0sa92JsRfL1Go1/Pz8EBcX16Mw6G/2g2ZHIznst5DY31tFRQUyMzNhsVi4SY5FIhEsFgsYY/0SQPbh3Bd/diKRCAaDod3nmM3mNqEhEom4YuPFbDYbSktL4e3t7XDC5O/vD4VCAYFAAI1Gg7KyMpjNZoSFhQG48PnZO6Q6nY6bG62wsBDnz59HdHQ0pFJpj997V/F4PFRWVsLPz6/TIuyIESPanBC6+u27pO+4Q84AwMGDB7Fw4UKMGDECu3btQmFhIQAM6VFn9mJZ66zRaDSQSqVcJyAkJIQrmLkakUgEkUjU4dQOJpPJoYNWVFQEnU7HjVDz8PDgbvnpD66cM/b9CoVCbjRaTEwMKisruVs6B2LUM+UM6Sp3yJqamhosWrQIWVlZ2L59O/h8PsrLy4f0qLOLi2X2u2Z4PB5XcIqKioJarYZSqXT6SK6LCQQCyOVyyOXydn9utVrR3NzMvbfs7Gw0NzdDKBRyxUD744Zin4bP53Oj0fR6PQIDA+Hh4YHc3NwBG/VMOdN9Q/Nd/3+zZs1Cbm4uXn75Zbz66qttfp6eno6ffvqJ+z4zMxMGgwErV650CJuMjAxIJBJMnDixT9tnHw1w8OBBbNq0CUqlEiUlJUMyaEwmE6qqqriRd0ajkSsm2YtlKpVqUPwh83g8KBQKKBQKbtQHYwx6vR6NjY2or6/n5gOzWCzcrY0ikYi7Dai/FRcXo7a21mHb+fPn0dTU5NCpqK+vR01NTZsOmD1oLBYLIiIiOr2i09DQgPLycoSEhDgUjO2j0exXu6Kjo1FdXY3MzExERET0+yq0np6eMBqNqKysRGhoaIePEwqFg+L3kvSMq+eMzWbDm2++ibVr1+K5557DvHnzkJubixEjRgy5FTatVivq6upQWVmJ6upqaLVarlimVqtduljWE2KxGP7+/vD39+e22Ytq9oKh/aTfbDZzBaWBmlfNFXLGPhrNXkjz9/eHh4cH8vPz4efn1+bxfY1yhnSVq2dNRkYGbr31VkyePBnbt29HXl4eAgMDMWHChCH1u8sYQ3NzMyorK1FVVYWmpibw+XxuhFZMTAxUKpVLFst6QiAQwMvLy6HfenFRDbgw4svep7Ff/BmoQSIDmTV8Ph/V1dUO2WEfWGGfpkYqlSIhIQEFBQUDMuqZcqb7hvSnIBAI8NJLL+HWW2/FihUr2vzSpKen4+WXX0ZFRQWCgoKwZ88eTJkyBTNmzMAnn3zCPW7Pnj2YOHFin55UHzp0CAsXLkRSUhJ2796NwsJCCIVCTJ8+3eVGVPWXlpYWrmhWX18PT09PBAYGIjo6etAUy7rKfhIvl8vh7e2NgoICKJVKiMViWK1WmM1mbhiyvYPTm06O/bO9+EqL2WxGTU0NxoxJgU7X/lWb/iCTinHy1Jk28w3weDzIZDIudHx8fKBUKlFUVISWlhaEhYX1WwDzeDyEhIQgPz8f/v7+Tp9LiLgmV86Z2tpaLF68GOfOncOvv/4KgUCAiooKTJ06lVtparAzGo2oqqrivkQiEQIDAzFixIhBVSzrqtZFNYPBwGWNfdSzwWDg5qHsbSfHXXIGuPC5CAQCbtRzYmIiN+o5Jiam30ZpUs6QrnLVrLFarXjhhRfw6quv4tVXX0VaWhpycnIwcuRIhxGfg5n94kxFRQWqqqpgMpng7++PyMhIeHt7Q6FQDIpiWVe1LqrZc8Y+JY7FYuFGY/XVAAFXyhq5XIrvvvsBw4cPb/M3Zh8YYB/1HBsbOyCjnilnum/oVCA6cO211yI5ORlr167FP//5T4efTZ48GWKxGBkZGbjllluQkZGBtLQ0pKamora2FgUFBYiKisLvv/+OO+64o0/awxjD+++/j0cffRTPPfcc5s+fj9zcXAwfPhyRkZGD+gBrs9lQX1+PyspKVFZWQq/Xw8/PD6GhoUhNTeXu0ScX2OcEEwgEEIvFYIxxxbTednLsQ4rt82YA/7tqptfrodMZ8K/3A5AU1/8H2cwcExbdX9XpFR37bUqtFxgoKirCM888g6+++gpVVVUYNWoU3nvvPYwbN67D/fzwww94+umnUVhYiLi4OKxfvx7z5s3r8PFeXl6Qy+UoLy93mD+ktdOnTzt8LxaLMWLEiE7fMxlcXC1ngAsXaa6//nqMHz8e//3vf5GXl4eAgIAhMRqgpaWFu/pvvzgTFBTEjWQezDnbE3w+n8sRmUzG5UxvOznuljMdjXpeu3YtNm7ciOrqasoZ4lSuljW1tbW4+eabUVpait27d8NkMqGmpgbTpk3r8NbywcJ+ccY+otl+cWbUqFHw9fWlud4uwuPxuBFOUqkUNpsNFosFZrMZGo2GWw3UPhK6OzntKlnTOmc6Os9qb9SzUqnEK6+8gq+//ho1NTWUMy5gcJ8ld9H69esxY8YMrFq1ymG7XC7H2LFjubD5/fffsXr1agiFQkyaNAkZGRlgjKG4uBjp6em9bofRaMTy5cuxdetW/PLLLxCLxSgvLx/UowHMZjOqq6u5zgyPx0NgYCCGDx9+yXuxiaPW4dMXnZyAgAAUFBRALpdDoVCguroaNpuNC5+kODFSRg7c6IxL/S7YA9I+menRo0fx2muv4YknnsAVV1yB//u//8OcOXOQlZXlcMuS3f79+3HLLbfg5ZdfxpVXXomNGzfimmuuwfHjxzsNiNDQUGRlZbWZbNQuMTGxzS1BZOhxlZwBgH/961+49957sW7dOsyePRvZ2dkYOXIkwsPD+2T/roYuzvQt+4WbvujkuFvOXDzqec+ePXjrrbfw+OOPIz09HRs2bKCcIU7lKllz5swZLFiwAKmpqfjoo4+Qm5uLkJCQdudRGgwYY9BoNFzONDQ0cBdnEhIS4OnpSX+X3cDn8yEWi7kBAvac0el0YIw5TCnQlQECrpQ1XbmLqvWo5y1btuCtt97CU089hTFjxuDf//435YyTDb0Z6Nsxbdo0zJkzB48//nibn6Wnp2PPnj04e/Ys9Ho9UlJSAABpaWnYs2cP9uzZA7lcjvHjx/eqDdXV1Zg5cyZOnjyJXbt2wWQyQSqVYvr06YOueGaz2VBeXo4DBw5g27ZtyMrKgkwmw4QJEzB37lyMHj0aQUFBVDzrJXsHx8PDA56enpBIJNwy2ParLvYVY9rj7e2NsLAwbkUYnU6HuLg4l/53sS8woFAo8M4772Dp0qW47777IBQK8fzzz0Mul+Ozzz5r97nvvPMO5s6di9WrVyMpKQnr1q1DSkoK3n///U5f0z4XX1lZWbs/F4vFbVZ+JUOPK+SM1WrF6tWrsXLlSnz//feYMGECqqurkZaWNuiKZ4wxNDQ04OTJk9i+fTuOHDkCs9mM4cOH44orrsCECRMQGRlJxbNesndyFAoFt7IaAG4hHK1WC7PZDMZYu893x5wB/jfq+b333sPixYuxatUqeHl5Yc2aNZQzxKlcIWs2bdqEyZMnY/HixXj++eeRk5ODUaNGYdSoUYOueKbX65GVlYXdu3cjIyMDdXV1CAsLw+WXX47p06cjISGBRjb3kv3CjFwuh6enJ5RKJQQCAUwmE5qbm9HS0gKj0dhhzgCulTWtV7vsjH3U84cffohFixZh9erViImJwYoVKyCTyShnnMi1z1AG0CuvvILk5GQkJCQ4bE9PT8cLL7yAjRs3YsqUKdyBf9q0afj000/BGOOGRffUyZMnsWDBAkyePBnPP/88srKykJiYiJiYmEF1wNVoNCgqKkJJSQkEAgHCw8MxcuRIKBQKZzdt0GvvSo7JZEJLSwsEAgG3lPLFv28XTzDtLhhjOHnyJB555BFIpVLExsYiPz8fEyZMwP79+9t9zoEDB/Dwww87bJszZw42bdp0ydcLCQnBuXPnhtx8SaR7nJkzjY2NuOWWW1BYWIjffvsNdXV1EAgEmDp16qCaV9NsNqOkpIRbUTI0NBQTJkyAl5fXoMpTV9R69FnrKQV0Oh14PB6XQRePFnDXnLFYLDh58iRWr14Nq9WKuLg4FBUVYcyYMdi3b1+7z6GcIQPBWVnDGMOLL76I9evX45///CciIyNRVlaGqVOnwtPTs9fvy1XYbDZUV1ejsLAQ1dXV8PPzw7Bhw+Dv7+/yxX93196tnmazGUajEXq9nsuZ9v4dXCVrujOljtlsxokTJ7BmzRoYDAaEhYWhtrYWqamp2Lt3Lx577LE2z6Gc6X/0V/7/XXbZZbjtttvw7rvvOmyfNGkSJBIJ3nvvPTz55JPc9nHjxqG6uho///xzu1d5uurHH3/E0qVL8fjjj+Pqq69GdnY2xo4d2+HwSXdjtVpRUVGBoqIi1NfXIzAwECkpKfDz86POjJO07uTYbDaYTCYYDAbo9XqIRCJIJBK3v0JYW1sLq9WKiIgI8Pl8WCwWxMfHQ6VS4dixY9yKcq1VVla2+bsLCAhAZWXlJV9PLpfDx8cHVVVVbX5msVjaXBUTCAQDtroQcR3Oypns7GwsWLAAMTEx+Pnnn5GTk4Po6GgkJiYOiuMwYwz19fUoKipCeXk5PD09ER0djZCQEOrMOMnFnRz7dAIGgwEikYjr4Ljz7589Z8LDwyGVSqHX6xEZGYnAwEDs378fGo0GSqXS4TmUM2QgOCNrdDodli5dikOHDmHnzp3Q6/Uwm81IS0sbNJOS63Q6FBUVobi4GAAQERGBkSNHciNvycDj8/mQSCTcomomkwkajYabH3ogV/PsD/acCQ0NhVKphFarhbe3NyIjI7Fnzx5UVVXB39/fIUspZ/ofnVm28vzzz+O7775z2CaVSjFhwgT8/vvvmD59OrddIpFgwoQJyMjI6NFcAYwxPPfcc3jzzTfx5ZdfIiQkBBUVFYNmYk2DwYDCwkJu9dDIyEiMGTNmSA/3dEV8Pp8bhmu1WmE0GtHS0gKhUMgtqezOHRz7ZJz2edHUajV4PB4yMzMRGxvbpyc9wcHBqK+vb7P9r7/+arMtMTGxTceKDA0DmTMAsHPnTtx0002466678Pe//x3Z2dkYPXo0QkJCevM2XILVakVZWRny8/Oh1WoRFhaGadOmDaqRDoNB69Fn9g7OpUaluRuJRAI+nw+dTge5XA6RSITs7GyEh4fD19e3z16HcoZ01UBmTWlpKRYsWAAPDw9s374dBQUF3Hxn7v63zRhDXV0d8vPzuWLFqFGjEBAQ4Nbnx4NNRxdt9Ho9V2Bz98EBQqEQHh4e0Gq13DQ99nldw8PD++xvjXLm0oZsAe2LL75osy0yMhJGo7HN9oyMjHb3sWfPnh69tsViwbJly7B7927s3r0bLS0tsFqtmDZtmttfpWlsbER+fj7Kysrg6+uL0aNHt6mME9fTOnjso9LcuYNjX+HIvjCFVCqFQCBARUUFQkND4evri6ysLMTGxnIF68DAwDZXXKqqqhAYGNhm/1FRUW22SSQSpKamct97eHhgzJgxffzOiDtxZs4AwIYNG7Bs2TJ8+OGHGDFiBIqKijBlypR+Wwp9oLS+QCMSiRAdHY2wsDAabeYGBAIBZDIZ18GxX9wQi8VuN/q5dc4AF+ZFUyqVqKqqQlBQEGJiYpCfnw+z2YzAwEBukSTKGdLXnJk1mZmZmDNnDmbPno01a9YgOzsbI0aM6HAlP3fR+gKNTqdDREQEZs6cSaPN3MDFo9LceXDAxTnD5/OhVCpRU1MDf39/xMfHo6CgALm5uYiJiYFAIKCcGQDu0yMeJHQ6Ha699locOXIEv/76K2pra+Hn54cJEya4bfGMMYbKykrs3bsXf/75JwQCAaZPn46JEyfSFRo3ZB+V5unpyXVympubodPpYLPZnN28LhGLxUhNTcXu3bu5bQKBAHv37sWYMWOgUqkQGhqKnJwcNDQ0AAAmTpzo8HjgwuidiRMnDmjbCekLb775Ju677z78+OOPiI6OhlarRVpamlsXz5qbm3Hs2DHs3LkTDQ0NSElJwYwZMxAVFUXFMzdjvzjj4eEBpVIJxhhaWlqg0WhgsVic3bwuaS9neDwe/vjjD4wbNw48Hg9xcXGorq5GSUkJGGOUM2RQOXDgAKZMmYLFixfjwQcfRF5eHiZOnOjWxTOTyYTz589jx44dyMnJQUREBGbPno3hw4dT8czN2AcHKBQKeHp6cqtadmXRAVfRXs4wxvD7779j4sSJMBqNiI6OBmMM2dnZMJvNlDMDgM44B1B9fT2uvPJKCIVC/Pjjj8jOzkZSUhJiYmKc3bQeq6urw7lz56DVahETE4Px48e7bSGQOGo9+sxiscBoNKK5uRkGgwEAkJljGpB29PR1Hn74YSxevBhjxozBuHHj8Pbbb0Or1WLZsmWw2WxYuXIlAgICcPvtt8NisWDlypVIS0vDG2+8gfnz5+Pbb7/F0aNH8emnn/bxOyKk/9hsNjz22GP44osvsG3bNhiNRojFYowZM8atRve0ptfrcf78eZSWliI8PBzTp08fFFMdkAtaj342Go3QaDTQ6XQA3DtnhEIh/v73vyM0NBSLFy+G2WzGAw88gPT0dMoZ4vZ++eUXLFy4EK+88gomTpyIiooKTJ061W1v57JarcjPz0dOTg5UKhVSU1NpvuZBhM/nc6OfTSYTjEYjjEYjzGYzgIHJmr7OmbvvvhtyuRyLFi1CWFgY7rnnHpw/fx733nsvLr/8csqZfkQFtAFSUlKCOXPmICEhAa+++iqysrKQnJyM0NBQZzetR5qbm3Hu3DnU1dUhNjYWMTExNAJgELN3cCwWC7y8vCCXS7Ho/rYTTPYXuVza7Xlkbr75ZtTU1OCZZ55BZWUlkpOTsX37dgQFBYExhpKSEvB4PMTGxiIvLw+RkZH4+uuv8fTTT+OJJ55AXFwcNm3ahBEjRvTTuyKkb5nNZtx5553Yu3cv/vvf/6K6uhoBAQEYOXKkW92CbWcymZCdnY3CwkIEBQVhxowZtGrzIGbv4EgkEvj5+bl1zgQGBoIxhvLycvD5fMTGxqKgoAB+fn7YsGEDnnnmGcoZ4ra+/PJL3Hffffjss88QHh6OpqYmTJ061S1X7rPZbCgpKcH58+chkUgwZswYl1ipkfQPHo/H3d5pMpmgUCgGNGv6MmfsCwVUVFSAz+cjODgYNTU1sNls+Pzzz7Fu3TrKmX7CY+4wftHNnTt3DnPmzMG8efPw0EMPIS8vD2PHjnXLA7ROp0NmZibKy8sRGRmJ+Pj4IbkwgNlsxq+//op58+a1Wc2xvxkMBhQUFCAqKsppJyt5eXkoLy+HzWaDRCKBSCTq16t0vr6+CA8P79N9Msag0+lgtVohEAiQm5sLtVqN8PBwt7vi6Aq/E8S5tFotbrzxRpSXl+Obb77hfh/ccaVNi8XCjQTw9vbGsGHDoFKpnN0spxjKWVNQUIDy8nJYLBZu5c7+LAT3R84AgNFohF6vh1QqRXFxMSwWC+Li4gb837MvOPt3gjgXYwyvvfYaXnzxRfzwww/c/LLjxo1zu99nxhgqKiqQmZkJxhiSkpIQHBzsdnnZF4ZyzjDGkJOTg4qKCm7lzv4cENJfOWOxWKDVaiESidDU1ITKykqHeZ7dibN/J7qChgz1syNHjmDu3Lm47777cPPNN6OgoACTJ092u3lojEYjNxIgJCSEJtIc4mJiYhAdHQ2z2czd0imVSvu9kNaX7Ct02pdaj4uLQ35+PvLz8xEVFeWWI3bI0NTY2IgrrrgCUqkU33//PbKzszF8+PB2J4d1ZTabDUVFRcjKyoJMJsP48eP7dAVD4l6ioqIQFRUFi8UCg8EAi8XCrRrtLjkDgGuvTqdDeHg4ysvLcf78+SF7AZK4J8YY1qxZg6+++grbtm2DXq+HTCZDSkqK200PUFNTg3PnzkGv1yMhIQERERF0zjdE8Xg8xMfHIzY2lrutUyQSccVhdyEUCqFUKqHVauHp6QmhUIicnBxER0e7Xc3BHVABrR8dPHgQc+fOxTPPPIPp06e75fwAZrMZeXl5yM3Nha+vL9LS0uDp6ensZhEXYJ8jTSQScUtFG41GrpDmDng8HmQyGfh8PgwGA3c7Z35+PqKjo+mEiri8hoYGzJ49GwEBAXjzzTeRnZ2NlJQUBAcHO7tpXWa/1S0zMxM8Hg8jR45EUFCQWxVJSP+xdwzsF2zsOSMWi93md8Q+ek6r1SIoKAjV1dXIyspCQkICFdGIy2OM4aGHHsJPP/2Ebdu2obq6GoGBgRg5cqTb/A0CFy42ZWZmor6+HnFxcYiOjqbpZwiA/00hIBaLYTAY0NLSArFYDKlU6jZ9AYFAwBXRZDIZIiMjuUEBXl5ezm7eoEJHjX6yf/9+XHHFFXjhhRcwYcIENDY2utX8AFarlRsJoFQqMXHiRPj4+Di7WcQFtZ5PwGg0QqvVQigUQiqVusWJCY/Hg1QqBY/Hg16vR0xMDDcSjYpoxJXV1dXh8ssvR3h4ONavX4/s7GyMHz8efn5+zm5al1VXV+PcuXMwGo1ITExEWFgY/c2RdolEIgiFwjaFNHcZ+WwvBGo0Gvj7+4PH41ERjbg8xhjuv/9+/PLLL9i6dSvKysoQGRnpVtMDaLVaZGZmorKyEpGRkUhNTaUFz0i7BAIBFAoFrFYr9Ho9mpubIZFIIJFI3OLchM/nc0U0kUiEqKgoFBQUAAAV0fqQ6/du3dD+/fsxd+5cPP/88xg/fjw0Gg0mT57sNidIdXV1OHHiBPh8PpKTkxEYGOg2IUmcx16IshfSNBqNW129aX2bTXR0NPLy8pCXl4eYmBi3aD8ZWurq6pCens4Vz3Jzc93qQoder8fp06dRV1fHjQRwp9sliHN0NPJZLpe7xe+PfYSARqOBn58fGGM4f/48EhIS3OYCKxk6GGO47777HIpn0dHRSEhIcHbTusRmsyE7Oxs5OTkIDQ3FjBkzaPoZ0iX2Y7XFYoFer4fJZOJGqLk6Ho8HhULBDWiwF9EYY/D29nZ28wYFKqD1sYMHD+KKK67AAw88gNjYWGg0GkyZMsUt/uAsFgsyMzNRVFSExMRExMTEUOGMdFvrYdB6vR4tLS2Qy+VucVun/e9Up9MhMDAQVVVVNBKNuJyGhgZcfvnlCAsLw9///nfk5ORg0qRJbnFiZF8B96+//kJAQABmzZrlFvlIXEvrkc/2223cZX601kU0lUoFxhiys7NpJBpxKYwxrFixAtu2bcO6detQVFSEhIQExMfHO7tpXdLY2IgTJ04AAKZOnUrzQJEeaT2FgH3OZPvUL66sdRGNx+MhODgYhYWF4PF4NBKtD1ABrQ8dPnwYc+fOxYsvvoixY8eirq4OVqsVVqvV2U27JPuoM7FYjLS0NLdctYO4FvswaJPJBK1W6zaj0ewLEwsEAkRHR9PtnMSlNDY2Yvbs2dzIs5ycHDDGYDabnd20S9Lr9Th16hQaGxsxevRoBAUFObtJxM3Z57EUiUTQ6XQwm81uMRqNMcZlTUBAAPh8Pt3OSVyGfc6zzZs3Y8uWLSgpKQEAmEwmMMZcukhtH3WWm5uL2NhYxMfH07kb6RX7yGehUAidToeWlha3GI1mzxl7Mc0+Eo3H41FBuZfoiNJHTp06hTlz5uDZZ5/F+PHjodfrMXPmTPj6+mLfvn3Q6/XObmK7LBYLzpw5gwMHDiAyMhJTp06l4hnpM/ZRAh4eHrDZbGhpaXHpjr7RaIRer4dSqYRcLofBYEBUVBSMRiM3/JkQZ9FqtbjiiisQGBiI1157Dbm5uZg0aRJSUlJw5MgRVFVVObuJ7bKPOtuzZw9EIhFmzJhBxTPSp4RCITw8PCAUCtHS0gKDweCyx2uLxQKtVgupVAoPDw+YTCb4+flBpVIhOzvbpTOSDA1PPvkk/v3vf+Pnn39GWVkZ4uLikJaWhrKyMpw9e9Zl/7aamprw+++/o6KiAlOmTEFiYiIVz0if4fP5UCgUkMlk0Ov10Gq1sNlszm5Wu2w2Gzf6zMPDAzweD0KhkFtYoKmpydlNdGt0VOkDBQUFmDt3Lh555BFMmTIFGo0GEydOhEQiQXJyMnx8fFyyiFZXV4eMjAw0NDQgLS0NsbGxLn1Vibgv+2g0qVQKrVYLnU7ncidgrYtnQqEQYrEYcrkcRqMR0dHR0Ol0KCkpcbl2k6HBbDbjxhtvhFQqxRtvvIGsrCxMmDAB3t7eCAkJwejRo12yiGYwGHD48GGcPXsWo0ePpsmbSb+xj0ZTKpUwmUzQaDQudweAvXgmkUgglUq52zlNJhP8/f2hVCqRnZ0Ni8Xi7KaSIertt9/GP/7xD/z888+oqKhAdHQ04uPjoVQqMXnyZJcsotlsNpw/fx579+5FYGAg0tLSaIQN6Rf20WgeHh5gjKGlpQUmk8nZzXLQunimUCi4wh+Px4NIJEJERATy8vKg1Wqd3VS3Rbdw9lJNTQ3mzJmDG264AVdddRVqamowdepUbgg+j8dDcnIyTp48iX379mHy5MmQyWRObbPVakVmZiYKCwtprrMhqLq6GpWVldytLuHh4VAoFB0+vr6+HuXl5dyKZ6GhoWhqakJtbS1sNhtqamqg0WhgMpm4Qpm/v7/DnGcWiwWVlZVoaWmBUCiEr68vhEIhZDJZl1bq9PX1RXh4eJ+8//ZcXDyzE4vFYIxxq3Pm5ORAJBLR6BkyoGw2G+644w5UVFTgu+++41bbbL1gQEhICADgyJEjGDt2LAICApzVXAAXRp2VlpbizJkz8Pf3x4wZM6hwNsT0NmsYY1zHpLtZo9Vq4enpCYVCAbFY3KW50fo7Zy4untm1nhMtKCgIJSUlyMvLQ1xcHI2eIQPqm2++wdNPP41ffvkFtbW1iIiIcFgwwF5E27dvHwBg+PDhTu8/NDU14cSJE7DZbJgyZQoVzoYYZ/dpFAoFVCoVRCJRl6ap6e+cubh4Zv/7tH+v0WggkUgQEhKCnJwcJCYm0gI2PUAFtF7QaDSYN28eRo8ejeXLl6OwsBDTpk1rM3+FKxXR6uvrcfz4cZrrbIiqr69HSUkJIiIioFAoUFVVhezsbIwYMaLdSf41Gg3y8/MRGhoKlUqF+vp6/Pnnn7jxphug1xkGrN0yuQznM8/3S+h0VDyzk0gkYIzBaDRyRTShUAg/P78+bwsh7Xnsscfw559/4pdffkF2djZSUlLa/f1zlSKawWDAqVOn0NDQgOTkZAQHBzulHcR5eps1Z86cwbS0aTAajAPW5v7MmY6KZ3b2jppGo0FYWBgKCgpQUFCA6OhopxcoyNCwY8cO3Hnnnfjuu+9gsVjg5+eHpKSkNo9zlSKazWZDTk4OcnJyEBMTg/j4eJef+5D0LXfs0/RnznRUPLNrXUTz8PCA2WxGdnY2EhMT6QJnN1EBrYdMJhOuv/56qFQqrFu3Djk5OZgyZUqHyyM7u4jWetRZQkIC3a45RFVVVcHPzw++vr4AgIiICO7KS3ujqqqqqqBSqRAYGAjgQgf94MGD0OsMWPDSGPhG938Btja/BZufOIra2touB86zzz6L5557zmFbQkICzp8/77CtdfHsP//5D55++mkUFhYiLi4O69evx7x58wBcKKLZbDZYLBbExMQgNzcXIpGIrnSSfvfGG2/giy++wH//+18UFBRg+PDhnRaknF1EKy0txenTp+Hv74/09HSaEH2I6m3WCIVCGA3GQZEzrYtnW7Zs6TBnhEIht2paZGQk8vLyUFxcjPDwcDpfI/3qyJEjuOGGG/Dxxx9DpVJBLBZj1KhRHf7eObuI1tzcjOPHj8Nms2Hy5Mm0quAQ5W59mp7kDNC1rLm4ePbjjz+2mzV8Ph9KpRItLS3w8fGB2WxGTk4OEhISunRHELmAPqkesNlsWLp0KWpra/HNN98gOzsbEyZMgEql6vR5ziqi6fV6HD58GABo1FkHGGOwWCwwGAwOX0ajEQaDAVarlVvNxGazob6+HgBw6NAh8Pl88Hg87r/2Ybz2L/sVZ2evQGk/uNqDA7jwO+np6dnhffBarbZNB9w+NNo32gOBSep+a29vDR8+HLt27eK+vzgYWhfPDh8+jFtuuQUvv/wyrrzySmzcuBHXXHMNjh8/jhEjRnBz6+h0OthsNm4STvu8IIT0hw0bNuC5557Dtm3bUF1djaioKERFRV3yec4ootlsNvz1118oKyujUWedsFqtbfLF/mWxWLiMsedNbW0tgAtZIxAIuKwRCATtZoxUKnX6SXBfZQ3g/jnTunh2/PjxTnMGAEQiETdBdXR0NDdtAP09kf6Sk5ODefPm4dlnn0V8fDxMJhNSU1Mveb7qrCJaWVkZTpw4gejoaCQkJNCos3bYbDYuX1rnjNFohNFodOjPdJQzPB4PAoEAEomkTcZIpVKIRCKnFvapT/O/rLm4eHbgwIFOs8ZeRNNoNAgMDERpaSlyc3NpxdpuoAJaD6xZswaHDh3Cli1buNtp7NXvSxnoIlpDQwMOHz4MPz8/jBo1akgHDWMMGo0GjY2NaGpqgl6vd+i82Gw2rlPSOiw8PT0hFAq5QOHxePDx8UFWVhZCQkLA5/MdgshkMsFgMKCpqckhtIALc2q13r9SqYRarYZare734bP2SYkvHtYsEolgMLQ/dNlsNrfpEDi7c9ZVQqHQIVhbu/i2zXfeeQdz587F6tWrAQDr1q3Dzp078f777+Pjjz8GcOFvVy6XQ6vVQiwWIzQ0lJs/wNnzGpLBZ8eOHVi2bBl++OEHGAwGBAQEIDExscvPH8gimslkwpEjR2A0GjFt2rRO5x8ZCvR6PZqamtDY2AitVuuQA2azmVuduHVnRC6XQyQScRdi7F98Ph/V1dUIDg52yBqLxQKj0Yi6ujqH/bfOsdb7VqvVUKlUkMvl/d7p6auscQed5czFt212JWcAx2kDYmNjkZ2dDZFIRNMGkD5XVVWFOXPmYOnSpUhPT0dDQwOmTJnS5b/FgSyiMcZw/vx55OfnY8yYMR3+3Q0VZrMZTU1NaGpqQnNzs0OxrKM+h1Qq5SaVb501MpkMJSUlXJ/G3p+xWq0wGo1obm5GdXU1t2+LxQI+n8/tVyKRQCaTQaVSQa1Ww8PDo98LMdSnuaC92za7kjXtTRuQn59P86J3kXv81riQzz77DJ9//jl27dqFgoICjBgxottXBgeqiFZSUoJTp04NyYUC7Cuj2Dsx9qIZYwwqlQoqlQpeXl7tXrnvyudkNpuRlZWF0NDQdu+zv1hHV4MaGxtRVFQEnU4HuVzOhc9AFdUGs5ycHAQHB0MqlWLixIl4+eWXER4e3u6cZwcOHMDDDz/s8Pw5c+Zg06ZNDttaF9HsE4vm5uYiKSnJbUKYuL6srCzcdNNN+Oijj6BUKiGRSDBy5MhuH8MHoojW3NyMw4cPw8PDA+PGjevS8XCwYIxxx/HWWWM0GrmLI0qlEr6+vg45IxaLu/xvGRQUhF9//RVhYWGX/GwZYzCbzW1GUmu1WmRnZ6O5uRlCoZArptlzZiCKaoNVRznT3pxnXc0ZoP1pA6RSKd1BQPqM0WjEddddhwkTJmDJkiUoLS3F1KlTu33eORBFNLPZjOPHj6OlpQVTp06Fp6dnn+7f1dmLZa2zxj4ZvFqthqenJ9RqdY/verEvXtLVPk3rO3bsfRr7SvV//fUXbDYb1yZ73nh6etLopl5oL2tCQ0PbnfOsq1nTetqAqKgo5OTkoLy8nDt3JB2jHl837Nu3Dw888AB++ukn1NbWIioqCpGRkT3aV38W0RhjOHfuHAoLC11iNbaBYDabUV1djfr6ei5gAHAH8IiICK4z094BnDGG6upqnD17FllZWSgsLER5eTnq6+vR1NSEyZMnY/PmzTAajbBarRCLxXj99dcxfPhwGI1GiMViBAcHY+fOne2efPD5fMhksg7/jU0mk0Mw2otqMpmMCyA/P79ezbllL/CYzeY2n11HgSkSibirPHYXf++Kxo8fjy+++AIJCQmoqKjAc889h6lTp+LYsWMQCoVtFgyorKxs83cSEBCAysrKNvu2Lwet0Wjg7e0NvV5PK6aRPtPY2IgFCxZg2bJlGDZsGHQ6HcaMGdPj363+LKJVVlbi2LFjiI6ORmJi4qAvwthsNtTV1aG2tpY7VhuNRnh4eEClUsHPzw9xcXFQqVQdFtTr6+tx4MABbk7SiooK1NTUoKmpCcOGDcO+ffvQ3NwMi8UCm80GiUSCDz74ADExMbBarZBIJPjmm28wfvz4Nvvm8XgQi8UQi8XtdjCtViuam5u5rMnJyeGKavaCmo+PD/z8/Ho1Wr2vssbVdZQzJ0+edBidYdednLl42oCwsDDk5eUhKSmJ5hUkvcYYw3333QeTyYTnnnsO2dnZmDZtWo/7If1ZRNNqtTh06BAkEgmmTZs26C8s2wcAVFdXcxdltFotpFIp1x8ICQnhCmbt0ev1+OOPP3DkyBGcPXsWpaWlqK6u5opuPB4PpaWl3PQ0UqkUn3/+OQIDA2E0GiEQCHDdddfh888/b3f/9vPo9qYwYYxBq9VybS8tLW1TVPPy8oK/v3+vVn+kPs1UHDhwgFttuvXfW3eyxj5tgMFgQHR0NLKzsyGTyeDt7d3v78udUQGti4qLi3Hdddfh1VdfhVKphEgk6tbtNO3pjyKa2WzGsWPHoNFoMG3atEF9tVKr1aKyshKVlZWoq6uDh4cHfHx8Oi2WFRUVYfv27di/fz+ysrLAGEN29oVOhM1mbfMafL4QjNmwf/8B8PlCyOV+4PEFkEkvdC6am3nQ6xkslibk5ubiww8/xIMPPtjt9yIWi+Hv7w9/f39um8lkchjVkJOTA4FAgICAAIhEIjDGuvUa9sJPS0sLN+EqYwzNzc0Or9uaQqFAc3Ozw4G4o7kFXMkVV1zB/f/IkSMxfvx4RERE4JtvvsG9997b69FifD4fcrkcGo0GoaGhyMvLQ2lpab8uTU0GP6vVioULFyIuLg5LlixBcXEx0tLSen3rfV8X0RhjyMnJQXZ2NkaPHj2or1aazWZUVVWhsrIS1dXV4PP58PPz67RYVltbi+3bt+OPP/7AuXPnUF5eDh74KCjMdzxu8/kAeABjALPhwKHDwEU5ZD8nqK2thV6vBwAsXLgQBQUF3X4vAoEAXl5eDhNu24tq9qw5c+YMjEYjNzFzd3Pmwtvqm6xxdR3lzIYNG3DXXXf1qnMI/G/Es0ajgUKhgLe3N3Jzc5GYmDikp+Mgvffuu+/i119/xa5du5CVlYVx48b1ur/QH0W02tpaHDlyBCEhIdzcTYOR/eKMvU9jNBrh6+sLLy8vhIWFQaVStTmeGI1GfP3119i0aRP++usvVFZWQq1Wo6i4BIzZLuSKAx54IhGY2QQAEKm8IVR6AXwBeLL/X5T38oNVq4OhqQ5ffvVVhwW0zvB4PK64FhoaCsCxqNbU1ITCwkKcPHmSGxxgv2W0O4Zyn2bs2LGIiorCf/7zH9x33329/juzj3g2m82IiopCfn4+JBLJkJ+OozNUQOsCrVaLq6++Gtdeey0mT56MhoYGjB8/vk+urvRlEU2j0eDQoUOQy+WD8ioNYwwNDQ1cwGg0Gvj6+iIoKAijR49uswJqU1MT3n77bWRkZODcuXOoq2uA1fq/KxVCoQwWy4UOSWBQKtTqSIgkSvB5AoDHA7NZYbWaUFqyH02NxRCJPeDjmwAbs0IqvnB1Q6WKgFRmhsVigE5Xg5qaGuzduxchISEIDQ3t1b+BWCzmOmrA/wK2oqICJpMJLS0tsFqtEIlE3Nw5lxIQEICCggLI5XIoFApUV1fDZrNxc/gVFBRAJBJxoRcQEICsrCxUVlZCpVKhoaGhw7kF+ltPOnJ2MpkMMTExKC0tbbd4FhgYiKqqKodtVVVVnc6xIRQKIZfLodPpEBUVxV21oXlqSE89+uijKC4uxs8//4ysrCxMmTKl151wu74qolmtVpw4cQL19fWYMmXKoFyJtr2LM4GBgZg4cSLUanWb7P/www+xdetWnDhxEjU1NbBa//8VbT4fsDEADDy+AIwxCBUeECrVEHp4Xvh/uRICqRymxlo0nNgPAAi/6S7wRBdGCUhEwv+/7W4YjCaU/OcLGAwGbNmyBYGBgYiOjoaPj0+P3+vFRTX76IfKykqUl5dzt6wDcJij7VJ6mzU1NTU9fk+9YbPZevxcpVKJmJgYFBcXt/t325Ocsd+a09LSAn9/f+j1ehQUFAy5aTlI39mxYweeeOIJ/PrrrygtLUViYmKHBYfu6ssiWkFBAc6ePYsRI0b0+G4fV9b64kxVVRUEAgECAwNx2WWXwdfXt8256nfffYd3330XmZmZaGpuhs124cILAIDPB18oQmNjI/gSKfwmXQ6RpxpChT1nFOBLZYDNhszX1gAAAmdeA4/4C4uXSAQX/o0iFt4Do5Wh4r8/ouHEAWzcuBFhYWEIDw9HWFhYjwuY7RXVDAYD9/5FIhG0Wi0YYxCJRF2eTsdd+zS9GfVms9kgEokQGxuLkpKSdj+nnmSNVCqF1WoFn89HUFAQN+J5KE3L0R1UQLsExhiWLl0KT09PPPTQQ8jPz0daWlqfznfUF0W06upqHD16FOHh4Rg2bNiguUpjtVpRXV3NBYzNZkNAQAASEhLg7+/f6R/2Nddcg4yMDPAFYnh4BCMoOA5Kj0BIJCowAEZ9A7LO/wcA0NRUiPr6bJiMGgBtCzU8vgAGQwPKqo8BAgHksgvFuqqmcxdusTBdOAC/9NLLeOmll+zPAp8vgEgkgkIhg4+PD8LDw/Hdd9/1qMNjH/ng4eGBgoICKBQKCAQCmEwm6PV6CAQCrpjW0dVpb29vWCwWlJeXw2w2Qy6XIy4ujvscTSaTw+OVSiWioqJQXl6OsrIySKVSLogGml6vh81m6/bvttFoRE1NDQoLCzscKTNx4kTs3r3bYfTgzp07MXHixE73LRaLufntoqKikJeXR/PUkB758ssv8dlnn2H37t3cyK6+Lk71toim1+u5VbqmTZvWZ8U9Z+vuxZnWPv74Yyy//35cGEl2oTMjkCog8Q+C1C8QYm9/NJ45AkNVGTyHpSB0wd/a3Y+mIIsroMlCoiCQXPhs7R0beWgkBFYGm82KysoqLFiwwOH5fL4QEokYKpUngoOD8dRTT+Haa6/t9mdhX8XM09MT4eHhyM/P5257MRgM4PP5EAqFl+zk9DZrmpubu932vqDT6WC1Wrs9wstisaCqqgqFhYUICwtr9zE9zZnW0wZERETQPDWkx3JycnDzzTfjgw8+AAD4+fkhJiamT1+jt0U0m82GM2fOoLy8HBMnTuzVBQJXo9PpUFFR0ebizKRJk9q9OGOn1Wqx8NZbAZsNIk81FLHDIfUPhtQvGBK/AIhUPmg4sR+VO38Cs9ngOz69/QYI+P//wo4NNrOxw3bazCYADLfddtuFDa1GSwv4PG6agFmzZmHDhg09+iykUikiIiIQEBDAjXiyf0b2Qpo9Zzo673fXPo1er4fJZOr2IAv7ggFarRYFBQUdzsHek6xpPeJZrVZDr9cjNzcXCQkJg6am0JeogHYJL774Ig4fPozt27cjJycHEydO7PRkuqd6WkRjjCE/Px+ZmZkYOXLkoLmFrLm5GUVFRSgpKYFYLEZgYCDGjBkDb2/vLv8hX5ioWYDEpOuh0ZRD01KB6pozMBlan5jzAD4PzEMKz9hUiDxUECo8IOBGBshQe/A31B/+HRLfQMTcsQrA/zo10XeugtHKoC3KRdE3HwJgSEi6Dny+ABazASazFmaTBkZjM8rL65GTsxv33HMPfvjhh15/Rq1XWrMPvbVPIC0QCLi5cC4O5ItvFW0tISGhzTZvb2+He+GPHz8OAKjNb+n1e+iK1q9jv5XlUp2bVatW4aqrrkJgYCAKCwvx2muvQSAQ4JZbbgEALFq0CCEhIXj55ZcBACtXrkRaWhreeOMNzJ8/H99++y2OHj2KTz/99JLtk0gksFqtsNls3O2cNE8N6Y6DBw/ivvvuw48//oja2lpER0f3W+e4p0W0+vp6HD58GAEBARg5cuSguIXMaDSipKQERUVFMBgMCAwM7NLFmdZ0Oh3AGFQjxsAzKRmygBAIFB4Ox11jXTUMlSUwN9R2uB++6H8n0sxsAiQdFCfNZgAMQg81eDw+rIYLF3BsNgv0egv0eh0qq6rwt7/dDq1W06X30Bn7vGpSqRSMMVgsFpjN5gvvG+Bypr3fh95kjf3zG+icEQqFaGlpgVwuv2Tnxp4zISEhyM/Px/r16/stZ4RCIc1TQ3qlqakJCxYswB133IHLLrsMWq0Wo0aN6peRjD0tohmNRhw5cgRmsxlpaWn90t8aaDabDZWVlSgsLERtbW2XL860plAowAMPXmPTEDjz6nYfI/a6UGhkZhOsBh0E0vb3zReKYDMZYbOY2/05ANjMZoDHgywoHKoRY2A16GHVaWDRaWDRNMPS3Ijq2lp8vXEjXn/99V6viMrj8SASibicsVqtXH/GZrM55Iw792nsryGTyaDX62G1WiGVSi/5t7Fq1SrMnz8ffn5+qKys7LesaX2xJjg4GAUFBSgqKkJkZCSNeL4IFdA6sX37dqxfvx47d+7kVtzszysh3S2i2Ww2nD59GpWVlZg0aZLbn0jZryIUFRWhsbERwcHBGDduHHx8fHr0hzt58mTs2LkT5/76BiKFCpLAEHjGj4PELxAS30CIvXxR/MP/QV9aAGlgGPynzm13PwKJDAwMzGJq9+eA/WrNBVmZP114nlAKsUQJsVgJscgDaq9oaLXV/bL0tn3C4tb3sdtXm7QHT1+NmvT19YVMLsPmJ472yf66QiaXISwsDEKhEBqNBnK5vNMObmlpKW655RbU1dXBz88PU6ZMwcGDB7nbK4uLix0KsZMmTcLGjRvx1FNP4YknnkBcXBw2bdqEESNGXLJtra/aKJVKeHl5IS8vD4mJiXTVhlxSTU0Nrr/+erz00kvw9PSEUCjs9fyal9LdIpp9ReekpCRER0e79YkUYwy1tbUoKipCRUUFvLy8EB8fj+Dg4B4VBe+55x48smoVJL4B8IhJavcxYvWF8wZTY12H++GL/1dw76hjw5gN9hHSgZdfC8/4yy5st1ovdGy0zbA0N6Fy13/As3acVz1l7+TY5+A0m83cdAJCoRBisRgikahPfj+clTOhoaHcrfn2RRw6ej+tc8bX1xdTp07tt5wBHOepiYyMREFBQaeLExFixxjDkiVLEBkZibvuuguFhYV9Mr9mZ7pbRGtubsahQ4egUqkwYcIEt1/ZXKPRoKioCMXFxRAKhYiIiEBKSkqPR25LxCLoy4s7/LlI7cv9v6mxHrLADgpoIvGFApq5sz6NEeDxIPELhHfK5HYfU3tgN6r/2NbnfRoejwehUMhdNLBYLDCZTNBoNODz+Vyfpq/Orwc6a2RyGQIDA6FUKqHVamG1WiGXyzt9PyUlJbj11ltRX1/f730agUDATd0QGRmJ7Oxs1NTU9Nlt3oOFex+d+lF5eTluv/12vPvuuzAYDAgODh6Qe/C7WkSz2Ww4evQoNBoN0tLS3PoESq/XIz8/H0VFRZBKpYiMjMT48eN7PYfbzTffjLVr1yJg5jXwGTut3ceIvX2hK86FudOOjRiwMdhMHYcNV1zj8xF69aILV2v02gtXbLQa6Fqa0NhQAgD9fhCyF9PEYjGsVisXPAKBABKJpNcdnPDwcJzPPI/a2o5HU/Q1X19fbnSl0WiEVquFQqHosIj25ZdfQq/Xt1lt0y4jI6PNthtvvBE33nhjj9rXuohmH45OiwqQS7HZbFi0aBEmT56MmTNnorq6GuPGjRuQAlVXi2gFBQU4d+4cxo0b59YnUBaLBSUlJcjPz4fJZEJ4eDimT5/e69ut5XI5hAIh9OVFHT7GPjLAqtfCZjY5jDazcyigddCxYa3mTWn9eJ5AAJGHCiIPFRAYhvLt38Pbp38vqLVe8dNms3FTCej1ei5/etPBcXbO8Pl8bk6ejkYIbNiwAVqtts1qm3Z9nTPA/+apEQgE8Pf3R35+PpKSkuhiDenU+++/j6NHj2LXrl3IycnB5MmTB+QW/K4W0ZqamrB//35ERka69YrOjDHU1NQgLy8PtbW1CAwMRGpqKvz8/Hr9nqKionA+OwfMZgWP37bwKVb9b3EYc1M9ZIHt35rIF0sAbQuYueMRaMxsAg888MUd/46YmuoG5LjTuphmMplgMplgMBggFoshkUh6XQQe6KxpnTNKpRI6nY7r07T3edpsNvzf/2PvveMkqev8/2dV5zg5h53NOefALixZBQUMnIgEDxVBOVFOONMXRTzCeUhQOFARTn6oHIhIlLjL5hxnZifn3D3TOVXV74+a6pme7tldYGd6Fvb1ePB4LF1d1dU93fWuz+v9er9eTzwR98NM9T061bVGUwNq9jS1tbXY7faPhSL0VOEMgZYCkiRx1VVX8alPfYqlS5fidruZP3/+uL3+iUg0SZLYtWsXoVCIdevWnZZhAYqi4HK5qK+vp7Ozk/z8/I+kNkuFmTNnIuh0hPuSY3s1GAc7NpHjjtaYAIVYeHSjSXmwEIkGI86ZC1I+x3PsEK3P/4GzzjrrJM7+o2N4F8dsNseLzqlY4JSXl6eNHNIUAX6/P+WYjaa8G408GyuM7NpUV1fHI7vP4AxS4f7776e6uprXXnuNY8eOsWHDhnE1bD0RiVZXV0dVVRWrV68+bRXOgUAgPoag+aOUlJScUuVFXl4u3S1qwmaq+jVcGRD19GPKSSYihxNiyigE2nBibfjzE54TiyEFfJQtSl2HxgKiKGI2mzGZTHH186lY4KSzzuj1eux2Oz6fD0VRsFgsCX/bWCx2XPJsrKA1a7xeL7m5uXi9XlpaWpg0adK4ncMZnF7Yu3cvt99+O3//+9/j0zTDk3jHGici0dxuN9u2bWP69OlMnz593M7rVGJ4g0ZTiC5evPiUXhsuuugiKisrCfd0Yi5ItngQdHoEiw0lFCA64Br1OBopdlwFWiSCAimbPRqi/S4M+vGzchAEIT5pE4vFCIfDcfWzyWQ66eCBVEhXrdFGJjVfs5EkmuZ5djzybKyg2dMoikJhYWG8WfNxsO84FTjTskqBu+66i46ODn70ox/R0tLCsmXLxr27p5FoOTk5bNmyJR5fH4vF2LFjB5FIhLVr156W5FlfXx/vv/8+27dvx2KxsHHjRlauXElubu4pvzg47XYCLQ2jbtdGa6K+AZRR0rfiC5Xj+gWohei4xWawoH3729/mM5/5DD/60Y945513iB6nC3SqoC1wHA5HXBLt8XjixvynG4xGY3zMZrhJaLrIMw0GgyFe3MvLy2loaCAcHt2o9Qw+udi2bRt33nknf/zjH6mrq2PhwoVpCZ8oKSlh8eLF7Nq1KyG16dixY1RXV5+29gDBYJB9+/bx1ltv4ff7WbFiBRs2bKC8vPyU3wCuXr0aKegn5u1Pud2YOfT5RQdSq50TFWijjHAOe1xt7CQj6nED6t9v3bp1fOMb3+Dpp58el+66pkpzOBzY7XYAvF4vPp8PSZLG/PVPNXQ6HXa7nVgsRjAYjCdBp4s806AtukKhEJMmTcLlcuFyjb5gPoNPLjweD1/60pf44Q9/iMViITc3Ny1kq0aitbW1ceTIkfhvqa+vj61btzJz5szTkjyTJIna2lreeOMNmpqamD59Oueffz6zZs065dcGzRD+eGpnS14hgiAS6T8OgTboz3t8D7QIKMqojRqAUJ+aeDljxgw+97nP8atf/YqqqqoTvItTA71ej81mi9teBAIBvF4vkUgk/t06XTCcHPP5fPE1WTrJM+28LBYLsiyTnZ2NwWCguXn0EeJPGs4QaCPwzjvvcO+99/LHP/4xnoRms9nSci4jSTSv18v27duRZZnVq1efdtGyHo+H7du3s337dvLz87nggguYN2/emH6+c+bMIdLXjRxJTWIYBgk0ZJmYbyDlc4YKiDLqhVlb2BxP7hwdLGhHjlTyyiuv8Ytf/IKNGzdiMpmx2x3MmzePf/3Xf6WpafTi+FGhLXC0OGlJkvB6vYRCodOu6BiNRmw2W5xESzd5pkEb97FYLGRlZdHQ0HBakpRnMHZwu91ceeWV/PznP0cQBAoLC0dN7hsPDCfROjs7qaqqoq6ujrVr146rUuFUIBKJcOTIEd566y0kSeKcc85hxYoVY9Kg0fDNb34TYFR/GtFgBJOqIo8MuFM+R9DpYfD85FH8Noc/Lo7SPNMaNb0uF1u37+B//ud/+OpXv0peXh4Gg5GysjIuueQS/vGPf5zEO/vw0Ov1WK1WnE4noiji9XrjvmKnE4aTaIFAIO3kmQZNWR6LxaioqIgHYZzBGWhQFIVvfOMbTJ48mcsvv5xAIDBmoQEng5EkWk9PD9u2bWPu3LmnPAl0rCHLMk1NTbz55pu0traybNmyMWvQaCgvL0fU6Qkc1y4gD0WWjmtLoxusRaMpnUEj0ORRCTRFkZG8/USjMWpqanjxxRf53m23MXvOHARBxG63s3jxYu66666TfHcfDpo4wOl0YjKZCAaD+Hw+YsPsDk4HaCSZTqeLN5zSSZ5pEEURq9VKKBSivLycgYGBcbVVmMg4M8I5DN3d3Vx11VXcd999hEIhSktLR42IHS9oJNrevXt59913yczMZPXq1aeVuWYgEKCqqoq2tra4rHm8Egq/+MUvsm3bNoIdLdgmTUvabswaZro54MbgTF4sJozWxKIIKVRm2sLmeN2ayIALEDCaHOTlz8NoUC+KMSlCwN9NbV0rR478jt27d7N///4P8C4/HLQRFS3pJhwOYzabUyZ3TlQYDIa4/BlIO3kGQ4XQ6/VSWFhIXV0d7e3taYnKPoOJB0VRuP7661mwYAEXXXQRHR0drFq1Kt2nRUlJCYqisHPnTvR6PevWrcPpdKb7tE4asViM+vp6ampqyM7OZt26deM2Pn3++ecjiDoC7U04Zy1M+RxLbgHBjpZRFzaCICDoDSjRyKjeNMOVabpRao1GoIl6AxnzlhHp6ybc00ks4CUWi9La1k5rWzuvvPIqkjT2iwztBtxkMhEKhfB4PPExnNPFt0sUxfg4p8/ni6dfpxua2lmn05GTk0N9ff2Z8JoziON3v/sd77zzDu+88w61tbWsW7cu7Y13jUTbtGkT9fX1LFy48LQaP1YUhY6ODiorK1EUhblz51JSUjJu98yZGU58rceZqhn02zyuLY3RCII4qtIZiFvWjLamifk8g/9SKPns1QiCSLi3k1BPB+GuNvz9fezfv5/9Bw4yefJkrrrqqhO8s48GbbzTaDQSDofx+Xxx37TTZeRQG8/X1HQ6nS6t5JkGrVkTDoepqKigvr4em812WnuvnwqcPizMGEMzc163bh3r16+np6fnpJORxhqSJBEIBDAajYRCIaLRaNpJgpNBOBzm2LFjNDY2UlJSwrnnnjvuBoTf+MY3+O6ttxJsb0pJoOlMZtAbIRZRFzZlU5KeM3wsU45FU45paiOcOtPoN9XBnk4QQLHo6R6oHCTUFEDAbM3GmVFOX8Q37otWg8GAXq9PItJOVZraWGO4omGiqBu0ReNwPzSHw0FGRka6T+0M0oyRZs7r16+fMNdz7aZTkiSCweBpQaDJskxzczNVVVVYLBZWrFgRT6YaT5hNRoKtjaNuN2blEWxvIjqKAg3UWiNFI6OHCJyEB1pkkEAz5RVRdMEV8cdjAR+h7nZCXa2492xB8nuP93ZOObTFQCwWixNpmm/a6VJnZFlGEIS4L0y6z3u4H1p+fj4+n+9MeM0ZAHD48GH+7d/+jeeee46WlhbmzJkzYfxYQ6EQsiyj1+vxer0T4rd0Mujt7eXo0aMEAgFmzpzJpEmTxp2sXrhwIe+88w5SKIjOnExgaL7OUY971M9VNKjXXGUUpTMQt6wZzZZmeB2zT5k9uPYZah7JkTB9O9+l5/3Xx1WIIghCXAgQCoXwer1xQ/zTgUhTFCVeZxRFmTC/Da1ZIwjCmfCaQUyMu/YJgEcffZSqqireeOMNampqxjze+WQhSRI7duxAFEU2btzI4cOHj5vOOREQi8Woq6ujtraWnJwcNmzYkLaFmMViUefjjyN5NufmE+puH9V0UxxGiinRCFiSR07jI5yjEGiKoiB53KAo5G/4NM5ZC5GjEcJ93YS72wl1t+FtqUeWY8yZM+eDvMVTAm2002AwxNPUhhNpExXDxzYVRYkr0SaCN+BwP7SysjIaGxuZO3fuhCFLzmD8UVVVxe23386LL75IQ0MD8+fPnzAk1bFjx2hoaGDdunV4vd4TpnOmG4qi0N7eTmVlJYIgsGDBAoqKitJ2szllyhSOVlWhSBJCinsHY1YOKAoRd8+oxxCNJqSAb1RvmvjjoqiOfKZAtN8FoogxO5FE1Fvt2CtmYK+YgXvfNjIz0vO9Ox2Vz9rYpnaePp+PYDCYFCyQDoxs1lRVVZGZmTlhritnMP6IRqNcffXVfOc734mP4E+ePDnNZ6XC5XKxY8cO5s+fH7engdHTOScCBgYGOHr0KC6Xi2nTpjF16tS03cddddVVvPPOOwQ7mrFPnpm0XbOlUaQYUtCP3mpPeo4w2HyRI8ch0GTVs3LURs2gklo0W1IKB0SjCSkcQhB1nHPOOcd/U2OAkcpnr9eL0WjEbDZPWNJnuOeZ0+kkEAjg8/mw2+1pP+dU4TVtbW1ptR5JNybmt2ic0dDQwA9+8AMeffRR6uvrmT9/ftwAN53Q0jZlWWblypUYDIaUwQITBYqi0NLSwptvvkl3dzerVq1i1apVab+RK8jPJ9jaMKrHlzFbTUSLjEagDVegjTZaE4uAII5q7CyFAqCo6ihtbFQ0GLEUlpK5YAWF511GzoqzAfja17524jc1RtBk0E6nE4PBgN/vn7AG0CM9z7RxzkAgMC7BDCcDbcxHi39uaWlJ8xmdQbogSRLXXXcd3/jGN3A4HOTk5EwYpYjW8FizZg1Op3PUYIGJgoGBATZt2sThw4eZPn0655xzDsXFxWldgH3qU59CkSRCPe0pt2uBNcczd9bGMk+UwinqR29qaKM7xmHJn8MhhQJE+/tYuDD1qOl4wWAwYLfbsVgs8TS1iXLdHo6RnmfaOOfIYIF0QmvWSJJEaWkpjY2NE7Jmn8H44O67747Xm/7+fhYvXjwhyCktbXPOnDlMmjRp1GCBiYJIJMLevXvZvHkzDoeD888/n5kzZ6a1CXrttdeCII4aJKDVGWBUuwCd0YQCyNHU3tDKsGvHaASapkAbrc4ABFsbMJvS28zWlM8OhwNZlvF4PBPS8zlVYIDVakWn0+H3+yfEdM3w8Jry8nJ6enrw+XzpPq204RNPoMmyzPXXX89XvvIVcnNzycrKmhCMqizL7N69m3A4zKpVq+IX7NHSOdONUCjEzp07OXLkCAsWLGDdunXk5OSceMdxQDwhzdOfcrsxMwdkmaj7ZNLRRlvYREEQRjd2HrZoMmSm/lwCbU0gCDz33HMcOXIk5XPGC5oMergBdDgcnjBFZ7TAAIPBEO/GT4TFmFYEw+EwpaWl9Pf309/fn+7TOoM04Fe/+hUul4sbb7wRt9vNggULJsSipqGhgaqqKlavXp0wYjwRSTRZlqmqqmLz5s3k5+dz3nnnpWWMJhVuueUWYPQgAcNg40QOB0cNtdFCaEZP4dTSno+fjIYsx71wRmL4+f39739PK9EyPLXTZDLh9/snVNDAaIEB2kJCU9FNhLpoNptRFCX+Wba2tqb7lM4gDdi/fz/33HMPv/3tb+NBaBNBkT8wMMC2bduYNWtWghpuopJonZ2dvP3220QiETZu3Mi8efMmxOeo0+kw6PUE2hpTbzdbYLDBMlpgjWgwgaKMqkCTT8IqIDrQB4KIKSe1XYIixQh2tmCz2fjNb37DwEDqkLbxghYGY7PZiEQiE0oYMFraprZ+EARhwpBoer0ek8mELMsUFxfT0NAwYT7H8cYnfpbot7/9LQ0NDTz22GPU1taycePGtC9qFEVh7969BAIB1q5dmzRCp5Fo+/fvT/s4p6IotLa2cujQIQoKCti4ceOEKDLDcdNNN/Hcc88RaG8iIyM5JEBThEX6U5tuCnoDIAAKyiijNUo0gsDxis2gsbMptdwZwN9SB4rAvffey7333ovRaGLWrJlceuml3HjjjWkJtNBk0AaDIa7sslqttLa2jmsSS25ublytc6K0Te375/f7J0SogE6nw2w2E4lEKCsro6mpaUKc1xmMHyorK/l//+//8Y9//IOamhoWLVo0bkEqx0NLSwtHjx5l9erVKdM2S0pKACbEOOfAwAD79u1DUZRxDQg4WZSUlCDq9ATbmmDJ2qTtw5UBkQEX5ryipOeIZo1AS02waSOcozVq5GgEBvcdrVGjKRc0c3FBECkpKeacc87hm9/8JmvWrBntLY4ZNOWzXq+Pp6hZLBY6OjrSVmdOlLapLch8Pl+84ZROaIstn89HWVkZVVVVZGVlpX0C4AzGD5FIhGuvvZbvfe97CIJAcXEx+fn56T4tfD4fW7dujY8/joRGok2Ecc5IJMKhQ4fo6upi3rx5lJWVpX1NOBLFxUW0tDWO6o9lzikYtKVJFAUosoQUDMQTNsNeD77GYyiSRFSvg+WT8dUfIxD0x/cZrVkTcfeBAIZRFGih7g5QFHpdLm666SZuuukm7HY7q1at4qtf/SpXXnllWuxhNM9nbaxT8+FsaWkZt1ozvM6MRp5p0B73+/3xNU26v49msxmv10tmZiZut5v29vYJITwab3yiV3D19fXcfvvt/PWvf42Pbqb7JghULxq328369etHJaMmAokWCoU4cOAAbrebxYsXU1SUvCCYCDj77LMRRB3B9iYyZi9K2q4tNGI+b0r/GkEQEAxqOtroCrQICsczdlYL2WiqADkWJdLTAUBW9nSstjyiER+VlXUcPHgXd931C7Kzs/i3f/s3brvttpN526cUBoMBh8NBKBTiyJEjrFi5ktA4qh/NFgvVVVUUFBQclzzTYDQa455odrs97X6GJpOJaDSKzWaLj3JOFE+SMxhbaKM03/zmN7FarTgcjrSnO4PqRXPgwAFWrFhBdnb2qM9LN4kmyzI1NTXU1NQwdepUZs6cOSEUZ6mQmeHE21qfcpvOYgNRB7JEdDQCzWgCQThOCqeW9pz6PmW4sbNxVKVzI4g6RJ0eORpGUWTaO7p5+umnefrppzEaTKzfcBZvvPHG8d7qmEAbt4lEIlRVVaWtzhQXFx+XPBt+vna7Ha/XiyiKaW8eauqAWCwWH+WcO3du2uvfGYwP7r77bhRF4eqrr6ahoYHly5en+5SIRqPs2LGDsrIyZsyYMerzJgKJ1tnZyf79+8nMzOScc86ZsD7TGzZs4KmnniLa34sxa0gBJoVDRFzdCHr1995/cBf+xmNE/R5iPi9yMDB0EFFECXhofvZRQPWL5ksX0fq3JxMmm8RRGn3Bvi5V6Txqo6ZR3d9owlJYTqC1Hp/Px5tvvc2bb77JNddcQ0VFBa+++uq4p7AKgoDFYokLA+rr61m6bNm41RqtzpSWlh6XPBt+vjabDZ/PRyAQiKvS0oXhzZry8nKqq6vJzMzE4XCk7ZzSgU8sgaaNbl599dXk5ubGvSPSjfb2dmpqajjrrLNOqFBIF4k2XHWWn58/IVVnI2ExmwiOEv08VAAUot7+lAVBS0cbdWETCYMij9qtiQ64QRDifmsjEepqi//bF+nG7aoBBBwZpeTZ5yEIIj3dh/nFXXenhUCDITVaMBgkFAySd/PnMZaMfXcz0tZNz8PP0d7ejtPpPCn11qZNm7jvvvvYvXs3nZ2dPP/881x22WXx7Yqi8NOf/pTHH3+c/v5+1q5dy29/+1umT59+3OM+8sgj3HfffXR2drJw4UIeeughVqxYccL3MNyAs7S0lKqqKvr7+yeciuYMTj3+67/+i/7+fr75zW9SV1fHxo0b031KBINBdu7cyZw5c05KoZAuEk1TncmyPCFVZyOxaNEi3n77baSgXyXMhkEQBPQZ2cTcvQkj/cMhGkwgiKqnZgrERzhHUTFrjRrBYEx6fVCve/7mepAlij7zZWwV0wk01+FvPIavvpqox0UkFuXNN99i8+bNJ3VtO9XQ1GihUCgtdaazs5OMjIwTkmcatmzZwj333MPevXvp7OzkhRde4HOf+1x8+3jXGk0d4HA4cLvdtLa2jvsC9QzGH/v37+fee++NpzsvX7487QFQiqKwe/durFYrc+fOPeHz00WiRSIRDh8+TEdHB/Pnz5+QqrPh+Ld/+zeeeuopXHu3IhpNhLraCPe2E+1PHNmMBgYwTMvDnD0FXYYNXYYdncNKpKUL91/eApOesvtuQdCJmEX1nrrsv27B09RO5z1PAWrQgGwwIQ6751ZkCSWgel+NTqA1gyDimDqbkku+giJJBDua1VpTV0mwo5mGhga+853v8OKLL47Fx3RC6PX6+HVyvGqNVme6u7vJyso6IXmmYfPmzdx7773s2bNnQtSZ4c2a4uJiGhsbmTNnzieqWfOJJdB++9vf0tTUxOOPP05NTc2EGN0cGBhg7969LFmyJMGL5ngYbxJtuOps0aJFE0JJcTKYOnUqh44cRZFiSellersTbUQz2u8anUCDURc20VAQFGXU0RpV7iyMXmza1LEaY3Y+075+O5H+PvxNNfgbjtHVcAgpHEAQdUyuSP+NsEZeGUvyMU0ev79/OBw+6dFHv9/PwoULue6667jiiivi/m3ab/zee+/lwQcf5I9//COTJ0/mxz/+MRdeeCFHjx4dddH05z//mVtvvZVHH32UlStX8sADD3DhhRdSXV19UiTEmVHOTx4qKyu58847efnll6mpqZkQfjSxWIwdO3ZQWFj4gVSQ40mijVSdzZgx47S4Mbvmmmt4++231YS0KbOTtlvyivANuEYPrNHS0UZVoKmPj2YDMGTsnJPyfibi7gVJPYa1pAK91Y5z1kKcs9RAgbCrm45X/kKwvYm1a9em1UdS+3uPd50JBoMnTZ6BWmsWL14cH0sa6VMz3rXmzCjnJw/DRzdBvVZPhNHNo0ePEggEWL9+/Umvr8abROvs7OTAgQM4nU42btw4YVVnw7F48WIQRVy73kO0WzFNLsZ61lyMZQUYSvII17TQ9+TL6JxWCm79l6T9Rctgoz8mY8hXrRt0g5boumwnYt8QEVf7258DanKn3mZHb3OgM1vj2zVvz5HwNtaAImMpUe8xBJ0Oa+lkrKWTyVt3IZ7qg7S+8GTaG4qaGg3Gt9YEg8GTJs9ArTOLFi3i2muv5Qtf+AKxWCxhezrWNFqzJiMj4xM5yjkx5yDGGB0dHdxxxx385je/oa6ujgULFqR9dDMcDrNjxw6mT5/+gUmp8QoW6Ojo4O2330an08VTz04HNDY2qos9WVLn8kdAEAR0TrWIjLqwMWneNCdIRxtltCbY2zlo7Jy62ATaG0EUsZZPAdQFUNbCVZR+7qvMuOVnFH/6X1BkiVWrVo3+Rj/msFgsJ002XXzxxdx1111cfvnlgLogD4VCgNqpeeCBB/jRj37EZz/7WRYsWMBTTz1Fe3s7f/vb30Y95q9+9StuuOEGrrvuOubMmcOjjz6K1Wrl97///Um/B5PJFC+aVquVtra2E+90BqclFEXhxhtv5Otf/zoWi4WCgoK0j7krisL+/fvR6XQfKsRgPIIFfD4fmzZtoq2tjbVr1zJ79uzTgjwbGBggEomAKKqBMClgzMpBkeW4J+ZIiCeTwnncsJrBRk12amNnzf9MZ7Wjd2amOL88IgN9ZGY4T4vPfCxgNBo/0P2gVmu++MUvAiSE7aSr1mjqAG2yoqmpaUIYUJ/B2ODXv/41sViMq6++Gp/Pd1Jqr7FGS0sLTU1NrFy58gMr4cYjWECSJPbt28eePXuYNWsWq1atOi3Is1gsxptvvokIGMrymfT4HRT98FpyrroIx/rFmKeWYpyk3mfE+gZQUvzuBfMggSalviYoEbVxIhgNFNz2FfK+dQVZX9qIdd0cdBUZRCJq/RJ0evS25LG9WNCP7PcAaqMmFfxNNQiiju9///sf5O1/bPBByDMYqjOf//znAbXOaOb96aozw0PStFTOQCBw4h0/JvhESh9uu+02Pv3pT1NUVEQ4HI531tMFWZbZtWsXWVlZx/UIOB7GUommKArHjh2jtraWRYsWpf3zOhF6e3t54okneP755zl08DChcAhQAIFgeyOWomSG3JJfhM83cBILm1FCBCKhweclL2wURUH29gOjGzv7mupAlrGWJCtCBFEk6h0AQeC//uu/Uu4P0N3dTWdnZ9zov7y8HJsteYxHg8vlor29nXA4jNlsprS0NEH56Ha74xfEWCzGnDlzsFqtox5vrPFRlFpms5lwOIxOp6O1tZXOzk7OO++8+PaMjAxWrlzJtm3buPLKK5P2j0Qi7NmzhzvuuCP+mCiKnHfeeWzbtu2kz2P4KGdJSQlVVVXk5uYe9+90Bqcnnn32WWpqanj88cepra3l3HPPTfcpUVNTg8vlYsOGDR/aR2wslWjd3d3s3r2bsrKyCT8OEIlE+L//+z+eeuopduzYQX//AIoiAwLBURLS1AaKQrivm5jPQ9Q3QMznRQr4iAV9BFobQJYJdrTQ9tIzKIqE2WiE5XfQ/upf1DohiKM2aiIDLhDEURs1wXY16dlaNiXljXu4u52Yd4DPXXfdqO/7415nPmy4x/DPMxgMYrFYaGhoSFut0dQBTqeT3t5eOjs7T5um5xmcPFpbW/nZz37G888/T01NDcuWLUv76OZwf0273f6hjjGWSrRgMMiOHTvQ6XQTXnWmKArbt2/nf/7nf3jrrbdpa2tDllXiRG7rQYnGEIyJf29DwaCnqSQj9fvQZyeqT0Xz0DpFiUlxz7T4Y+HBsBqLCdvSWUnn5H13Lz2PPo8hIzvl30Rr1Ah6A6a8wpTvyVt9kJzsLHQ6XUql88e9zlgslo/0fdbr9XGP58bGxrTVGb1ej9FoRJZl8vPzaWpqYtasWWmf6BsPfOIUaO+99x4vvvgiP/zhD2ltbWXevHlp/0MfOnSIWCzG4sWLP9K5jIUSLRaLsXv3bpqbmznrrLMmLHlWXV3NQw89RH5+Afn5Bdxxxx3s2bMfq72cqdMvIid3NgiCOpefAsasXFCUUQk03eCCZVRvmkE5bSoPNMnvHXqdFARazOdBCap+ApZRujUDlfsQBIHrr7+enTt3Jm13uVy0tLRQXFzMnDlzsFgsHDt2bNQRHJ/PR319Pbm5ucyZM4fMzExqa2sTvjOyLGO32yfs3/yDQPNvCwQCtLa2AiQt/AsKCujs7Ey5f29vL5IkfaB9RoNOp4urAwoKCmhubp4w0e1ncGrg8Xj43ve+xz333ENDQwNz5sxJ++hmR0cHx44dY+XKlR85AfRUK9EURaGuro6dO3cyb9485s+fPyHJM5fLxVtvvcXMmTOxWKx8+ctf5rXXXicWs1E2aT2TJm8EFILtTSiKjByNEGxvwn1gO51vvYj74A4AIq5ujj38/2h48r9pee4J2l95lt7t/yTU3QIoxAIewrEeIsIAMVHt5EckF7GwV017NqT+LgV7u0CWRrUK8DbVAqRs1AB4aw4DsGfPHh5++OGk+nGmzpwYWmBMOByO14Z01BptNCkUClFWVkZnZyfhcOp01zM4ffH973+fSy+9lNzcXPLy8tKalAxD/pqzZ8/+yGOkY6FEc7lcvPfee2RkZLBmzZoJSZ5Fo1GOHDnC+eefj9lsYc2aNTz55JP09HgpLFrK7DlfUJ8oK0QakqdqdJlDpGWspz9pewKBFkm+dsuaAs08itK5Z9AqYFSls7rOshRPQhCT63ioq5WY30ssFuO73/1uUvrlJ6HOfFTewWg0IooigUCAjg71O5CuNY3ZbEaSJHJzc4lGo/T19Z14p48BPlEKtGg0ys0338yPf/xjent7mT59etqVHw0NDbS3t7Nhw4ZT4oV0KpVogUCAHTt2YDAYWL9+/UdedJ1q1NTUcOedd/LSS//A4/EgCAKiaKBs0npycmbgzChHHLx4C4Kevt5KAi2pE9KMmdmgyKpHTAqIJjMIwqjeNAxKaVMl1mhjoYJOP+i3lgit2IgmS0rlQNTbH0/ofPXV1zh69CiPPfYYOp2O8vJyzGYzXV1d5OXlkZur7j9p0iQGBgbo7e1NOTbW1dVFRkYGhYVqd6ikpASPx0N3d3fccDgnR12EfVxuurUuiTbKmU6YTCYikQg5OTn09fXR29tLXl7qm5EzOP3ws5/9jBkzZrBkyRJ6e3vjkeXpgsfjYe/evSxevPik/TVPhFOlRJMkiYMHD9LV1cWaNWuOmwiaDvh8Pu677z6efPJJWlpaB1VmUFi0mNy8OWRmTcVgUGtsMOimqeFt5EiY2sfvIeruBUUBQcCQn40+LxPaAUUh71tXYCzNR5fpQOe0Iuj1eDfvp+eR5xALsim+8wYATIN9zsI7riHy33/Cv7sS9+Gd+Bqr0Vls6K129DYnekcGMVcPkFrpLEcjxPpUstNSWpHyvbqP7gNB5ODBQ3z729/mV7/6b5544nGys7PP1JmThCiK8cS0kT414w2DwRBXI2VnZ9PS0sK0adPSek5ncOrwzjvv8Morr7Bt2zYaGhrS7iclSRI7d+6koKCAKVOmnJJjnkolWnNzMwcPHmTOnDlMnjw57eKJ4ZBlmb/85S/cf//97N9/AElSrx1OZxkVU5aSnTMdi0WtjYoiU1f7JpFoP6HaFswzE+8vBFFEyM5AcQ0Q7XElbzcPrVPkSBTRmqhoVsKDljSW1Gu+WLcbBBEECPd1YczKTSDKfM11qiVN6SiNmmNqo6bf4+GBBx7ghRde4PHHH8dms1FaWnqmzpwEhntdRiKphR3jBVEUsVgsBINBSktLaW5uJjMz82Pv7/zxfncj8PDDDyNJEp/97Gdpbm5O+41ET08PR44cYfXq1adUSnoqSLS+vj527txJcXEx8+fP/9DjPqcagUCAe+65h8cff5yOjk5AwW4voqCwgq7OA4DC5CnnIctR+nqrcLtqcbnrCPrVhUXU4yYW8KG3JsrKDZnqhTrs6sF77PDgaI1ncLQmEI9kdh/YhqdqH2aTCZY/TP2TvyIYiaCOiKZWoGmqNoMzK2XBDrQ3qmM1pakLurfmSPzfNns+2TkzABGPx8Phw4cxGAxEo9F48QD1O+B0OvH7/Sk/R7/fn7TgdTqd9Pf3p3z+xwUmkyk+xtLZ2ZlQjLu6uli0aFHK/XJzc9HpdElqm66uroTP/WQxvOBogQJZWVkf+4LzScCRI0d45JFH2LRpE/X19axbty6tN+qRSIQdO3YwderUU959/agkWigUYteuXUiSxIYNGyaMGkBRFJ577jnuvvtuDh48hCxLGI12SkpX0dqyFYDComVkZE7C42nB3VeDy12Hd6A1fgxdoZ2Mz6/FNKkIQ1k+otGAIss0fPknABjLCzFVJC4GNGWAHEhN8svhCCgKxsmFGEvykLwBIgMDBNvbiLk8MEjuGTOTGzHxpGdRh6Ug+XsQHXATc3UDYMjIVuuWIBKJRGhpaaG1tQ1FkRP+xmfqTGro9XosFkucrO7q6kpbrbFYLHg8HgoKCqiqqmJgYOCUkehnkD5Eo1FuuukmfvrTn9LT08P06dPTOpKm+WsKgvCh/DWPh49KoimKwpEjR2hubmbFihUTImBBw6FDh/iP//gP3njjn0QiYURRT07ubLzeDsIhFxmZFRSXrCAY6KW1eSsuVy39Aw1I0RCIAuGalpTHtVQUEuj3qmTXCCQo0MLJooDhI5ypEGzrBhR8NUfw1RxB0Okw5uRjzivBXFhCqLUeFAXrcRs1AtaSCqKefkAlX7u7u+nuVmvQ8EbamTqTGlqzRvus0llnDAYD4XAYo9GI1Wqlvb097Y3jscYnZrXW0dHBT3/6U/7yl79QV1fHkiVL0joi4vf72b17N/Pnz48z46cSH4VEa2pq4tChQ8ydO/cDpbSNJQ4cOMDTTz/NAw/8GkmKYTI5mTT5bAoLF2O15RGLhenqPIAkRdi96xECvi4URcaYkYNt+gyyyy+k7ZVnIRbD31KHweog1N1OqKedcG8n4cHOvBwK0PL870EU1chnpw2d0wo2PQRFxEwLloXTVQINMC+fhuL3E/mnun+wowkpFEBvtaGzOhCNpjiBZsxJXbR9zXUAo3Zr+iv3gyhir5iBaDLjHmhAUSRE0YAo6onF1I7KyBsKg8EwqtoqGo0mkTUaEfdxhiAIzJkzh4KCAl577TUWLVqEIAh4PB527NjBjTfemHI/o9HI0qVLeeutt+LR0bIs89Zbb3HzzTd/qHMxGAxEIhEMBgM2m422trZ4t+wMTk8oisLNN9/MjTfeSCwWo6ysjMzMzLSdj+avmZGRwcyZM8fkNT4sidbf38/OnTvJzs5m8eLFE2Jks7+/n0cffZT77rsfl6sPUTSQX7CIwqLFZGZNRhBEPANteDzNVFe9QCTiQ4qF0JksWCdNp2D5Unz1VfgaqzGW5OHcuCzh+IIogsMC3iCxHncKAm1wwRJKfR2O+oIgK9hXz8N5XmLUfLipk7YfPAyCiCFFQICW9GwpLEtKooah8U2DM4tp3/wh4Z4OnH0tMFhXtPGp/v7+hMXNmTqTGiaTienTp1NQUMCbb74ZX8iMd60RRTGe/lxSUkJzczNz586dME3RM/hw+PWvf40oinzmM5+ZEMrC2tpaent72bBhw5hcyz8siRaNRtm9e3c8DfTDerKdSkiSxBNPPMEzzzzDpk2bAYXMrClMnb6U3Ly56PUmWpo2U1vzCu1tO+nuOUw46EYQdVhKKsietQFFlund+k9C1akDa/QFOSDUpBzhFPQ60IkgyXG12XDIGoFmTe21KbX1qCrqGy9Hn5tJpKWbSHMnoaZOPO/tU1XXgKW4ImnfSH8fUr866VN00RcxZueRFXSrPtOCEN+3s7Mz4V7iTJ1JDZ1Ox+zZsykoKOCf//xn2urMSH/n6upqcnNz00rqjzU+MQTabbfdxqc+9SkKCwsJh8MfimE9VYhGo+zYsYOSkpIxXTB/UBJNlmUOHz5MW1sbK1euTPtImaIo/PWvf+UHP/gBjY1NaCqvadM/TWn5GgRBJBz20Ny0me6uA+pOokhYCFJw/mXYp8xK8IJxHdxFsLmGtr89pV6kdTqMxXkYyvPJWD0F91/fBqD4zhtwTC8nQ2fCiR6noEd/oAGxvhNLRTGOpbMoEdTCctVXriIcjuDOm0Y0GqW/vxd3pWrU3ed24wkEUHQ6EHUpxzMVWSbc0QyKktL/TAoFCbWoBFvOqnOxlU+lwKxDZ7Gh6ARi0aEZ//FWL0Xauifs6/h8Pmpra+P/39DQwP79+8nOzqa8vJxbbrmFe+65hxkzZjBjxgx+/OMfU1xcHC8kAOeeey6XXXZZvJjceuutXHPNNSxbtowVK1bwwAMP4Pf7ue44htvHg+ZRcyZQ4OODZ599lurqah577DHq6upYunRpWs/n8OHDRCIRVq5cOaYquA9KorW1tbFv3z5mzJjB9OnT0z5Kc/ToUb71rW+xefP7gwbNAjm5s5gz70r0ehOSFKG76zBdnfvxelWfsmCgl9y1F+CYOhtzYZlKjqGSZL66o4SqU/ttGsoKiFY2Ee12IwJODDgFtc5YiqehfPGL6A0GcvQFiAico1frxoX6fJacexGxpV6YNo2w6MSjRPEQw6PE8A/60hicmfFzGY540nNZ6kaNu3I/CCLO2WpTwZxfTM7UqRgcmRicWcQCPpRYdNxviCdynYHj15qysjK+9a1v8Ytf/ILp06czZcqUtNQazTJACxQYqVQ4g9MLbW1t3HnnnTz//PPxOpPOBkRnZyfV1dWsW7fuAyXYflB8UBLN6/WyY8cO7HY769evT3u4gsfj4bbbbuOpPz41GG4moNebWb7y25gtWSiKzMBAM10d++juVhsakhTGWj6L/PlXYCufGg80i3r66d36TyS3l5jbiz4rMQ3TUJANkky0y4UA2NDhFNRa4xD0LPnCFzAIIhmZkzHpnazRqU2Ri/T5eGYvxf8vWcgFmchixmCNieJRYgRjERgk2EzTyzEW52KZOzSuqwUMGLPz0JmT15va+KYxOw/ToKjAUlCCzmzFmJ2PHA4S83nS8n0ej1ozFnWmvLycm2++OV5npk6dmpY6o9PpPlGBAp8IAm3Hjh288MILbN++naamJs4555y0ns+BAwcwmUzMmzdvzF/rZEm0aDTKrl27CIVCrF+/Pq2LeEVReOSRR/jpT/8fLlcfOr2Z8ooN9PUeI+DvxOttp7vrMB0du3H31SKIIvapc8icUkb//u0gSWQtXpP0o3VMmkawsRpDcS753/kSttJ8Sg12SkULpYIF6+JzycrIJLswH4vOQEyR44uTvqIY7oEogtGEEREB9dh6BARFIDMzU2X0r/iUWqREA3aDCVmR6R8YwN3nwq8z4jY6aPeFafWHcYdjhHs74x45qdJBfQ1VAIhmS1yhJhqMiAYjhoxB37Y+9YI8stsSjUZHvWEwGAxJ/izHe/5w5ObmYrZY6Hn4uRM+91TBbLHE/RBOBrt37074nd96660AXHPNNTz55JPcfvvt+P1+vvWtbzEwMMC6det47bXXEm7+6urqEsxNv/SlL9HT08NPfvITOjs7WbRoEa+99tpHMu3VAgVisRgFBQW0tLQwc+bMj23B+TgjGAzy7//+7/zyl7+ksbEx7cEBLS0ttLW1nTJ/zRPhZEg0RVGorq6mrq6OZcuWpbWRBbBlyxZuvPFGDh9WDarz8+ejN5hpb9vJQH8zXm87XR176e4+hBQLYykqJ/esi+jZ9AoAzhnzMY8Yh9QaIZGWLuRwBJ3JSL5gokywUCqayfzmd3DIIjkF+TjNVmRFwTdYZwYybXQVFhKNRjEhIjNkmm1CxGm2os+3kJtXQpY+kwzBgB09OkHAv2IqfQ+uxN3fT4+nkxa3l/aQhEs0Y8grwtdQPWrSsxQKEG5rAMAxY37SdsFogqA6PjPSC/WTXGfgxLXmhz/8IX6/n2984xv09/enpdZozRq/309ZWRk1NTXk5OSkPdjkDD4cfvSjH/GZz3wmbtqdzuCAQCDAnj17WLx48biorU+WROvp6WHXrl1MmjSJOXPmpPWeqquri29+85u89NI/kKQYDkcJJeULqat5hVgsiM/bQUf7Hjo79xIKujE4MslYspL+6oNIAy7MBSU4ps1JOKbBmQlGE0TChGtb0C+fQwZ6SkULZaKF/PWfwjpnPdm5OWSZstEJAkFFYmCQCOucNImQ14cJERERWTsuIjadAXNODhklxeTqs3FiIEPQYxBEIrJE329/i9vtJlhWSBthWpUQrXKQEDKh2lYQdVjLpqb8LDSfTeesRckbh/2NRgo4xqrOwPjXmrGoM//xH/8RrzPpXNNo6c+5ubm4XC5cLteYTNlNBHzsCTRFUbj99tu55ZZb6O/vZ+rUqWklh9rb2+nu7mbjxo3jJqE/EYkWiUTYtm0bBoOBs846K61dmr/97W9ce821DHgGMBodTJ/xGYpKlqPTGTGZMqipfpGu7gN0de7DUlxB0UWfxzlrETqzhVjQT//+7cT8XkJdrVgKhwgpgygwe8FCltth6vTpzJ6xigLBhB+JVjlIqxJkx8G99FXVoZy9EGnVLAJI8f0H9u6g7w8vYV4wneLZ12BC5Je6ObwU68Lb1UXrb34Deh1TVt2pCuUk0EkCTvT4HvgTWWYrU8+9hIryDNaXZFJgMRKRZZo7LRyNfZXmXjcxuxVXOLEI9B/dD6KIc+bClKoCedAQU1MyZWVlAer33uPxjOr1YLPZ4r4oGjwez0nJ28vLy6muqkpKzgH1ZqqxsZHJkycnfMdisRjBYBCTyZR00x6JRAiHw1gsllEX+rm5uR9onv7ss88+bmKTIAjcdddd/OhHPyISieBwOJJusBobG5P2u/nmmz/0yOZoGB4o0NPTw8DAQFrH/s7gw+GRRx4hLy+PlStX0tXVlVb/h1AoxKFDh1i8ePG4KoaOR6JpPjRtbW2cddZZOJ3JgSrjhfb2ds477zwqK6sQBJGS0lWUla/DbMkiFHTT3raTmBxi/57/weDIImvlBjLnLcWYpd7UD1QfItLdirfmcAKBJgBlZeVM2riRqVOmMFtXQakpEwFoG1xk7O9tpeXVzQTyHRivvgAvsfjiJepy0/LggwBMXv9zBEHg1Vg3vzTP4e+xTir/51EIRij60XVYbFPjr2lDh/KP7Rir28mbOomyyZNYPrOCySWlGI1GmpqaqPva9dTV1RGdNYteBaRhl0dfXSUAOqsdS3GK760URYlG0Ol0E7rOyLJMIBBAp9NhNpsTrulaDTIajaMGIn3QOgMnrjU6nY5f/OIX3HHHHdjt9pQ1bjxqjRYooPkJdXR0nLEMOA1x5MgRnn32WbZv305LS0tagwM037OSkpJxTTc8EYnW2dnJ7t27WbBgQdp9mK688kr++tfnkGWJ7JwZTKo4m4zMCkChvXUXwWAvhw4+jWgw4Zy1kIL5y7CWTUEQRHRmK93vvYy3+iB5a85LOK7TqOPsSy6j2KxjZsVSppjKsaGjWwnTogSpVzzU/u1vuPv7sf34q3gFieiwhkzLU78n2tFL4b9fjXXJTF6JdfFL8xxeinXS9t5reN7cRcaFq8gpuzi+jxkRY0078l83kVNaxMzplzNZtHGWmEuWYKBHDlO98lxq7cX055YzoBMIDys0sYCPSKeqzE7VqAEFKaA2aoab/Y9lnYHRa81odUZRFEKhEJIkYbFYEtRysiwTDAbjTYtUxO1Y1BlRFLn77ru54447MBqNKZWg41FnNMuAUChEUVER7e3tZGVlfSwtAz72BNrrr7/OwYMH4yM1q1atStu5hMNhDhw4wIIFC8ZU5pwKo5Fo4XCYbdu2YbFYWLZsWdp9aP7933/AgMfDzNmXU1i0GFHU4xlooblpMz2DkmZkhdw155G//lMJ++otNkwlkwm3N+E9dpjC8gpmZdmYnWVlitNCMFZGdYZIXV0dNV3H6MwyMsAQYdXT3Yj30CEyyh3krJqecGzRbAQFYr4gI6HFQIumROJRQsElh2nYfxB0Igdau7AUlGDKK8JaUEzFpArsLZUU2+18btUaSgsL8EUlqtx+Kt0B6tw+/HVHQJZxzkxdbGIBL4IgkJGRQVdXF1arFZvNRnd3N7Isx7scDQ0NGAwGSktLATWquLq6ms7OTjIyMnC73QQCASoqKuJHj8ViRCKRuLJN8x8wGAyUl5eTn5+Py+UiIyMDvV5PMBikpaWFZcuWMWvWrKSzjcVi+Hw+zGZz/PsfDocJBoOjLizGGiaTiWg0SigUSpuBuVZwwuEwRUVFtLW1kZGRcUaFdhqhv7+fu+++m6eeeoq6ujpWrFiRtr+foigcOHCAgoKCtIxppSLRFEWJJ22uW7cu7WPKDz74IJWVlRQVL2fKtAswGu2Ewx7qal6jrX2H+iQFTPklTLnuuwhC4s1f1twldHW14Kk+SMn6i5iRaWVWlpWZmVYMokC98zPUVB7lnaP76VtYRo8SjpNk/kAXXbt2YSjOpezqxMXvcNNmJRpDMI5oZkXVpo4w/HmAD4nWQ0eIHKwje1YuxxZmAVGI1uBs8pFb20NJEM7acDbTZk5FFARq+gNUugNU9wdoHPTZdM5amPReAWLBAKAaM/f09EzoOiPLMn6/H0EQsNlsCIJALBbD7/djMpnG/d4LVHsFk8lEIBBI2awZL2jqgKKiIqqqqigoKEjL53EGHx7/8R//wQ033BD/HaXTY6ipqQmfz8fy5cvH/bVHI9Ha29vjidPjSeqlQk9PD3/+819wOIqZOedyHI5iJClKR/sumpvfJxjsiT936g3/jsGZlbC/Y+Z8ut97mVBXK5JvgKlFBczKsjI7y0qO2UDHJCfVB/axd98+3stXaFdCRAZJMsUYo2GrGnhT3teLPjcz4dhaDZEjo4QIKCCYE5vdIWS6m1voPXgQc8xLk9SDpjOwo6M4ZsBeXcPMWbOYNm06OdlZ1He7qPZFqfbFqD14FAC9IyNJuQ2gRCIosoTJZBrXOmMwGMjPz0ev1590nVEUhWAwSDQaxW63o9PpUtae8cTwZE6DwZC29bzRaCQcDuNwOOjq6qK3t3dCBXecKnysCTRZlrn99tu54447aG1tZcaMGWlVVx08eJDs7Oy0XdRHkmjLli1j7969OBwOli5dOiEY4muu+So/+tGPMBodDPQ30dj4Dv2uOowZORRecDlRj5u+7W8zcHQfeWddnHCBEoCFZ5/HVNnHitWrKS8to8kbotId4KXGXvpCMY49+lti/X3kZVyG4+xEfyJDgToSmTq1ZrDYeANJ2zQTTsGUPA4hub2D/5ARCs1426pw7d0CikKdIIAogCRT8tmvkj1nEVOcFmZnWblsSh5mMY+93/8+u/bsxTN1JsERzQclEgFZHfLp7OxEFEVaWlqQZRmr1cr06dPj3/eRMcd2u53JkyfT3t5OW1sbZrOZadOmJZBI/f39CR2L+vp6AIqLiykuLkYUxXhUtCRJGI1GsrKyRl206/V67HZ7PElHEIS0kmfaOWjGlwaDIW3noRUcjQj9OMueP4649957WbRoERUVFXg8nrT6R7a2tuJ2u9OqTBhOoi1btoyOjg76+vpYt27dhDCV/da3vsW9996HKOqQpAhVlS/Q2bEHQacnc/FqrKWTaX3+D4S724i4+zBlJ/49yxYsZYkpwvLly1mwaBKuUIxKd4Cnqztp8YXpfv91era+gXXZbAoXfDlhX0OB6jUT6x1AUZSEGpaUjjaSQJOkpOdpiDapdgDa8dUX0+MpzaThvR28+fIWMuYsoeQzX6bIamR2lpXVhU4un5pHtfUqdu7cSVveNJJyzhQFOaQ2jtxuNyDQ3NyMoigTss5oyWR+vx+/34/ZbE4reabBbDanvVmjedQoikJOTg5tbW1MnZp61OoMJh62bNnC22+/zc6dO6mvr0+rx2YgEODIkSMsX748beuqkSRaZmYm+/fvZ+nSpRPC4y8vL4+CgnwGBvyYTZk0N26iueV9omEfjhnzmLTsCzQ//weUUAhP9SFylq9P2N+RW8DajeexbP5clq+ajaA3UOUO8Eazi5qBIAPtzTQ8+SCCQU/FedMTplQEg16tH5Eo0W53EoGmNWtGDRFQlKFQm2GIdbtBJ2IoTLw/9SFxoKaWjueeQzAbsa9biLXVzcLyKSxfsYLzFy6kt/BsdhZYqPKE8QlCvKkUP3YwUX3W1KQGJEzEOjNcYebz+bDZbHHlWTrIMw3DmzV2uz0t56F9NoFAgOLiYlpaWsjJyUm7QOdU42NNoD377LO4XC4uvfRSmpqaEtjo8UZ7ezs9PT1s3LgxrcoSjUTbs2cPmzZtorCwcMKQZwB33HEH//mf93D0yLNIsTDm/FJKP3cNjhnzEUSRmM9D3/a3ifb3EWiqxVYxnWKrkWX5DmZn2zAuncTu7Vt54bnncC88G8mWmXB857Q5uPZtJVTbmkSg6QtyQFaIdrmSzkvrxCgpUmDk40Q+RwfJOF2mg8LvX6U+PxIl2tZD8GgDrqdfBcBaUoGkQM1AkJqBIH9v7EN/YDOznEYuuewyJpUU0+INcaDPR2dIXURpxQZApzMiyxKyLCGKIk6nM0HlkSqBLzs7OyFNbSRyc3OPO6dvNBpTdmaOB71ej81mw+fzAaSVPNOgjfukUx0gCAJms5lgMEhxcTFtbW0fW9nzxw3t7e38+te/5tVXX6WxsZF169al7VyCwWB8dDPd/kYlJSUoisLOnTsxmUysX78+bcTBSJSXl3PBBefz+uuv0962E53ZSt5ZF5G1eE3c+NiYX0KkpwP3vq0UnvtZHAYdS/IczM+xUWAxUllgZMfWrbxwpBFp+qKE41tKKkBWCKcIEtDnD44/RqLI3gA659B1WtDrQRTVxkg4Ao4RZONgE0Uc0axRFAVlQL2mJhBog/AfrgFZRm9zoEgxOgLQEYjwdls/Yns9xZ3HWLFyFVctXsRAOMZhl5/d3WrzR45GwDR0jRYEAVlWlz7azbqGiVJnNBLN5/MlqZ7ThZHqgHTVPbPZHB+Hqqqqwu/3p10RegYnhmZHc+utt9LT08O0adPSdo1XFIV9+/ZRUlKSdmWJRqJt2rSJ+vp6Vq5cmVZPuJF48MEH+dKXvsS2rfciyzEy5i0lZ9VGTNnq55a74mx6Nr2Ke+/7ZC87C4MoMi/HxqJcO1OcFrqnfJltm97l/sd+R3TVxQzvo5vzigFVrRxp6cY0KdFTVF+SR6yhXSW95iR6X4pWjUBLVqBFA0GQ5ZSNmmBHb3KjZhDh2lbVz3n2ZPL+9bMAVPUNsO/QEWL3v8gMrCxfvpybLrwYnV5HlTvAnh4vIUUNVFOiicSYNrIoSVLC+OJEqTPafTuoJv86nS6t5JkGTWkcDofTVvf0ej2iKGI0GjEajXR1dVFcXJyWcxkrfGwJtEgkwo9//GN++tOf0tjYyOzZs9PGfqZzdDMVIpEIHo8Hi8XCwMBA3H8q3VAUhccffxxQkGJhclZtJH/DpxMuRnq7E9v0+cht9Sw0hrlwXgm5FgMH+3w8V9tNozdE1ZN/IurqokCfRc6KDQmvYSmZDLs3E6pKjn6OKwO6kwk0rZCkKjbxEc4UBFpMS0YrGurWiEYDpsnFSD5Vzaa3OVRD0BGfxcG3XuFgJMzWiIWSeYuZk21lSZ6DUocVq17AIEAE0FvtSKEgiiIh6gygKHR0dNDV1cXcuXNH9XtJFyRpyFsuFoulnUCDiTHKaTAYCIfDcTl4T0/PhLoRPIPU+NnPfsZFF12Ew+HAarWmzb8u3aObqc6np6cn7vGn1ZyJgN27d6vdaFHEVFBCxZdvQjQkLhbyVp5Nx8v/H5PFMJdPy2Nmtp0GT5DN7QNU9wdo2fwePZtfw1o2lYqRBFqx6i0lDfiIuTzos4f83kSTEfQ6iEnEevoTCDQAwWRACYaTRmuU2NB1UxhRa2R/ME6uaQRdfD9JItbQCUDfjndw7X0fa+lk7BWzsE2ZRffe7Rw+upedHf1MkrKYlmFhca6df1tYRnc4hh4ZQRDQ2RyIegMxvxclGkEQRAYGBjhw4ABlZWUT7lolyzKyLCOKIrFYLEntlw5MhFFOURQxmUxIkkReXh5tbW3MmDFj3M/jDD4YXn75ZaqqqnjiiSdoaGhIq3KwsbERv9/PihUr0nYOwzEwMIAsy+j1enp6esjPz0/7bx1Uxe4zzzyDIAhIcpSp//qDJDVz1sJV9Gx6lUKHlYty9CyfUoovKrGn28vfG3ppb26i/qmnQBCZufgcdKahNaSg02HMKybS0064piWJQLNMLsLb3Em0Z5SpGlFMOcIpD65NBEsygRZr6gRZQZ+CQPMdbQABzLOG/L30ORk4zl6K325lx/1/YvfBw7xtq6DMYWF+jp0vTy9AFkRMgoIoiig6PcasXKSAj5jfB4pMKBSiuroap9M54a5ViqIQi8UQRTFec9KttJoIo5yaCs3n81FSUkJdXR15eXlpT8I9lUj/ynWM8Pjjj2M2mznrrLNoa2uLz0qnAwcPHiQnJyft8/igkmdbt27F4XCwZMkSDh48eNx0zvHCu+++y1Vfvor2jnbVg0UQ8B47rPqcDSuEOWY9F3396ywvzaWtrY1tLd0c8cUSjCqzFiyn+52X8Bw7mESgWQcT0qJtPcihSEKHRSPQZH8oaVucHBu2iNGgHEeBFusZlDsXJY/jhWtaYPC99mx9E9ukaViKyhBEHaHOVoiEEXR67JNn4o1K7OjysqPLy/w8J9/OyyUvLw9R1OFXBIIxiVgwoC5upBiCqEeWY3i93glFoA33PAPi45zpJpYnwiin1s3SZM9NTU3k5uamvRifweioqanhySefZMuWLbS2tqY14bmlpYX+/v60jm5q0DzPent7Wb9+PS6X67jpnOOFrq4uvvjFL7J58/uDHW2FUGcrUe9AwsLGpBO4+JwNLPv0WRiNRnY0NfNKiwP3sJAX54wF9Gx6lUBLHVIogM48pBbTmcyINgey36smpK2Ym3AeuvwspPZeoj1uTFMT7wtEkxEpGE5q1ijDFjojFWia7YDosCZti7SoKc2CyUDRj79GqLKB4ME6ut9/BeWdv6veB4rqtxOVFSrdqjea3aBjXaaepVPKKS4uJiLqCcRkRLMFORIm5vOiRFRFttvtnlAEmuZ5ZjabMRqN8XHOiaIOSHezxmQy4fV6ycvLo7KyEo/Hk9ZQjzM4PiRJ4o477uCHP/whra2tzJw5M22Nx0AgwNGjR9M6ujkcHR0d7Nu3j+XLl2Oz2U6YzjkeiMVi3HbbbTz00CNI0uB1W1HwN1Ql1BkBmF9awLX/9d9MLS1m1+FKnq7W0+QdMtA35RcjmKwo4QC++koyZi9OeC3ntDn0ujoJ1bbgPC/Riy4uCkhJoBlBEFKLAga9nlONcEq9/QnHHo7I4XqQFUzTkw3yvTsOx302EURafGFafGFeb+5jbVEWU0sKKS4uJoZAQBaI2DPQ2xxIAT8xvwdFlvF6vUnHTSeGe57Z7XZCoRA+ny/eBE8nJsIop16vjyvR7HY7nZ2dlJWVnXjH0wQfy/mgQCDAz3/+c372s59RV1fH7Nmz03YhbWtro7e3lwULFqT9xi0ajbJt2zasVitLly5Fp9OxaNEicnJy2LJlC8FgskH+WEMzlT7nnI10dfcydfrFrFj9XVAUIq5uPFX7AZjkMPHVmQXcsqAMZ1YmP7vnv/j+bbfx+iuvJJBnAM7BdJdgayOxgC9hm8GZCXo9KArh+raEbaLVrI7PkFxw4v5m8sip/SETTtGSTAKFjiN39h2qBxQEu4HenW/R+PSDVD/4Y1qe/wM9W14HQcQ+ZRaiMbGI9fhDeAcGaG9vxxeN4jDqKLSayMpwYskrxJiZgyLHEARhQvlojQwM0MY5Q6FQQuJOujB8lPN4aTdjCb1eHz8Ps9lMV1dXWs7jDE4OP/nJT7j66quRJIny8vKTTn061QgGgxw+fJiFCxemfXRTS9vs6uqKN2ZKSkpYvHgxu3btSst3WpIkbrnlFkpKStm0aRMFhYtYs+4HWK2FgEDP+68DarLZZyblcPuSSczPc/Lizv3c8PWv88fHHk0gzwBMuQXobA5QlHiK5XBkzJgPOpFQTUvSNkNFIYjCKH6bg2rnkQq0yODr60QEfeLNebSnXz1uYYpGTa36+qbpZZinlZJ5yVkU/fBaJv3uh2R/5SLVLFpvwFaR2Nn3RSVefenvuFwu3B4vJp1IgdVIlsmAyWzBmJ2HzqKq5yZCc1DDyMAAbZxTUZS0Xts1aM2acDhMLBY78Q5jAE2FFo1GKSwspK2tLe2fyxmMjmeffRav18unPvUpFEVJW3rqRBrdBHX9sGfPHpYuXUpBQUF8nLOtrY0jR46k5Tv95z//mezsHB544AGs1nyWLPsmk6eoCZo977+BHI2gFwTWFDr53qIyLqnIpS4g86//+q/cf9ed1HX0JBxPEASyFq4AQcR77HDS61lKKkCSCaeYqtEX5IAkj25LIyTXGQAlqI5SjmzGyJEoSOoaaOSaJtY3ANEYCEJSU0iRZQJbD4MsY58+L2GbpMDefXsZ6O+nq7sbRB25FgN5FgNmvR6dzYEhU61rDocj6VzThVSBAWazGYPBgN/vj9scpBNmsxlFUdK6vrJYLEQiEYqKiujp6Unyrzud8bEk0H73u99RXFzM3LlzcTgcaeuMhsNhDh48yPz589OusJEkie3bt2M0Glm2bFncW0nzREsHifbf//3flJSUsWXLFoqKl7Fq7W2UlZ9FwN+NwWgDBMz1B7l6Rj7XziqiMxDh/n3N/KW2h/7CyaAouPdtQRlxoTJm5aJzZAKpFzaWipkgCKoCbATETHUBHB2xsImr0VLUYyUcBVFMSqwBiDYOyp3zE4uNoihEjzWBopD37S9Q8bv/oPhnXyfjkjVE5H58tUdBkXHMXJB0TF/DsfipBBUd3YEo7nAUo6gucBwWM4IgkJeXl3bSVsNoaZtasEAwGJwQF1aTyYQgCPGEnvGGVoS1RM6urq6EkdczmDioqanh+eef59vf/jbd3d0pfTnGAxNtdLO6upq2tjbWrl2bEBiQLhJt79695OXm8eCDD2KzFbFsxc3MnvsFYlIYvdEEiozcfIzz80zcurAMh1HH74528NiRdmrNeUixGKHOFkJdbUnHzlygLmw8xw4lbdMWNqEUPmiWknwQxJTKgHg6WmiEH0w49aIGBhVoooihKNnjxVfZAKKIeWbiols0GpA8fhBEHNPmIuoT1SSxgI9AQxUAUVFPbyhGT1BdbOVZDGQZdQixCAaDYcIsbEZL29RINEmSJgSJNlwdkK5zMZlMyLJMVlYW4XB4wqk7zkCFLMvcfffd3H777TQ2NjJr1qy0eaNqo5tz58498ZPHGH19fezatYvFixcn1L10kWjRaJRly5Zx5ZX/QigkM3vuF1m64lvY7AVEY+r9pBIOMifcw62LyliS5+D1Zhf3729mqw+Conpddx/ckXRs54z5oMh4a4+gSImku6VEva5HO/uQA4n3rYbBcf5YCgJNNBvVgJgUCjR58F58pFVAbLBRI1rNquBgGLRGkbG8MKlGhY81xwNwOl59ls43/0awsyX+t3HvV9+zrDPQH5HoDEQIxWSyTHryLAb0UZUAmjZtWtK5pgOjpW1qY4t6vR6fz5d2Ek1r1oRCobStI3Q6HQaDAUEQcDqdHytRwMeOQItGo9x///3cdtttNDQ0MGPGjLSRCBNldFNbYMmyzIoVK5Kkpeki0e7+xd0oCixdcROz5lxOJOxl/94nOHTgaYpmz+E7t3yHu3/8Qzrb2rh/XzNvtLjxRNWLQMacJTAYKpCKJMteuHLUhY1z0nQQSK0MmFYCwlCh0DB8PFMZMcYphyMgCCkNN2NdfepxR3Zrut1qJ0evwzSpCEGnwzyjnKwrNpJ/8+fVJwkCjmlzko7p3r8dQB0ZEgQUICQp9IaiuENRrHqR8vJyCgoK0r5QgNHJMw2aEi0QCKStI69hIqgDNHWe0WjEbDbT09Nz4p3OYNxx77338qUvfYlQKMSkSZPS1iTRRjfnz5+fltcfjra2Nurq6li9enVKY/J0kGj33HMP7n43U6d/iiXLb8RsyeJY1d/Zuf3XSPowX/jKV3nsscfIiQX5nyPt/H813bT61Rt2gzML65TZIIi4921NOrZzxgJQZHx1lcgjrheaXUC4vg1lxM2rviAbJCmlMiCejjZSgRZV/z9V2nOsxw1C6rGa0H41QMA8I3msZuCdPaDIWMuTFyb9B3eqryfqEAZHtaKygjscozsYQZFilJeVUVFRkfaFAoxOnmnQxkhisdiEUDybzea0N2s0FVp+fj4dHR1pOY8zOD5eeumleKqyKIppW0/4/X6OHDnCokWL0j66GQgE2LlzJ3Pnzk35eaSDRNu1axd79uwhJ3cWq9Z+n4LChbS37WLb1vtpb9/Bhksu49e//jUXzJvBK3WdPHKojUMuP7Ki/hbz1pynigL2JosCLCWTQK9HiUbwN9clbNNbbAhG9XoXqmtN3DZYD6QBP8qI+iSYTaAoKKka19HUac+aYjqV/1m4thV0IubZFUnb/LsqQSdiWTAN69q5DBzbS8OT/0397++j852XiLjUewHNBkFWwBuV6ApGCEUiFOblUlZWNiHWM6ORZxo0Ek2n051p1gxCsy0oKCigp6eHaDSZtD0d8bHzQHvmmWcwmUwsXbqUjo4O8vLyTrzTGEAb3Ux36iZAXV0dPT09rF+/ftS5bI1E279//7h5on39G1/n7rvvxuftpLN9L21t28kpq+CWH/yKdTMq2FVZw7e//W1cwQjTv/kfCLqhr6toNJG99Cxcuzfj2vs+jumJHTHHjPn0vP86/voq5GgkwSDaWloBskKoujnJWNhSkk94z7FkZYBeB6IAsqIubIZ160fzQFMkKV6IRhYcTf1mmlqSNI7j36N2/S3FkxJ8dQBCPZ1II4pNwr5+P/39ffGZd4PBgMViiXcAThWam5vp7e094fMikUg8pOJEnh3hcJhIJILNZkvqsObm5lJenrwAHAtMhFROreAVFBTQ0tJCfn7+mUTOCYS2tjaefvppNm/eTGdnJ+edd15azkMb3VyyZEnaRzf7+/vZt28fy5YtO66fkrbgGS9PtJ/85Cf89a/P4R1oo6NtF3V1ryPo4PPfvpVL167C7Q/wn//5nxw6dIjJ196KpTDRLzVvxdk01VfSf3gX+edckmDibC4sRTCYUKJh/E01OKbOjm8zZOaolgAxiUhzF6bJQwlUhgJ1JCUlgTbY2R/pTSMPjpCmTEZraAdJTiLQJH8Q/CpBY56e6D0Sae8Br2oW3fnGcwxU7iVz7lKcsxYhmkz0bn+bsoI8RJMJ1a1nCLGYRGd3OyaTidzcXBRFwWw2xxW8pwonW2disRjBYBCj0XhCz0/tualq0njWmeEmy+ny3TSZTITDYbKzs+ns7DyTyDnBoCgKv/zlL7n11ltpaWlh+vTpabkfURSF/fv3U1ZWlvbRzVgsxo4dOyguLmby5MmjPk8j0cbLE23VqlXk5OTi9bTiGWihrvYVfN4OVnzmcq76/BVkW0088/Qf+eerr5G15jzy1pyfsH/GnMV0vP5XVRRQX4lj2tCaRhBEnHOW4jm8C2/NYeyTE9Xutqlz8FXvJ1zTgnX+UDNEZ7OoHtKKQqx3IGHEXzQbQVaI+lMIJgYJvCQCrccNopBa6by7EqTkRo2iKAy8vRskGecFK7Etm03O1RcRPFSH9929uLa/g6NiMoLeACPWp7Ki0NvdjUuWyM7OxuPxxBvLp9pj7GRqjSzLBIPB+LX7eN8nRVHw+/3odLqktfR41hlIfyrncBWa3W6nu7s77cKiU4GPFYEmyzL33HNPXH02f/78tBQbbXRzwYIFaTdw7+rqoqqq6qQIsfEm0X7xi1/whz88SXX13zAYjVx72w+5aMViGr0hfnu4nTa3RHdfH0gS7oM7yV68JmH/rMVrcO16D39DNZH+PoyZQ8XBlFeEaLYihwL4G4/hGDZ3b85Xf7iy14/UN4A+NzO+zVCQDbKcNMIpCAKC0YASiqg+AMO4K1UpoCSNcMb6BtR9LSa1kA2Dr6pR7cjMqkj6XAbe2gWCQLCtkYb/fZCMOUtxzl6E3mKjb89mMkUxZbEBhahHPW+/P4DP10hGRgY5OTlxIu1U3KQ3Nzczc9YsQuM47mu2WKiuqhq3opPuVE7NeNNkMqHT6ejr60tbM+AMkvGrX/2Kiy++GL1eT2lpaVq+I5qyuLCwkMLCwhPvMIYIhULs2LGDmTNnntS5jCeJNnfuXK699hr+8OQf6e4+wPor/oWrL/8siCIvNfVxxOWn0R8DUaRn06uUf/GGhP2tk6ahszmR/B4Gjuwhe8na+DZBEHDOW8rAge14aw4lEGiCIGAunkyotY5wbesIAm3Q3LlvIKmJI5qNIArJKZzh1GM1ANFWNSggqVFTqyoSDCV5SSM3gd1VIAqY50zBcdZCfFsO0fH6c3S++QKW4grkUADRYExKJwWI+jzq8cMR2trasVjM5OXlxdVfRqPxI997fRLqjF6vT2uzZrgKLS8vj46OjgkzJnUGarjWsWPHuPTSS2loaEibAfdESd1UFIW9e/diNBpPSnE9niSaKIo8//z/sWHDBg7s+x0V85fwHzfdxZTcLDZ39LPlWDddMSuxWJS+bW+RvWRtQhNcNBjJXrYe165NuPZsSSDQADJnL8JzcAee6oMUnn95wvtwVEzDV7WP0LEUtjQZNuR+H7Ge/mQCDZA9qQg0Vak0ck0T7XGDICQ1apSYhNSpTtuYZyR+R6Ot3RAMIxj0WBao1xZBp8O6aAbmWZPw7zwCipzk9Qwgh8Mo0QgS0Nvbh9vtJjc3F7vdHifSTkVjebxrzXjXmYmQymkymfD5fBQUFFBfX09hYWHagxY+Kj5WBNqLL76Ix+Ph7LPPprm5OW1+MNXV1WRnZ6edYfV6vezevZuFCxeSlZV14h0YfxLtmWf+xHXXX893b/sBpsxsnqruotGrdsx1JjMF6z9N1zt/p2fza2TOW5ZwM2/KzlMXKB2NuPdvo+DszyS8j6yFK+nb9R7emsMJBJqg02HIyiXq7iVU24p9GIGmL8hWuzWDxWA4RJMRKRRJoQyIgqwkJ6Npxs6pxmr2VIEkYxrRrZE8fqR2tQuSe/0lBPYdo/PNF+h862/Yp8zCV3OUzEnlKYuNFAyonaPBsU4Q8Hr9eDwesrOzyczMjJvTf5SbiN7eXkLBICWXXIUxZ+z9BSN9XbS99Cd6e3tPuuBs2rSJ++67jz179tDR0cELL7zA5z73ufj2a6+9lj/+8Y8J+1x44YW89tprQGIqp9FojF/oH3nkEe677z46OztZuHAhDz300JjcVA5P5CwsLKSjo4Pc3Ny0q1nPQPVeeeyxx3jllVdobW3l7LPPTst5dHd343K50qZ+0yBJErt27SI3N/cDLb7Hk0R74okneP6Fv3H9177GitWreb3Zxe5uL9qgTNHGS6h7ohJffSWBtsb4+CUMjdd0/vN5XHveJ2vxmoTfYebsxQzs24q3+hDKhZ9XU6QH4Zw2m1BHA6GaFpznD10nRMfgwikmIQ340GcOeYgJZhMIYnKd0cJqRhBhiqJAcHDkNBWBptOlHKsZ+OdOkBUc6xbi2LAEx4YlxNxefJv34/rLmyCIOGctYqT6TJFiSIPhPKLRiBwJEwqFaW5uxm63k5+fTzQaxWq1fqTFzelQZ+Cj1xqTyUQkEiESiSQ0XMer1hiNRkKhELm5uRw9ejSuzjuD9OPuu+/m5ptvpr29nWnTpqVFhR6NRqmsrGTp0qVpH92srq5mYGCA9evXn/RnMZ4k2vr165k3bx4VFRVcfe117Ov1cf/+ZgIxtdJkzl9G13uvIAd99O18j/z1Fyfsn714Da6d7+JvqCLS78KYOXQ9t5VPA0FE8nsJdbViKRwiqqwlFWow2rHkqRrDlBLCe6uJ9rgZ/qsWBhM2FW9i0Nrw8dGRCrRQc0dKpXOkZXAqJsOeIEgA8O+uBFHEsngmojHx++PbchBkBYMzK8mDc7ggQDQYkWNRVfnc2YXR6KKgoCBeZz7q93I8a0266oxmC6PZ6WgYrzqjWdNoEz49PT1pb/x+VHxsCLThUuempqa0eZ/5/X6amprYsGHDuL/2cESjUXbs2EFFRcUH7lqNF4kmyzJFRUXcd++9vPDCC2zX5WAuSZRkZy1ZQ9f7ryMFfLj3byNneeLnmrdmIy3P/Q73/u3krbsIcZjCyjFzAX073sFz7BBFF30RYVjBdc5cQN+udwnXtGBfNUSuxUdrBqOah0MwG2FgSAmgIRoIgJKsQIt2D8qdixPlznIkiuxWDXtHjtUE9lYDamKa84KVOC9YiTTgw7flIP0vbwEUjBmjFRv1nPV2J3qrnZjPQ8zvRRBEXC43Xq+X0tLSeNH5qGo0Y05B0rjTRIHf72fhwoVcf/31XH755Smfc9FFF/GHP/wh/v8j1aI6nS6+uLDZbPz5z3/m1ltv5dFHH2XlypU88MADXHjhhVRXV4/JWINer49LnhVFwe12k52dTMaewfji4YcfZuXKlWRlZWGxWNJioK4oCkePHmXGjBlpHd1UFIWDBw8iyzKLFi36wDV3vEi07u5ufv+7J9i/fz8/evRJTMvOSdhuyi3EPnsxvuoDdL/3ChVf/lbC9ox5y+j85wtE+roItjViLR2qU9bSyaDTIQX9BNubE8g3azxIIDEhTRAEBJsFxR8k1u1OINDEeDraiBCBSGqrAGnArx7TaBgi5gbh21MJkpQ0VhPr9yINqgmsS2fFH9dnObCvmY/rmcFU0tmLGQlNfSYajBiz85AjEWLeftWfxx+gsbGRwsJCYrEYFovlI6vRJnKdgY9ea7RmiTaCKgjCuNYaTeksSRI5OTl0dnYedzTuDMYHu3fvZtu2bTz00EM0NDSkLXmzpqaGjIyMtI9utre3U1dXx1lnnfWBJ3vGi0Tz+Xw8/PDDVFVX85///WtCay9BEIdUNoKoo/iCy2j921P07XyX7GVnobcOkRnGrFzMJVMItTfiPrCNgg2fHtpXp8M+ayG+qgN4jx1OINCMOerfRg6EiHW5EpRmlkmFhA/UJCU+a+SYFEj0g1Siw9OeE9cI0XrVJ1FfkCjICNW0qEE1ozZqZOwrE/2cFUXB/cJ7AGTMW5q0nxwODQYmCBiychFQa48U8BGNxmhpaSEzM5Pc3FyMRuMJRypPBhO51pyKNY3ZbMbj8RCNRjEYDOO+pjGbzfh8PgoLC2lubj7trWlO3zMfgbfffpu6ujouueQSZFmmtDQ9P4KqqipKS0uP6wEz1lAUhd27d2O325kzJ9mE/mQw1sECHo+HTZs20dbWxoYNG3j2L3+h9R//X5IRs2gwUnTupQD0bvknciTxYm+fMhvBaEYOBfAeO5iwzVJUBjoDcihIsK0xYZu1ZLK6sDmWmJCmG0zhVILhpEQbbeEyMrVG6fclbNcQ0+TOIxI4I02dAOjzs9A5E/1GBt7ZA4KAbRipp8uw47x4teplgLqYGwkp4AdFBlFUC7IgondkYsorRDAaURSZSCQSv0n3+XwEg8G0G1yOFS6++GLuuusuLrvsslGfYzKZ4uNvhYWFKVWamvllLBbjV7/6FTfccAPXXXcdc+bM4dFHH8VqtfL73/9+TN6DtrCKRCIUFBTQ2dn5sf17nS7w+Xw8+OCDfO9736OpqYnp06en5Tza2tqIRqNpX+jW19fT1dWVMpzmZDGWwQLRaJS9e/eyZ88eli5dyv/+7/9S99Y/CHW3Jz23cMOnQZYJNNfib65N2KYzmXEuXAmiiGvvloRtgijimL0EBBFvzeGEbebBm/FYlwvJl1hDDeUqWTjSb3O0dDQlrI6ZpvSlQa0nwxcQiqIQbVQXPCMJtMCeKhAEzLMr0I0g3Txv7wZBxFYxA2Nm4jVRkWLIQZWw0zsyAQHRaMKYk48hIxsFtTHmcrmw2WyEQiH8fv+ECBkYK5yKWmMwGBBFMR5uMN61xmQyEYvFyM/Px+VyTYiQhU86fvnLX3LDDTfQ19fHlClT0uKRFwqFqK+vZ86cOWlVvw8MDLB3716WLFnyoddWYxksoCgKdXV1vPvuu2RlZdHd1cW+LZvo27Up6bmOmQvQZ+agSDH6dryTtD1vzUZQZPr3bUtK3MyavRgUGU914lpHEERMg9Y02ti+Bn3+4FRNUp3RwmpGNmrU1xSMyaouebCGaUIDDf7DtaAoyY0alwfZ5QGdiHVxom9buK4NqbcfRIFgVxuKPDxoZ0h9prfZVRJS1GFwZmHKLYiH2vT392O325EkCa/X+7Exp0+FU1FnRFHEbDYTCoVQFGXc64ymQNNCFvr6kie9Tid8bAi0+++/n5tuuom2tra0SZ0HBgbo6Ohg1qxZJ37yGOLIkSMEAgGWLl36kYreWJBosixTXV3Npk2byM/PZ8OGDWzZsgWTwUDE3Uff9reS9smcvwLRYkMKBXHtfT/xHEWRvLXngSDg2jNimyDinLcMRBHPiIWNFv0cbmhPSNUURBFMg4ljIwvOKOloWlFJkjs3qXLnlAECKdJq5HCESHUTKAq25YnEZ7h+sNjo9NiHjaOqJ6QQ9fYDYLBnwLARIkFnUL3hBAFBECkuLsZsNsfTyLxeb9qTL9OFd999l/z8fGbOnMmNN96Y8mKudec9Hg979uxJGJcTRZHzzjuPbdu2jdk5atL0jIwMIpEIXq93zF7rDE6MJ598ksmTJ1NRUREfix5vyLJMZWUlM2fOTKuHRHd3N5WVlaxYseIjK5THgkTr6uri7bffJhwOs3HjRhRFGVyECrS/8uekpDNjZjbOhatBEOl+75WkBVbe8vUgy3iq9hMLJI69ZM1ZBIqMd8TCRjQY0dnUBV94REKaZVopiGKy36ZlMB1t5AhnNKqmPY/WqBmhdI51uVRrAZslqQYNvL0bUBIaNaB62fT/fTOIIEcjBDsTzznqVX09RZN5hI2AgM5iGwwcgClTpmAwGOK+Xh6Ph3A4/IltAJyo1mjNklAoRCgUGvdaI4oiRqMRRVHIzMyku7t7TF7nDE4OdXV1/OMf/+D666/H7XanrVGiKVFO1gJmLBAOh9mxYwfTp0//yLY8Y0Gi+f1+tmzZQn19PStXrmTWrFlUValBYD2bXiXSP/K3LlJ8weWgKLh2b44reuPnOGUWosmCFArgqT6UsM02eQagjgGOPK5z5gLQ6QjVJvqgqb7OCtHOxMAawaKuVzTCLA5N6TxiPSMHw6AooNfFhQYaQgdUAs00c0SjZnclCAKWeVOTrAdcL20BUcQ0tZSwq42Yz0PU40KOhJBDQTWETRDQ2xMJU0FvRGdRhQc5OTno9fq4J5rf758QyZfpwsmsaUwmUzxJNB1rGrPZTDgcprCwkK6urtP6b/WxINBqamp4++23ufLKKwkEAuOabjEcR48epaKiIq3+Ec3NzTQ3N7Ny5cpT4ldwKkm0YDDI+++/T1tbG2vXrmXKlClceumlXHbZ5YQjEqDQs/WfhPsSF1CCTkfR+ZcDCr1b30QKJZ5D5oKVoCgE2xoJ9XQmbMuaswhkGW/VgfgPVVFkddwxnpCWuI+hSO2uJEmeR0tH86lKtZEjnJF6VeUw0i/At+9YyrSa4CE1ntpYXoghP/GGxfX3Ter5SjHaX/kzcjQCg05nUsCnjpCKOnTW5AStqHcAFIWpU6fECdXhRcfn88U7Ep8UXHTRRTz11FO89dZb3HPPPbz33ntcfPHFSJKU9FyTyUR3dzeSJCWNmGnKsLHCcJPn3NzcMwubNEJRFB5++GFuvvlmmpqa0ma23djYiE6nS1udA1WJt3v3bhYsWHDKxopPFYkmyzKHDh1i9+7dzJo1i1WrVvHQQw8xbdp0ampqQZEJdbbg3rclad/C9ReBIhNsa8TfeCxhmym3EFN+ESgK/Yd2JmyzTZoOgkDE3Uu4b+g3Gh1wo8/OB1EknGphIwjJygDTYDpaILHOaXVHMKWyChCTVAGhmhZVZTZrUkIjTQ6Fida1gQK2ZbMT9vHvqYKYhGizEJP9tP39f4n5vSiRMEosihxSUzsNjoykz04OB5FDQRwOB1arqmoTRRGbzRZXo30SFzcnW2u0JM62tra01JrhYQK9vb0pa+EZjA9+85vf8LnPfY5wOMykSZPSMqbv8/lobm5m9uzZJ37yGEGWZXbu3El2djYzZsw4Jcc8lSRaW1sb77zzDg6Hg3POOYfa2loKCgp55plnAB2KLNPx2l+TXsM2eRbGvGIUWaJv25sJ2wRBVBM6BSFJMCAajFgnzwBBwHtsSBQghdRkSCSJUHXiVI22/oh2JxJomgKNWGIjSR60qIlvH4RWpwy5mQl2OJIvAOEo6HWYJiUSnANv7lQFASsTAxEkX4DQjkMgy+R9/XMU/vAa1X5AkYm4euLkoN7mTBAEqCcoEfX0I4pinFjWGhAOhyOuRvukXb9Ots5on1W66sxwa5pYLIbH4znxThMUHwsPtEceeYTPf/7z+P1+Jk2alBapc29vLy6Xi6VLk2e5xwter5eDBw+yYsWKBJPAj4pT4YnmdrvZuXMneXl5LFy4kB07dnDxxZ/C4xkgL38+M2d9lgP7nsTrb6f9lT9T8ZWbE82YZy+k652XiPkGcO3eRN66C+Pb9Bab6g1QfQj3vq0UXTA0H24tmwKCSNTjpnfrm4R62vE31SAHA4NvTl1omKYMBT4YppcRbepKUgao6WhiUjqaHEldcOQBVaWQZOxc2QAkj9UMbN4HooBtdaIqQPIFCe04CkDOtZ+BZjdS0E/U3Yve5oyrz/SODEYaPsvRMFLAF1dSDYd2IdXr9fj9fiRJwmq1Tlij+lO58Lryyivj/54/fz4LFixg6tSpvPvuu5x77rkJz9W686f6HE4WBoOBYDBIdnY2lZWVhMPhtKf7fhLx5ptv4nK5WLt2Lc3NzWlJRY3FYhw7doyFCxem7XcqyzK7d++mvLz8lJN4H9UTLRKJsGvXLsLhMGeffTaRSIRly5axd+8+rNZc5sz7Ev39DdQee5mud/6BY/p8DM7M+P56m4OsFefg3vUe3e/+A1tFopdq3poLaP3bH3Hv2ULOirPjNUrQ6bFNnYu/9jC9299GNBjwNVYTdamBMAgkJaTpC7JBkoh2pfamkQdGEGiDac9JSueWbpAkDCN8afyHG0EA88xE76TAAXU81TS1FH12Ynff9de3QBDIvGQdGZ9eS3ZtDwiD4zSDn4PObEXQj1jQKzKRfnWBlopQ1dRogUAAr9eLzWabsAlcp3rc9IPUGm1kPx3Q6XTxERuTyYTL5TqT/JwG+P1+fv/73/Pcc8/R0dHBOeecc+KdxgCVlZWUlZWlxeNz+DlIkvSh/DWPh4/qiaYoClVVVdTX17Ns2TIKCgq45ZZbePjhRxAEHbPmfB5nRhk7t/03/sZjeCr3kTFnSXx/QRAovvAKGv/3IVz7tpKz4hwMGUPX78wFy+l65+8EWxsI93Ziyh0yW8+av4JAwzH6D+1CjoTwNVQR7GhRA8RQLWLkSDRu2K/LUv9+sjeQ8Hi8joy43mkTNskJnP0ASUpnbWTUNLUEQT90TZcDIaLNXaolzYhGjfc9da1jml6GsawAQdQhmowYCrKRvH7V11MU0duS17ERTz8oMnaHMykwQafTYbfbCYVC8TqT7uCL0XCqJ38+SJ1Jp2+uJgqIRCLk5eXR3d1NRkZyQ+50wGmvQPP5fPzhD3/ghhtuoLOzk4qKinE/B0VROHLkCNOmTUvbF1NRFPbt20dFRcWYmP99FCVaS0sLW7ZsYerUqSxevJi77rqLdevOwu8PMmfel5i34Mu4XHUEQ30gq93//oOJHX5BECm68POgKPTueIfYoA+LhrxVg74Bh3bGfdJiAR/ufdvAbAGdSM/7rxKJ9uG8eAVFP/0aOdd+elAZMGK0pkRVDGgpmvFzMBvVhMvwSM8AleEfvrBRojE1ClqnixcwgFi/D2ISgtmIoWTo5lSRZUI7K0FWsK1IHN/0bVKLjXlWBRkXrSL/ps+rEmqDLu4TIOj16CyJXjagEHGrnRxZljly5AjNzc1JJJBer8fhcCDLMj6fb8L61YzlqOmUKVPIzc2ltrY25faSkhJ0Oh1tbW0Jj3d1dY15kszw8ZqMjAx6enrG9PXOIDUefvhhbrjhBtra2pgyZUpaCKy6ujpsNlta04uOHTuGoigf2l/zRPiwSjTNV1Ov13PWWWexb98+SkpK2bt3L6Vla1i28tsIoo7Ojn0AKJJExxv/l3Sc/DXqzWaoqw1f7ZGEbY4Z8xD0BqIeN/4GVaEmx2J4jh1CDqk1aeDQTrwtR7EsnULBrf9C6b03gwKhY4nXXs0bM9Y1YsRnsI6MTEeTI1FQlKQRzkiNSsyNHNMM7jkCsoJ5RmJQzZDPZqIqINLeS6y1G3QijrOXIogilrlT0GU60GXZ1fEdQO9I9iBSVc5q3WhqaqKysjLpeq2p0fR6PT6fb8L61Yy1/9fxao1er6ewsBCdTpf03R+PWjNyYfNJUwtOBPzpT3+ioqKC4uJicnNzT2kz/GTR399PV1cXM2fOPPGTxwgul4uGhgaWLFkyJqKID6tEi8Vi7Ny5k9bWVs466yysViuzZs3ioYcewuksY+Xq75KXP5fmxiH/s443nkcasWaxlk7GUjoZFOjZ+s+EbTqLDfvsRSCIuPdtBdQ1XrCjmUCL2oAP97TTt+c9xFI7uddfQtkD30WwmUGWiQx6X8KgLY1R/fxiw8LRBFNqYkkOq9dt0TpCgdbtBp0O/Qils6+yAXQillkVCY8H9tcMNnDKE7yeFUXB9dzbICtkXLwm8cUVkLyDKmd7svpMHe9Ut3s8Hvbv34/Pl1gnBUHAYrFgtVrx+/0TdromGAyO6VrreHVGEIT4mmak2mw86ozRaESSJLKzs+P2DqcjTnsC7ZlnnmHq1Knk5+eTn5+PzZY8wjbW6OjoIBgMMnXq1HF/bQ21tbVEIpExlVt/UBJNIxYPHjzI8uXLmTZtGoIgcO+99yPqjCxfdQvZOTM5cvhZjh7+/7BOmRFXlnW99SIxf6Lfk33qbIw5+SixaJL5pqWwTDUxjkboevcfNP/f7zj28P+j862/YSzMAEnGOKmIkl98k+wvnodl9mQsc6eoQQJViQlphkFlQCyV5FlIHuFEHjTdHKZA0wqVPi9R7qyN8ZhnlCc8HqpuBkVBX5CNsWSIAFUUhb6/vAmygvOiVfHHBb0efc4Qa2+wZzJSfRbzeUGW4o8Lgkh3dzeHDh1KumCJoojdbkcUxQnrixYKhcas4LS2ttLX1zeqx4bJZGLJkiW8+eab8WIsyzJvvfUWq1evHpNzGvn6w8drJirJ+XFFU1MTr776KldeeSV+v/8DJxufCoTDYWpra9Nq6DwwMEBtbS2LFy8eU5/RD0qidXZ2snnzZkpKSlixYgUGg4Gf/vSnBIMB5sz7EtNmfIr21h3s3vkIUYNEySVXgSLjqz2SZMisM1vJX38xCALd772Mogz91gRRR9aKc0AQ6dn2Fh1v/B/HHvkprc//AUkcqofFP/8GuV+7FNuKuRjLC0GnQwmGiXUOkWX6XPX6HXN5E/zYNIJM8gUSzisWCIKcnPYsuVVfsuFKZzkSRfEFQRQwDlNXKzGJ8IFjKX023a9tBZ2Ife3CpGAB2a82jXQWG4IuceGlRCOqjYD6CSEIIn6/nwMHDuB2j/B3EwSsVitmsxm/3z8hb5xjsdiYknsnqjVOp5NFixbx5ptDo13jVWu08RqHw0E0Gk1anJ7B2EJRFH7zm99w44030tTUxJQpU9JyHkePHmXy5Mlps6ORJIl9+/YxY8aMMQ1k+6Akmt/vZ/PmzcRiMTZs2IDT6eTll1/m2LFjFBQuYvGyrxMK9bNz+6/p7j1M0UVfQOfIRA4H6Xz7paTjFZ1/udr4P7iDiLs3YVveSlUU4Dqwg57336Duif+k4Y8P4Kk/AHb175JzzcUUfPdfcJ63HENhDpalM0EQUgQJqOq24bY0gk4Hg4qx4fVHGbz2jfQsC7b3gCwnKZ1DuypBkjFNH9GoeUsVQdhWJk7UhI7UQzCM6LQlKdMkrcaJOnSWEcSxIscFAZoaWpJkqqqqUgoDjEYjdrudcDg8Ia0DdDodoVDoxE/8kDhRnbHZbCxatIg33ngj/th41RlBEDAajciyTGZm5mkrCjitRzgVReHRRx/l61//Os3NzSxenBy5PtYYbuicjtFRUEc3q6urWbNmzZiPRZzsOGc0GmXPnj34fD7Wr1+fIAP/2teu46GHHqKtdQfd3QeJSiFKLrkK55wlqr9M5V6irj46//kCpZ/7asJrF130RZr+9DCuXZvIWb4BvU09bizox1xURnTAhXvvFowVxeR89VPY18xHMBtp/OqdRBo7iLk88bEVTQEW63EjeQPxRYPWyU8y3TQbQSFphBNJLT6iZWhho41/an5qGvyVDWrc84ixGs/7h0AUsa+en/B43x9fhpC6eBl4aTP63EyYrXYFJY+6wBIMRkSzWuzkUICobwBlGAFmzFS9dqIDblAEIpEIhw6p5qRz5syJ+9VoixtN/tzT04PP58PpdDJp0qQkKXSk78P7FH0QaK+j1+sJBoMnNWbq8/kSOi8NDQ3s37+f7OxssrOzufPOO7niiisoLCykrq6Of//3f2fatGlceOHQaPC5557LZZddxs033wzArbfeyrXXXsvy5ctZu3YtDzzwAH6/n+uuu24M3nUitPEa7T+3201OTs6JdzyDU4InnniCiy++mGg0SllZWVqu9ceOHSMnJydtf3dZltm7dy9Tp04dl/CEkxnnVBSF2tpaqqurWbx4cXwfgJ/97Ge88867dLTtpqNjL+6+GrKXrSd/w6cQDUaCvV24tr1Jxxv/h61iBjrT0IIhe9lZdL//OuHeLjxVB8mYvUh9PUnC6HCqPmktdUQ83TjOX4Zj/WKMpfm0/vBRInWtBPZW4dw4lJZsmllO+GgDodpWDEXqCIy6gBEhJiO5POq1nSEFmhwaoXTW0p6HK51lGaISiEJCQyXSoCoQjJOK4iM7AKGqRlDAUJqPoXDoe9T/yhb8b6gLnnBdK6HaVszT1ARRJRZDQT0XzdB5qM6o3qUAOosVvT2D6IBL9UwbTKaDxDoDakNAEAR8Ph9dXV309fXhcDgmRJ0xmUwEAgEcDsdJkcSnutbodDq+853v8PWvf53ly5ezYsWKcas12sImGo2Sk5NDT09PWkf4PmnYsWMHDQ0NnHPOOTQ2No7JNMmJ0N3dTX9/P8uWJae9jxeqqqrQ6/Xj4jN6suOcvb297Nq1i5KSEubNmxe/NlxxxRVkZmTS13uMuppXaWnegrV0MmWf+TLGzGzMBSU0/PEBBg7tJHP+MmzlQ+/JXFCijv43VNLz/utqY2cQiiyBwQiyRM/2f2JfOY/sDZ/GMm8K3vf20fv4i/h3VeI4e8g2yLZgOoH3DxGqaSaDIXWXcXoFsdaepKka0WRAjknqxIxJvadRwlE17Xmk1+ZgwNnwRo2iKMTaVeJvuCWNEosRPqIq5WzLh0iygde30/f0q4Ba/8KNHfE6g6IgDdY4ndUOgpBYZ0QBFBlB1GHKLSDm88TDfLq7u+nu7k4iXPV6PTabjf7+/nitsVqtSXVGa0iPR60ZXmcikQgGg+GkxkxPdZ0RBIHvfve7fO1rX2PFihWsWrVqXNc0JpMJr9dLbm4uDQ0NFBcXpyX88aPgtCbQdu3aRW1tLRs3bqSpqSktxaalpQVFyVCwXAABAABJREFUUZg0adKJnzwG0BY1kydPPmVmzifCiUi0YDDI1q1bsVqtrF+/Pmms9cEHH+TNN9+ksnIT5vwSplxxM8aMbO3glH3uOup/dy+eqv1465bjmDp0AbaVTcFcVE6os4Xe7W+Ts3w9fTvexX1wO9qNPEDuv146dGEGTHMmEz7aQGB3Jc4LVqovJYroC7KJdbkI17ZiXayalBryBrs1vf0JM/aiOXU6mvayw2OfYz39oNMlGTsHdxwBWcY0bKxGURT8m3aDLCeMb/q2HsLz+nYAnBeuRIlKdP7ySSoe+TGKoiB7/fG/hyLFUCSZSH8fekcGUtAfJ9EEvR5Bb8SUayTs7kWJju6xIggC3d3dhMNh8vPzKSwspK2tjbq6uni6rMPhwGy20PbSn0Y9zqmG2WKhpKQkrg440aj07t27E7xDbr31VgCuueYafvvb33Lw4EH++Mc/0t/fT3FxMRdccAE///nPE7zF6urq6O0d6gpeeeWVdHZ2cuedd9Ld3c2iRYt47bXXPrBP04eF0WgkFAqRm5tLT0/PGQJtnBCNRnniiSd47LHHaGtrY8OGDeN+DoFAgMbGRtavXz/ur63h2DF1ZHE8x3qOR6LJssy+ffvo6+tj3bp1SaTe2rVr+fGPf8TP7roLUW+k/Itfxz5lKCG7YN0FDBzciRTw0v3eyxRdcEV8m2gwUnjuZ+n85/P0bHoF+5RZDBzaRe+ud4gN9IPZAJEYjvOWkf2FIX+RjItW0fPb/8O/82gCgWZfMZdwdTPhmhYcZy2KP67LciL19BPt6Y8TaBpBNtIqQGuYDPfa1BYc+uwMlZAbRKi2BXQ6zCPGagbe3w+igH1Y+qZv6yFc//s6oBJr5hnldP7yScp+9W+Qa1NHarJUclHyexFN5nidQZbjSnGdxY6g02PMziPS34ccCqKqn5WUiuaOjg58Ph8lJSVkZGTQ0dGRUGcyMzPTUmeKiorQ6XQEg8GTmmgYi1rzla98hc7OTn7yk5/Q2dk5rrVGqzPZ2dlUVVURjUYnrI/Qxw2PPfYYX/nKV+ju7qaiomLclcaKonD06FGmT5+eNjsabXRz/fr147agPhGJ1tTUxKFDh5g3b16STZDRaOS9Te+xaNEiWprfJ2/dheSuOT8+YWIpKidjyToG9m2h/ZU/M/Vf/x1RP/R7KjrvUmofO8LAkb3krDqXqMdF7/a3CbbUI9qtyP4IxrJC8m7+fPycbEtn0fvYCwQO1CCHI3GyyzyjHGQ5KUjAUp5PQKdLTnw2GcEfUtc0gw0kOaKmPQsjPJ2jXaqgYLhVQLRj0Ow/LythTDM4SJ4ZK4ridc239ZBKnsUkdbRz7uSEOiOHImBRP5eYbwA5GkYOh9A7MhD1hrhCT293gqhD78xSQ3gGQ9RAJTlHKhbb2trweDyUlZVRXl5Ob29vQp2RZVlVRVvGr9aYLRYKCgqwWCwn3awZizrz5S9/mc7OTn7605/S1dU1rnVmuChAp9PR398/bhzGqcJpTaBpxaa3t5dJkyaNe7GRJImqqqqEbsR4o66ujlgsFr8YjBdGI9H8fj9bt24lLy+PBQsWjPq5bN68mfyCQmJBPzpTooLNnFdI1qpzce94m47X/oLthtsRjUMXgaILP0/Dk7/CtWsTrj2bES0mMi5dR8aFq+h78T18r27H88+dCQRaxvkr6K5qxL/raJxAA7CsmYf3xfcJ1bbECTTBoAdRRIlEkX3BuDJNNBtBlpPS0bR9EkYyOzS587BujSwj9Q6oyWhTh84t2toNUQldlgPj5OL44/1/36SSc6JI5mVno3PaCOyrxr/rCHLFarAZEIx6FDlGuKcTQadHNJkRRJ1KngkCgl5PLODD4MwGUYcpJ5/ogAspmDgepCEWi9Hb28vkyZNxOBz4fD5KS0uprq7G5/NhMBjIy8vjyJHD9Pf3pzzGWCA3N5fy8nIikQjBYBC9Xn/c39zZZ599XMn266+/fsLXbGxsTHrslltu4Wtf+xoGgwGz2Zy80xhCCxPIyMigra2NYDCY1sTfTwpeeuklzGYzs2bNoqura0xHSkZDVVUVxcXFaTNb7e/vp7a2lnXr1o17rUtFokmSxO7duwkEAqxfv37U3+Kdd97JE088QXtHB4IhcUEo6PSUXX4tjU8/iHvvFjLmLsVaUhHfnrVwJV3v/oOIu5ea3/4cORLGvno+GZdehRKK0v7T/8Hzz51kXXZ23DzZungmyArBQ7XIoXCc7DLPLB9MSEu0CzBNKyPQ068mnM1WX1vbR4mOSEcLJqc9azYDmqpNg2/bQZAk9XUHoSgKgc0Hknw2B17eoo7yRGQyP7se+9oFBPZV4313D+ElC2HeLBAEdJl21cMz4EPQG9CZrYR7OuKfpRTyD9ZpAWNmLlLIT3QwWGCkMn54ncnIyMDv91NUVERdXR0+nw+z2UxOTg4HDiR73IwltDojyzJer5dIJHJCImEsao0oinz729/mxhtvxG63j+u9rSiKGAyGeFJaX19fWj0XPylwu938+c9/5u2336anpyctCrD29nbC4XA83XC8oY1uzpw5c9zr7GgkWn19PZWVlaxcuXLUUI0FCxZw00038fDDD6PIcsJaAKDo7E/jObybaL+L3m1vkX/WRfFtxqw8HLOX4K3aR+MzDyMHA5imlVHwvS9jWTidxmt/RqS5k3B9W3zdoHPa0OVkIPUNEDxUFx+F1OdlgSgguTzE+r3oM1X1qKEgW212jEx8tpiQGAoOQPu3kDhRA6hJmwwJDGDQkkYnYh6sXRo87+0HQcA+LBBt4OUtGMoLiDZ1Yls+h/xvXUHzTffhfXcP8qXnI/uDYLGp46aSTKxPtSYQEIh6+gdPWESORdCqid6Ric7mUOuQoiQRMCPrTDgcJjc3l5aWFnw+X9wnrby8nKrKSvr6Ev1IxwpanVEUhWg0SigUSlBop8JY1BlBEOJrGqfTOe73dlqzJi8vj56enjME2njB7/fz5z//mddff52+vj6WLFly4p1OMerr6zGZTBQXF5/4yWMAj8czbqObqTCSRFu0aBF79uyhuLiYefPmHfemLycnh2f+9L9c+S9fpu0fz1B2xfUJzy9YdyGegzuI+Tz0vP86BRsvjW+zFJZirZhBoKUWU0UxRT++Lr7oyL54Db6Xt+LbcoCcqy9GN+gVYF00Q13YHGlADoTi8/22OVPwvrCJ8LHEjo3osCIP+Ih1u+MEmjBYUGTPEPmkjrAkG3KGjzYmyZ2jbeqct6EkL8FfYGD7IdCJ2FYNfWZKLEakqUNN5Vw5N14ILfOnEqptRQmGweZAn5eFYDQg9fuQ3B4UWUIOqwstgyMTRZaQQkOEnxKLIgUDiKKY0kdL8wpwOp3xRBufz0dBQQEDAwPYbDbsdvu4jHClgjZecrKjnKcaWnKp3+/HaDSOa8EZ7huQlZVFX18fpaWlJ97xDD4S/vCHP3DdddfR0tLCjBkzxv31PR4PbW1tbNy4cdxfG4aUXtOmTUvb7344ibZ06VIaGxuJRCKsXbv2hARHdXU1mVlZtL7wJFO/dlt87B/AWlJBxuI1DOzfrqoDrv9+XMkl6PQUXXAF7f94BjkapvT+b2MsVhdQiqIg2C3IHj+BvVXYVqiG/Dq7BX1BDrGuPgIHarGvVB83lqsd3UhLV0ISmnlqCYGdRxK9aeLpaInx83JQ9QsbPsIZHTR2NhQm3nhG6lViyzzMlybS1AmSjD4vE0OZej5KLEa4oQ1kBdFmwb5qnhoeMH8qoWMt9B3rhrvORXRY0Wc50TltRJq7UGJRwr2q+bBoMiMajAl1BkVWPTi19zTiOj28zgiCgM1mw+/3U1paitfrRZIkTCZTWn5voJJIZrP5pJo1YwVtxCcWi427AsxkMuHz+cjNzaWjo4OCgoIJm879ccFf/vIX5s+fj8PhQK/Xj3vS9kSwo6msrESv16fNT3okiWY2m6murmb16tUnXNw/9NBDvPbaa9Ru/SfW0grsU4YmZ0SjibLLr6X52Ufp3fomGbMXY8odUvkUbvwM3sq9yMEAOdd9BucFK+O/N/un1+J7ZSueN3ZivnHofi/zknX0Pf0q/t2VcQJNEAQMpQVEmzsJ17ai14i1gmxQFKKdiQSR5rcpD5uqUcKDYTXD6ozkU6/tukyHKjAYhH9fFUhy4vimohDYfggUBetytf6pdaYd1QNHwXnhqoQ6M7B5H1wyH8GoH1yzCcQGfAh6HVFvv3pgQURvsSGFE33DJL83rkAbeS8wss5ojbaSkpL4Nq3+2O32cZ8k0wIPvF7vSY9ynmro9XoMBsNJkXinGiNFAeFweNyvex8Fp9fA6TD8/e9/p7y8nJycHPLz88ddDSJJErW1tcyePTstNxbaomY8RzdTQSPRnE4nW7dupbCw8ITkmYYvfelLXHH5Zfhqj+Da9V7CNlGvp+yK60FR6Nv1HsHORFPMogsuB0km3NCO5BlKt9HnZqoqLklS0yu141lMGErzQJbVdJhBaB2dUE1LgpGmaZLacY0O69hoJJ3c74k/Jg9Gzosj5c6DhWq43DlUo47VWEZ0a3yvbgMpcXwzNuBT1WeyQsaw8ABdhp1IazegLrREkxFBENBrSZ+DH7toMKGz2lQ1mrYQU2TCLpXEG61QRKNR9XiDN1AaiWaxWOL/TtfNlQaLxTLmRs/Hg8FgQK/XE4mMPgo7VtAIxOzsbPr6+iacMerHDb29vbz++utceumlBIPBUQ1ZxxLHjh1j0qRJaQnIAZWAAtJGZmgoKSlh4cKF7Ny5k0AgwJo1a05qzMhut/PKyy8jBQO0vvh0wnUeoOicSxAMBiJ9XfTtfDdhW8acJQgmixo2U9kYf1wQBHK+fCGIIgOv70jYJ/OStaATCew+OvR8nQ4x0w6yQqShPf64lsSZUGc075kR56lEtbCaofcc6ugFRU6oMzG3F2QZXZYjwRdtYNtBEEVsq+bH67PkCahp0QI4z1seXxzpMuxEO3qRevtV9ZnWRNLp1MWVzaIuWgQBgzMrsc4AUY8bJRYdVUUyss5oixhJkjAYDBiNxnG/pxsJo9EYH+VMB0RRxGQyjanR9GjQ6XTx1FRN9X0GY4s//elPXHXVVbS0tFBeXn7iHU4xtITxdLw2qKObjY2NLFmyJK1eSBqJpqUJr1mz5qTXWEeOHMFgNNL64tNEPYlqL3vFDOwzFoAA7a/+OSGcxuDIJGPRKhBFggdrE9ZP2RetBknGt+VAnMgCVNJMkgnsOppQ0yxr5oFOJDyYzgxgSBEiAEME2nAFmpb2nBCK1pPa0zmwT7V1GK50jtS3q9M3RbkYi1VltFpnZJAV1SZglrr+0GXYibk9+F7ZFv//+CImJsUFEACGjEwEnT6hzsihADG/d1QBycg6Ayop6vV644/ZbLa0Ngd0Ol18lDNd4WBms5lIJDLurz9cFOB0OnG5XCfeaQLhtCXQ/vd//5errrqK1tbWtKgwWltbMZlMafFdAzV1Mx2jm6kQCARwu904HA66u7tP+oavs7OTXbt2AdD1zksEWhsStltLKshYtAIQaH/l2YQiER1ww+BYp/v/3k3YL/vLF4CiGlYOJxgyP3MWiCL+XUMLG9FqBpMBJRRJ6M7oZ5SBKCRInrWFzfAiRjh5UQPAoFpAK1wA/h2HQZIwDevWxPoGUAJhRJslIVggeLgeAF1eVsLz5WAEefD19Rkp4s1l9f0aMrNITOVUiPT3xRdlDQ0NyfuOglgsRnd3N0ajkUgkknbSRhRFLBbLmMdAHw8mk4lwODzun4VOp0On02E2m1EUBa/Xe+KdzuBD4y9/+QvLly9Hr9dTXFw87uRxMBiko6MjbWls/f391NXVpX1RA2rTqq2tDZvNRiAQOOmbLUmSeOKJJ0CRCTTX0rPljYTtotFE2eeuAaDn/dcS0tCiHjfmvEJAwP3XtxICZOxrF6h+M0fq/3/2zjpKrvr8/697547Lzrpm4+4JMRIgeLDi3hYoBUqhOKVCSwtU4EtboBSnuBcSElySYCFO3JPNuu+4Xvv9cWfu7lKKtGSG9NfnHA7n7M7MZ3Znc5/7vJ+3ILf2PseVGWxiq7eZDGUA16zxIAgk+ySkSeVFoGr9AmsEyQIWS19LT6AXQOu7rElvqzeGkj4AWmpXoxFU8xn/s+hbK/7JZzPLakMH35HT+xzW63kjuhz/NGBoMaMHWb3GUNO31ETMtAgIh8N81VJVle7ubjRNQ1GUvCcNZ0N1FEXJy7IEDBBPVdWcp2JnBxtFUfD7/TmTNv3/Wnv37uWTTz7hiCOOAAyJVy5L13X27NnDkCFD8nKdV1WVtWvXMnLkyG9FaEU2+VmSJJqbm7/yfd6TTz6JnJbR5DRN8x9HV/uziKuPOR0QSDTvJbi+d/GipVNIdqex4F+zjeTuPj2iuADb0Op/IgVIJX4ElwMtluzneeYZM8RY+PRR1QhWyTDljyfRkr3Jx0IWQOvjt6nEkwYjua9VQGeG6dwHQNNSaUjKCHarGcgGEPporaGc6SPf7FsF82b16ydKIGLYzVilfwouyJIjRLsDi6M/O0pXFWOmwfj76fv/L6qsPD+RSKCq6ld6zr6u7LImH8sS6PUjy0cqttVq3W9JAfslgNbZ2ck777zD8ccfTyqVyrk/Q99mkw/kOhaLsWPHDiZPnpwX6WbfisfjfPzxx1RXV3PIIYdQUlLCxx9//KUby08++YTBgwfT0NCAy22wOhrnP2amqmSr8rCTESQLqY4WetZ8SDrQScM/Hqbh+QewDywDTSP6waekW3oHGOe4oWCTUNp7SG7pBYpcU0cZDWrttn4pla5xBl2878bGWV0GgthfWpOlO8d7LzLZzU12kwOZxgJY/J5+dOfElr1A/7Sa0IpNhnxzxth+vgmB+UuN9zZpeL+/sfh6gw0i2G39XrvvRcfi8iBYDCqwrqkIogUlFs1IO4U+/xkgZt+yWq1Gsk7m95NKpUgkEibjK6vXz/dFzmazmamc+ShJkhAEIS8suL4NZ3/b2Oxv9fTTT3POOefkbVFTV1dHWVkZHs/ngOX7uHRdZ926dQwbNixv3mvZ0jSN1atXk0qlOOSQQ5gyZQqrVq0yB51/VeFwmLFjx/Liiy/i9Rlyxq6P3yZat73f4zxDRuEZPhZd02l54wXUVJL2919j90N/JB3tArcdNRglsni1+RzRbsN9yFQQRcLvrjK/Lvm9iD43eiLVz/PMM2EYCPSzC7CWZ5kB/f8di/bPkXJk0577SjgzbOS+AFps/S7Q9X6sALkjAMk0lgIP9qG9SaXhNVsBsA2tNs2eAUNuo2pYvO5+5wGQ6UeCRcLiMliR2T6jKzJyKPOzCL39bPfu3f0Asc/2GUVRiMViqKpqympisVjeQbS+y5p89DxRFLHZbHkbbBRFMftMvnv+f3M988wzHHXUUSSTSaqrq3MOYgUCAaLRKAMGDPjyB++D2rFjB1arNSepm19WdXV1bNu2jQMPPJCDDjqI5uZmNm/e/IV//7quc8kll/DDiy7Cbi9A0AUSrY20L3213+MsTreZtNn+3ivIkRChzWvY9dAf6V7zAZbBlSCKBJ57p9/zis85+nNJAd7jDsywnbeaX7NnfJRTu5v7kQ5Ej8Ho7ZvEKTrshq9YXwln6J/TnuWOAOg6Ullvn8kyqR0javvNLtH31mZ8NseaXzNBO6uEZ85E8+tKVwgtw5gW3Z9hHIsietroD1avHxDMPoOuk+42el/fPrNjxw7i8V6Lnc/2GU3TzD6TZX7FYrGcLyg+W1kpZzqdzpuyJmsZkA9SQF+2c9/P79te+yWA9vzzzzNjxgxEUaSqqirnIFJ3dzeJRCJv/kNZQ+l8G+6lUimWLVtGeXk5Y8eORRRFJk2aRHFx8ReCaE888QRz5hyELGtMmHQ+Eyd/H5BQ4zGaFz7Vj9os2uzUnHQ+YLDUdj98O8lAC2VXnknVzRcbA4wgEPjHe+ZzBEGg4IzDjcHm7d4tj8XrQiz0oqdkMyUGwD1zHFgspPowA6xlRaCqyB0BLAgUYmVIQYkR9zt+InMsxu9+gq2QWbNmMXH8BCoFO24sZoOSKvpsa+JJkBVEj8swycxU9NWP/0m+KXf0oLb1GIOK1nsxS7f1oHYaIQR9PdQA03ATQI1HUaIhQEdLJY0ggYyPgLWgEHtxmREJjUGb37Fjh3nRzPqKRSIREzzLyhWzPgHpdDovN/SfLafTiSzLeWl+giDkjYWWZSUUFhYSCATyPmT+t9aePXtYtWqV6T32rwyE91Wpqkp9fX3e2GdZT4rhw4fn5fxs6brOp59+SjweZ9asWVitVqqrq5k8efIXgmi7d++mtraW7du3M3DQoUw54GLcnmoQBENik/VWyVTVsWeBAPGGXey6/1Z6Vr9PwUkHM+DOq6m8+mwAAi8tMRckAEUnHwyaRnjx6v7stMxgE1vVZ7AZPgA0vR8zQHTYQcikaSoqXiSqBQdTDjiAWbNmMQkv51sNIGz6AdM44IADqHUVUICECL1s5D6DTXzFJgNA67OoCWcXNRmPs+zvNZxhb5sWAICmKCS3GAxo3zEzTcAMMoNQ5nqnq4rB1sv4bopWG6keY6ixOFw4yioRrcZiKZVKsWHDBnM46NtnsuAZGJIbt9ttympisVjegRur1YooinnreXa7HVmWc36d/x/bOTel6zpPPfUUZ599Nq2trXmZK/bs2UNtbW1ePJiSySS7d+9m/PjxeZXSgaEs2rJlC7NmzaKwsNCUc34RiCbLMgcffDAPPvgg/oJBTJtxOYOGHA7o9Kx6n/D2Df0e7xs1EWfVIDRZZs9jf6J50dPYRlUz4E9XMuDXPwRdJ7FxN4k+lgGOMYPBZv0nUoBv1gSD7byi970JVgnB5UBPy+aCBcBabail5I4ADkTKBDvjhg5n5syZTPVVcLJkEBkmVw5ixowZDCutoliwYUUw7As+E4oW3bo3w3TuVc7Ibd2QlrEUF2Ab2EtsCby6zHgPVSW9KdOaRnztdhAEnGOHIPRh9+ua1s/CIB3sMlM5RZuNdKjHBNMcpRVIbmPBmE2RDQQM4kPfPpMFz7JEAI/Hg91ux263m6BaPit7rc0XQSFLCsg127ov27mwsHC/IgXslyECTz/9NN/73vdobm5m6tSpOT9/z549DBw4MC9eUKFQiNbW1rwZSmdL0zRWrVqFz+djwoQJZuP7V+mc2brnnnu44oorsdm8TJx8AZqusnb1/UhOO0oyTmzvDrqWvUvp7KPM53iHjsY9ZDSx+u1YCr3U/OkKk+pbcu5RxN5fQ2zZRtInz8WWMUcuPGwaoafeIrZqC0ogYg4I3hPmEHr6LeJrtuGaaAyGjuEDDGllcw+jRQ81gpPqYdUU3DWKwuIifA4vmq4TqUrTfVYRsqoyVDKa0ZyCauSTT8ZTXEihrQinYEEeMoLAQ+MJyUm6JDeNeoLdbTtpslmxjepNi9XiSdSeMILdhnNc75AceOUDEAWcE4YT/eBTHCMGYB9WQ+vvHgPAPW0MgkVE7gkj2iQsHhdaHx84wWlHiYZR4jHDiFoxzrO4PFjsDnRNxer1m0yBcDhMfX09gwYNQpIkSkpKaGhooKysDLfbTWNjowmegeEREYlEzO14vqqvR0w+GDpZA0xVVXN6LRBF0Yx/liSJUCj0vzTOfVDPPPMMRx99tLksyfXNfdYmINdyHug1lB41alTeWc47d+6ku7ubgw8+uN/15vPSObO1a9cuxo4dhyzLjB57BiWlo9m4/klisRYsLi9qIkrT/McZdO7lZmiA5HRTffw5NC98CjURp+p3PzI9Mp3jhmIpK0TtDBB+ewX+Ew4CwFpRjFRRhNLWQ2z5JrwHTwagYNYEws++Q2zFZorPOxZBELB4XCBZkOJpBkR1BhUUUyM68d/xJ4r8fvzuIiyCQExX6DnrbBLRGJKlmCEW49p2/HHHYbXZKLZX4xUkNF0n9Pe/EwiFCHn9NGlJGtQY7ZpA3Cphq+0dYCKvfvRPi5rU9npIpREL3CTW7yLy/lrsw2roeuw10MFS7MM9bQxqJI4SimIt8fezORC9LkM+lElAEwUBNA3BIiF5C9BVBcnjJR0wgCdFUdiyZSsTJ04w+0xjYyOlpaU4HA7a2tr69Rm32000GjXThvM1XOczOAb6y2tyfZ3P2jZk5TX5SCD+b69169bR0NDAjBkzqK+vz3lQS9YmIF8zxfbt2ykrK8s7ISAQCLBu3TqmT5/e7738q3TObI0bN44dO3ZQUXUAI0aeSGPDh9TtfhuLvwQ12EXzq8/gKKvCVmj0cUEQqDnp++y892bUWJTC0w6j8LTe373vrCMIP/8ePc+9Q9VvfoggCAYp4MzDCT39NuG3V+Aca8wLtqoSsEooXUHkpg5z/nFNGUli2UaKWiOMGjSKGtFB2dXX49clikpLsFkkUrpG8NASwmO7EUsKGCoZi/2jpx2IMHkGhQMqKbA6jZ507a/o6e4h7HfQIuk0aQlWbGogrGn9LGZCH28CUTTCaLKBaLJCbLHB0JabO80+E1zwgSkdLTjuwN4+U1qI0tVLCLD4PWjxlMk4k+xO1Ljxfau/CF1TEW0OiGXVSwK7d+9m6tSp/fpMOp3GYrHQ2dnZr89kFwSxWAyPx5NXq4rsUl6W5ZzPVn1JATabLaf9NhtiUFhYSH19/X4TjrbfAWi7du1izZo1PProo9TX1+d8uIjH47S3t3P44Yfn9NxsbdmyhUGDBuU8LeOztXHjRmRZZubMmf/0D+2LQLRFixah6xojRp1IItHD5k3PYSspY/CpPyDV1UrDCw/R+eGbOKsH4RnUa1pdffzZ7PjrTShdQeKf7sAz09DXW3xuPMfNIvrGCnpeeJeKaw16tOhy4Jo6ivja7USWrKbwlEMBKJg5ntATbxBbsZnBF5zEWMnHqAEDqHr4YYqKiujS0zSRpI4EG598kp5QEM/NFxITVJRonPprfg9WidFP3swfHGO4e9vH1P3uETwHTaLsR6dgQ0D4aDPCkvUMPO4QhpdNZpJYwHFDZ2J7ejbN0SANksAmLcLG9Ub6puuAUeb2RZcVou8ZMqGS848jvm4ngRffQwlEQVXBYqHguAONX4qioosi6Yz/jqXAg+CwofZkfGfM8AAdwWrD6vWjJuO9Eps+1Zc2XFZWRjqdpq2tzUyw6Rs6YLFYcLlcxONxE8zJV9ntdiKRCLIs53x7mgXwUqlUzn8H2fjn7GCzvzSc/aWyrIBf//rXtLS0MGfOnJyfn0+bgL179yKKYt4kPdlqbW1lx44dHHTQQZ9rKv+vQLQNGzaQTqeoqp5OgX8ga1bfR0qOUHvGxTjKqthx7y0kWurp+OB1yg89wXw93+jJdH2ymFR3K+G3VuD4ce+/q/IrzqTlxvsJzn8f3xHTTdl+yXnH0Xb7U4TfWm4CaNayQrBbjWTkhg7GDR7GWNFL9T33UFVaRlRN0ywqNOkJPnj/PTq270Y693DkEdUo6DT/6T5Su5upve8G3IUF/MExhl//+tekRBj0yC8RAWd3jOSd/6BszHDGfvdEBopOZlPAZU8/TVtXJ81OK1vUCJsjHWihGKLL0Y8t0PXUmyBA4clzyXq8KcGoKRUtPneeAS5qGrqqIfeEQdONpDS/FzUQAV0jawegpVMgCNgKS9DSqc/tM32N3aqqqr6wz2SDBSIRwyQ6n+lc2eCYfIBYYPS5eDyOw/HPfnT7srJLosLCQnbu3JnzlLr/H+rpp5/mlFNOoaenhwEDBuT8ep+1CchHSE00GqWhoYG5c+fm/Oy+lUgkWLFiBaNHj/5cX+svAtF2767D4Shk+Ijj2L71Jdrb1lE652hKZh9J/bP3EW+qo/HlRxl83lWIknGPavX5KTn8JLoWv0J48WoKjp9jMrOKjjmQ8PPvkdpeT3LTHpzjDYuZwsOmEXryTYMUEIwg+Q1SgOewaUTfWU589VaG1w5ijMXLkIt+Qs1PvCAKNFtkmrQEn3Q3sfv5N5DHDkD8zoGk0Ai8tpTAPxZTcuF3KD1sOn9wjOE3f7qNaEMr1b+7FMfQalxYCN/4EEUFBYy97nxq8TFW8vH9m/9ANBqlxQnbhTibtDB1b3yU8dnslW/GVm4GUcQ5ZjCuA0abfUZ02kEQcM+egLWixOwzWiqNFjVkfFJxAWo4ZljuWERQtYy6Bqy+QnRVJZ0JRuut/uytmpoaZFk2QzI+22fAANFUVSUej+c1VCC7rEkmk1it1py/j+xckevk5yzbOXtmJBLJKznjq9Z+B6A988wzHHPMMcRiMaqrq/PSbCoqKvICYHV1ddHT05MX1l3fqquro6WlhUMOOeRfAgf/CkR7+umnGTx4CJs3PoumKXiHj6P6O+ciWm1YfX6KZh1Bz/L3aF7wBEMuvB6r1/DekVwegx2w6Gm6HlmIc/xQLG7jRrbk1MOJvvYJ8VVbSe1pxj7EGKqKzjqS+JpthN9eif+kQxBEkQHFpcw452ymTZrMUMcw6vUEW9QILz76KLvWbsD/03PNlMw9G9ZBWqE2FDR8bbKeAH1TYNKyIanMGDun0WlfvZ7Y5s10HT6O7YohL6q//A5KLHam/fwSxnoHca61BmnGiayxVLOj1MoeRJJohDNJac5xQ7BWFFMwr5iCeTNp+vUDpHc24T9+NhavcaNjLStETaQgGkeQLFgKvQiiaP5elEDYGHIEAZu/2EhTc7qxOI3nK5EgSiyC1+s1ZVqpVIpUKsXgwYO/EBTKJqfEYjG8Xm/etjZ9WWhZCnIuy2azmfTwXP4OrFYr8Xgcv99PW1tbzn0g/9tr7dq1NDc3M23aNBoaGnLuAZZPmwBFUdixYwcTJ07M6zY2HA6zdu1aJk+e/IW//88D0U455RRz4Gnv2IDF5WbQ2Vca8nVg0NmXsvepv9K9YgmumsF4hxsLGUEQqD39QnbeewvRDz7Fe/Akw1MTcAyrwTqwArmhndAby8yljHPicBAFUrubSe1txT6oEi8SJ/zkh0ywFzFx6GTCosomLcKCpi18+qtfoc4abfjaAB2pANHt2ylpGo1vhOFfIzgNsLCvuTP0htVoQFdbO627d9Na4aZV7QQVet78BHXBR0w45ztMPOwgDpNKOLuwmi233MKGnhb2Sg56dBk1HCO9qwnBKuE9eDKiy0HBvJkEl66h54EFWGvKDGsDjMWM5HOZQQdSaSGi3WYw6jA8P+VmY4ixFhQhSFYsktXsM1o6SbqnE1EUGT9+PGD8jcXjcQYMGPCFaZtZb5RoNIooinmRmGXL4XAQjUZNw+dcVl95TS6BxOyCLDvcBIPBvC9v/5tKVVWeeeYZHnzwQdrb2xk37vON1/fl+fX19RxwwAE5PTdbW7duZcCAAXkNDlBVlZUrV1JeXv6Fdgn/CkS7447bufrqq1m+7E8oapLqE79HwWhjkTLglB+w875bSHW10fbuAqrmnW6+XukBcwiuXIoSCBF48T2Kv3cMAKLNiv/8Ywk+9ho9z71N1bgfIQgCotOO64DRxNdsI7JkDYUnz8WKwEHfOZohw6YwbcZ0bDYPW7UIy/ROVlz7Gzq1FNV/vhKAlB6iecN6XLY0Fcw0zrLbQNPR+3qg9QlG04GorlC/Zw8NTjshS4RlSgSlJ0zbVXcydNpkpl91PmNEL8dL5bT8/jZWrf+UxpEjaCSJDnQ+/jpoGr5jZuGeOoqCeTNRAhEaLr0NRIGi0w0yiqXAg7XQR7rV6CWWQi+WAk8mmdOQdaYb2o2Eaacr478pmH0GTSXV3YGuKowcORJBENA0jXg8TkVFBUOHDv2X80E2MCYajZJMJvOq6Mh6Xub6Wg+9csp0Op3zXvtZtnM+Eu+/bu13ANrLL7/MtddeS2tra85ZAaqq0tDQkJdmk9V2Dxs2LK/IbFdXF5s3b2bWrFlfeiP1eSBaSUkJ69Z9yoiRoxAkCxVHnoRo7f15yg+eR3zPNpIdLTQteIJB5/7YMI0EfGOm0LnsXdKBDnqeeZvSi04EDLaZ77S5hF/+gJ7n36Xy50aimm1AOUKBG6eiM6NN45BBIygSrGyYAW8ufJOda5dgPWm28XNVOEgkkzh3NZoAmqXIh9rWg9JpAGiCJBlbkD7afD0tg97fcDOR8VLL+gXouo7aFaTdIrKpSGCL0gIJBfG3TzF95gyOmX0cZaKDjVqY+WsW0K1p+I6eab5eurGd9I5GBIeNgox0CEBXNdSM95lUWtjPyFNLpgzwDLD5S/4pKU2JRVBiBso/cuRIoDcwwOPxfCmjqqGhgc7OTpLJJJqmmV4D+6pKSkr+Zbx6PmnPWXlNOp3+wkHwmy5BEExvHqfT+T9/mm+4Xn75ZU444QR6enryIt/cu3cvtbW1eWF37t69G5fLlVdQNp1Os2LFCoYOHWoCZF9UnweiffDBB9TU1NDa2kr5nJNN8AzAVTOYkkNPoGvJIpoXPc2QH1xnLBkwNtslh36HrqWL6HxgPjV/uhLRZtxMll9+Ok3X/5Xgwg/xHTUTi8eJIIr4TjqY2MKPGb47yNHDZzJC9LB3agUfvfAKT7/1KuJ1xuCULhTo6ezC3ic1zTm0iqhF7G/unE1HS/c3FO4bVqN0BkDoHyAQ/2Ad6WCIXW6dVqWDN+kgfvMTTBk0jNmnn8hZtlIa9ATvbv+IVocDx0ETTD9NXVXpeWQh6DrF5xzdr5/ImfdmKfD0S0rTVQ05E+AjuTz/nJQmp02GwIQJExBF0fQ8s9vtX3rNbGhooKury/TddLlc+xS8+qI+I0mSKTXJNVsnK6/Jx1DVl+0cCAT+B6B9g7VixQpSqRSjRo2ipaUl539Xra2t2Gy2vNgEBIPBvKp5oDcoRxCEflY0/6o+D0S76qqr2L17N/fccw/ekRPxjZpkPt7icDLo3MvZ8/c7CK77BPeAIRSMNQgQgiAy8KwfsfuhPxJ6/WM8cyaaAQCFh08j+OSbpHY3k/h0B64pxj160VlHEl+9lZLt7ZxsqWSK5CdSqbBsTT133P5/RH98HGKRFxzQ1NwMuo4WTyK6HEbisw5ya68MX3DYQNeRo73G7XpGjZKdabSI8b3PJj2nVYUmp05K7eZDtZvE0rUM3tTO7BPmMc8+iKSusaynkaBkJ1RkwTW5V1HU9ehCEAV8R0zv97pKJGawnK2SybDLvCvkjh7DIkCyYvUVkmU+G9/WTPBs0KBBeL1ec8GfZTJ/2Wfb1NREe3s78Xgcu92+T2eJL+ozWRZaIpHIuZQS8ksKSCQS+P1+du3a1c+S49ta+xWAVl9fz+bNm5k+fXpeWAFtbW1Yrda8NJvW1lbi8ThDhw7N+dnZisVirFq1ivHjx1NcXPzlT+DzQbShQ4fyyoL5nHDiidQ//wCDv3eFeeMtCCK1Z13Czr/dQqK5jo4P3qB87vHma5XMOIyW158l8t4qvAdNxDFqEABF3zmE8Evvk1i/k+T2Bhwja6kQ7Jz8h5uZXlxDXVsLS5Qu1msh4noXje+9h7WqlAEZAM0zYQThlz8g2TeJc3gt0bYeIyFtuCFlEmxW9ESfFM6UAugmMwBACxpafCnTGLKDkX1QlTmIxbfU0bZnDy1+K8vl0ZQJdqbFbVx/2RWEzouwvERnjRYijU7b3c+DAP6TDsHi6d2MKN3G64peV7/BSldVc6hBFE2Pn2ypyZgZKpBOp+np6cHtdn8t8GzkyFEkk7lLwHQ4nGzfvu1zm863gfacSCSw2+158Q3w+/3/A9C+4Vq4cCE///nP6ezsZPTo0Tk9O51O09ramhdZSyqVYteuXcyYMSNvMoasv2ZBQYEJ7n+V+jwQbceOHZSUltL65ovYCktw1Qw2H186fS6JPduJNe4yJDbfv9KU2BSMGEvXB6+hdIUIzl9K0ZlHAsZSxj6yltSORkKvfUTRmUfixsJhp5zKzGO+a6SFpsK8IDYTEhT2LHwFVI0BnUdgLS3EWmncO6T3NKOrKoLFgrW8GPQMIJYp0Wn7p3Q0+MyiZkcDqJrZZwDS9a1AxtcTgyHdtmUHb+yqY8tZ0/Ckepgq+jh64GjOfughlsvdfEKKIDKBxatB1bEPH4Czz7CjJVPgkCDDcu4tHbmtywwVEKz9Bw5dlUl19wY8NDQ0UFtb+7XAs29TnzG+7yASiZgpbrmsvp6buTxbkiQ0TcPn89HR0bFfMAP2l1q4cCHHHXccXV1defm91tfXM3DgwLxc67ds2cLgwYPzyvbZtWsXXV1dHHLIIV/539TngWh//etfWbFiBatWraLrk3cpPfBI8/GOsioqjj2Lttefo+X153GUV2MvMZZTVp8fa3kNcmcLnfe/TPXvL0WwWBAsFoouPpGe+16m57m3cU4ajkUUmVE7nCvuuIMB1dWs7m7l/sIgDXqC9i2riG3eRMnqwfiOmmG8dnUJclMnqd3NhmInMzsoXUHzvWXnBq2792t6xkw/+z25IwCCgLWqd+6NfLwBVA3HiF6Lh46XFtPaGWTPIcOZnxIYK/qYHFB44IEH+LS1nuUWkb163LDhWbkVJAv+k+f2OVczvZylssJ+4TVKKIYeN+Yu0Wrt9z103QTPwAg/8vv9JBKJrwye5brXfFmfsVqtphool4t5yB8poK+3syiK+0Ua534FoL366qscdNBBJJNJysvLc37Rr6+vp7a2NufnZg2dR44cmTe/KUVRWLFiBdXV1V/bB+PzQLTjjz+ee++5hx9fdjkNLzzEwLMvNZloktPNoHMvo+7xv9C9fDGumsG4a4fRtnghwXWfIJT60btDdD6wgJr/uxxBknppz4+/gWvpRs4fN4eRooc1pQFu+OkN7K3by4C7r8FaVoS1ohisEnJLJ3JbN9aKYmyDq4wL8fZ68307xgwm+vEGo4FkSnTYDNlkpjRZBk3vN9igqAgOm9mwUrsawdI/rSbwygeGV8AMwyugQ0/x8F0Pcf+Wvcy77kccXTGLY4UK3urYzbNtAUSPi4J5s3rPTaXRkUAUkYr6AMm6boJngsMGqkaqux2bvxjR7kRLJZGDGW8a0WDTdXd3IwgCXq/3K/19dXV1kUwmGD32DNzuf/aL+KYrFutg6+YX6Orq+pcN57O05z/84Q+8/PLLbNu2DafTyYEHHshtt93WbyBPJpNce+21PPfcc6RSKY4++mjuvffeL9x86LrOTTfdxEMPPUQwGGT27Nnmc3LtG5AdbLxeL62trf8LEviGqq6uju3bt3PAAQdQX1+fc3lJY2Mjfr8/L7KWnTt3UlxcnJclUbY2bdpEOp3+t0C8zwPR9uzeTe3AgTS88CCDv3+lObwIgsCAUy9gx703k+pspf29V6g46lSCG1bQ9t4CJL8XpTtI8JUP8Bw4wTRoLrvsNBqv+DPq0vUcd9qZHOSqYK8W55EXn2HFwjcpPP84CjJDjGf2BKIfriO+ehsFx8xCEEVEnxstHCPd1IF9YKUBgGmaKZGEbDqn8DkMtN4b2uQ2o1dlN/haPGkCahafwWRJbtoDoohr6ihEm5U4Km+tXcHjtz/JpKMO5ZSLzuMXopfVcoCHFn4CmkbROUf3Bt1E4miuBDjcWEv9/VhpSiBiSH9EEdFpRw71ZIIDfKBppLoy4Fmmz8RiMcLhMC6X6yvdmH8b+4zFYjEXJh6PJ6d95r777qOqqspk4uWq9sfBZn+pRYsW8etf/5rOzk7Gjh375U/4BisajdLT05MXRU1HRwfBYDBv0lGA9vZ2tm/fzpw5c742UPB5INrKlSsZPHgwez94A8ntpXBir4qkaMJ04nu3E966nsaXHmXIBdeQ6u6g+dWnUMIBkETS9W2E3lyO/zhjqV8weyKBvy9CaepkYkOSE0dOQtV13mMzN/3wJhhWZaptCo49kNiKzcRWbjEBNNdhBxB66k2SuxpNHzWsFvRkGjWWwOJ2mnOL0tNnAZvxwBTsxr2s0hkAUcDaN+l5/U4AM+lZS6VRO4MITjvO0YPRgPXxTl65/hbKKis4+083cZGtjFY9yeNv/J0GUaDg2APNcDdd11FDUSgq+ieWs5ZKm0ob0ec2PNFU1WCMiyLpQBe6YljpoOuoqkpXV1e/NOcvq1z2mq/SZ7KkgHg8js1m47bbbstpnxk4cCDJZDLnpABJklAUhYKCgv2CFJA/g5N/oxYuXMjxxx+fF8+fWCz2hX/w+7IaGxvRdT2vBq6bN2/GZrP92x4NWRCtuLiYjz/+mEQiwaWXXsqBs2aSaG2gacET6H28xZyVAyg78hQAmhY8we5H7yC0ZTUlF36HQXddg+hxIbd1EVz4ofmcIUfM5oqfXM7vfnQVHV1d3JLazgtqK93DykEUiGTM+QG8cyeDIBBbsw0wfAewWVFDMZTMxdpaVggC/aU1Ga8zPSPjlMNRI4Es83UtnjSe24cVEFqy2tjWjKw1n5vaWgeiYFKztWSaxLodyJrKhsEe/pzezVNyE5OSdu677z5OuPpHSFlKdTJl0qqlUj+CpY/UpjuELisgGcwGa3UpotNOOtCFEgmSDhhyGsntxVFSgb+wiKKiIpqbmwmHw1/rM3W7y/D6qvf5f1+lofVloem6zvvvv89ll13G8uXLeeedd5BlmaOOOopYrDet9Oqrr2bRokW8+OKLvP/++7S0tHDKKad84Tm33347d999N/fffz8rVqzA7XYzb948NE3LefxzdrCxWq1YLBaSyWROz/9vrUWLFnHwwQeb3hm5vIHQdd1kBeS64vE4dXV1OWfc9a22tjYaGxuZPn36v70sqq6uZvLkyaxatYr29naqqqp44P770WSZ+mfvQw73WYjY7Az+3hWg6wQ+XUbdk3fR+sYLeGaPp+aOn+A9djYg0Hn/fPOa7yor5szLL+a+v95DWSDFPek93C/vpWHGIDRNI/zWcjOG3lh6CMRWbTHPdB9o+IClMmxnS4EBdskdvQCaYLeBQD9vGgDR1UfCme1TmV6T3N1kLGoyFgQAPS8vyZg696Zvdv59EWg6LaPKeExu5Pb0Lmjr5t57/saF111J8eihfR670Hg/Lkc/8K6vRYC1vAhreSFSkQ8lGiYd7CbZ1WaG1zhKK3EW+KmqqqKnp4eWlpYv/Qz71repz4DBQlMUBUVRctpnjj76aHRdR5Zl8+8rV2W1Ws3B5uveJ/yvPr92797Nzp07mTx5Mk6nM+dJ4vX19VRUVORcEqzrOlu3bmX48OF5s6NJpVKsXbuWiRMn/tupp1kQrbm5mc2bN6PrOqtWrcJisdD6xouEd2zs9/iqY89GcntJB7uoe/oe6p68C3xWqv94GdU3XQRA4Ll3kDNMZEEUOeqmq7nzzjuZVzyIRek2/pDeyfJKC4l4nMT6nWbPsA+rAXQSW+rMGcQzZgjovX0GMP3EsjNNVjmjRvowrzQNJIupXEnuaerHdNZVFZJpRI/T/Fpi426wiLinjUGQjOcF31sLokh8eCWLxG5uTm1na6iTG869kF/+8kZGn3yUeWR01RbjXIvYj+Wsa70WARa/B2uJH2tVCZoik+rpIB3sRksnQRCwF5dhLyylsrISVVXZs2cPWh+7na9Sueg1X7XPZL0nU6lUzvuMqqrouo6iKF/r9/efVt8+8z8A7RuscDjM0qVLOfTQQ1EUJecb8myzyTWdUlVVtm3bxqhRo/Jm6NzR0UFjYyOTJ0/+j97DZ0G0q6++mmXLPgFdJ7p7Cy1vvNjvxrB4ymw8Q0ejqwpyqIeqWy7Bd+R0BFGk6tcXgg6Bl5ZgaQvyHamCn7tG4Rg5kJ9ceSUP3PEXIrrxj7/w1Lmg6YTfXWWAS0DBUTNB142EmEw5RhtDa7Kvh5mqIbf3GWwyDSf7OnpmiMl+Xe4MGtuayt6/z9R2o4HZhxsAWqquBQQB59ghpuF/cPEasIh4Zk/E4jW2y+u3beHaq67miZde4PhJM7jOZiS59Tzzlnlm9vlggHdZCrS1vAjBIiKIItbyIkSPCyVmXJAsTjeStwCP3UpRUSFtHYaX2Z49e/br7XLWEyyVSvHmm29y/vnnM3bsWCZOnMhjjz1GQ0MDa9asASAUCvHII4/w5z//mcMOO4ypU6fy6KOPsmzZMpYvX/65r6/rOnfeeSc33ngjJ554IhMmTOCJJ56gpaWFN954A1mWv3bD/k8r23C8Xi+JRO6kTv/NtWjRIk444YS8LGoCgQDJZPIr+X5907Vt2zaqqqpybo2QrXQ6zbp16xg/fvx/7AXUF0R77bXXuPjiS0DXUOIx6p+9HyXRe+NpLy6n8gQjvTnZ0kDRufMoveRkRKedknOOBJtEancT0XdXMcNSyC/sIzjw4IO57bbb+NVV17E34/FlH1yF4LQjN3eS2mF4nNkynjbJrXtRMz4znmljwCKafUYQBLCIaOGY2VfEjDeN1peBJor9rAJIywhWCTHDNout2JSR1fQuatK7DFDNNcmQZCpdQdSOABafG/cBBlDakYrxxyt/ys9+9jOGThrPL+0jONxSQnrDbtL1bSAI/fxo+loESEW+jNRHwOL3IpUVoiUTGa8aCXthCVaLhYriYkKxOMFgkJ6eHjMRbX+sbHBNIpHgjTfeyGmfWbRoEYIg9EvNzkX1ZQZEo9Gcnv3fWosWLeLQQw8lFovlfFGjaRqNjY15WdS0tLSQTCYZPHjwlz94H5Su66xfv56SkpL/OGW6L4i2evVqRo8ajaqqgE7TgieINew2HytKkrmsSbU34xw7mOpbLsZWXYp9aDXu2RPQVY2uRxYyUHDyE9sQzh15AG8sfo/LL/0xH334ITogWCx4j5rRjxQgiCL2kYNA04iv2wGAbUAZ6DrJ7Q3mXGUbbNxXKBlVjUkISPRZvuqYVjMAiY17gN5FTbqhHUQBx6hB5t9sz4vvgtq7qNF1neDzbxnhAUcbjLgUGo/f8n/86NJLCXgsXOsfy9nWajxxmeBz7wAgFfr6sJwzahrdsMiRCn3me7ZVl6JrqtFrELAVlmKx2ijze8Ei0dbWhizLbN269T/5ePNaWVJAKpXi9ddfz2mfeeWVV0xT/1yWxWIxfZ1lWc55n/u6td8AaG+//TbDhg3D6XRSVlaWUzBJ0zQaGhry0mwaGhqw2Wx5GagAZFlm3bp1jB079hsxOM2CaNu2bWPEiBEMGjSeiVMuBCC0cSUdH7ze77E1J52HYLWDDpHFvQwyW00Z3mOmM3XKVH5eOI5Kwc6d6d286I/REegmtbORRIZmLPm9SFWlaLGECZhZa8qM5LQdjagZ0Ml32DSwiL3MgCLjgq30AdBMw+W0MejIIeNm0qRCdwZAEHsDBGQF0jKWIp9JVw4u+gg0HfcMg82n6zrBZ98CVaMg02wA2v70tLGtG+zl9vQuPlJ7OFOs5KxpRqJotqEA6IqK3GaYg0ol/n8yetZiicz7dGItKMRjteCzSXQlZTS3l6whZ643Dt9k9W04n93Qh0IG0FlUZHwua9asQZZljjjiCPMxo0aNora2lk8++eRzX7+uro62trZ+zykoKGDGjBmsWLHC9A3IZWUHG6/XSzwezzkz4b+tQqEQ77//Pocccgiqqn5lr8dvqurr66mpqcm5v1IsFqO5uZlRo0bl9Ny+tXHjRvx+/3881GQr2zMjkQhTp05j8tSLsVjspIPdNLzwIFq6V4pfOHYqvtFTQRSJLFmDlkm/FCSJqht/QEVFBVcNm8XhQjHz5Vbu0vZSV2BIE4ML3jdfx3/eMWARCb29wni+IGAfPxR0nfinxmBjH1oNqmZKMAHEzCIka9YvOu2g6/1TOMXetGddVkA3vGKyQ0x0pcFyywJoqV1NhnxzwnDTz6b7+XdAEPAdPcNkCvTMXwyCSEeZm4elNh6VG5go+ri+fBK1tbWIHieCmBnu+1gEiC4HFn8f1oyum71UEC3YikqxShIlDitRWSUuWk2bhlSq93e/P5bdbkfTtH/ql/u6zyxfvty0K8hlfXawyXWf+2+shQsXcsIJJ9De3p7zRU1bWxsWi4XS0tKcnqvrOtu3b2fEiBF5s6NpaWmhu7ubCRMmfCOv5/F4GDNmDJs2beL4E45nxKiTKCkdB7pG44sPkezoZdxaCwqpPfMSABJb6kg3dpjfK73oJOwOO+dMPZhLpFq2qRF+n9rJ+sllKKpCz/PvmP5khSfP7SUFKH2IAqJIbJUBGgkWC4LTjhZLmP6a9vFDQBBMlpvYR9XSt/ouarLzT3amiW3aBdCrqFFV5Pp2BKuEc8IwAFK7m0FWsQ2uwjHUSBJPN3eQ3tNMVE3zernKH9M7ERG4wTmKmQfOQrDb+lnhKIGIYWFgycxTfQBmNZEELQMKFhYj2e0UO6zouk5PWsPiNmajbzsA82WVVZh89nq/r/vMJ598gs1myxspQFVV3G73t57Qsd8AaNlmkw9WQHe3AUyUle17H46+pes6e/bs+cL43X1dmzdvxu12M2jQoG/sNa+99lquuOJKdu6s56abfkEsuslM2uz+5D26V31gPla02hh6wdWg64TfWk50+SYAHIhc/oNLuObqq3n6iSe5452XadVTCKJIyWWngSjQ8+w7JqBQdslJIAiE3uodbJyTRxqDzdrtxmsOH2AMNhn2gCCKIAooPWFTvmNKaDLMAC1Dfc4OKMk9LaCqJrU5Vd8GYn9ZTTwj53FlGACp3c2gqNiGVGMfYgx9ic170MJxrJUleOZMREXn41Qnl//4MqxWK0VFRTiyyZq6TrrZaMSix4XF1+uPomsa6aZ2U05jKyjuB56lFTXjiaZTVFSEz9cLyu2PJUkSgiD0u8HXNI2rrrqK2bNnmxLktrY2bDbbP9H3y8vLaWtr+9zXzn79s54C2edkG04uy2KxYLFYzIFux44dOT3/v63efPNNRo4cid1up7y8POeLmpaWlm8MQPo6VVdXR0VFRc5T4LLV1tZGe3s7EydO/MZ63dKlSznxxJO4994Huf7666iusqAqCRAg2dZE4/zHzYEEoPr4s7A43citXXQ9sghd1xGAI0ZO4M6772Lv3r1c/+c/skEzJGzF5x9vDDHvrDQHEv/sSaBqxJZvMsGkopPnGoNNBuASHXawWFDaulEziw1rtXFvkR10BIcNNB051odV2iftWekKGgmcGWNnXdfRw3EEh838Ws/89/v5bOqKSuzD9SAIeA+fBhiDU3j+h6DrFJ5ppOHt0mL84k9/5KOPP+bqa6/B3Yd1L/cYFgGCZDGMns0kNCMlTU+mQRCwFZdik6wmeBaRFZRoGE1OY7Va88Y++aZKFMV/ArJy2WdUVc3bYOPxeP7Hdv4PKxAI8OGHH3LQQQehaZo5COeqmpubGTBgQM7niq6uLlKpVF6scMDwidqwYQMTJkz4xqSrwWCQqVOm8otf/IK5c4/k5JMOJRjcDaIFTVGof+5+0sHeJbxn8EgKpx0Euk77n54xe8BQp5+//v0hhg4dyrU33MCb4QbSaDhGDsRSVIDSGSTywToAJL8HqTpLCjD6inP0YIOBtnabCao5Jw0HemWczuoyEMU+fSa7kPlsWE2fULJkup+0Mrp4LWi6uahJ7mgAUcQ5eaTJXOt8eD7oOgXH9Po2t/3pGQAKTzsM0WEnoMs8vO4D/nzHHZxw/AkUeL0mIKEl0/0sAvoGoanROGpXxr6goAjJ4TTBs+6kgppOosTCgPC1Qoi+rWW32/uRAnLVZ7KzRa5nmqyqxufzfev7zH4BoKmqyuuvv87RRx9NOBzOebxpFrTLdbPp6OhAluW8sc86Ojpobm5m8uTJ39jPbtBG78Zm87JyjZWNmzZyzdXnM+67P2bAqT8AoP29BYS2rDWfYysspfI73weg876XGBrQ+Kl9OD7Rxu8bVvDee+/R9fjrhgkl4J02BsFhJ13fSny1sY2xj6g12GU7Gkg3GubGhSfPzWxsjAYkFflAgNSeZnTFGKwEpx00zbyYi/b+6WhaJlAgu7GJbzAADHNbs3or6L2yGrmtG1QN+4hapMz2vvOhBf2aja7rRrPRdYrOPsqkNHc/8zbBrm4ef/c1Eqj4BCtFgtVoJqqGYJOQSgrIDjW6rpNu6jA3NWgqbknoBc9khVRXO1o6RXl5OUOGDPmPPttvQwmC8E8N57LLLmPTpk0899xz+/RsSZLyMthkz3U6nSxevDinZ/+31aJFi/jOd76Tt0WNJEn/tifLv1uyLFNfX5+3hOesdHPcuHHfaBDGD3/4QzRNJZYcxfMvfMC55xzMIWedz/Af/RJEiVjddlpefw5dz5gmWywMOf8aw1Lgg0+xr9jBpbbBHGIp4eF0PQ89/BCBZeuMazpg8TjxZhjDgZeXGq9hlXDNGgeaTuR9o4c5RtaCppFYt8OUZFoHGX9bqd2GlNE52djcK59lBvTx3+yb9mxYBWQSPMmwBARwjBho9ovk+h0gCLimGqzC0IpNIIq4Z4w1JZndz7wFoohn7hRsVQYbJbW3lfCyDfzjlQU8HtqFFZFiwYYlKaOFYiCAVFHcL1BA7gqhxTIyIF1H0rV+4JkcCqBEw9jt9m8UJM1n2e12FEXJSLZy12dEUczrYJNlO/+v/v168803GTt2LFarNeeLGlVV6ejoyHl/A9izZw8DBw7MOcMajPvhDRs2UFJS8o3OVL///e/p7OrE7hzN08+uY/gwD+df/ENGXH4Tjsoa1ESc+ufuQ4n3Sp8rDjsRa0EJSk+I4EMLOVGq4GLbIJZZIvz2iQdo3lNHzzNv9z7++u8CEHjhXVPmX3bJyRlSgCHREyQLUlUpekomsbkOAN8hU8Bi+YwtjWra0mT7jK70v2fNEgJ0TTOu530CZJT2bhBF054g67PpmWHIN9VoHHlvO6LbgXumAfCk6ltRWrqwFPnwZZc3aZnWPzzOmjVruHfncnQBSgQ7Ll1Absl4NRcX9APztGTKlJ8ab0buD54l46Qzlgrjx4/LadjKvqoskJUlBeSqz4Bxzc8HKQDA5XKRSqXo6en5kmfkr/YLAO3TTz9FVVVqa2spKirKqfGkrut5GabAaDaDBg3KS7PJSjfHjBnzjV6EBEFg5szppFIhPl3zAHfeeRv1MZkrjzmY6rETKZ93BgDNi54hWrfdfJ5/9ERspdWcftIp/KBwBG8kW3hIricxqBTnlJHoKZmuJ143z6i4/rsgZFhomoYgCPhPPwJEkfC7qwCwD6kCXSO+fqcp2bEU+UBRTZAtyyTLJnEK2XS0zEUlK7HJSiaVtv505+iHn4LeK6sJvfUJCAKeTGNRownk+jZEt9P8WmTNVvRkCtvgKlzTDJaa3N5D+PWPQRQoOvMI0uh06SkERaO6qASb3Y61vM9Qo+vIzZ1GIqhVwlpThs/nw2eT6IwlSaVlkp1tZvTz/izd/GzZbDbTAPPyyy/n1VdfZcmSJdTU1JiPqaioIJ1OEwwG+z33i+QU2a+3t7d/7nPyPdg4HI5/Sdf+X3156brOO++8w6GHHkokEvn/ZlHT2NiIx+OhsLAwp+dm65uWbmbroosuAgS2bnqBl/5xN4+9uZgfn/4dxtZWMfQH14IAoc1r6Fj6mvkcq7eA8sMMP5BfTj2K1nAP/5fexR4pTcm154Ag0PXwK+bipPjso0HTiC5da0roS86dl2FMrzB6jyhira1AlxUjFRPwHjUdRNFIaAYcA6vAYjH7THZokHtCvT+Q1htWk2xoBVXtXdRs2wuCgGOU0WfSzZ1G3xk9yPTUDDyyELRemwA1liDy9koQoOjUQwFjYGr+zcPGz/a9eXR7JMK6QlJTqHB4jKTmksJ+HjlKMGJ4bwpgrSzB4fdR5nUTTiSJyArpni7UjOecpmk5XzDsqxJFEavVSjqdzmmfgfwONk6nk3Q6/b8wgf+g3nnnHebNm0d7e3vO+0x2UZNrr8tYLEZHR0fe2KfNzc3fqHQzW9/97nex2ew0NSxj8Xt/5da7/sacgw7mhJEDGHTOZVgLi5FDARqef8C0DRAEkdpTzqfIX8iNp36fmpDKn9O7+EDtpuK6c0HXiby3iuS2vQDYB1UiVZWiBiKElxi+V/bhAwxSwPZeUkDBGYeBRewlDgwfAKpKcruhqvmsLU02aZPPAmgZpY0aNEA/a4XBalajCdB07IMqEW0GcJXaVGf4bE422F6BBR+AKOA7YrrZJ9pufwqAojOOQLAaypnOh18BTcc1eSTCuMHEdJWgLlOARGlpKRa30wzYAQNwMwMFCr3Yygop8/tQZZnupIwcj5IOGj04m8b531B9SQGXXXZZzvuMoig5tYYRBMGUd9tstn/p4fZtqP0CQFu6dCkHH3wwgUAg55r9SCRCKpXKeWhBJBKhq6vrG5VOfp3aF9LNbC1btowjjzySeKwT58DhLOpMUxdJ8MPRVQyePpuSg44x/ANeeoREawOanKbzjee48vxzOPzww/nZDTfw2gOPm69XfsUZRiDAxxvMeGXn6EGIPhdySyexjOzTf/QM0DQiS9egJQ25p3VoDSiqkSIDeA6ZAvRSnl1jDVaWyQxwZjY2GQaaafqc3djEkwbdOdOo1J4IglXCVmvcJIXfXQ26bgJjwQVLjWZz5HQEq4Su63Td/QJoOsXnHI0gCOi6TvNNDwJQdPrhSKXGoKspKi31DUQiEWpqqnFas8CyTrqtu9c/oLIEn81BcVERrR0dRDvaSHW2gq4hZGSg3d3d/5Lqu7+VIAhYrVYuv/xy5s+fz+LFi//ppm3q1KlYrVbee+8982vbt2+noaGBWbNmffYlARg8eDAVFRX9nhMOh1mxYoX5nHwONjabjXXr1v0vjfPfrG3bthGJRBg0aBAFBQVYrdYvf9I3VPla1GRtAoYMGZIXVtC+kG5m64YbbuDee/9GIhVAdDip89Xw8u5Ozh5ezvihAxl83lUAdK9YQveKpQD0fLqMA1wqv/jlL3n0sce466e/Jplh2/imjsY6pAo1FKPn+XcBY4NfcMpcY1nzD4P9KZX4EQu9KF1Bs68UnHk4WESTveYeM8QweN5h9BlreZERcvDZdLRQb9hB1kwZIJHxU8sueCJvLe8nqwm++hGgmwyAdEsXejyFtaYM+0jDy7XzkUUgChQcPROpxG/8/M+/B2kZ+8havIcdkD2YQGs7bW1tlJSWUtRH5q9G46g9YfNnsDsdVBaXEoxH6W5tJtXZZqakIYrIssy2bdu+/of5LS2bzcYVV1yRlz6Tr8Em+/+sgfX/6uvX0qVLmTNnDuFwOOczTb4WNXv27KGysvIbZRl/1UqlUmzcuJGJEyd+46mjEyZMYMOG9YiijqokUUdM4uGtrYwv9nDckHKGnHc1FqeLZEcLjS/9HV1VSLQ1YlvzDn/685+pr6/nhksvp3Gb4S1m8bgo+vGpIGbSnzMzRuX1RtBN4B+L0dKyQQo440iDFPCeQQrwThllWAis3IKuaUbImCiQrm81pPeiCIKA0hk0LApE0QC0PrPUEDLzjNIZBIsFa4XBdE59JulZbjKsY5zjhiK6HOi6biz6dR3vEQbTLLmrCbUnjLWiGM/BkwBIN3UQ+2AdgtVCyQ+/Y/4txgIhmhqbsDscVJZXIGbVNLJinmXxubEW+ij3+kGy0NrcRLK7AyWTri1kwJetW7ft9x5o2ZIkieuuu44FCxbktM+IoogoinlJ41RVFbvdzsqVK3N69tep/QZAO+SQQ+jq6sq5qXNbWxulpaU5N7ysq6ujqqoq56mfYBgUNjY2MmnSpH3WZN9++21mzZpFbM9Wml55ivk720wQbdih8yicPAddVdn73P1EXn+aX1xwDqVjh3MXDdQ31BNdupbIUkMiIzrslFx3jtFwHlxgsskqf3aeMdg89y66qiI6bNjHDEJPyUQ/3gBAydlH9RtsehPSMsyAUYPAIn5GWtObjmZKPR0G6wlNRyo26M5qOAa6jn34AASLxZCYygq2gRVYSwvRdZ3Q68tAB1+m2YQ/Xg+KhmPMYJzjDUlV8J0VaOE4ttpyCo6fbfwCdd2kYYe0ND26TLFgw4eE3BlET6QMmnVVKV7JRoFgpVNPoXrs6JrxnkWbA3tJOZLX2EQ2NTWZ5pRfpWKxDiLh5n3+XyzW8eVv5jN17bXX8txzz/Hkk0/i9Xppa2ujra3N1NQXFBRw4YUXcs0117BkyRLWrFnDBRdcwKxZs5g5c6b5OqNGjWL+/PnGZywIXHXVVdx6660sXLiQjRs38v3vf5+qqipOOukkIH+DTdbk2e/3f6s3Nt/mWrp0KQceeCCRSCQvC5N8LGo6OztRFCUvNgGaprFp0ybGjh27z4aqSy+9lDtuvx0tnaLuybtZU9dogmgTR41g4Nk/BqB9yUKaXnqEU4aWcfo5Z3G/2sAHWzegdAWNISbz77nqZ+cZ7LI3PzFlMUWnzDUWOB+tNyTzQPElJxmDTSZMwDtxeL/BRirxG2lsO4yENKnEb3ieZVhspoQz1h8Mzy5qssOEtcxYpsgNHSAI2IcZW+noR+tAx0za7HzoFQAKjpmFIAiokTjxZRsQJAn/SYcAhq9a6JX3QYDSS04x2cxqOA6aTkKR6dBTOLFQItggmTblNFJZIXaXi1LBTkRXiDksIICuGkObvbgce2EpIBCPx9m7d+9X/gy/zX3miiuu4MUXX+Sxxx7LaZ/JDjb5SONUVRWHw/GtHmy+zVVfX09DQwMjR47E6/V+44DOF1W+FjWKotDQ0JA3m5Bt27ZRVFREVVXVPnn9kSNHsmnTRiSrlaYFj1O/aT0Pb2lhfLGH44dXMfSHP0WQbMTqd7H32fsZ1LiBm37+c94TAjwV3oWiKLT/5RnTN7NgziQspX7k9m6CCz8EDHavbWgVWjhG+B3j357/6OkGKWDJWrRkGtFmRfR7UENRUnVGeIGlvAhUjdTeVgAEhxVdVtAixmLIYKH1uV8VRbP/JFo7QNNMpnPovZWmBQ1Az/yloOumz2Z0/Q5AwDV5JNbMor/1j08YHpsZOxpd00xCQPG585CKjflDS8vosQSKqtKpp9EEnXLBjqTpZl8VPU6sxX5KBRsa0GVRwW5Fl42Zz1pQhL24HEGyousaW7Zs+Vr34rnoNf9On7n88st54YUXeOSRR3LaZ7LLkv/1mc+v/MSgfI1SFIUPPviAn//85/T09ORcZtLe3p5zw0tVVWlqamLGjBlf/uB9UFu2bGHw4MH73FB62bJlnHjiiSxcuIj6ZIKXTzmfU0ZV88PRVTykn8amaJAKLcGvbriW9YluXnV0ojocVP3mYlpuepDOh1/BPqQKW20FvqmjCdWUIze2E3hpCcXnHI19cBWWUj9KRw/Rj9bjPWQKZRedROM1dxJ+azneww7AMWogqBrxVVvQLz7JYIqpGsltBuXZWvE5Ek5dN9hdABmasGCzmkmX1ioD5I1urTMCBDIb/9DSNSAIJisgumEnIOCaMgKpxI+uaXTfNx80jaKzjzJePhIn8PdXQRAovfRU00xTDcegwIrgsCMV+kig0aGnKNatiC4vHbEEUmUxXqvdBM+SiaQJulkcLqz+IkBAcnvRFQU1EWPXrl1MmDDhC9k3JSUlOBxOtm5+4Zv4M/hK5XA4vxa4cP/99wNw+OGH9/v6o48+yvnnnw/AX/7yF0RR5NRTTyWVSnH00Udz77339nv89u3b+4GKP/3pT4nFYlx88cUEg0HmzJnDm2++aQLdWSBLluWcSs0lSULTNGbMmMGSJUuYO3duzs7+b6ns7627u5vx48fn9OzsoibXcv29e/caSYs59ODJVn19PYIg7PPQhGuvvZby8nK+f9557H3iLvQMaHb2cIMVnI5/n9A7/+Cn552Nq7SIu8QmQijU3HoJey/+PbGVmwm/tZyCebOweF0UXXwiPQ8vovP+l6n542UIkkTh944l8NQbBF58j/Krz8YzcQSdGAE1SncIqbgAS7EPtTtMalcTjhG1CF4nWiSB0t5jbPgFTEAqyzTTP8MmzVoFaNEECAJSid9Y5qgqtgHliA47SiACsop9aA1SkQ8tLZPaWofgsOGZPRGA9r+9CIJAwQlzsPjcBsv5Nw8BUHj64dgyQQTRDTvRZ44CQcBaUYQiQLueoliXKJectEgSFLhxeNwmeBZWUsbAo4NgkbAVlZpMZ5u/iHSwm66uLrxe7xcuRPenPnPUUUf1+/q+7jNZlrWiKDnvM/vDYPNtrqVLlzJt2jSSyWTOCQHhcJh0Op3zRU1zczMulysvNgHRaJSGhoZ9fk80YsQImhobGTRoEI0v/x01dTYPM5MfjqmCUbUs/OFP2fnA7znl0AOZN28ef1ca2WVPUnjMbOLLt5De1UTHX1+g4ufnIYgi1TddRMOPbyfw8hLcs8Zhqyql4ppzabjs/wi+vBTf4QcgOuzYRw8mtbWO6LIN+A47AP8Zh9Hz8KvEV2/FMbQG3+HTCTz9JqmdjTiGD8BS7Edp6kDuDGDxuREdNqOfZEvoTXtOrt4Gum4CaMkNBqPaMdzo2fEVW4yZJrOo6X5gAWgavnkGgymycRd6PIltUCXu6YZHWuDl99ETaewjBpgsNTUcQ3PFoMSJVOoHm0S3LuPFQrnooM3pJKmr2EoLKRUz4JmWQm7PBNcgYCssRrQbizhbYQmp7nZkWWbXrl0MHz78Cz+7XPear9tn7rvvPgCOOeaYfl/f130GDFJAPB43GIs5Yq1mF0RWq5W9e/fS2tpKZWVlTs7+OvWtB9A+/fRTJEkyNya5HDBSqRSBQIBp06bl7EwwYpbtdnvOk3nASMnp6elhypQpOTnvlVdeYc6cOXy8bBl7n72fl868iFPH1HLRmGpe+8GPOW2gnxdffJHXVn5E1c0XY3E7cYyspeDkQwi98iFtf3qGmj9ehui0U/WrH1B/0e8JLfoIz+wJ2AdWUvmz79N0zV30vPAentkTsFaWIDgdpBvaSe1uxjGsBkt5EWp7D8ntDThHDwKbhNLRgxpNGHJJVUNp78NA03TkLDNA0xFsVgRBMIafPnTn6FsrQOsNEAgtNNLO3NONbU1PBiwryDSbUFbeOXWU2aBabv27MegcPwd7xrQz8vF69CNHgShgLS80452TkShNPRGqqqqorB1ASsQEzxLRmDmciXaHCZ4ZJSB5C1CTcdM77IsAtNraWrZv30ZXV9eXfr6pVApFUXC5XP/RxbekpORrAdm6riPLMvF4HJ/P97lnOxwO/va3v/G3v/3tC1+nbwmCwM0338zNN9/8L5+TlXHmcrCxWCxomsYBBxzA3//+95yd+99Suq6zdOlSLrnkEmKxWM6vvW1tbQwcODCnZyaTSdra2v4JZM5FKYrC9u3bmThxYk7Au+9+97ukUil+eNHF1D15F9qZlwBjOHt4OTbxQA489mC6m+q55ZrrKP7Z93AMH4DoclDz+x/T9NN76H7iDexDa3AMH0DBoQcQemkpclMHoTeW4T/hIPzzZhB4+g1iKzaT2tuKfVAlBcfOJvT6x4QXr6bo9MPxn3kk3ffPJ7ZqK44RtbimjyX23mqSuxqNnmE1ljBaMm0OMNmwmmxlgTVUDUtxAYJkIbWzBSwWU1YTfnt5v0VN6M1PQBTxHXYAosOGEoyQXLcTwWXHf5zBaA4vWYvaE8FaU4b/+DmAsTQKPPYazDwBqbjAlMZoskJzYzOlpaVUD6ghKKgUCTYDPJOTmdRnDAZ0cZmZsA0gOpyINjtaOkUkEvlCAOHr9BlFUUgkErhcrv/oHvHf6TO6rhMKhfB4PJ+rVNhXfUaSpLwMNlnwbuvWrQSDwZyHnuzvtXTpUubOnUtXVxcjRozI6dltbW2UlZXlfFFTX1/PwIED82ITsG3bNgYMGIDX693nZ5WXl9Pc3ExZWRktrz6DmojzMIcZINr4oeh33MMYn5Ubrv8pyUPG4j/xEARBoOrGC9h70e9JbNxNcMH7FJ5yKFKRD/9phxF8eSmdDyyg6jc/RCouwD5+CKlNdYTeXE7hSYdQdslJNF79F8JvLsd76FR8MyfQ8+BCYis2U3TmkbinjCDwzFskdzVSADjHDCbS1GHIM4fWmEmcZgm9fSadYa1J5UXGtS6ZxlLoRSryoXSHjPlm5EAsPjdKIIIWiCCVFeEcNwRd1+n80zMGISBjR6MEIgT/8R5YRJPlrKsqrXc8C3dMRfQ4sXgyntu6TldjM0mHk4qKCnp0Ga8omeBZuqXTsNIRwOYvQbT3gj6CRUJye1EiIWKxGF9WX7XX6LpOLBbDZrP9R/f3/06fAQMMtlgsn8vY35d9Rs94yuVSiZe9Ro0aNYr333+fs846K2dnf9X61gNoff3Pcr01aWtro6CgIOcyyvr6egYNGpTzZqPrOlu2bGHYsGE5o5W/+uqrLFv2Ceg6ibZG9jx5Ny+e/WPOnzKc742q5J2Gbl59bwlKNETbbU9SeeMFiDYrRWccQWzVVpSWTjofXEDZFWcY7IALTqDn8dfovH8+1b/7EbaqUqSacpSmdiJL1+I7YjpFFx5P999eJvzOChzDaig892i67nqe+OqtOEcPwj60htTWvaR2N+GaaGwu5PbPSGuy5s56b7NJtHQadOcyY/hOZSQ+9uED0JJp9FgSqbwIW3UpSiCCGowgVRTjGDcEXVXpeWwRaDpFZx0JQGT9DuTGdqSSAgpPPwyAdHMHwZeWwJFnIpX4exlp8YTpn9Mhx6m0FeBEoENPEQ+FUbsNnxrBZkVLp9DSaURbNsI6TTrQBbpOSUnJV5JT1dbWfqUGoOs64XAYp9OZU0AJMC/2uQazrFYrsVgsp4NNttmMGzeO5cuXk0gk8uI1sr/W1q1biUajDBw4kJaWlpz6nyWTSYLBYM4Zx42NjRQXF+9zpvHn1e7du3G5XDmTEnV1dXH1VVeDrqGlU+x95l7U0y7EJk7hrOHlNEZTPPjuclKJBK1/eIzqWy7BVl2GrbaCwvOOJ/Dka7T/+Rlq/u8nWDwuqm++mIbL/o+e59/FPWMs1rIiii85ie77FxB4/l0qbvgehafMJfTqR4TfWUnhyXPxzhhL970vEVu5meJzj6Zg7lRiS9eS2tWEd84kLH43akcQpTNgylp0ub8Rsui0mxYF1koDfAotWQOqin2EsXQJvWH0U3fGZzPw4nsGK+DI6QC0/flZAApPPhTR5UCLJ+l+cD4IUHbpqQiSBV1WaLz+rwysqER0OXrT2tTegJ3uVBzJ56YEAzwLpROmtFSwWdHTMmo8huTJeKZpKulQD1o6hd1u/0qA8VftM4A5KOX671kQBGw2G+l0OqcDRvasXA42WbsAQRAYOHAgH374ISeccEJOzv5vqaVLl/LXv/6VcDicl5km1yb+4XCYUCjUT0qWqwoGgzldEum6zsknn2wa2Le/twA1EeNhjucnEwag617ueG8VLS0t8GwLos+D79CpiDYrA27/CY1X/pnAi+/hGFGLc9xQo4e8vozU9npjfjl0KhU/OZP6i/9AcMH7+I6cjrWiGMHlIN3QRmpPM46hNQhOG3JLF3JbN9bKEtA0ktvqAbCNHQzvruxdqDvtn/0hzOt91oPTWlaI0makb2YXNcHXl2H4bBqEgM7HXgUBCubNRBBFwp9ug7SCY9Qg044mK90sPO0wbNWG91/73c9TGk8ZKaIFXvM9pDMhaLF0kh49TbFoR0anS02QauoARQWLCDoosTA2mz1DJtBRomGUaBhBEL4ySP1Ve006nSaRSPzLxfy+LJvNRiKRwOFw5Ozs7MJEluWcA2iqqjJ9+nSWLl36rQTQvvUeaH39z3LdbL4owWJfVSQSIRAI9EvYyFW1trYSj8cZOnRoTs7bunUrJ598CqJoZfLUSxAQSfd0IXywgMFeOw3RJFPLCpjy418iWp2kdjbScdfz6KqKIAjU3HoJiAKxTzaangAFR01H9LlJ17WY/jNVP/seAIEXDfNN36wJoGtEP96AGo3jmTTC8KdZsRld1/EeO8tISMsECSCJqMGocW5mW6N0ZQE03ZTVJFdvNSKfy4uM+Oe0jLWiGIvHSeSTTSCKeGYZ0rDORxb2NhtBIPjK+4CAZ85EbAPK0dIynbc9CZpO6Y9OQbRZ0ZJpmm4wtgui22km3GiptJn+KZUW4nG5ERFQ0PHImOCZVOrHVl2KYLeSDnahqwpKPEKqux1dUxk6dOg3HhohCAIOh4NkMplTX7Ds2dnBJpeVBbNymQIkCAKiKOJ2uyktLf2fD9rXrL7+Z7mW1bS3t+P3+3PuhZNd1OS6UqkUu3btYsyYMTm5CUyn00yfPp1INMKoMafh9VajKwpdrz7FAX4rzbEUFS4bs048Be+oSehJmdZbHjU27EDhMTOxDa9FDUXpuOdFw8OsuAD/iQeBptP10Cvouo7voMlgEYh/up3kzkZElwNrbTlaOEZszTZEuw3B7URp7yHd3Il9UGXGLsAYbOxDDB86pTPYyzRTPgOgOWwoXcEM09m4H4qv2gwYSc9aIoWeTGOtKcNaUWz43qg6zgnDsFaWoHQFSe9owFLgwZdJ42z+3WMGy/m4OdiHGu+h5XePgizjGDnQTGTTNY10gwGeiW4nrpJCHFhIo+FERM/0INHjwlZdiqXQixINoSXj6HKaZGcrWsqQrY0fP/4b/+wdDgeyLOclfS3bZ/Jh6p8PfxpN05g2bRpLly7N6dn7e+3du5fGxsa8+J8lEglCoVDOUz/r6+upqqrK+QIVeu1ocrVMvPzyy/nggw8pLRvPsBHHAdC17B3GJztIqRopVeeQ8aOoOu2HxvcenG/6L1vLiyj+yWmAQPtdz6MEIoaU89YfAdD9xOuooSgWnxvn9DHoKdnwUAaKf3gCWETCb2fmoOPmgCAQW73VuM46bKg9YdRQFGdNGQh9fJ2zAWjZXtMn7RlZweL3IFgloqu3gq7hGGEsPsLvrjR9NnVNI7FyM4Ik4TlkshGG9ufnDPbZuQb7LLxsPWpXCGt1Kf4TDjJe45P1xFduRXTYEH3ujChGJ91uhKAJkgV7ZSle0YqMhoSA1BUBRTXC2apLsVYUockp5HAANJVUdztKNIzNZmPy5Mm4XK5v9DO2Wq2IokgqlfpGX/erng3kxdQ/X31mypQp39o+860G0BRF4cMPP2T69OnIspxTqriqqnR0dOQcQGtoaKCysjKnjRUMQ+etW7cycuTInKDM0WiU2bNnoygK4yZ8j5bmlSDCwNHjuPH6a3nu2Wf565I11EUSXDxxEBPO/wnoOvE12+h8eCG6blzka277CQDdj79GandzL7AG9DzzNkpXEKnEj3V4DWooSuTdVQiiiGv2RFBVoh+sQ7RZEbwulK4gclMH7tGDQddIZgA00eMGXUfpDvVuZsJR82fJNqDUbsO001peZMQtW0QcYwYBEHjhXdA03NPHEHrzExKrt4IOkfc/Jbl9L4EXjQS3wjOMTVnbXc8B4Dl0KmokTuM1d7L3/JtBUbENqe5terKC3NyZeSMCSleQeGsn7ekYLR3tSAiUlZVlghCCpOpaDM8ATSPV2YYSDpo/x75iWmZvnHINZGXPVhQF7TMpQ/uy8jXYiKJIMBhk7ty539qG822trKymu7s7L6yAXPeZnp4eZFnO+bkAO3fupLi4OGe/51NPPZW6ujpqBx2CKFqJhJvwDBnJjb/4BV31e7j92QVmsMCh5/wArHbUcIzWWx9FjRpGy9U3XgBWicS6nYQWGabOhWceCTaJxMbdxD7egCAIlF5xBogiPc+/A0D5T87oFybgP+kQEATiq7ca6WcWkXRDO1paxjl9DAiGdPJfpqM5bCRbOkHvNXbWIwlErwuptJDwR5+CKOCZNY7QW8tp/sV9oGnInQGSu5po+eMTxns//XBEm5Xopj3Ie5qRin3YBlbQeM2d7Dn316S21SO6HBR/dx5GGgAG80zXQQAtnkRt7SaYTtAaDRGPRKmqqkKUJLRonFRdC2ogAkA62E2qO/Nc2Gf3NhaLxdzQ57osFgsWiyXnPS5fqc+qqv4PQPs36v333zf9z/JBCCgsLMzpbKFpGo2NjTm3JwAjICcYDH6p/9U3VU899RT33Xc/Xm8lg4YcQf3epTgqBnDGGWdwwIgh3Hzn33hoUyPjiz2cfdgc3KMngw7tdz5HctteAApmT8I5bRRaLEn7nc+iqyq2qhJcB09CT8l0Pf46AOWXngq6TmjRR6jhGN4Z40HTiH68HjWaoOCoGUawzcotADjGGKzD5K6mjC2Navohiy4HCEKvr3Mm7VnP9B6p3Fgoht9dBTo4RtaixhKQkrENrkIq8dNx78ugGwzltt8/TveLS0DVcE0ZiWP4ALRkiq6/vgi6RumPTyW2eisNV/6ZrrteNBI7D51ihtbIXUH0eMp4T7pOqqGNjpY22hIR2tvbKS8rw+Xzous66YZ2Y9bSQU3ESHa0oGeuh1kfrW+6sqSAVCqV07kie3Y+SAFZMCuXy6ns5zd8+HB27txJa2trzs7+qvWtBtA2bzY2q5WVlRQVFeVUt9/V1YXNZsPXJ7I9F9XW1rbPkmK+qBobG9E0LWeNbv369QQCAYqKhxMJN9Le9ilDT/4eN/7qRpau/pRX5s+n7sm7eeaDVezuCnDJ5MGUjx4OgkB0yRoCLxjRu7bqUoouPB50aPvzM4ZvWYkf77EHoisqXY++CkDV9RkW2stL0JJpSs87DnQIvbUcXdcpPOMwg822emtGgy+QzCSkWWsMqrHSGTQ3M2o4bv4s2chnNWQMDFJZIZGP1oNq+J/pqooWCGMp9JJu66b7iTcMj5pZ47EPrqLllkcBI4nTWlZEfG8LybXbEd1O3DPH0XH3C1iKfIa5p8dpRFKrKrqqmXIaBPCWlVBdU40sQKypHTkSo7WtDZfHg7/Aj6XQaySAVpWCaFCdEQQsTmNDs23btn2yQc8nCy072OR6yMjXYJM1Al22bFlOz97fa9myZUybNi3n/meqqtLZ2ZlzIKu1tZWKioqce+HE43Hq6uoYPXp0zs586623kSQH/sIhbNvyIgVjp3LVz36Bu7SC2267jcbXnmPJ64v4x842zhlextQJ47AUepHbe2j74xNoqTSCVaL2T1cC0PPcOyS21CGIIjW/uxQQ6Hr0VdRoHO+0sQg2ieSmPSS21mEbUA6SSHLzHuTWLnyHTc0MNsa9jbW6DDSN9N5WHNVlIFpMZoBgs4LW/3opOuwk1u0ETcdaXogSjIIo4BhlWD4EXlxs+nJ2P/kGaBpigRvnqEG0/u5RlKYOpFI/3rlT0BWFjj88BrpOwXGz6bzvZVxTRoGqGSBZIoUaiQG6YWGgGsOCo6yY6ppqVAECzW0o7T10dnYio1NRXo5UaIBxtgHlvUw6wOIypJUtLS37DORyOBwoipLzDX1fU/9cVr4Gm6w0at26dV/JY+h/ZdSyZcuYM2cO3d3dOWc652NR093djSiKOf9Z+9rR5Ir5dvddd6PrGgMGHszmTc8gOB0ce/l1nHL6mdx86+/YtWwpnz55Pw9tqGesV+L0GROxjqoFTaP1j0+Y9/IVV52N6HKQ2t5gzjnlF59sMMqWbSC+fiei0477UOMaHlz0kUEKmDMpQwr4FIvPDVYLqZ2NBsA2byZYDFVNVrmSTXwWHDYQBfR077VLdNhRe8JgEbFlrALUzoDB+qotJ7J4FQgCnpnjiC7bSOyjdcb7vPpsbLXlhF9ebLDPMnY0LX94HBAoOHY2KBoddz9vMKkBx9jBhN5cga6qKOEYWjhu2jOXlJZSWl2FjEa6pYtYNEp3OER5aSlWSTJnGkth75wu2uwIFolkMklzc/O++KiRJAmLxZI3FposyzmdpURRRJKknPc3URQNks24cXzyySc5Pfur1LcaQFuzZg1TpkwhHA7n3Kg022xyqXGORqPE43FKS0tzdiYYW6IdO3YwatSonKWxzZo1i8MPP5ye7h3s2f0WJTMO5eLjj6Q7KfOJoxr/xJloikzdM/fyfz+7hi27d3LLLTcz/u6fAhCcv9QwRwb8R87EProWNRCm895/oOs6Jd+dB5KF+JptxFZuweJzY584FC2WJPz2CixeF5biApT2HpKb9xjyG00ntsIYbMQCN3oihdzajWvaSADim3aT3G34mqndvUkmaihK6M3lkFYQ7Fbiq7cSXrwKAOvASqKb94BFxD1zPOHXMsCGrlN4ylyKvn+sIdMRBPwnz0XXNNp+/RDoUHrRiUSXrME2vIbkpjoEq0TVby/GVlOGFk+ZDRBBwFXop9TtIyyBIqeNbb8oIJYX0kWaIr8fl92Blkwht3QaQ5bVhr2kAmtBEaLNjqqq7NmzZ5983vmmPeeLfpxrGaeu64wePZo1a9bkHKzcX6u9vZ2WlhYGDx6M1+vNqf9ZZ2cndrs9JwbHfSsfwxQY7LPKykoKCgpyduatt96CpspsXP8ktuIyTrvwYkb4XTzbEKH0xPMA6Fj6Kgtu+xV//ds9XP+zGzjqr79G9DpJ7W6m/S/PoSsqUomfkqvPBEGg/c7nUIJRbNWlOGeORUsk6X7qTQBKb/iewUJ79h10Xafo3GMMFtq7q7C4nWCzktrdjBKI4DvmQBAEkjsbDe9MTe2T+GwzWVvZEmwSqQxbQSovIrZup8kK0BUVPRxHKi0ktnwzUkWx0VeOn0PJRSeiZ7zTis46EkGy0Ha3sf33zJ1iBOiMH2r4pwElF56IfXAVkQ/Xo4SiprzHVuij0uMnZbWgWi0mQ04qLSQgaVgsForcXtB00s0dBttZELEVlmL1FSF5jc9927bt++T6JIoidrud5GfSS3NR+RxsctnfsnYBdrudkpIS1q9fn7Oz9/fqO9PkMpFSUZS8LGryMUeB0dMTiQRDhgzJ2Zl/u/dvuN0etmx6nkSiixkXXsGZowfw4p5ObMd+D9FuJ1a/g5V//R2/uP46DjrycH58y6/wHjEdPa3QeuvfkTsN9vGAP18JAgRf+YD42u0IkoXyX/8ABIHOBxegpdKUXnACaDqhN5ahBCOUnnesQQp42yAFuOdMMlQ7a7fhHjnQsAvY0WC8WYuI0hPOKHlsgGD2BzCsAuSOAOhGn9HSMmg69mE1CBYLgQUfGIFn08Zk7GfAPrIW97QxSLWGRNg6sAJbbQWxHfWkdzZiKfJRePrhhN5YhuB0mIFplTf+AFtNKVo0gRaOGeCZIOIvKsTudhHUZbSEMTcIDhtJr504GhVlZUbifXsANZCxqfEUYCsqxeY3QL/W1tZ90gvyyULLelDmY1mTD1VNJBJh6tSprFmzJqdnf5X61gNoU6dOzXnSj67reRkw2traKCkpyekAlz1X13Wqq6tzdqYoirz77rvccMMNIIh8Z8JwfKLO87s6QBComncapXOOAU1FiUV5tmMbe0hwRfUUxtxxNQDdj71GdNlGAKp+fgFYrcTXbif0qrGRqbjlIhAEuh55BS2epPLKs0HXCSxYihZPUnKlIa8Jvb3SYJbZbaT3tqL0hHEfNAmAjjueJPjkW4iSSGj++3T/fREAWsRgoAkiKG3dBJ4yqNV6Sqbj7hfQMwy11l/dT+ftT4Kqockyqbpmw0dg1CBsA8rpenQhAFJZEVKhl64nXwdFxTVtNO7pY0nuaCC9vQHQKf3xqdiqS7EPH2A0O1036Ne6TqHbQ6eWJNLQArIByIluJ4LNioxOZ3cXJU4PQk9Weipg8xcjWCRAwFpQBIJAIBDYJxtlQRCw2+0594kBTGbA/w+Djdvtpqamhmg0yt69e3N29v5ca9asYfjw4aiq+v/FoiYSiZBIJHK+qEmn0zQ2NjJs2LCcnvvTn/6Ujz7+EFEUGFVTzlEDinlqexthWaVg6GgGn2/0EznQzdpQG8/LTZzvHMTRf/sN2K0k1u+g88EFhs/ZjPE4p49BiybouPt5dE2j4vLTAYHo0rUkNu/BM3owgstOakcDiY27KTjiANA0wotXo6VlPIcdAEB8zTbck0eAIJDa1WjI8nVQstIaR3/mhGCzIoiiwQwArGVFhN/4GHQdx4haop9uA1HENWMMqboWlKYOsIh4504l0dRuLE0cNtyzxpNobCOxcjOi20nxd48hubPR8EvTNDwHT8Z7+AE4Jw4nvm6H0U9E4++z1OMjosv0dHaihoxeIrocWLwudKCtox231YYjlDDZc1af30xIk9xeRKsdVVVoaGjYJ5+33W5HUZSce6FlmVn5GGzywQyIxWLf2sHm21jpdJqNGzcyfPhwJEnKachPZ2cnTqcTj8eTszN1XTckdzn2XAPYs2cPgwcPzqnp+bRp02hpaaa8ohyfx8N54weytLGbrYE4Vm8Bwy/9FRa3DzkWpCMS4m+xXUyS/Pzg4otwTBqOGkkYtgHhGBafm7IbLzSWNX99AbkzgHvkQGwjB6D2hAn8YwmizYr3hNmgaQRf+QCLx4VY7ENp6yG5pY7i0w4DUSS2covh0ywKpHY1oWuaMTcoKmowano4633uVQWHjdi67UYoWnkx8Z0NhiXNqIHosoIeS2KtKsVa5idd3wZAwbxZ6JpG4Ik3AIyeoKq0//aRjJfzyYgOG4mNu9DjSaTiAkp/fKoRTFLiR5eNa5i1tBA0DZvTSUc8TLrZCKZBshjsOUEgqMuoqkax1YmezIBrkhXJ4wUEBKvNXNZs3759n3zeWRZaruWUfU39c1nZOSqXgGEWQJsyZcq3ss986wG0yZMn55yBFolEkGX5/wsvHOhtNrlin/WtP/7xj7z80j849OCD+M3Prqdt9ccm0FE6+wgq5p0JQNfjr/Hway+zW4tx9ZCZjPiNYazZcc+LxDfuQpAs1P7lKsDwPktu24trYBXOKSNRI3G6n3sH0eXANWsceiJN6I1luDNmmPHVWww2wLzpIEB89VYK5k5FlATSLd3M+O5QdF2ndLiPi+cbHmVWpyF9EkSBiScP5PK3jka0CEw4sZbL3jwaBPDXuDny+vGgGBec2JLVxhAjgmCVSNW3EXt/HVhERKcdJRAh8sZyBJtEyQUnGNHBmWGp4NgD8cwch65pRJdtMM622/D4jSYRRCGytwVUDcFuNYaxzACjqyqRSIRQKERlZSWS1wXopHs6gQyopGmmB8G+GjysViu6ruflZj9LBc5l5WOw8fl8JBIJxo0b961sON/Gyi5qQqFQTplRYAw2uR4w2traKC0tzelwAYaZtN/vzzlICQbjuW7Pbq6/7jru+9s9rHjuUTTZuPF1Vgxg6MU/B0EgsX4nb/3pAZ5NNHC+ewjzHrgFRJHoB5/S8+zbAFRccSaC20FySx2BfyxGkCyU3fgDEAU6H1iAlpYp/+X5IArGc0QRx/ih6IkUseWbKDrpEMMuYNUWJL+nX0IaooD8GXPnbAkZ6Y2elI0QGafdSL20iNgHV9HzhCHZdI4ebDDDBAHP7AlYvC46bn0MAEuhFwSBtl8ZaWglF34Hi8eJ2hNGC8ewVpdScuEJCELGwiBheNHYC41/FwlRp7u13VggiYJhX5AFf3UdRdPMRaAzk6iWNXcGjPeV6TP7io0siiJWqzXnbOd8Dza5XhCFw+H/AWhfozZt2oTT6aSoqAi/35/TpUlnZydlZWX/XyxqwuEw3d3deQnI8fl8tDQ38/vf/56tmzby91tvJNVjeBRbHE6G/+gXWH1FaIkU639+J3c3r2WSpYBLfn4dtsEVKJ1BWv/wOFoyhWfsYDxHTkdPybT/+Vl0RaHq5+cDEHr1I1J7Wyk56yjQIfz2CpSuIKVXnWV6bhpJzjrxDbvQUmksxX70tIzc3GkkcwJKZyBjQaOjpfpIOJ12Eht2A4anc+S1ZaYlTWTlRhBF3LPGoWTmE8HlwD1tDD0vLQbBYJ/piTTt975ksJwPnoxr/DDk1i60WBIEKL/uXCxuJ/G6ZhJrthlnFRdQaDWA5Z5kFLnVUNlIxQWIdht6xkZAjSVoa23FbrdTVFqC6LSjKzLpYEaVQ++1cF8uUvJJCsg129lisSCKYs5VNaqqMnbs2G+lquZbC6ApisL69etNU/tvOknjiyoYDFJQUJBTQCmdTtPT05NzAC0UChEMBvNi8gmGJ47NZmP69OmkEgla3/oHLa8+Yw43RZNmUH3aRQB0PfoqDz7/FLu1GNdPOJTh13wfdJ32/3ua1J5mpCIfpdefA0D7X55FDUWpuPosw6z/7RUkdzRQljHfDC78CDUax3fiQcb3l6ym8ISDAYHYyi1YK4vRFJ2ykQUcdvU4dFXH5pQoqjU2eGoGFEMQsLklQi0G46xwgIfW7UEEwQDWKsf7EC0Ck04dxAXPzgVAV0FvaKD5hnsQRJCKChAEgaaf3QNA8fePRSry0fHAAgCkiiKKzjkaXddp+sV96Anjd+MrKcIjGENwrLHNYKQ57UZzzNwoaYmUsSHSdALRCKokUlJWhuhzo6sKajyGEgkaSZyqSlVV1T7z/cuy0PIx2OQrrUxV1Zxe9L1eL6FQ6H+DzdeorKwm10zndDpNPB7PG+stl6VpGnV1dTmV1PStbOrouHHjEEWR0Ja11D3+F3O4sReVMvyym0CSiK/expu33s2zsXou8A3j6AdvBQFCCz8k+NrHCKJoLGsECL68lPj6nXjGDMI2uAqls4fgKx/gGlyN6POQrmshvnY7ZZedDoJA+K3lBmgmCCQ27UZLpBDdTtRABCUYMcybEym0eBLR2T/URXRYsz8M1opiw+RZ1bAPrgLJgtoZxFLgwTaownyc76gZRLc1okXiiAVuLC4n3c++hZ5WcE0dhXvGWGK7mwypqCRScd25iHYbobeWk9xoDFA2v5cCi8FS6GlpN0A1i4itqtRcuuiqSqqhDT0tk0gmCcpJykpKsRYXgK6TDgdQkzGSnW1oqQQej2efmntnB5tcy2vyJePMDhq5PDMejzNx4kTWrl2bs3P351q7di1TpkwhFArl/JofDAZzKhkFo8+UlZXlfFFTV1dHdXV1zoPYsrVr1y5GjhxJTU0N6Z5O9jz6J8I7DKWMKFkZdtHPcFTWogYirP/5XdxVt5JJkp9L//hbLEU+0vWttP/pGXRFpfSC47EU+0jvbaH7qbcQ7TZKrzzDkHI+MN+Q6J95BOgQmP8+7uG1AMRWbUEJRnCMGwKKSmLDLryHG8zn5M5GnFNGAKB0BAyms6b3k3AKdpvpxSmVF5HcUgeAffgAep5+xwhEmzaGYMZGxzNjLAChl5YaC6PhteiKQvzjDUYYzfePQUvLNF53NwDeww7APrASuTNA28/vyxwqUOzyoGfAL6XLsMmRygqxFPQyJ+WOHpT2HjRNoyMawu8rwF1ZimCV0JIJtHTSSOKMhJAkiTFjxnyzH3CfypIC8jFb6Lqec5a1xWLJKSlAEAQ8Hg8DBgwgEAjQ2NiYs7O/SuX2yvY1asuWLUiSRHFxMel0Oqebk3wwEdrb2/H5fDmldYPRbGpqavISMa3rOuvWraOqqooRI0Zw7LHH8vTTTxPaspZkexMDTv0BtsJSCoaNRvzuFTQ+dTc9Ly7mvkicS394MT+dcxx/CITY8/hCWn/3GNW3XoJ36hhiM8cSX7GF9rtfoPKX51P2y/Po+P0TdN4/n5rbL8dz+AFEF68htOgjik87jPD89wm/vdJISLMIJLbUGd4tokjnzjBy0rhIBZpiiJKIxSqiZ69bOticEtsWN6OpOv4aNx/ftxVd06mZWMTrN61HU3VGHV7FxlcNycqYeTUc+dMJ3HXY6+iasQVSekKg6ThGD8J76FSi63cS+2CtwSKYMwlBstDyx8eRG9oRR41AtFjwilZ61F4wSvS4sJb6jfQaVQVdR27tMr7ndSGV+AmgUIEdj7+AcDhmsAMwLozjx4//yjc7DQ0NdHV1fe3PXNM0YrEYLpfraxmYl5SUUFtb+7XPy5bVaiUej6Pres6uJRaLBV3Xc3qm1+tl27ZtTJkyhfnz5+fkzP291qxZw6WXXkoymczpdT8YDOJyuXJ67U2lUgQCAQ444ICcnQlGf9N1PS8MazBY1olEgpkzZ3L11VezePFiUt3GcFNzwnfxjhiH1eNj5OW/Zef9t5LctpfXb/w/9N9eww+KRsJ9N/PWj35Nz5NvYClw450zifJfXUT7LQ/Tcdfz1Nx+OVW/upC9599McP77eGaNp/zXF9B63V/pefZtam6/3JB17m4mtbcV5+QRJFZvI75+J87JI4h9tJ7UriakYj9yvB25M2Aw0ATMNDTRYUeLJ0EUsVYWG+wzUcA2uIrYzgZESUCwCEQ/7PWk6nnsVZJ1raDr6LEEms9DeOFHYLNScuF30BMp2m98AADPnElYK4qJrN1K96OvgiDgKCvCJ9lJZneJsoJglbBWliBIFnRVRbCIpoxHsFmxlhcRswq40SnyFtDeHTIGm6QRHDBixIivvKT5d/sMQCwWQ5KkrzVI/6d9pu9gkyvgQBAEMxkzl2fabDYGDBjAli1bSCQSOb933d+qryXNyJEjc3aupml58ZFub29nwIABOT1TlmUaGxuZM2dOTs/NVjgcZseOHcyePZvJkydzww03kE6naXr5UYpnHErZIcciiBYGf/cnNM5/guiujaz/xV3cedOlXDVqDpffezt3X3AliU276bjvJcouO40B/3cFe39wC+E3P8ExaiDemePpeeZt0nUthN9aQeF3DiL4wrtElqzG/52D8J10EOH5HxBZsoaS80+g6fq7ia3eStHphxN88T1SuxrxHj6N4IuLkTsDSIVeY8lh2rsY9gF6IoXgsGHxONGTaaSKYkSXA60njKW4ANvACiIZz0z7iFraH1qAKAlYygpRQxEzFMFgObtouPpOQ4Fjt2GrKkUNx2i88s8AuEfUYhFFNKAnFDTehADWcuNMwPD4TMumv7O1rBDN5SSsKxQJNlLFBaTbujPKGigrK/ta1/J/t9ekUilUVf1aJJ//tM/0Da3JJUCdawANjJkmlUoxZswY1qxZ8x/93r7p+tYCaPmSbwJ5YWTlgxWgKApNTU3Mnj07p+dmq76+nkgkwrRp03j11Vd55pln8fpqSCaCpHo62f333uHGVVKOtbAYOdBN6M3l3BNJcPlVV/DzE87hlp4oDYuW0HLro1Tf+iPKrziT+kv+SHLzHoIvL6XwtMPoqSlDbmgj+OpHlF5wAtH3VhN6fRkFxx6IdWAFcn0b8bXbcU8fZyTdrNuBVF2M0thJ29YgolUgHkihpFUkhwVdzWyYdR2bS2L7q0baS+EAN527IggiVI4tpHNnGKvLwsDppTx/mREgIDksPHfZxwAcecN4Pn5wO/GAsf0RHVbk9h46/vA4COAYPZj0nmbaH1pAcsNuLIVeCkqKsFmtdKcTJNqNC77gsGEt8wOC0WiSmW2SICCV+LF4jYu7ik5QS1Mo2oiKormh/zpMqYaGBkaOHEUyuW+S1D6vHA4n27dv+7cvnvkabLLS0VyBJB6PB03TGD16NDfeeGNOwbv9sTo6OmhqamLQoEE0Nzfn9GYk14w3yN+ipr6+noEDB+bFJiAajbJ161ZmzpxJJBLh9NPPQBStFBaNpLtrE40v/53imYdRdvAxiHYH3hHjCW1YSbqhnddu+CP87np+UD4W+S+/ZPHVv6Pz3peweN24Jw7HM28m0bdW0P6X56j67UWUXHYqXffNp/PB+VT95iIsJYXITR3EVm6h9Cdn0HH7U4TfWUHJecfR+OkOYqu24Dn2QGKfbCS1sxHHmEHIje0oHQEEpw1E0UhHc4HgsCN3BgEdwWmnK5O4GXlnJZHFq0HVkdIJAs+9A4B/gJvg7iYEQcBf6ybSnkDODDWS04YSjNB2+5MGo62qFC0UJba9kc7bnwZRwF1dzqQRo0nqKrQbQwmSBWtVKYJFRNc09GTaFMuIPjdScYF5venR05SLdpxOZ7/UzXg8/pUAtP2xz/SVceZ6sMk1G8Hr9eJyuSgsLGT9+vXMnDkzp+fvb7VmzRquvPJKIpFIThc10agBjOTS/yy7qJk2bVrOzgRoamrC6/XmxSZA0zQ+/fRTBg8ejN/v58ADDySdTlNROZ221pV0r1hCoqWempPOQ3J78Y+dTHTHevSUzPpf3cOff5nmmkmH8ZNH/sLd37uc2Mcb6CnwUPS9Y6j4449p++m9dN73EvaBFdT8/sfU//B39Dz7Nu5poym54AS6Hn2VwEtLKL3oRMIvv0/47RX4TzwYVI34qq2UXnySESSwvYGis48GBJTOgCnnlLt6zJ8lawFjLSsyZJoWEefoQcS27AFBwD1jLPEdzYiigKbqBBe83+vdGQgQb+kykzS1VJrOp99Eae/BNrACqayI+PqddD/7Fmg6Zd+Ziz+sY7Fa6ezsMj3NLF63CZ6p8aTJkBPsVqxlRQhW4/oaQcGpCXhl6Ka3wuHwV/7sct1r/tM+A8ZMk06ncTgcX/7gb6gkScq5gsjr9dLe3m76oJ188sk5Pf+L6lsr4cxngECuKdaaptHR0ZFzAK25uRmPx5OXZhOPx9m8eTOTJ08mkUhw5hlnIggWhg4/Bk2XkXxF6HKaxpf/TtuSRTQteBw1HafypgtBshBdtp67f387u5QIvzrvYqoPOgA1EKH1d4+iJ1LU3nm1YYr/j8XEN+yi5uaLAQj8YzFKVxDfiQejqyrBhR9Sef13Td+A4u8ZiWmxVVvxn3E4gggtG3pwFtgMr4HWBDaX1Mc6TMfmlgi3Gkkv/hoXmqJTOryAZDiNIAmMOLSS9q0BBFGgemIRm19vpH1rCFeRjY4dYeJBozGUjyoguXE3TVf9BYCis4+m6MwjiX+6g9jiNQgOG6NnTyfc3I5qtZjgmehyoKdltFgSLZYg3ZBhA1glbNUGtVkNRdHSMkooSk9dI3I6bQRWFBSZiTVf1Wyzq6uLZDLBWKYzncP3+X9jmU4ymfha26E//OEPTJs2Da/XS1lZGSeffDJ1dXX9qNZz585FEIR+//3oRz/6wtfVdZ1f//rXVFZW4nQ6OeKII9i5c+e/fHyuBxtRFPH5fNTU1BAOh6mvr8/Z2ftjrVmzhmHDhqHres5Zx/lgOre1tVFZWZnTMxOJBB0dHXnZHOq6zqeffkptbS0lJSWceOKJJJMJho88AVmJIDgNOWX38sXUP3sfXcveIbRhJSUXn4R1cAVKR4BXr/sdT3Vs5ZJBUzj0D9eCDu13PE1yVxOl3z8WS0kBqT3N9Dz7Nr6DJiP6PaR2NBJZvIbq3xpBNoHn3sE9YRhoGtEP1hlpnJpGfM02nAPKzYQ057TRIAgonUEj2EYQTHNlwWklsX4n6AZolly1BYDDrxlnSDm9Vq5eehwAVoeFSHsCAdBVnbLhBYasXwRngQ2LnqblF/ehhWI4Rg+i5KLvEF+3k/abDDZa5YGTSbZ24Z42hmhXD+i6MbBoGnoyhZZMm6wzhIzMxuNCC8fQ0jJaIkmsroXu7m7KysqwenzYSytBEGhqav5K0sr9sc+cdNJJ7Nmzp9+W/r+xz4Dh9/Q/u4CvVrIss2HDBkaMGJE3S5pcLtLa2tooKCjI6XAPvYuafNSuXbtQVZVRo0Zx//33s3z5CkrLxuFw+oxQL6eLeNNedj/yfwQ2rKT51adxzxhH0feOAUVl4y33c8cnrzPZXswVj/8VRIHQ68sILfoIV20l/rOOQJdV2v70DIJNouDMI9AVla5HFuE9YhoIEP3wU+TOANaBFaiBCPFPd2CtrUCLJ40ETrsVubkTQbKAqiK3B8ywGq0r2PvDWESD5VVVQvjDdUZ/GVFL9/0LAJ348o20/+4RNFWnekKhCZ4dcPYQRh6aub/QYdDMMrrun09k0UcIDivl15xDwbyZRh+TVQpnTmCyo4i2xkZD+p407AEsBR7UaBw1lkDuCKC0GdCY6HNjqypFVzVjpkmmSLd00t7cYvy9OZ3YSysQbUYS81cF0XLZa77JPqOqqtlLc9VndF3PqTVC1pbm2xgk8K0F0NavX8/EiRP/v9jWdHV1IUlSzoepvXv3MnDgwLwwVDZs2EBVVRVlZWW8+OKLxBNxSkrHsmf324guN0MvuIaaMy8BQaBnxRJie3dQ8oPjcY4ezKAHf47gtBNft4O7fnUzu9JhfnPltZSPH4Hc0knrbU+CZKH8N8bzO+56Hi2epPiH3wFNp/PBBRRnfANCby03TI0lkcSGXZkkmkz08+ihgEDzxh7KRxufTbRFpqyil35bUlyCz+tDS+tYXRbkuIooidROKeaVG1ejKzqjDq/muZ98gqbqHHb1OGxuY3OSDMk0rjU2NaXDfVzw9FwsVuOzEO1WnFNGIHf0YKB1OkJaJvjpNgYcOh05YiRlSqWFWCuKsPg8yJ0B5OwWyOXAWl1qGE8LoEbiyE0dqN2Gr0BHZydutxuX243ocJoNJxKJfOXP0I0Xn1C4z/9z4/3af1/vv/8+l112GcuXL+edd95BlmVOOukkgsFgv8dddNFFtLa2mv/dfvvtX/i6t99+O3fffTf3338/K1aswO12c/TRR//LqOx8DDZ+v59UKsXo0aNZv379lz/h/+Nav349kydPzpsvTS7PVFU1L4uahoYGSktLczo0Zmvv3r0kk0nGjBlDIpHgo48+xm4vIJkMEg41MPDUCxh+2U1Y3F7ijXV0fvgm9hG1+A47gJpbL8UxZQRqKMZr19zKU82b+NGoAznkhkvQVZW23z+G3NLFgDuuMDzSXvuY2MotDLj9cgC6nzLSyKwDypDbuol+vAH33CnoskLko/XYhlSjJ9OkthsJZ6ndzTgqS0EQUBs68OoWykpKGNZo3JM4GnuIvbQUdJh7heHr4qtwMuTgUkSLwKjDq1j97C4EUWDauUMZc3QNupElQLgtjpJUEUWB7z9xMN7SjKxR1/HMnoCtqtQw+AcEi4ilvpNDLz+f9+582Piay4G1pizTZ4LILZ0GqCZZsFWXYfG4jD4TjSM3dxjmz7pOKBJGURQK/QUIFgmrxzC23rNnz1f+DPe3PnP88ccTDof7DRm56jP58NucPHny//rMl9T27dtNS5pcg1n5Yjrnus8Eg0Gi0SjV1dU5PReMuXHHjh1MnjwZi8XCbbfdBugUFY9gb91iSmYdwcjLf4t3xDjURIzWt15Al2VKf3wK/mMPpPTas0HT2Xz7o9y+eD6TnSX85HHDE7nnmbeILF1L0UmHGGqZ5k66/v4qRScdguCwEf90O7GVWyj7yRkgiAReXNyPFFB04YlgEYmv2op9uCGpTe0xFDNaRw8+t4eSkhJGFJUBUFRWii0YB0HEWl5E+J3lACjdIdSuIOgweKIHZJniIV7OeTAjlxXg03/sZetbxmvP++UkTvvLDPN35Bw1CIvfQ8e9/wAMmWh49RbWfbIC0eU07AAy/UQq9mHxuQ2vs6jhLy0VF2At8RsNTQA1HENu6UJPpkmn0wQCAcrKyhEtVqw+w+9v9+7dX+tzzEWv+ab6zLx580gmk/1IAfu6z2RVNbmcaTweD4qifCvnmW8tgLZjxw4zRcXtdufs3GAwiM/ny6nUJCvfzGVTjcVihEIhampqcnZmtrq6uuju7jbNHU8//XSGDBlKR/s6wsF6Sg+eh8XuwDd4JCMu/w2i022wBJ54neT2ekSXg4H3/wyx0ENyZyN/uf5GdiVD3HrTbykdOpDUjgY67n4B1/AqvMfMREukaL/zWXxzpyJ6XSS31BH9aD3+s480IqAXvE/JBceDKBB+dxX2EbXoKRlbfQeTJ01matUhXHnJNTz00EOcVnEVf/rtXzMNEu666/+xd97hUZRdG//NzPbd9E5CCB2kKIiKgv2162vv3ddPxd4rYEHF3hV774piBRUEREU60gkljfRks71O+f6Y7JJQRcME0fu6uIDN7jwz2d3nnnOfc+7zNOf2v4n33/+ARx56hIxlgzn80MMZvO8A6n73IplFioZkEfHGye6VSmaxi4g3TkY3Fzf/dgLuyiACcMK4vVk8qRw5poIAjnQT1bc9R+PzE0GSOOvZcbz3ycfkHDmc8mm670CyNVMDNRJNTt00Zadjzs9sNXjWUMNR3TsAEEwS5oJsxPxM/bNuEgEBk0MXjHeXiqUpU6Zw0UUXMWDAAPbcc0/efPNNKisrWbhwYbvN3+FwkJ+fn/yzrdYiTdN46qmnGD16NCeeeCKDBw/m7bffpqamhkmTJm3xNZ0xSMDlchEIBOjXrx+lpaWGrft3RGlpKf369cPv95OSsuM3Nn8WnTFAoLm5GYvFstOGhGwN1dXVnVJ9Jssyq1evZsCAAZhMJux2O2effRbRqJeK8umk9tsTR1F3zK5U+lw1Fle/wSAIREsr8X6rt9t3ufk8XEfsgxqO8vVN9/N22SKu3O8IRl5xHmokRu39r6MGwhS0imYNL3yKGgiTeuLBaDGZ5je/ocvYSwGBlo+mknPBsQD4pvxG5mV6YBP/fQ0Dhu/DsUccySnlKk8/+SSvXXMHz195CxOef4HLhh4CwIQJE/joo494/vnnOeOwizjp5JM4+Pj9mTpuJaqi0ffwLkx/egWapjHk9O4s+6YSBPi/z/9DJKDv/wdd2R9HppWmdbool17kpOnVL6m4QuezPS87k3c//ZhDR1/N1Kde1UUyuxVzZqqe1ZbEpNAmuhyYi3KT00HR0NtNNXTrgKw0rN0KaPJ6cFnMSAJIdgcIAh6P14BPwM7H1nhm6dKl7QKbnc0znTFIwOl0EggE6Nu37788sx2UlpbSt29fgsGg4fuv0ZXOnZWoqa6upqCgALPZbOi6AKtWraKwsDA5qOGee+7BbLawevUkJJud7P0PR5Akup58EV2OPxdap0k2vjARNRwlZZ8B5N2td8msfPZ9HvryfYY6c7jq9af15730OcEFqygadzlIIoEZCwj8tIiCh64EBJpe+xLH4F5gEgnOXooSjIBJIvz7GiwZTr2Nc+4K+p15LIccdiinuLrx4EPjeeuZCTwy6EheffVVbj3nfwA8//QzPFI8gjdefZWbjjuDs448nv322w/TjCWIksDQM7qDpoIG+5zTk/cu/xmA/9wyiKPH7okGFO2VxZDTSnj2yCkAuHJshH8vpfyyB1HcPtIH9+Hxd1/n/g9eo8XnI+4PIpgkTLmZurdmXEbx6BwlWExYuuYlBwloioLc0JKszBZdDt2PTZMR0LCLIJhMiBYriqIki2L+ztgazyxbtsxQngHjiwIkScLpdFJYWEhtbe0OFXnsbOySAprH40luwE6nc7fP1jQ1NRk+6rmuro6srCzDyUbTNFasWEGvXr2S5r6pqamsW7eWm266CUEUqZ38MU1zpqOpCiZnCn2vuRdXzwEo/hA1976K99tfEcwmuj13C6auucSqG3ni+ttYE2rhwYcfJruogND8lTS99iXZ5x+LlJNGdE0V7o9+0KsFEGh+8xvSDtkbAN/UedgH9NANLueu5tQbRvHEE0/w6N7H8b9LLyUvqwCfqYFnn3uGpyffww0PX8bZZ58NwLnnnsvHNY9z/Q3XM3vVTGpKmzjwwAM5puQ83n3nPe4adxurXgsiILDvuT159YxpaKrGodfuwXuXzkIAhl/YG2u6xJRxvyOKApd+fBgnP7I3KBqiCU4fdysnFu7B+PdeZdEbExGsZqR0l270KStEy2t1zzOThLkwBynVCeitP9HyOpTWUdNSegrmrnmIdiuC2YRfk5FEAXMkkBz/nJmZaejnwSh4vXrAlp2d3a695r333iM7O5uBAwdyxx13EAqFtnqMsrIy6urq+M9//pN8LC0tjf3224/Zs2dv8TVtBwkYhYSA1qdPn38Dm+2gtLSUXr16EQqFDK067owBAo2NjeTk5BieqAkEAuTm5hq2ZgLr1q3D4XC0a1l97733mDlzJmazGd/KxWz48l3kUABBlCg+6UIKjjsXgOa3v6XhqY9Qw1FyLz6BjLOPRIvJfHPLg7y1ei7XHHES+599Eoo3SO39b2BJTyX9HP059U+8T+aph4DZRHDOMqKllVj6FCE3eQj8tgwpOw2toYWh1izuuv0OXrr4Bm654iqGDh2Ku7mB999/n8svv5xx79/EqaeeyruljwLw2KTRXHzJRbzx1utsqNlAv779OOOIC3hyzIs8+OAD9C8cgtVqo9dB+ayaWg2CwOD/FhOoC+DZECKndyr7XdCbZ/+jV8YdcetgLvv8cEAvwu5/3GHceszpTK5axTuX3wZA+okH6e2mGsRqGpGbvXrLZk465tx0BFH3QovVNiWr0kSHDUvXXD3gEQTUVDvBYBAXMpEGfaCBw7F7Gs4neCYnJ8dQnmk7SMAoJNrziouL/+WZ7aC0tJQ+ffoQDAYNLQjoDEsaj8eDyWQyXCjsDHsC0K+3rq6Ofv36JR+76KKLqKurpbioCCUcpOytpwjX6hME0wcMpdcVd4HJRHDeCjbc8QKxDQ04+xdT8Ng1IMDqNz7ngQ/fYFh6AVe++JhuG/DkB0TXVVP87M0ANL7yBWI0jvPAwaiBEM3vf09ea+VZy8dTyb7oOBAFcn7fwKjrruWNp57jjn4HcdQRR6J4Akz9ZRa33XYb1y78mpNOOonzbrgSgAuuvoKLHxjNI489zPxZv5Cdnc1Fl17Ayy+/zPPPvcDJJ5xCyzIFs0Oiz6EF1CxpwZVjY88Tu/HNmEUIAhx37xA+veE3YiGZ7vvncs33R5OaZ0OUZZzZWdw9ZiwRVWbshZcT8/mx9y9BSnMhiAKKN0CsqgHQh5+ZC3Nb/c40ZK+fWEUdWlxOFgOYczMQJAkx3YW7pYUUi0S0qQ41FkUUxU6pfN/Z2DSeScQXO5tnoHMGCbhcLiwWCxkZGdtsMTUau+QQgTVr1pCTk4PZbDY0qAH9g2nk5BhZlvH7/YaPmO6MEmvQSS4UCtGzZ8/NfvbYY48xatQo+vXrR8P0r/AuX0DhcWdjyyuk+LRL8KxYRM2X7+iVaKWV5FxxMl0fuprah94isnQ9T1x9Mzc+/TDjn3qC20ddQ/O0+UjpKRQ/dh1lF96L96ufsfXtRuqx++ObMpvmd6eQfdlJNL38Bc6Zy7l+7J2MGDSENeXr+Xry18yZM4dgUG+VPPmxfVm6dCn98gt1D7Q2MWg4GKWuvpaqyCpmv16KI9NK931zCK4y8b/RZ3L2fy7m5APPpjFnBT+GVpLXP52sYic1Sz2kFjgYcVk/Hh/5NQDH3j0Ec4rIq6frWZ2jjjiak0sGMe6Zx1kx8zekVCd5156JYDKhhKPJlkzRYcOUm6FXnWka8SYPql/fPAWrBXNO+sZKAfQsjhqL43a7yUhPx+/xMHjwoE6Zxrqzoaoq119/PSNGjGDQoEHJIOOcc86hW7dudOnShSVLlnDbbbexevVqPvvssy0ep65O9/zJy8tr93heXl7yZ5uiswYJBINBevXqxaxZswxZ8++K0tJSiouL8fv9hhrrd4b/mdfrpUuXLoauWVdXp3stGpyoiUajrF27lv32228zwfCggw4iHArRu3dvylYuJrBuJQVHnkLqHkPJGDgUZ9cS1r3yMMF5y4lV1JJ3y7lknHAgpoxUGp//lG/veATt7uu5/rRzUfwh5n79PXUPv03BmEsIzl5GrLyW5re+pcujV1Nz3ZM0vjKJwvFXUXnFw8jfzuGC+0dzsC2HSCzGj2um8tprr1FXV4doEhh0fDFL5lUgWST220O/D4mH9JtVk12kxe1hfcNqnrt/Bb6aMOe8PJIpd6zglEuOZXDNPrz2ymtUact59PqXEAQYeXk/XjjuewCOv28o7/xvJkpco9+Rhex9Vg+ePOhrEKBbcQl3nnUxX86ZxUcPP6MHXqNOJeXgobpA1qZl05SfhdjKJUowhFyvT3JGFDHlpCM5bSQJUtNQozHcvjBdu3bFYjGTnZ1t+OfQCLTlmcGDBycHJxjBM9A5fptOp5OCgoJkZYCRVbx/JyQEtEAgQI8ePQxbN1GtYeT7kihCMDJREwgECIVChhciAKxYsYLu3btvdv+QmZlJRUUF1113Hc88+xxlbz1F5r4Hk3vg0VjSs+h3/YOUvfMM0YYaqu94gZxRp+A6YDDFL9xG5VWPsvbjyYwLRRhzyShGPfMgE667k9qH3qLwvsvIuepUGid8Tt1j71E0/kqCvy7FP3UuKQfuBRYT0cVrOOLiszn4sYPIy8/j519+4cHxD7Bq5WpUVdWrtnoVEamsJNenV2hpkdZKJpsFz6r1tPhDrFy1CgGBg67sz28vr2PfA/bh9EtOZMKECaxvWMXnD34GGhx89R68ed4MEODAUf1pWu9n7U/1OLOsnPjQML4aPR9ffQSbxcaYG2/GX1PPuFvuIB6L4TpkKFmXHA8CxBta9G4ZIdFho4vNWlzWOai1ck9KT0HKSGn3GdOicfwBP+lpaaS5XIRCIQYPHrzT33+j0ZZn9txzT7xeL6qqGsozRg8ScDqdhEKhZFHA0KFDDV1/a9glK9Dako3R2RqjK9B8Ph9Wq9VQs814PE5TU5PhAlqi+ixhpLolzJ49G1nWbwKjjXWsf/MJ6md+gyrHSd9jCHmH/ReA4NzlVN/xAvGaRrrccRGuQ4Yg+0I8NuomSr2NPDThWbKys/FMnI5v+gK6PHEdINDw3CekHT1cH0Tw0yIy83K55eabuPeMS4h5fFx/w/XcecttzPx5BsFgkJMf2xfRJFC7rAVNhZaqIBaHhCBu3Lib1ntQZY3UfDuCJFC8dxYrf6imoqqCXyu+49LLLuW38qk4K0t4+cWXueT2M3j1rBloqsbx9w3ltbN+RFM1hpxWQu9DCphwzFQAbnjiUi65/CLuufseVsyYjSk3g8IHrsCUm4niDybFM1NWWrJlU43EiJbX6OJZ6wROS5fspHimqSrxBjexijrUUASf3w+CQGpqCtXV1Tvrre9UXHXVVSxbtowPP/ww2VIJcNlll3HUUUcxaNAgzj33XN5++20+//zzHfZN2B6MDmwSGbdu3br9WxmwDbS0tNDY2PiPqHROcFtnDC3ojETNmjVryMzMJDs7e4s/b25upqqyCjQVNRqm+qv3qPz4ZWJeN5a0THpcdCOoGvGGFqpvf4HA7KWkjNyTvLEXg6Yx+Z4neX3Oj9x08f8x7LADia7dQMOTH+rDakwi/mnziJdW4thnDxRPAP9Xszjr6st46fGn6O6O8vTTT3PFZZcxa9V31DfUM/LyfqiyRtXiZswOE3JEQY7rwUL9Wg8AFpsEAmSVuPDXhTFZJea8U4q72U1j5iquveY6Hp/wMJrXwoQXJnD7+BuYct+SZJVz9VI3tcu8pHd1cvy9Q3n+2MnEQjIHnTyMR54az8SJE/no4adBEsm/9XxSDtyL4NJSvYJZ0xCdug+aaDGjKSqxqvqkeCamOLEU5+nVagigaci+INGyGpRmH/F4nEAoRGZmJg0NDQZ8AoxHW56RJAlVVVFVdbflGdhYGZCZmblLVQbsaujMSud/gudaZyVqGhsbaWlpoXfv3lv8uaZpfP/d93rLIxrueTNZ98rDBMpLEU0melx4HaIrDS0u0/DMxzS9+Q1Sip2SV+8Eq5n130zn3ueeZN+inlw+fixaNE7tA29g798d28DuyI0tNL7yBQX3XwaiQONLn3H4+JuZMGECR5vy+OGHH7jk4kt46/1XWbF8JVk9XbhyraiBEPZ++rAF1acXCWhxfe9QW7xo/hCiSaBgQDqaopHR1UlMjuFxVXDD/27liiuuQMiJcM0lNzP+0QcpLO6CuzJIds9U9jqlhIk3zEEQ4LSnhjP33bUsn1JNVn4aEz58EilFZdzNtxOPxUg/8SByLj8ZNRBBbvKixeKtw89ydfGstRggVlUPiopgtWApysXUaikA+pTPaEUt8domUDXcHg8ZGRnIsmz4fmgE2vJM28pjI3nG6EECu2pXzS4voBlJNoFAAE3TDM/WGE1wDQ0NuFwuQ8VJ0D0KVFVNetttilgsxpWjrkSSzJT0OLy1z16jefaPrHv1ETwrFtH483e4Ru6JpUch8fqNwU3uZSeTeuqhqJEoj19xI6ub6xg/4VmysrJofv0r5PI60s89qrXF5gMKHhzFiJEjGd1rJFJeJqOuuoIXnnmOuvoaAA6/ZTCCJFC/ShfHNvzuRhDAUx3E4jC3E9DW/awHBJ7aEGgaBXtkoGlQsm8O3z/8O3JMxpdXyU033cSHk9+iv2kEd91xFweeO4j1s+vxbAiR1y+dw24YqFcEaHD1gxcxoueR3Hv3PfqG0Wr2LNqt1Ix9GS0ab52Sk4OU5kLTaNNGA6LTpvsGpOr+cZqmITd7iJXXogbCeoGAKCBabfgVjYzMTNxut6Gthkbg6quv5uuvv2b69OkUFRVt02x5v/10w9O1a9du8VgJIaC+vr7d49ur5jQ6sBEEIVkZUFdXt0PjvP9JSFQ6m0wmwyudjQ4yQqEQsiwb2lYTi8Vobm42XECLRCKUlZUlPTa3hAsvvBBZkenV5/jkY8GKNax75SGa5/1EzeQPMeVmknHKwWhxhYanP6LprW9w9G5tswG+e+h5Xp05hVuuupa9RwwntHg1ja99SeFTNwDQ9NIkMk8/jOJu3bjr0JM5aPj+jB49mrF3jqZJrEQQoN9hRWiqxqqpNUgWAXdFgNQ8PZkWbtGnM3uq9UpiVdYQJZGMri40FboMzmD9Lw2IJoG1P9cCkLG/yu1X3s1Nt9xAj5Ie3HLh3Qw7cCiDT+nK9+OXIJlFTn96OO9c9BOBxhj7HbkX11x4M9///C1ffPUFaGAtzsM2oAe1j7+H+y293VNKd2HOy9zYYlNRq7fRmE2Yu2TrFc6tnptKMES0vFY3nIbW9hsIaHo7jSRJu4UvTVtsyjOiKG7VbHln84zRdgHBYHCXC2x2NSQqnQVB2O0rnTtLQOuMRM3q1avp3bv3VrsLPvroI1atXk1+wVDszmxdEPJ7qPzwRaq/+YCGWVNQA14yLj1B92D+bjY197yKGolR8sqdiC4H5dN/4+5HH2J47wH835hbUXwhau5/g7yrzwCrheDspcTXVJM2sDeXn3IW/yvck48//ZSrrrySNYGFxOJRMrulYLJLNK7x0fNA/fcUq6rX15w2DwAtqFfMKiGdd1LzHTSs9CKIMO+DtWiKRrd9clAVSOklMu6ax7n00kshJ8ihtnM59phjOf7eoTx3pM4ZR96xJ/VrWpj92hrSMl08+tx4wuEQd15/N/F4HMEskXLYMAKzl1FzzysAut9m6/AzNRojWl6rC3yCgCk7rX0xQCxOtLKeeLVemZbgmZggEVf1qeo7Mqzm74BNeQa23lK5s3hmW9y2s/CvgLYD6CwBLSFmGTlA4J9CNpqmsW7dOnr27LnV3+9LL72EP+AnM6svVZU/kzF0BH2vfwBbUQlxr5uaL99BjUXJPPtIiu6/gsxzjmoX3GSdeKCezYjLPD7qJlY31iRFtIZnP8bevQBLST52T5iLKeTyUVcwYcILPHTTHbibWkCAw2/aA0ESaF7rQ1P0wEYQoXZ5C6JFJOKNI2xy+u5KPYOz6vtqNBVqljejqRol++lk033/XL68bT6aomEb7mPU5VcSjga55rS7sJUVYXGYOPWxfXn68G/RVLh89PkcMuBYRt8xhmVLVtJzZB77XdALz8TplF9yP2owrAcu+VmINgtKKEysrAYtrI+ANudnYs7L0kdVaxpyi49YWQ2KVz9PKdWJpWs+poxU1EiYUDQOraJLbW3tTv0cGAVN07j66qv5/PPP+fHHH+nevTtA8rO3pezJ4sWLAbbqo9G9e3fy8/OZNm1a8jGfz8ecOXPYf//9t3oubavejILL5cJsNpOVlfVvZcBW0Fm+NIkBAkYGNl6vl9TUVCRJMmzNhoYGUlJSDPcgqaioSE672xKam5v57ju9rbGpaRWW9Gz63fwwWfsfjibL1E+bRLi6gvQTDyTjtMPJf+QqPdCY8hs197yK2WGn+MXbQBT44alXeHnKF9x6080M3XcfAjMWEvx+LtlXnYagwQErvDz2+GMsXryYay+6VP8uCtBrZD6aBgs+Wo/FaaJpnY/sXqmg6cb+AKEWvU3CU6MHNr76EKqioqgygiRQsEc6CAI9RuSx/JtqTBaR6qXNCCJ0PdLJ5edcy7fffsut19+O+mV3rBYrx983lB8eW0LDWh97jRjITaNu56vJX/DqE+/gzLRyzNi9iK6vofzicYQXrEJKcSClu5BcDjRZJVpep/ugAVJGCpaiXESb7mWqhCJEy2r1qjRNQ2wNhsyFOSAKxAJ+QnGFtLQ0ysrKduZHwDBsjWdg64mTncUzCW7rjEECu1pgsyvhn1TpLMsygUDAUG6LxWK43e5Omfrp8Xjafec3xc033QxoWK1phEPN9LjkZrqeNQokE96l82iePQ1zfibph+9LyetjkLLSia6vYcMtzxItraTbS7cj5WVQOWcRY8fdywGDh3DpzdchN7RQ+9DbFD9xPQBFv1fz1Oh7ycrK4rqrr2Lq99+jCRqRgIzJKrFhcTMDjisCAVJy7AgmgeAvSxAEiFW0b9frc6i+L2V2c6HENXJ6pVLzewsmq8ivr69GUzT6HJFPoClKSrGFl158iQcefIDTzj6FPRqOJjc7j4EndCW1yM7ke3/Hlerg8RcfJuAPcO0FtyGrMkfesSep+XaqbnmGxuc+AUlEdNkxZ+nFJLHaJl0Ya6181osBdE9NTZaJbWggtqEBZLl1+ECGzkVOO3IwQEBWSUtLw+fz7RZFAbsSz2xrzZ0Fp9NJOBymV69euxTP7LICWs+ePYlEIoYKaJ3lS2Pkmqqqdor/WUtLC4FAYJv+cgcffDCSZKKxYSmKHCV94DAkm50e512jk44ggiBQfecLBOevJP34ERQ8drU+rnmKnrmxD+pF3l0XoSkKT1x1M6vrqhj//NNkZWRS9+i7DL/2Qp555mni9c3cM+dbZv+qmyUedcdABFGgfF4LmqKx5MsKLC4T7vIAzmwrSkzF6tQzHCFPDNpsyrGgjCgJ+OrCSGaRtT/V6yOdJ5ahKRoFg9JRZI1eB+fz5e0LCQaCrMv5mUcffJzzzzufx16+n3cv/Bk5qnLJzedwxLATuPPW0axasZpBJxRz+tPDiQTiCKKAIAmkHrUfUppeWRatqkeucwMgpTmxdM1DdNh14czr11toWnQfDDHFgaU4D1N2OoJJQkxxgCgS93vw+XykpaUlzSn/CIL48WktO/1PkB2funLVVVfx7rvv8v7775OSkkJdXR11dXVEIhEkSWL16tWMGzeOBQsWUF5ezpdffskFF1zAQQcd1M43oV+/fnz++eeAXtl1/fXXc//99/Pll1+ydOlSLrjgArp06cJJJ5201XP5t+R510RnJWq8Xi92uz05RMUI/FPaN1VVpaysbIsemwlkZmbSpUshAB73Wlw9+yGazOQdeAy9r74HKTUdRJGm177C/ck07AXZlLw5FimnNbi59Vni1Y2UvHoXmCWmvfQ2L036hNtuv52he++N54ufcEZVHn7ycQ4cug/j3n+N976ehCzLHHz1HqDBr6+XklbowFcbpvchBSBAXr9UBEnA7BARREHnGSDi0YW0mmUtoEH57EY0RaN6qRtN0UjJtyNKAgOPL2bl5BosDhMtGwKoikaFtIS7xt1Oj549mfDqc/hWa5TPbmTg3v2488a7mDhxIu+88iGZXZ1c/N4hZJTo3wMRFWufbuTffB6CSSLe4idWWQeqimCzYOmahykjVR8SEIkSLa9FrmvWfdJsFr0qrSAb0WpBEEWkVCdyKIDH48Hlcu3QzfffkWfC4TCSJLFmzRrDeEYQBMOTNf/yzPaxZs0acnNzkSTJUJ7pjAECXq8Xq9VqaJVdfX09qamphq4JsH79erp27brNttHD/6MPaams/AkAS2YuKd160f/GB0kZoA8xi9c0Uf/Ye6ihCMXP3qRPfQ5FqH3gDbxfzaL4ieux9CqkaslKxowZw4h9h3PJ1aOIldfQ9OJnXDPhMW658SY+eP8Dnlo6k6amZrK6p2BxSGxY1My+F/ZCkASk1km9VYua0WS9LVNTNIqGZGHPsCQLA0RJRDSJODMtiCaB/P7pIAj0PDAfd3mQlFwbPz27Ek3RGHpWNyrmNlPZtI73Fz7L2lXrefKppzjp/KP5eNRsnE4HT778CN5mPzdddheaoHDmc/sz8Liu+GuDiKqC6LCRd+2ZiDYrSiRGtG0xQN7GYgBNUYjVNBKrrNd90iTdc9PSNQ/JpU93ltJdaIqM392Mqqo4Xa52Uyq3ByO4ZmfwzNq1a7nvvvsM4RkwfpCAzWZDkiSKioooLS3dZUTRXW6IgKZprFmzhsLCQlpaWgw1Nfd4PIYOEFAUBb/fbyjBud1uRFE0fGhBeXn5dslm8ODBeL0eBgwYQEVlJWXvPEPGXvuTfcAROunc/BCVn79FcN0K6h97D8e+e5B9yQmUvDmGqlufTQY3eTecTcHD11J72zM8cd3t3PDY/Tz49BO8/+obXJG/JxMbS/n00UcRTTpjCJLAki+rESUonVZD0dBMNix00/uQXNb+1EBm91QCDY1YU8yE3DHCLTE0Vf8CC6LeWpNW6MBbHSJvQDo1S1so3DOT6sVuUvPt/Pb6GjRVw5FpQYmp9Dm8C989uJiwJ076/ipHlpzJLdfdzvqm1Rwz8r/ceetoSktL2f/i3hw4qj/PHjWZUEt845qCgBqO6RkaQLCYMeWkI1otgIbiDyE3tiR/r6LLjikjNVniDPr3TPGHdA+gSBhvLEpGSclW22vbIjs7G5vNzvLI3B39GPxp2Gz2rfoZbQkTJkwA4JBDDmn3+BtvvMEZZ5yByWRi6tSpPPXUUwSDQbp27cqpp57K6NGj2z1/9erV7UTFW2+9lWAwyGWXXYbH42HkyJFMmTJlmx6GiUECiqIYVt3qcrnYsGEDvXv3/jew2QrWrFnD4MGDO6XS2eiqY4/HY+iEskSi5oADDjBsTYDa2lpMJtM2p34KgsCGDZVcc801PPf887gX/EyksZbcg4/DUVhC3yvH0rL4N2qnfIzns+kEf11KzqhT6PbMTTS+9TX+KXOovf91Ms86kpLXRlMx6mF+fPsjtGiM2+66kwnPPMtpex1GrUnm0VvvIObb2K7488ur6HlQHutn1bPHsQUs/rSKiE83TXaXhdBUjYhHQRCFZAtnPKzfqPoa9Eo0T5Xe0lmzpAVBhKVfVKAqGvWlHhBgz9OLmfvmeuzpFiQLrFlSxvPqY1x8yUWcP/IqtA1vMmrUKD764GMmfvIZBQMzOfP5/Zn6yBKWfbMB0DlNUGSibp/uTYMZRAFTVhpSigMQ0GJxYrVNSWNnwWrGlJmKaLeyccqOhhqOoQTCoGlE/F4iKc7NjIu3hL87z5x77rlIkmQYz4DxlQEul4twOEzPnj354osvDFv374Q1a9bQu3dvwyudE23Suzu3dUZBQCwWo7q6moMPPnibz3vrrbe4+OKLOfTQwwCNtS89SO5Bx5A2YG+6nnAu0RFHsv6NxwktKqXqhqfIOv9oci48DucBA6m/+zXcH/xAZHUlBbddSMPLk9gwbyWj77iD+x98EOIyaTYHfW0Z3PX+K5R/OwNadYXmMj8HXdOXWS+Usn5WA5qisfSrSgQRKuc1IUjgrdV5xLMhiMVhIhbRX+xvCqIpKvWlXlRZo2aZXlQQ9kYRBOh5aC6/f1pF0ZAsvn9wKZqqMfLKvnw7djFm21JSRoYZZjqW446t4cTzj8Fd52X0rfcgmjXOmXAgsajME61D0wBEOQ6ShNziQ2mVJKQ0J1JGanLKc7zerYtqoA+ryUhJ2tMkoMXlZLGAEg7i9ZpIT0v7QxqC0VzTkTxz4YUXYjabmTp1Kk8//bRhPGPkIAFBEHC5XOTn5+P1emlsbOyUye6bYpcT0Px+P36/n6ysLKLRqKHlzkYbfHq9Xsxms6GZk+bmZrKzsw39vcbjcWpqajjooIO2+1xRFKmtqUtWeLUs/g3PkrlkDjuQ7OGH0fXE81k1YRyEgoTmr6Jq6TqyLzyW4idvoOmdb/FP/i0Z3HR57mZqrnmcJ28ezbhnn+C6a6/lpZdfZtq82WSedwwtH0xBEAVScmzULm9h2JklLPi0ApNFN2v2VEfQNIgH4ogmAZNdAAFCnqjuCQqYbSYIgtkpIJoEYmH95jUekUGAnD4p+Bsj9PtPF5Z8XonFYUKNK0T8Mj0OyGX5zPXMenUsTz79BAMGDuTuMXdTWlrKf24eRI+Dcnhkvy8BKNozk5Mf3ZdZL66iZcpvqCddBA4npoxUpDS9tFkJhZPtMwCi044pI6X99M24jNzsRQ1Fko8JkoRgtREIBJBlebufx+LiYlavXkVTU9Mf/gxsDaqqEgwGcblc2/xMZmdnU1xc/IePu60MRTQapaCggJkzZ+7wcQRB4L777uO+++77w+cCJAU0o0xu7XY74bA++W53HQ7xV7FhwwaOOeYYIpGIoXtwKBTqlOE4/fv3N2zNhO+e0cFURUVF0mtoe5gzZ07rXikQqiqj/J1ncPUaQO7Bx5Kx13BCG9bjXTafeL2bmrEvk3r0cLLOOgLnAYOoG/MK7g++J1JaSfHTN1J1+/NM//hzHCYL1153HYsWLmT8+PHkXHsG9U+8D8B+F/Zk7rvrUeMamgbLvqpGEGDdz3UIkkD1782g6XYBqqwmWzjV1kSvHFZAACWuVw94qkN0GZhJzbIWugzOpGaJG0emlcUfVYAGw87tyc8vrMKWYmbAsYU8cMOTXHb5/3HtFdfz9ddf8enHn9FzZD4nPrg3L574PWGvjC3NzCmP6d4p7/1vFk1PfQATDkZwWDHnZCBIkt5CU9sMcf3EBItJF84cG6dvaqqK4g0kA5oEJIcLn89HVlYWmqZt833qSJ4BCAaDWCyWbe7BHckzqqrSpUsXpk+fvt3ESUfyzI5UXPxVWK1WBEEgJyfnX57ZCjZs2EDXrl0JhUKGCj3BYBCHw7HbW9I0NTVts41yZ6Cqqor09PQ/5Cn6+++/k1C2ZL+Hmm8+oOnXqeQechwpfQbR5fhzqP78TbRojKZXv8Q/azE5l59CyeujqbjmcUKLS6m+/Xnybj4XX1Yq1VPmMPq223nysccJ+wNce+21cOAgsFkgHOOA/+vLr6+sZs4b67ClmKhd3kJu31QaVvvI7O7EXRbEmmoi6pMRJAg0RcgqSSGGvp97NoTRNF2EA/1v0SRQtaAZQRJY9sUGNEXDbBfRFBh4Qlcm370YNDh27BAeP/8d9tprKWPvHkt9Yy2jb70Ha6rIOa+M5JeXV7J8cjWCCIdeN4Ahp3Xn8RFfU//Yu/DiSASzhCk3E9FqSQpnaqs3G6KAKT0FMdXZ6rcJaBpKKILc5EkmcgAEk5lgJEpWVhayLG91aF0CHck1kUgETdO2eU/ZkTwD+sCwqVOnblcs7CieSXTVbI/DOxJ2ux1BEMjIyKC6uvpfAW1LqK2txWazYbFYDG1x0TSNSCRi6DTMzhj37PF4yMrKMmw90IcHpKSk/CGyGT9+PLF4lNy8wTTULyFt0D54l8yhee4M3At/wd6lBEJBip64Du+0efi/+ZXGFz/H/9Nici4/GeeIQdTd9TLuD77HUVpJ8XM3k/ryd/TMymdFZRknn3Ea8+fPp2XiNDRFQxChaEgWKyZv4PcvqxBNAuW/NWKyizSu8SFIULvCAxpEWhRESSTUWhkAIJn1cmd/bRRV1mhe7wMNGlb7kEwi62c1gCBQPkevFtvj2CJ+/7wCV5YVwQS1yzycdu5JZGZmsnbtWk4//XR6neOgscLDyyf+CBrsf3FvDrpqD74aM58VU6rpVtwNRBFzXhaiw4YajhJvbZ8BEB02pIxURGtroLAlkhFAdDn0qTeaiDklA5+vGafT+Yc2xeLi4h0igG3B6/XidDq3S3IdBZPJRDgcNnTzF0XR0LJjm82WFAr1G7h/sSlqa2vJzs4mHo8buu9HIpEdyj7+VYTDYcMHCHQGt4XDYZqamv7QiPP169czf/4CMjJ70+Jeg7PPIEJlqwmsX0lg7XKcPfoRXL+KrIuPx9Q1h/r738T33RyCc5aTc/nJlLwxhoprHiO0aDXVd7xAwS3nEXn3e44ZPpJlq1YyYK892WvPPVn41IeAXuW88odazHaJstkNFO6VQc2SFvIHpFO33EtKjhVfbQTRLOgVaUCguTXD27ptaCo40i1E/HHiUd0svrnch6ZqeGt1f8vsHi6qFrnpeWA+s55bCQLsf2lfvn9oKb379OSwIw5l4cIFHDjyINZHf6fnf1N54qBvQIOue2dz8iP7sGFZM59dr2fiRbOEmOrEnKm3/8Y2NOjtM+jDAaTMVCSHLVkJoMXixBs9aNGNHCnYrEgpduRGD6JkIiLHEASBeDy+3Rv+juSZUChkqIm72NoyZWTlsSiKhloFCIKAzWYjMzOT+vp6FEUx1Gfx74Da2loKCgqIRqOG8ozR64F+L9elSxfD1guHw0SjUcPtCaqqqujRo8d2n6dpGvfddx+SZMNsdYLLiqpqxJrr2PD5m1hzuyAHfdj37EPuVadSddtzRNdsYMMtz5Bx+uGUvHQ7dU99SHjhaqrvepGc/zsR83lHcWp6bxrr6nFkpXPyqafw5utvJNec/dpq+hyWz5qZ9XQbnknFbDdqXAMBBEQEScCWZiLqlxFaB4xFg3ESyY9wq3WAEtOwpZmJ+mXSu9lpKQ+TPyCV2mU+iodlUza7EXuahfLfGtA02Pf8Xnx513zsdjuX3XAx68vX0SWvkCNOOJRuF2m8cd50Ij4Ze7qVUx/fl8xuKTx75JRk66hgt2LOzUKwmIg3eZLTQfXWzBSktI3CmaaoKC0+lMRzAMEkIaU6UaMxtKiMYHMQDAZRFIWcnJztvlcdxTWxWIxIJGLo/VZnDCoDPUlk1H5vs9mIRCIUFBRQW1vLkCFDDFl3W9jlPNBqamo6hWxisRiaphkq2v1TJuTU1tZSWFj4h5775ptvAtDsLiVt4DAKjz2Tfjc9RMZeB6DFY4Sq9Iki4d/Xkn3WkXR7+Q7ENCeRVRVU3fQ0sZWVlLw+GjHFQWjRarQJX3LX2DG88uYbjLnhJlaWr+f+8Q+S6UrBZJMQTQIrJm+g+wG5yDGV7F5OBEnAmWNBkASsLnMygPHXh1EVlbBnY+lq2BdDU1Wifj17oylgSRMRRQFnjg1EgZy+aUSDMl0GZbD403IEAQr3zGT9L42cfPp/OfWEMxh7193cN+4euvTLok/wIH55pRSLw8TpzwxnwDGFPLLvF6z8rgZbipn0Lg5QVVRZJlreOr65rWlzfhai1YymqMSbPETLapDr3clJNaasNCzFBZhzMnTCiUXRVIW4oIs8sVgMI2F0P/22BgnszDWNXM9qtSLLMrm5ubvNYIiOhKZp1NbWkpGRgcViMTRL3xmJmpSUFEMD287gttraWrKysv7Q7/aJJ55A01SiEQ+SzUHxf8+j3w0P0uWEcxBMJoJlqwHdYNlakEv3d+7BvndfFE+AuofepvHVLyh+4noce/dHbvZRN/YV7rr5Nio9TdwzZizPv/wSt95xO3sP1W/yCodk4q8LUzg4s7VdM4imQmOpH03ViAUV3aemTQ6hLc8kEArEUGWNQENET+r4ZGypZoJNUVy5NirnN2OyilQt1DPpQ8/uxo+PL6VHzx6Me2AcH7z9EePG3c+qxkVcdMxVfHDxXNBgxP/15YxnhvPGOdP5/MZ5CAIUD8tGjSmgqMQbWohV1OkJlzamzZJTF6MUf5BoWY0usEVjetCT5sLSNRdLl2ykFCei04YcCSLaHIRCIVpaWja7vp0Jo4MMMH6ATCIgNhI2m43U1FQURaGxsdHQtf8OSMQ0Ru/7Rq8ny7LhljRerxeXy2VY8hV0Id7n8/0hS4TVq1fjdregqjEioWYKjj6dXpfeQs9Lb8OclkW0oQYlGCBaXk283k3JhNvI/r//gqLS8uEPbLj9eTJPPoTca04HWaFxwmecULQHA/ffh9GjR3PHDTdz0BH/4aKLLgJgn3N7AALVv7cgCFD+SzNmp0TTej+iWaC5zI+maAQbYgjixr0i4t14z6/KCXsaASUmo6kaLeUhNEWjdqkXTdGoWeoGDTK7Owm6Y3QdksWCj9dhs9p59LnxNFS4ufP2O3n10xe4+JxL+em2GsItcYr3zub/Pj2cRZ+V8fTh3xILyhQObi3oUBRkn84jicmbUnoKluJ8vZNGFFGjMWJV9cQqapPimeiwYS7I0r3Q0vXWTk2WESSJQHCjwGYUJElCVVVD92GjYyhBEAznmk0FtF0Bu5yA1pnZGpPJZOhGbLSYFY1GiUQihgY2sizT1NT0h0vXb7rpJsxmC0o8gnfZfNwLfkZTVQqOOpV+N47H0a03AM1vfUPldU8QWriabi/cSubFx4Gs4H53CjX3vUbB6Itx7juAK8+7mKmTv2NpdxdCmotnxo1n+coV3HfvONJT0um2j14GWjmvCVGE+uV+BAG8lRE0RSMW0CeeJaGBHFXb/V9r819BhJhXRVU0fDUhRFGgYaUHURSoW+UBoPsBuaz+sZb/nnQ8p598FnePuYfy6vUcOW4AN19xFwP7DuKokw/nfx8dyqyXV/LaWTPRVBj032JGfX0kh902EAClyZs0dW5r2qxG40RbSSaRxRGddswF2Vi65iKluRAkMfk4QMzTjBIOEQwGCYfDO/w+/xV0RvakM9Y0kmwsFguCIJCZmUlNTY1h6/5d4PP5CIVCZGRkGJ6lN5rbOstzbVeeLn3VVVeRlZVNKNKMEgnR8NNk4l436f2H0u+mh8k97CQA/DMWUHnNY7g/mkruFadQ8Pi1YDETnL2UqhuexLXfAPKuO5NT/nsikifIKzOn4Bi5J7N+mMazzz/HzTfdzN7D9sZbGcRkEyn7tYGsEhcRfxxXng0lriJZ9KozTdGIRzREU2t2V26/X4gmERLdeQIgtvJNSAZtY+WAI91CPKzQZUg6C9+voHuP7jzw4Dg+fPdjJk2axH9uHsSLz77CutXlXPp//+PMFw7A7JB4fMTX+Osj5PVJ45IPD+PM5/RJXGowvEXT5kSLTbSsBrnRow8QsOp+nJaSAkxZaQht2iVFuw0tHifmdRMMBpNtIEYhsed3xppGIVHpbOQ1JpLOGRkZu0xgsyuhtraWvLw8w/f9SCRiaEGAz+fDarXu9txWV1dHVlbWH7Lj6Nu3L/vsMwytNUhomjOdYOU6LJk59B51F90uvAFMJlR/mJoxL1H36LvYenWl5O27MZfkE69ponr0BKLrqil+/hZ69e/LsXvuy8PPPIXpgqOoq6nhzhtuYuSBI7nooouY/8F6ioZmEPLEyOjuQBAFzBZJH0BmAlHSbWjkqIqmaGitW5McVRHETarFNY14OFH+DJIDEARcuTYUWSOrt5Oa3z3Y0yzUr/ZikWw89NQDNFa5eeD+BykenoXfUcMbr73JNddcw2FXD+aIWwbyzBGTWf5NNbYUMyeOH8b5bx5I4ZAMtJiM6g+CgJ58Kc7DlJmKIArIHj/Rsmri1Y1ocRkkUZ8CXZyvFwzYN1ZBC1YLCHpME2rlGaP34ETlsVHoDG4zuiigbVfNrhLT7JICWpcuXXb7bI2maUnvJ6Pg8XhwOp2G+TABNDQ04HA4/vB1XnfddUQi4WSbRd0Pn1H67N3Ufj+RuM+Ds6s+Xc1cUoDi9tH44mdU3fQMplQXJW+NxVyUQ6yynuo7XuCEw48gs7iQd95+m8YXP8M5tB9SfiYTnnma5cuXM27c/XhXyRQMzkBVNSS7ACKoaEnRTFU1NKU1IyNtvR0pEfRoKkkiEsSNVU4mm4imaOT1S2X9zw0cf8JxnHn62dxz9z1UN1ew91klfHb9PDxuDz8sncSFZ13Me+fMoW65l7RCB+e+diCHXjuAV06dyuc3tBpdCoKeeemiC2dKkmQadH+atiSTl7nR3FnTUMNRYrVNxMr1G14trk8WjUQihrcbdkZlQGeQame01mRlZSVba/7FRiSsAqxW625vFWA0z6iqis/nMzSwicfjNDc3/yFzeoD+/fvT1NTIQSNHAtA8dwZrX3yAyo9fIVi2Cmex7qlj7lEIsoL3q5+pvPoxInOWU/Ly7aQetT9qMErDc5+Qvrya088+i2cmvEDL1DnEymtIOXpffpk+k+eee45bb7mFPsUDcGXr77m7IoimaQTqI2iqhhrfyDdomwtnCSSGyEBrrKDqfKOpGphAVTTsWSZ89RFc2VZqFnvo3l0Xzz764BO++PILDr2pP9OeWIqnKsSnU99j5EEjKH83zsznVmKySRxx22AueOsgZr6wnEeHf5VcT0p3YS3OR0px6JPSKmqJVdTp/jSCgJjiwFyYg6UwFynFmWzx0GLxjVXQTR79YKpKKBTGZDIZuid2xjTkztj3wdjq6kRlQJcuXf4V0LaA2traZAuZkVxjNM8khvEY2bZv9JRR2LFEjSAIzJ07l48++ggA/5plVLz/POtefRj3ol+xZWRhcqZAhgusZkKLStlwy7M0vjyJ/BvOIX/0RSAIeL/5hcZxb3Lj2Lv47MfvWTdnEU0vf0bG//2Xuro6Rt81moMPO4gLL7iImiUezDaR5jW611nIHQVBQwlpqIoG2sZ4BTb+W9hEDWi1B9X/rYIS0rkm0BBBkgSa1+jJeVVRMGHmwUfvp7nGw4MPjKf/MQU0rPEy/4Myfpz1A0J6lD1TDua1M2egKRqDTujKqK+PJBaRGT9kEjVLPPq5OO1YuuZjykoDTSNW00i0rAbFrVvjCHYr5rxMrMX5+mA0k15VrykKsjeg81J5rd411KYKzEhfyM5I0Ce6C4yM24wuCrBarbscz+xyHmj/pHJnRVEMNa/e1asCEli1ahXhcAS7PYtwuBlNjtOyaDYtC39BMJmQ0lwUPXAFaihKzf2vE6+sp+HJD7B0KyDr/GPRBAHp7R84adB+jHv6CdKuOY3GZz/G/+N8zEU5yIrKhJcmcN0N1zDu/nGMGT0Ge5qZsCeOKOltmMlgpc3+0DaA2RSqom32PE1tFd0EjVhIweQUqV/t47jjj+XsM87h3nvupSlagz3dwuzX12K2Shw9ei8+e/obCsTeXHb5Zfzm+5qhZ3bnnQt/wlOtt/307OfAbJdA0/T2n5omtMjGEmzRbkVKc7bLyiR80JQWf9LDpi1MKWnJCjRVVQ3tbU8EUkZ6khm9+e/s9bZ07ERrjaqqNDY2Gj6paldGZ1U6d4ZVgNHc5vf7EUXR0EEJjY2NO5SoAf07s3DhQsxmJ/G43jISaPVBEyz6+9Pl1vMRnTaa3voG//dzafl4Gt5vfiHj1MMofvFWau+YwGVHn8SXk77AM7wXFjlIbH0NsfpmhOx0fp39K6IkcMstt/Doo4+yKrKEUJOsV48h6MkZUUgmaUSTsE0BTRATopnOLZqi6RXQKmhohJtlRJOAvzFC95LujHtgHJ98PJGvv/2SgScUMf2JlaDBvuf1xN8Q5sXnX+ay/11ByPkAB93Ym59eWM4jDy9BEMCWYqZor0x9X5Yk4m4fqnfjRFHBbEJKdSKmODaaOqOhRuMoHj9qMNL+AkQRVBXJ7kQJB5OG90bxTNtpyEat2RkC2s7mmk2vx2bTBxDtSpUBuwo0TaOmpoaMjAxaWlp2a6sAo9cDPabp2bOnYevF43GamprYc889d+h1b7zR6lHW+t2JNTdQ992n1E2dBIpM7nVn4tp/EIH5y2l46iOCvy4l+OsSUg/fh+LnbqHx1S84dcC+hKobmFy6mLRTD8H76XRaXvkSU/9u1K2s4I5b72T8Iw+CAO9//C4AEW9cj2EUdDGsVRRryzHJraL13rutuNYWCb4BkOP6dVicEqJs4b7776Gl3sv48ePpd3weS7+oRNOgcHAmg/9bzJhrH+Cpp55i+CG/0eMcKyFvjKcO+QYEAUHQxTtN0xCddtRIDLmpBRLxliggpTiRUp0I5o2ShSYrKL4gii+w8bmg84ymIVqsqNEIoVAIs9ls6GezMzpcBEFAVdXdxm9zSzyTaOEsLS3daevuCHY5Aa22tpZBgwYZXn7cGWQjiqLhLaNGDhDQNI36+nr23XffHXrdAw88AGhE436yDziCnJFH4l22kLppX6DKURRvgMqrHiX1qOF0ufMiNA2qx75MrKqeuvFvYetXwoMP38+0BXNYPmc+zJ5LyuH7EC3bQKysDjRIybfy9JPPcs21VzFu3DjGjBlDSGtGa6MttSWMbQU2+sW2f36CrDRFN+/UFI24X+PY447lnLPP5d777qFFq6elKoCmamR1T6FoSCZfjV4AwBc/fcS9t4xn+XuLeObwybrfQDcXB1+zB/0PKyLs8WON2LHVu1vXExBddiSnPZmVUWNx1FBEJ5g2Ah+CgGCzINqtiGYT8dZjiBYLSkg33QwEAoZ9/zRNIx6PEwwGDfs+xONx4vG4YWSjqirRaJRwONzhIqGmaTQ2NiIIQrvqUqvViqZpZGZmUltb+6+A1gYJAa0z9n2jrQI6w3MtLS3N0EqEP5Oo+eWXXwgEAjicuUgZ6fS45CaCNZXUTf6YaKMuBFRc+QgpBw0h9aj9yL7gWOqf/4TQ7OU0v/UNnq9mcf6dN2DNSufD999HlmWsPYtIOWo//JNno4VjCBaYNetnVFXjlptv5tFHH2WRZyEoQjtuAJ0/2nJMOz7Z+CiJrI6maFt8jiprdO/enfvG3cfETycy+YevcWZbWfb1Bsw2iRGX9mHm8ysBgYr0Zk6++BhOO/5s7j7mAQQRLA4T+/+vD8PO7kGwIYbX6yWzwZ0UnQSHFcnlQExMd44rKPEIiiewWXJGsJgRHVZEm84l8brmpNjW0tJiaGUkgKIohEIhw0QtRVF22r6/NciyTCgU2u6Ahh1Fwh+1sbERURSTx7fZbDQ3N+9S3jS7Cnw+H+FwmPT0dMOtMTqjZdTo9Yy2pGloaMDlcu1QckhVVaZOnYbFkkos5qf3VWMQRIm6aV/gW7EQBGh4+iN80+aRdvT+dH/7HgI/LaLx5Un4ps3DN30BQy44hf8efxI333IzvrJyRKedtPOOwvve96illQDUN9Rxx6138sD4BwB48+03ETRdIGvHE221JknYmPxPPN6WTjS9o0Zr7cRJHEdotRCQNAt33zsWX0uA8ePH02VoGksnbQAN9jm3Jyt/2MCUB/UhVr+s/46rrryKyy4aRTgcQdNg4LFFHHhFP+wpNpoqmkipTEl+hgSLGdFlR7Tb9PU0DTUUQfYH0UKRducpmCQEu7U1pjETd3vR4goIAm63G4vFgiRJht3vx+NxYrGYoYJ5PB4nHA4b1mGWSAbvjHhmazwTj8fJy8vbZXhmlxTQjjjiiN3eLyBBNkaXO/+RyTEdhWAwiCzLZGRk7NDrfD4fAKocI1JfTbi2irRBe5M+eB88S+dR880HKJ4ALR9Po+WTH3HuP5C8q0+DNCd1Y19mn9xinIEYn8z4gewbz6Lp6Y/xT5+PlOLE0ruI2NoqvDVhMro5ePaZ5xl1xaikiNbc3Ay0J5xNA5utQZ/qqZNNItODRnKjP+aYYzj3nHO59957qfdV4q3VM/Q9Dsqhck4zzeUBzA6Jw64fyPLJlbzw9Iuce865/PbbXA68si+9Dsrnizvn8fnNc8nN/5krLruCffbbF0taih7M+ONoPi9aJIoairZJLaGLZlYzosWsZ3HCcQjrJdhyiw/R60OwWFGCfmRZTra3GYVoNIooioZt/oqiGD59MRQKYbPZdgqpCoJAUVFRu8qKXXFqza6CthVoRk5LMprXNE37R3iuud1uBg0atMOvAQgFGyGo4Vu9BFf3vvT8383Eg37WPHs3yAr+mQvx/zgfa++upB2zP7n/dzJ1T36ItbKRY4r3YOwTj5B5xcm4P5tBtKyGaHkNtpF7Evn5d7QYZPZ08MvPv4AGN998C48+9igLFyzUTyKRb9lECBME/c+mrKNXobVWGGmbiGitfNO9R3fuu/dePvvsM776bhJKRCMaiJPVMxVFVpj5wio0FYaeUYI93czd147n+eefp3e/XuQeJLHveb1Y/EVZcjrnrwNruXP0GNJzcxBtFoSQDKEAakzWWziV9mKUYDG3/jEhxGSIbRQOZLcX0edHjceS7VeJ8fRGIFH5b2RyKBwOG3qN0WgUSZJ2mkjvcDgoLi5O8tiuaO68q6CtVYDR+77RglY0Gt3he/2/Ao/Hg8vlMtSSxu127/AEbb19UCAW0+Ma/5rlpPQeSNF/z0M7/hzWvvkk8YZqIivKiSxbj5SZStpR+9HtxdvxzliA5/3vOa3nXkycOBH/sJ64SrIITFuA950p2PfqQ3jpWgQJHBlW6hvruOvOu7h/3P0AvPnGm1tM7ENrXNO2c6Y1XlAVrV3BQJJzNhHRHC4HY0ePJegP8dAjD2FyQeX8Zix2E932y2bee+sA6DI4g/3O78mLY96h8O6+HHfM8Sz1/MpBV/YjFojzxrkziHjj5OT8xqirrmLfkQdgdtoRkcEdRpMV3Ycz3t4kXzBJCNZWrkECfxT8+s/USBQ1EEYwW9DiMRRFwWw2G1Z5rKoqkUhkt9r3N8XO5tJNeSaxTlZW1i7DM7ucgNbc3Ex6ejqapnV4Bm1bMHrz74yW0XA4bGiw6PF4SE1N3WHB4JNPPuGxxx5j/PjxBMpWEVi3AsnhIrXfnkSbGzDlZtL18Wtp/nQ6vq9nEZy9jOAvS7AU55F51pGcdsjJfPHRRDwLVsC8ZTgPGIwqy4TnrdRNKlVAgJaKENYUiQkvTmDU5RtFNLfHvVE8EzfP8LfdDwWT0I6UEu2bmwZExxxzDOeddx733nsv68rXoCogmUVSutgp+7kRTYW+h3ch4ovwXWvGxps7l/+lXchlj5zF01e8wZd36WbRZrtE10NcvPP9i7zw1qv0HHM5/mnzCc5boXufCbrPmSknA8fgXtgG9sDSNQ8h2P59UKMx4lX1uCfNRK5zt5ZBa5x33nkccsghjGz1BzICa9asQVEUunfvbsh6Ho+HpUuXcuCBBxqyHsCsWbMYNGjQThEXtnRzYLVaCYfDZGdnJ4Xhf6GjubmZ7OxsotGooTzTWVYBRnvhFBUVGbZeonp1R79X//3vf/n000+57bbbWFdWxobP30SQTLh69MOUolc1dH3qBqK1TTQ+9wnRdRtoeOZjxBQHqUfsy5k3Xs2K9WtZPXchzFmApVsBaScfiPezmUR+1vdwySLSUh5GtOkVbwC33Ky3cy5cqItom4lnCf/N7XihJVs42wQ1PXp255677+Wzzz/n8y8+11t3gJx+aTSu8oIAWSUplAzPZuGHZSAKiKLA8pqF3PDQ/3HfXQ/yy8urkyJd0Z6ZLFm8lBu/fptuRx9IeOEqvN/+hhoIgSSCoiI6rNgH9sI+sAfWPsUbK9OS56sSr20mvLoK37Q5ENani6ampvHIIw8zdOhQw+5LWlpaWL58uaHc9tNPP7HXXnsZdo0rVqzAbDbvFC5NBGhtg0KLxUIsFiM7O5vy8vIOX/PvjATPxGIxQ3nmn2AVEAgESElJMWw90O8bu3XrtkOvsVqtLFq0gBtvvJGpU6dR9/1E6r6fiL2gGGfP/sQbqsm68Dgcw/pR99h7xCvqcH84FffH03AdMJgDHr+NHl178+CDDxIMhRCdNlJOPZjg93MJ/75Gt3IBQu4ogiBQX1/HmLGjGXffRhFt02T+liqX21rUJCdxJm0CNgpwbcWzUDjE+AfHE5fjEAVXvoVwc5y1P9VjdkgMO7c7C94rZ9LtC9AUjV9WTuW8cy6hYuJiXjllGoK4UcTzZzt5p5vCF80LERc24J/0E/HqxiTPIInYehdjH9wT+4AeSCntqwA1TUP1+ImW1+KfuZBYZT2Jk/7444+w2WyGxReapjFz5kyGDRtmWJX18uXLsVqthl1jQ0MD5eXlO9xh9kewJZ4RBAGLxUJKSsouE8/scgJaIBDA4XAkW12MQmdka4yusEt8AI3Cn61EsNlsjB49mkmTJrFggd7SqIQCtCyerROBotL46hc49x1A5htjiFQ00PDEu8SqGsj7uZTMA0XmaV6yR51G0yufEfxtGaBhGdqb2IJSBEnAbJWQ4wqxkD6NZsKLLzDqiis3E9HakspGb4CNX2pN1tqTkrp5ZUBb8ay0tFQfMmDSUOIa3qogziwbrjwrq6fVgACODAsH/F9fmtb6+PCtTznssMOI+GRyeqcy7OweDDimKyF3lA+v+hV3RYCmy+5JegBYe3fFue8eOPbuj9QlmyAQBDQ5hNzoIbhyPf4f5hEvqwVF0ckJklUEVquVsWPHMnny5OR7YQQcDgdNTU2GrZeamkooFMJqtRqWITKbzaiqatg1mkwmZFkmJSWFQCCw/Rf8g5C4+ZZlebfmmUgkYmhWMrGm0d6edrv9TwWLp556KpWVldx4440AaIqMf+2K5Gjlpte/wrnfAIqfuB4EgbqnPiS6oozQt7MZcdIlPLtoGnk3nUPze1OItU4+tvbrRnR9DYIio8RV7GlmIj4Z0DaKaK2eaIsWL2o/pEbTNk/YbCX/lHyeSKt41oN77r6Hzz//jM8/n4Qg6ZPXEKBpjQ/JLNJteDZlvzTgrgwgSAJDz+hBdh8Xbzz1Lk8+/jTxOhP2dAtDTu/OkFNLsLrMPDHya2re/pqat74GUQBVw5SdjnO/ATiG9cfWt5iIKKLXU8dQPF6ia6rw/jifyNK1aOFYa0kdrUGcBqLIimWTcbvdhMNhcnNzd/i9+zNISUkxfN9PeHwa9b232+2G7jP/8szW0Zk80xlWAbuzYKdp2p8eWjBw4EAmTpxIaurGdtNwbSXhWr39suXzGaihMHlXn465IIvmT6bh++oXAr8uYf99D+fHDbNwnH8kLFtP8Off8U+cgZSZilSUi1KlC0WObBPBBr2FvramjjFjxzDuvnFAq4hG+6TL5he4hYeU9kIaGpuLZ60G/RanRLA+hqZC4d4ZNK3289vr69AUjZLhuex1Wld+fOJXjhx2Iql13RCktfQ/qoi9z+jOqqk1zH13LRU3PY3q9iVFM8FmwTGsP85h/XHs2Zu43Uoc8AFa2Eu0rJbgvJUEZi1C8fj1a2gjuKGonH/++WRmZtLc3Gzo58Xofd9msxGLxQxbz+VyJbtqjILJZMJutye9uo1skd3i+XTq6luA3+9P9roa2d7YGYGN0S1yndEy+lcqEZYuXYbJ4sTWtRtdT7uEwIZyGqZOIlq/gcDPvxOYuQjBbMIxtB/Z5x+LrX8JRzfb+HHaNBq/+glUFfuevTF3zcU3+TdiC3XjQavLpJtrtiJRyvzChBe4ctSVycECzc3NOnFoGqhtKgIEDbZQNb5pFcGWxDNoLYlW9GjCmW0j0BAh2BTBlmJm4ImFrP6hjqmPLAUB1rgauejiC7n2vdPwig18fccCJt+3uJ13gW1AD1z7D8IxtB+mdD3bocVlImuq8M1YQGjuClR/SA9g9NGgAJjyMrH2KCQ4eyn5/zkZ/7oVhCvXYrFYcLlceDwew3yzEm0gRiHx3TNSyE6MYTYKicDG5XLh9/sNW/fvAL/fT1ZWFoqi7PZBhpFiQWJNI7nU6/X+JR+cTz75BBAQTCb6Xn8/csBHw6wp+JYvJLxsHeEla2l65QusfYtx7TeQ3CtOYY+6GD6/n3kTvwFFxdwlm5STDiT44wKiqyuTVQEIEPHFE3ocwOYi2u+Lth7UsHGq85Ye11Sdm3r06sE9Y+/hs88/Y9Lnk3RTZkVLxkTOPAuhxhhlvzYCAgOP64q3Jsj899cluaq0fBVXPXw+LcWr+O7hxbxw7HeAkGznsZQU4NxvAM5h/TEX5SbN6uO1zQQXrsD3w3yUhhZdIEsEMYCY4sDWtxu23kV4Jv2Eo7AngbUraGlpIS0t7U9VdfxZ2Gy2pMeKUd9Do7nNZrPh9XoNW89kMqEoCk6n81+e2QR+vx+Xy9UpPLO7t4xGIhFDO2oCgQCapv3piqIPPviAhErV9fT/w1FYgnvJXJpmTUb1BWmZOJ2WT37ElJOBc/+BdLnvMuySxPBew7nu+utprK5GdNhIO24E4bUbiK2ugBa9LdRsEwk1y8khM4IItTW1jLl7DOPuHQcavPnWm1vlmO0h8TqH095OPJPVjW2V8bCCaAURkZrFHjRFo2hIFpklTpZ9VUXFvEY0RWP6r1M59fz/0v9WE0u+ruCDK34hHlZAFFHdPqT0FJzDB+Dcuz+2/iVJT2fFG8D7eyn+b2cTK6uGuNKOZwSzCWvPQqx9itEiMXzfzwGgoqKCtLQ01q9f/6eu/c8ikcgwCjabjaamJkPXi0ajhgpZJpMpuccEg0HDK1A3O59OXX0LCAQC2O12Qw03E5u/0YGNkZu/0denaRoej4cBAwb8qddHIhFisRgQJbBuBe75s3AUllB0wrmse/VhMs86gtDiNURWlhGcv4LgnGU4Ulzs+/rrjPdUkX3xcTS/9x3hpesI/74GKSsNpVm/qYz6ZSSLiBJT25Uya6rGCy+8wJVXthfRNr+4LZxwmwk3iQq0tuLZmnVr2h+idc1gUwSLw0RWDwd1K30s+KACTdFIL3Ky95ndcaSZ+G3ubwTdabzz1kQ9kHGa6HNoAQV7ZPDDI/qkHlu/EoKLSvFN+ZV4dQPIKkiSXmUGiA4b1t5dsfUpxtqrCGuvIiSnHU3TqPh9DUosgi2/iGDFGmKxGOnp6Xi9XkMFNCPFJUmSsFgsht70GR1ISZKUrAz4N7Bpj86sDMjMzDR0PaNbRmVZNpRr/qrnmj45UEOT4zTNnoajsISCI04hUleJuWcuYk4a/h/mES2tIlpaRfPb3/K/8Q8wu7GC7JvPoeWtb4nXNBH/bCaC1QwpdvCFkhXJugDVpvVS3FxES7RzbhFbET8Tx0uKZ599xqRJk1p/1r5NJ9QUR9OgYHAqTaUBln1diabqAwP2PKUb3YZn8ctPP3H8IScz7pinkxXUeX3TqFvhIfOco0j/74Go0RjB0gqa3/+O8IpyiMaSU88Swpm1eyG2vt2w9irC1rsrUtbGgRKhxWvQwnrQ9c4773DXXXexbt26P/3e7SgSVTnRaNRQAc1IbjOaZxL7p8Ph+LcCbRO05ZnduTpLlmVDq23A+C6exHCcPysWLFu2LPlv/6rfUaMR0vsORvF78KycR+b5R+P+8Hvkxha8X/+C98tZHH/ayZSl16Gedxj2H+cTnrcS7+RfQdUwF+YSr25AECEeUZHsoLSGzYn9v7a6jYgGvPnmm+0sZ9r9ezuwO+yMHXP3RvFMiW82DVqNgqKqZPdMIRqMs2FRM9W/6zFU74MLGHh8V6rnrCLLfh4TL16ic68GotVM6vEjcQ7rj6WkADSN+IYGGt+dTGj2Mn368yYFAOb8LKz9umHr1RVr7yIsRbkIrTYm0bIafN/PQbTaWbVqVXKIh5H7vtVqNVxAM3o90L+HRnUctBXQOqOFe7Pz6dTVN4Esy8n2DyODms7Y/CORiGFtC4n1jL4+WZb/tEhos9l45ZWXeeCBB6iorKL+xy9bx8noN+Lx+hbSjtmfvOvORFM1mt75liFiGrXVNSx+7HUQBGz9umHuV0x47grk6qYkWdgzLISao+0moCWgaW1EtHHjGHv32I2q/raIZpMJNpuKZ5tOTBNEvaVFkCAWkqlb4QMEeh+cj9khUTq9lmmPL0MQBfYcDNdcew1LIjPoc2gBhXtm4i4P8NOLKwBoeOpDvbUm2R4jYCkpaBfEmPIyt1iFIggClq55ROo2YMvtAqrKd999R79+/fB4PH/qvfszSGz+O2Oqy9ZgNMEZvV6iMuDfCrTN4ff7O0VAM/qmvzPWM9oqwO/3U1hY+Kdf/+mnn3L11VezYMECmmZPTd6gA8jxEFl7H0X6w1chZabi+X4O8e/mMqhPP5674nKaGpsw5WeRdsKBRCvriCxZg6goqIArz4K/JoqqbO5bJkjCHxfRtsE73bt3T4pnX3z1hb5GaxVCW86RzCBHoX6pD1XRyO+fTtHgdFZNr2Peu+tY8OF6JMHE+SdfwiFnDCN1T+g5Mo9YMM5zR32H+5MfcX/4vW4VILapYs5Ox9avG9ZeXbH17oqlWx7CNr5Plq55hOfpyaS5c+eSmpqK3+83dN9PcI1RCczOqK7uDAHNbrf/yzOb4J/CM51lFWDkNfr9/r+0ZzzyyCPU19fz7bff4lm+AM/SuQAIJhOaLKMFI+TfdB7WbvkEV5bT/NpXDN9rb6Z9+Q11k6fo3meH7g0mCf9Pi4jXNALgzLIR8kRRY5Agi7aDZbYooiWQcAEwbVsUtNvt3D32bkKhEOPHb2zbhMTwtFbXg1Yb3ubygO6Vlmmlz+F51K/wsmZmLWt+qkNTNBb2XMgxpx5OhW0xEV+cn19chZiRSsPLnxOvagC5fXWZ6LBh7VOMrU9XrL26Yu1ZiOTcumhjLsjSX2e10tLSgtlsxuFw4PP5yMnJ+QPv1l9HZyROjFwvMSHTaAEN9Gv1+/0UFBQYsu5Wz6dTV98ECfK12WyGb8S7++Zv9HrhcBir1fqXSjsvvfRSLr30UlJTUvEH/CCZAQ0UGf/0+fin6gRkysnA1r+EQSceSVWKSOqxI/BPm0tkVQWRleUASA4rSkgXzSKemL7AJoFJknREkiLafffe12465x/BZm2brXFB2ymdmqoHN2pMw55uwWwXCTREKZ1Rmzy3nN6p9PtPIT33zSIzPYOauUHmf/Azmkq7KTmiy459YE+9wqxXVyzdC7Zs5NzoQa53E65sILK0lFhFHaovBIpCBPCXLgUgIyOjU276/22t6Vi09aaprq42bN2/A/x+Pw6HA1VVd/sWzs7gGaNbRv/KDdywYcP47bffOO644/j2228BEG121EgYNRihccJn+mMOG7Z+Jex5zol4lRicdiDih1OR65rxfvMLqCqC3YoajiJIEKjXeWYzH5lE4kb4g5Vo2pYVtO7du3Nv67TNROUZtK8+S6wtRzUks0hagR1ffZi6lR7qS73JIKfff7rQ68B8fGIj6aY8vhjzDWpcr54TTQJqPI5gs+jZ/j66WGbtWYSUurmRs+ILEq93E66uJ7a8jMiaDShuH8Ti7Z5bUlKC3W5HURRkWTZsml5ncJuRwlIikDJKlBQEAUmS/hXQtoBEC2dnVDp3Bs/szlYBkUgEp9O5/SduBTabjY8++oivvvqK//73vwCYUtKQ/V4QRZrfmazv9SYJa49CUvbbg179+jJRbMKyeimxsmr8Py3SRSWzKckLgcbIZtM1k4UBrX9tU0Sj/QCBTWG327n7bl08e+iRh3R7pU0mPyctClTdIzO1q5WIRybkjrLk8ypUWUOyiPQcmUffw7pg7xGhe11P3hn9AbGQDKKI+7Uvk/6YlpICbInqsl5FWywAUCNR4vUtekyzupLw8nXIDS1o4WjydyP7PKSmpSd//0YLWi0tLYaut7sXIexqtjS7lICWKP+2WCyGko2qqkiSZOjm3xkZIqOmgUDHXZ+qqrp4BpScMwpHYQnN836iftokHPsNILx0HXJjCwG3ly7/OZlZU77CP2tea6tiV+INLYQWrEJpnfyFBoJFg3AbDxloV42WIIa2lWh/VETbkucZWvtpNm1HQgNE/HHCHj2LU7x3NhndHTSs9NGwxsusCSv55ZVV7PP0KeSnFlJvbqBgQAZFe2XRZVAGE2+YQ9oxB5Bx6qGo0RhyQwv+hasIL1hNdE0lSosfYvLG6j1J1Ns62/KlKGLJyCHWXM9pp53GyJEjaWxsNNyvy2QyGXrj1xlto0prS60R2NXIZldCYlgN0ClcYxR2d6sARVE6zDh35cqVIIhk7XcIeYccT9TTzLoXH8A2qCfx6kaUFh+hRavJLe7LmkVLaHppEpZuBdiGD0STBEKzl6M0e5OTmy0OiVhYn5yc8CSD5JDk5B68LRFNNAlbDG62Jp5taTIn6GspcZWWqiCaCpklLroNy8ZbF6L6dzcLPy5j0aflOC/qR469C6qskd0zlbA3SrApSsE9l2LrU4wgimiKgtzsJVpRS3jJWkJLWwOXSDQ5zAZJ0qOqNucuWMxosThIEqlOJxMnTkTTNERRJBKJGCag7e6tNYn9xci9JtFa828LZ3t0llWAqqqGfZ/A+H2/M6wCOsp+Ydq0aQBYMnLodfkdAKx9ZTwxophdduIbmoiWVpId0RDOVfl99DOIWWm4DhyCkJ1KZNEa4mU1SR9k0SSAqKHG2otnyWrn1uqw2upaRo8ezf33t07nbCOibU1AayuejR/fOm2z7fO19nFUYm1fTRRN0bClmek5Ih9Elcr5btbMqKX0x1oq9opz9ZVXEwvJiBYJ+979sfXW7WUsJXoBgKZpKN4gcr2bwMIVhOavIV7dgBoM6xVqsNkQNABEEdFhRQ1GQBCpqd4A7P6VwJ1RhCBJEmqbiv2djV1tYM0uJaD5/X6cTqfhVQGqqhoqnmmaZmjGFXRBKzs727D1Oio7FI1GEUUJVVUof+cZLBnZqIruoWLvV0LqwUMx5WUiOmz0yu7L219/jhaXCS9dT3h5Wbt2HHuWiYhHRtlUPIOkIXKyFFkDDW2HRLQtimcJtOGnjb44+npmm4AcAzWuUbmgiapFG7M7Gd1cFA/JImR3c/od/2FERi5NFV5W/1DHjKd1T4WWT6bR8olOykiSfs1tqhYEuxVzTgam/EzMuZmYctIx52ZgyskgUlpJ08uT6Hra/1j30oM0NDQAnZPNMFrQMpvN7UrRdzYSnzGj0JZs/hXQ2iNRgZaoPjYKCcHAKMTjccMDKaNbRoEOuWHUPwcazb/9iHfZfCSbLrBa8rNIPXwffc/MSmMPUyHlC5aASSJWVkOssq7dDbymakg2UQ8OWoOcRIa+najVBlsT0RJd+W2xNfEM2rfTbCqiiVYQNBE1ruIuD+DZEExWMTsyLBTtlYW1V4R9eu+D7axjCDVHWfxZOfM/WE/do++hRWPtAxeNdvyKScKUk4Y5Pwtzns4zppwMnXtyMxBddiouewhJtBKNhPTfhyAkucYoPxOjA6nO4BnAUK6RJAmHw7HLTEfbVdC2hdNonjEypukMnjHaKqCjuC1xjFhLI6uevAtzehax5kakdBfpx4zAlJeJOS+TvUihyt2I5rAmiwSSPNPKK/YMC+GWmD7BmY1J+UQSB9pUhwF1dXVbFdE2xWbiWds9TKMNt2309tRUQASTRUSOKUS8cVZ+vyHJMyarSMHATDL3htzcXA66ZDA/vbkU2757EP5tOZ7Js1G8gY3VyqKoV7m1FcgEASkjReeYvMxkLGPKycCcm4GUkUL49zXUPfwOaGryM7K7J05MJhOiKBKPxw0T0ERRNJxndqWY5g+rVC+++CK33HILLS0tSXErEAiQkZHBiBEjmDFjRvK5M2bM4NBDD2Xt2rX07NnzD59MKBTC4XCgKMpuTTaJD5zRFW9/x9Yhu93O3LlzeOqpp/j000+JtLT6kUkizW9/kxSm8vPzMT87jJqAl5QD98KUl4kcixNZsoZ4WS2oGlGvgtZ6/99OPGsb1AjtXTU39URLiGibTkbbpnjWul7bdRKEIogisaBODtYUM10GZZCaZycajNNc7sdXG2bJVxX8rM1njz324LnHvktWsiVhkjDnZWLOz8KUuzFg0YOXdETH1t8HxeNPnCAIAvX1+khsm81meGuN1Wo1VEAzWtDqDAFNUZRkYPNXcdFFF/HWW29t9vhRRx3FlClT/vLxEzCKa6xWq+HTnjsjWWNkMGtk9hM6dsror7/+yqOPPsqnn35KWVkZcsAHkohv2jx8P8xNPq/ohRf4saxMn0aZl4losxBaVUF0VTlaWA9mlKi+p6ttxLK2bfeIwCaJ2y2JaJrcfuLztsSzBLZUESBIAmpU77WRzCJ5A9PI7OoCEVqqArRUhVg7q45g6U8c+sRJvHD096iKmjx/LRgGUcSUnZ4M8HSuScfUmpSR0lzbfR9MaS4IqcTljdPbjE6cWK1WQ1vpjQ4yOkNAM5lMyUA1FAr9pW6H3Y1nOmPa8z+FZ/6OXUPjx4+na9euTJo0ialTpxKt3wCiiOIL0fjiZ8nnHf6//7EutQl7n2JMeVmYMlOI1TQRWrIGtdmXnPAM7b2cBXHb95l/RETbqnjWJjzStE3+r+r/FwRBn6op6JXOuX3SMDsFfDVRPFUBape5qVrYxJlDavEtEkEQaX7643brS6lOTLmZmPMzdXEsyTUZmDLTkpM5twYpdeP+s3z5cvbaay9sNhs+n2+br+tIGB3PQOfENEZXoMXjcZxO51+OaTqCZ/7wjn7ooYcSCASYP38+w4cPB2DWrFnk5+czZ86cdoLJ9OnTKS4u3iGiAZIkY/Rm/E8Q0IzOCnZkJcLee+/NO++8w4wZM9iwYQPdL7oR38pFNM+ZjvOgPYms3kDPvn2oqKggtGI9rN5CdhxIL3QScoeJ+HUVTRfBtHbks6XqgC2JaOHoximx2xPP2iKZpWmFKm/8T9Qfp2Juoz7QrM15SBaRen81J/U/kb1O6UZ6oZO0Lg5S8+y8df5Msi85gdTDhm12zlpcRovEiDe40SIx1NY/WiSKGokRC4SIl+uCWc3kT0AQkqq+yWRCkiRDW2tEUTR0MxYEwdCWys64PujYMuujjz6aN954o91jHS2YGMU1RrftQ+dwzb8888eQk5PDI488gqqqPP7kk+SMPBpHYQkVH7yAfe++yG4/Jm+Iwi5dWPXrPIJ+n55wUdp/t1JybMiqTKgx3sakuY14RuuN7hamA2yrnbOkpIQ77rhjm+IZ6KLdppVubf+txFVql3uoW+Fpf04i+GQ3GhqHnDOMqN3HrAkrcY7Yk6xzjkTKSEHYwnuryQpqJIbS7EWNxlDDGzlGjUTRIjFiHh9ak4+Y2wMxlbafSKMz9Z2xDxsZ1CS+f0ZfY0euuzvxTCKm2Z0Frd2dZ1RV7TCrAEEQuOqqqzjnnHPIzMzE3qUbxWdeztqXH0R1WbHkpBGvaqBH9+7MnDGD0MLVrZ0lm1ivaODMNRNqiqEmCrZMYruYYmtTNrclotntdm699datVp4l/9mmk6btz9vaBrgrWiudFa3da22pZtatW0fvvQZTXpyarFZOJP0F8+bShKaqaNE4ij+EGo6iRVv5JRxLck3cE0Jt8RCva0q+bvXq1UkBrbGxcSvvSsfD6MQJ7P5FAYn1Oiqm+as884cFtL59+1JQUMCMGTOSZDNjxgxOPPFEfvzxR3777TcOOeSQ5OOHHnroHz6JBBKbotEfus7YjIHdmuB2RsYtoTjXfPMBamsvvmS3kzJ8AHkDhxJwmsm+/GQESUQNhImsryayvhqlRt9M3RUBBFFIbvrbMs7cFJuKaA888AAARxxxBGeeeeYfEs+0Vr8CQdi8MsGZacWZZcORacWRbsFkE0ATkeMysYBMTAjhsDlZM7MOOSKjxDSU1naaple+oOnVL9r5zbSDKOqBXpJMNT19pGrJqabhqnUAXH311cBGY2AjBabOCDR2Z7Jpu25HBVNWq5X8/PwOOdbWYBTXCILQKQKa0VyzO6+3M3imoaEBVJXGn77FXliiPxiTcQzsQU5WFqqmYT79EHKsZrRwlGhtA5HVVcQr60FW8NXpyRXRJKIpqr7Vyu2/94Kw9eGam4poK1euBODOO+9k4sSJ2xTPgGTf52bBjQCOdAuOLBvOBM+4dOFDjWvEQgphTxSf34u/XGHpEp0Tgr8tJThvRat3prYdnmldKHEimz5fEkGFQYMHbXxoN+eZzlgPjK1Ag44V7nY3ntndEyedwWtGxzNAh3ZGVVZWAhCuqaD6y3dQggEIh7Dt3Rd7n2IyunZBGdabnD5paLJCrNlHdFUZscp6NL/eAh+ojekxhaTHF+3EM7a992wqon300UcA3H777QQCgc3Fsy1A92DbyHMJWBwmnNmtMU26BbNLwGSxosoyckxBjsi0tLTgMlvwz16KFovrCX9FAbnVO1PTtjxARxBAFNDL3djoc7Dp8wUBq9XKkUceCWy0NDEKRidqEmv+E2Kojvrd/lWe2aE7z0MPPZTp06dz++23A3pW5tZbb0VRFKZPn84hhxxCOBxmzpw5XHLJJTt8MolfzD+BbMDYCrTd4Xf65JNPctFFFxFtbJ1UKYr4ps4DQBEyCcbMNL30+WavaxtIaKq29ciFLWRw2qCtiDZ69GgAzjrrLO65557timcJtM/4CwgiIAgEW2IE3VF9/1e1zXgjO1vGarHirwuzGUwSosWMYDW3/m1BsJkRbVZEqwXB2vZnZgSLGdFqQY3FafnwB7L2PRT3wp/p2qWAO+64Y+P5GVyeu7sLWp0VSHVGUuKvYmdzTWf59HRGa83uHEjtjOsbP3487777LpqmEa4uB1EgvKKc8IpyXIVdiB19tp6w2N65bWEf/6NoK6J99pne1vPll19uXzxLrt3GpkBo5RpBIBKQifgDuMv9rdOgN39t+LwIsl8j5G6dVq2o+h+TpPOJxZTkEMFmQbS1/p3kFwtiK8+05Z1IaSX+afMRJBO/L16cXM/oQKMz1tvdBbS2yQijg8a/gn955u+5XmcIdtCxRQ+DBw8mJyeHxsZGAutWJpPc3u/mACAdcSaNX8+icdmybR6n3V6/g2groiU8KMPh8B8Sz/TF23fRCJK+D8hxFW9NGG9NaIvnJ5oE9iuM6pZNDS3tjymJGzkmwSE2C4LVkvx7S/FMkm+sZrxf/0J0fTUff/QRGRkZ+rl1YiLDqO+G0TGb0esl0Bni5JawwwLa9ddfjyzLhMNhFi1axMEHH0w8HufFF18EYPbs2USj0b+UrVEUBVVVDTNeTaxj1HqxmH5jKsuyYV9oVVVRFMWwa9wZ7+E555zDqCuvIqXvIEyOFHzrf6fLfZehRWPkOQqwiTaKbjyHeE0Tcn0LSrOXeJ0b1R/E5BJRZDXpgbZFCK1+aPK235M33niDp59+GoBXXnmFqqoq7Hb7n78wQTfXtDhM2NMsuPIdpOZZSc12YEu34Ei3kJ6RBsDVk47HZBcw2SRKp9fyw8NL6PbKHQh/ogpDCYWJfPEzGd16EFm9GIvF0u79EgSBeDxu2GcmMVzDyPWM/E6oqmrovpbItiW++x2Br7/+ejN/mzvvvJM777yzQ46fgBFck/idGGnw3RmfOaP3/YSRrRFIfMY7cr3c3Fyys7MJReMUnngeVZ++RsGYSzClp5CnWVDNEl3vvBhlQyOx+iaUZh9ysw+5Th8wI5qEzVpW2qGNoLW1ZA3AwoUL+fbbbznnnHMAfXrbX+IZQDQLWOwmbGlmUnJtpBTYSc1xYE+z4kg3Y0uzkJZj54Qx+9F09wb8lmxyrj4dwWzaYvvmjsAvmpB/XQ6i1O792t33YaPvZxOIxWKG+24BHcI1uxPPqKr6j/iMa5q228ZsiXVkWe7QwP3ggw/mm2++ofjMy6ma+Bppx48g5eChaNEY9uwMss4/lsKyvsSqm5AbWlC8fuJV9aBqiObWwoBthCsJQWtbPOP1ennssccYP348AM8//zwmk+kv7R2CBGabCWuKCVeWhbR8Jyn5DhzpFlb/WEPdSi8pBw0h3eag96BbECyJxIwJoQOq/JT5pYi17nbxi9H7cOLeJBaLGT44aneN2RL3sx1lv/NXeUbQdkDBWbt2Lb179+bXX3+lpaWFW265heXLl1NTU0OPHj3weDw8+OCDvPfee6xbt27HrgQ963rqqafy0ksv7fBr/8W/+Bf/4l9sjp9//pkZM2Ywb968v3Sciy66iOrqaiZMmNDu8czMzA4Z794WO5tr0tPTuffeeykpKenQ8/4X/+Jf/It/IiKRCGeddRZNTU1kZWX96ePsTjxz7rnnIkkSp556aoee97/4F//iX/xTcc8993DDDTdwwQUX/OljdATP7JDE3KtXL4qKipg+fTotLS0cfPDBAHTp0oWuXbvy66+/Mn36dA477LAdOWwSoihiMpno06cPgUCAvfba608dZ0fR1NTEsmXLkn4HOxvxeJwffviBI444wjCD9hkzZjBo0KC/dGOzI1i0aBFpaWn06NGjQ44XjUbJzc/fbDAAAiCKHHnkkQwaNIgnXngOwSQhWM1okTiqN0BqkR1UUOMa0XCMeGDzbIwoCbCdTA1s9Dx78sknGT16NDNnzqRPnz7cf//9uN3uHbom0SS0GxggmMDqNJPZ1Ul2nxRSshyoikYsGMdlSufSo2/g7hdvIRaIEw3JNK5pnShjMUNc3rJfQLvfldDmDxsHLbS+Lj09nYqKiuTTp06dyrBhw0hPT9+h6/qzmDdvHnl5eRQXFxuyXmlpKdFolEGDBm3/yR2A+vp61qxZw8iRIw1ZLxqNMm3aNAYPHsyvv/7aIcd0Op306tWrQ461LRjBNXvttRfBYJAjjjiiI099m5gyZQojR478S1PqdgSzZ8+muLiYwsJCQ9ZbsWIFgiDQv39/Q9arrq6mqqoq6WHUESgsLCQQCLR/UAAEkZy8XJ589DHOv+xSBJMJwSIhmCTkOjeCBCn5DlRZRY7JRDzyZtUBgoju0Smr26wc6NatG3feeSdfffUV06ZN4/XXXycSifDUU0/x+++/79D16FUIbSc/g8kukZprJ39gGqk5Tr3aOCITC8n831E38eXMT/j+g1mIDitSqks3a47JqNHYZkMTtghRaL1YNnrUtOFut9ud9BNasmQJdrud3r1779B1/VlUVFTQ2NjIsGHDtv/kDoDH42HBggUcfvjhhqynqipTpkzhsMMO67ABG9vDzz//TJ8+fYCOaXPbnXimd+/e2Gw2hgwZkmwn29lYuHAh6enpHXb/vT2sW7cOv99vaMy2fPny5Pu1s5GI2Y488sgOq+o866yzmDx58uY/aN07H334Id796COWrloBZhOC1YzS5IG4QlqhHVXRUKMqoWAMLbaFw5jE1jb9rRON3W7n9ttvJxQK8cILL/Dyyy/jdruZPXs277777tZPfgvDCQShDbe1PsdkEbFnWsjrk0FmsROL3cSiiWUEm6NcfNsNIKt8+N1XqKEoajSGFo6iRuNJT7TtQmwT02yBZ9566y1OOukkAGpra1m/fj0jRozY/nE7AOFwmOnTp3Pssccash7ADz/8wL777ktaWpoh682dO5f8/HxDY7ZIJEJKSsouwTM7vBMceuihzJgxI5mtSeCggw5i8uTJzJ07l1GjRv2pk0n0tZpMJkRRNExcSqxj1HqJfmiTyWTohEMjf6cJkumo9UwmE+FQiLQ9hgAikXgD+bedj9zoQW5oQbZnk5qfg1aUTbzejVzdkNyAw2vCrX5j2xbINjNd3gTHHHNMcmBAVVUVAC+99BIXX3wxd911F2PGjKG5uXm717LZRDYrWMxmov44IX+Yljof6xfUtTvffnv0JXhQkEgsxKBTu9NljzRKZ9Yy7YnllLyul5smpm4mJp+p4dZ/R2Oo4WjrBM5Yu+lo/ukLMKVloMVj1NU3tHu/VFXFarUa9pkBY78TiUEJu+t3MFHinFj374adyTWSJCW9iYz8fBv9mUtcp5H7vqqqhq1nsVg6fL1oNEpUVik49gyqv3iHbi/djhIMIzd6EFqCSJKEY2APfBU1yI0tqMFIcuplaF0YURJRla0LZIIkbNOLs3v37tx5553JaZuJts2XXnqJ6667brPpnFuDPmW6jf+MCPZUCyFvDILgawqwYWVju/MVJLjqGBv1NQ2Ew2HsfbuSc/1ZiDZL8riJqZtaJLrVqZtqROccLRLTA6NIDNntI7KiDIDPP/+cs88+Wz9e63fw332/Y5DY9y0Wi6G/0wTHdKTRuhHY2TyT8Ifb3fd9MC6GMjpmS3y2O/J3qmka4XCY4jMvp/Kjl8i58lTse3Qn3tiC3OghYpFI7dcdub4Sud6NUhNIJrvDa8ObJeA3Q6tVwNZ+npi2mRgYkHgP77vvPkaPHo0sy5tNKEweWmSjf6YAoii0G4xmcgmoEQiHNPyeIA3rW/TzbeO7afKGaAoHkIuycQztizUvCzHFsdE7rHXqZgeFSQMAAQAASURBVDJ2ibbhlHZc0za20f8dq6hDbvTwwAMPcPrpp+unafB3MNG6aeT9paZphu77YLyOIUlSchJnZ+NPCWhXXXUV8Xi8nfp/8MEHc/XVVxOLxf6UVwDov5wE+Rs9ScJoU1kwfsy4ketZrdYOHU2/YcMG0MC7fCGS3YkSDlLxvweSP19WUsJ548cTWbxG/+xI+u/Ylmoiu0cqmqQSbpJxVwb0QGHT4GKTf2+KY445hvPOOy85bTMR1Gw6nXN7IpoobUGki0GstV/eZBPJ65dO172yiPjjuCsDtFQEKCnuTtn6ctb91MC6WQ3tgp6yc8ciOu2Y87NwDO2DrV93zDnpmItyt+tbE5y3kow9hxOurSS0fnXycVmWkWW5w0fHbwu7w6CL7a1ntME6dKzBbzQapa6urt1jJpOJ7OzsDjl+WxjBNZ0xqW53H1xhNM9Eo9EOO17iu6LGozTM/BaAissfavecpmFHk98cpam8NskzmqKRv0ca1lSJiEehab0fJabqwcUme76maEnBbVN0796de++9NymetcVvv/1GLBZLTufcloimBzibHF+FaECvihNNAumFDroNz8JkNtNSGaS5PIA5ZsfhcLDwxxUARJauofzi+3SxTxQQrBakrFRs/bpjG9IbW0EOluI8RMv2b6Ajq8qpuefV5HUmEI1G/+WZDl4PjB9S1ZHr7m48808YWLQ784wkSZhMpg7dqxLfk8qPXgJBoPGFie1+vnZULgVxkejqitZOGwEUyO6VgivbihzRaCrzEfHq/lObFQBoW5/2bLfbufvuuwmFQsmBAQkBrb6+vt10zi2JaO2GXW4ingGoEb3iWRDBnm6l2765pOXb8NWFaS7349kQpEe3EuZ88AG+OXPwfTFLv8ZEdbPFhJTmwtK9EMewftiK8zHnZSI6/lhFbfN73+H99pd23TPRaNSwilwwfrAG/BvT7Cj+Ks/8KQEtHA7Tr18/8vLyko8ffPDB+P3+5GjoPwO73U44HP5HjDUHY0VCi8WSHF5gBGw2G01NTR12vD322IMEFSjhoH4zb7diyk7HPqA70X0GIFktDBp9OZVLVxJeVU50VQURn8yGxe6N5CKQHPkMrcGNkpjQyRYDm03Fs02xPRGt7THbEk3icU2A9C424iGVYHOU6sVuape1oMoaokkgt18a/7lgf7DHOeuFA2jZEKSlKkhzhZ91P9Xrraf+EFF/iOiaKj2oS7RnCoDZjJSRgrVXEbbBPbEV5GDKzUByOVCDYUwOF0rAj9m0UdGPRqMIgoDFsrHyYGcjFosZup7RE7I6Y/S6KIqEw2EcDkeHHHPKlCmb7e99+/Zl1apVHXL8ttjZXBOLxZIGz0ZOSdqdAxuLxUIwGDRsvUSipqPewxNPPBGv1wsIxD2te7jNjJSWgrVnIc4Rg6i2a+x1xdnUzJ5FZE0l4UWr0eIKdSu8W+CZjYGEppGMZrbQAbNN8SyBttM5ty2itVkh8WvRwJpmwua00FIVwF0RpGVDCE3VEARw5do548ZDCUotnPHSfniqgnw9diGmgmxEmwW53o0aiiBvaCSwoZHAj/N0pS5xr2aSEF0OzF1zsQ/pg704H1NOBqasNASThOLb+LkYMmRI8t+RSMTQwMZonvknCGiKoiTvL//qoAvYvXgmHA63Kw4wAv8EnonFYoZ+t2w2G5FIhNTU1L98rBkzZrROV27dpzUNzCZElx1LUS7Offrj3quYvZ25ZJs9RNdUEVy4CtUbpGmtn+b1AUCv5kpUgyVb9NvGG20FtdaltiSebYq20zmhjYiWbMlns7Xa/l+yiKQWWfBXRwm5o6z6rgpaq+GsKSYGH9edrl27Up9rJ/e6M5Eb3MTr3cRrm4nXNqN4/CiNHsKNHsLzVoDYhmdEAcFuw5SfiWNwL2y9umLOzcCUk5GslFZ8erVeUVFR8twikYihiRqjeQZ2/+SQoihIkkQoFOqQmOav8swOC2glJSVb3Ci7dev2lzdQl8tFIBBAkqTkBAsj0BlkY/Q1Jjb/v+t6id9VzsijaF4wg+KXbidWUUd0TRWRtVU0PvsxZbf1Jn3mCpb88nMyk+HMtpLfPxVVEaic34QS00UMjY2CliAKW60+2554lsC2RLTEsduWPSeJRwRU8FZH0FQNk02k+4g8UrPtbFjcTMMaL3XLPIh1KXw68RN+/WU29gwLQ04tYd9ze7Hup3ryb78AS9c85PpWEqp36/+ubSZe14waDKPUuwnVuwnNXto+6AHqpn2BJsukp228MUgENUZujkYHUrIsG7qe0WQjyzImk4lAINAhnltvvvkmb7755l8/sT+Inc01CeFFVVXDysGN5hqTyWQoz3R05fH2YLPZ0DSNWCzWITfHfr8fgIJjz6D2248ouPt/SGkuomuqiK7dgPfDaSyvkCkqKsL9/nd6QKFqWFJM5PRKISXbTuWCZkLuKG1FrLbtLmhslrH/I+JZAlsT0RKc0jaoaRfgCBBujhFpiSGIkN8/jeK9c6hb5aXmdzf+ujD+xSbmb/idd5+ZhcmqJxfswweQffrhCKKIGoq055h6N/E6nWeUFj+qx0/U4ye6dB0eSdrIMwLJaj2g3Xtl9L4fiURwOp2GrZfYh41CojLHyOSQLMvJ9/GvXuvuxjOBQMDwfdjorhqjr89ms6EoCrIsG9Y+1pExTeI+MGPoAfjXLsd5yCDSjh1BdG2VLpb9tpwFv5Ry4ti7aXp5kr53KiqiCTK7pZDZw4l7fYimdT49MdMmX7IZB7SJO/6IeJbAFkW0Tb4Om66hKXrSPx5S8G2IoMoaKXk2+vwnn1BjnMoFTQSbo3gXCQSODVD+1QyQRKy9ikg98UCy9uiJaLOgxWW9lbW+pQ3fNBOvaSLe5EELhomvq8a7rhqv1JqdSsRwiUIAVWstvNDRUeLnH4XRgl1i8q6RrY1GV6AlYraOiGk6gmeMY/U/gJSUlOQoZKPJxsjsEGwMNFJSUgxZz2azdWiri9HrFRQUUFZWRrBqPWo4SvkF9+o/SBhIqirrKyvod/D+rBhejH/ST0RLKwm5o6yb1YggCaBq2FJ1so344hsrwNSNhNM2m/JHxbMENhXRxt49hqbG5lZvmfaBTJJ4WsW8lFwrFqeFpnU+1v5YiwZIZoG9z+5BnxGFdMvvhpzhw+oyE26J8eurpfz25hoA6h55F1v/bqQcPxLnvnsg2tpv2mo4SrzB3Y6M4nXNxGubUNw+tLieOfZ4PEgmM7/N/pUuXboYXu7cUUHwH0U0GjVsQAIYX/GWCNz8fr9h+8zfBSkpKYRCIex2O7IsG3bTYTTXdIagZeR6JpOpQ1trjjzySGbOnEnT7B8BqL33tY0/bBWE1nUp45AjDif7xjOJrazE9+2vxPwy1YtaEE0eVFnDbJcwOQTCzfJW2zUTiZsdEc8S2JKIllhja+IZGpgdEpk9nDSs9FO7zEvdSh9oGl2HZjLi//oz3DqEJSsWk9bFgbcmBEDwq5/wfz4TJBFzl2xSjz0A55C+mIYPbHdOmiwjN3o2BjwNLUmeiTe0gNz6uZdEBFHkf5dcwosvvmi4VUAkEunwaY7bW8/oQAqMrUCTZZlQKPQvz2yClJQU6urqDBeY/u6WLdtDwic7EokYJqB15DWOGDECBJGWhb9gcqXi/XIW3i9n6T9sFcsqrBYsFgv9rjobt6TQ8MzHqDI0rfPTXB7QxSqzgDPDQqA5BqqWbK3UFG2jcCbom7/d9sfFswS2JKIlEzWt/LVpAYLeyQP5/VJprgjhr4+w6MMKVEUjNd/OyY/tQx/X3jSFavUXqCrR1ZU0PvY+ja2DAMTMFFIOHELKQXth37NXOysaTVVRPIH2SZx6N/HapmSVdAJ3jR7N8y9MoHpDleEtnJ2RGAIM5xqjK9B2pZhmlxPQQP8gGJ01VxQlWR5oBDpD0GppaTF0vY5qrVm/fj1l5RUgioQq1+oPmkTMhbmk/XcEzr36ITe0UNMCI9JzaLrp4eRrRUmgaJ9MLHYza2fVEw3Ekxt8WxJom7URJIGjjzx6h8SzBNqKaPfdO46xd4+lqbFpi9kgAMkigCbiq4+AFsGRYWaP44uoXeKleomb+e+vx7/AzDF3hQioHkZ9cwRhT4zq391sWNzM4s8qIC4TWbKOyLIyGlUVBAEpO43Uw/fBOaw/5i7ZWLsVYO22eRuCpihsuO15LJZMrBk5uBfM4osvvuDiiy82PKgBYzd/owMbo71+2lag7QpksyshJSWFQCCAw+EwNIC3Wq2Gt9InqqqMWi8ajf5tW2sef+JJECXinlb7AUFAykjFeehQ0g/dGwQB99Jy8rNyCL/8DcHW360gQFbPFHL6uCib1UTEH0eOCiBuYvKsbRTOEuLZfffdx8SJE/+weJbAlkS0rVWhoWlIToF4QKFhpR9RhAHHFxINaqz9qY7K+W6qf5/NUa/8H0sXLue0Z/fFleFg+lPLWPJlJZaSAmJV9cSrGmh++QuaWyvvBJcdxz79STtkGJbuBZgLsjEXbO4fomkaiieA74c5eD6bAYLIlClTiEQihlsFdEZgY+R60WgUi8ViWLJG0zQURSEajf7LM5sgJSUFv9/fKZXAoVDIsPWMTpwIgpBc08gihI66xvPOOy9pJCYHWjnEacOxZ29cx43AXpBNaOk6qpobyF1Vz6ppP7Yammk4sywU759HwwoPzev9BJpj+l7fSrcbCwP0/2uKtkOVZ5uirr6OMWPHMO6+ccAmIprQpsOm9TFbpkS4SaZ2pQ9N0Sgelkl2jzRWT6vBVxdm0m3zueaq/VkSXIEt0wQZuWScdwzR0koiqyqJrK5AdfvxfvET3q9bu4ksZqy9ikg5ejjOfiWYMlMxZaZC/5LNzjdRJd3w/KcojX5qa3WhLhwO79b7fiKeMTJJb3QMtasVBexSAlpieoTRAprFYkEQBENL+40mHKMzRHa7HUEQCAaDf7nU8sMPPwRNxZJbRKx+AzmjTsE1Yk/CK8sIzVtJyzvfo3j8hLIyufCll8kpLqSxspq0Lg4ks0jFnOZkEJHVw4WnKoQS1xv5E/4vyWk2An9aPEtAo62Idl9SRNuYsUlkhkCO6IMAMru7QAV3RYAF75cjCDDi8j6kZDnop41gwYIFrPi2mpXf1YCqUbxPFvtf3JfFn1WQc+0ZSA4bkdJKIqsqiK6pQmn00PLhD7R8PA1UFcFqxjqgO+n/2Q9rryKk1NbPuSAgN7SQOXJ/BEkEBE499VT8fn+HtP39UXTW5t8ZBGcU2pJNVlaWYev+HeByuQgGg53SemJ0RVhjY6Oh6xndWuNyufD5fOTm5v6l4yiKgtvtBk1FSsvE2iuXvJvPJV5VT3D+SuoefZdYRR0IsK7nvhwwYgTTZs9C9QYpGZ5L2W8NNJfplQEp+TY0BQKNkfaGZ60BhyAJlBSXbC6etfEr+yPYloiWgCZooIAS0rCmmsjrk07lgiaWfl2Dpmj0GJnL4BO6oa5LBQHmT1/KvOnqxjbTFBuFD47SKwXKanWeWV1JZFU5qi9IcPpCgj8t1gMdScRclIvrqOG49uiOKS8zOYXQlJECioopJRXZ76NXr15JntmdrQI6o/LBSJ5JVNSGQiFD7xn+Dmjbwmlk5bHNZtP3MgPXSwyeMqpd2egiBJfLRXV1dYcca/LkKYCGs88ggmuW0f29+1B8QUILVuH75Efql64FRWXu2TBiv/34efEC1GYv/Y8qZM2MWlZ+UwWAxWXCmWOmpSycnLjZrhhABJv1z4tnAGhQW1O7RU+0RMVbknMEiLQoCBJ02y+TDQtaqFzgpvL/2TvvwCjq7ut/ZrZvNr33AoReQwcBQTp2LAhIEcSGioKFIl2pUgUUFVRUEEVQVCwgvRN6h/Tey242m92def8YErA8v1cfdYI+nn8Uwu7d5DuZO/fec885VoRniIk757ei4Lyddu3bMWP6DBwlbuSiLHLmfoDfAz0JGvcggk6LM7tQaahdSqPyfArO7AIc55JxXEiloJok4OeJpUsrPFo3wBAdgnDtuhPNRgyxYUjldgStFoOo3KPUvj85HA5VpQLUzjOyLKse0+VyIQjCTZNrbqoGGigTG7UbaIIg1DSY1Lrg/+mrNaIo4uXlRUlJyR++0J944gkmTZmCwccf2VFB/spNFKzZilxZVUN31gT5ohsxgAv2Yno+eC8fLVxWs4LiEWCgTtcgzn+TRWGSFVkCk68ee3HVdfrxtSKnbx9lbXPGzBk1zbOfU5SrHTz/I+RrTbSVK3ji8Z810X6iTSCg99CABMUpVmQZ4ruHgCBy+ccs9r91GVEQGfzec1z0+ZHbAxK48EMWSftyST1cSPqxAwAUb92L/4gB+N7XQ1kJdbupSs+j8lIajktp2M+n4C4spTLxEjknlcSMIKAJ9MHUuj5ylRNDQBBlF08jiCLNmzdn9+7d1KtX7w+d2++B2kWNJEm1Utj8FS5i/wnVq4lWq5Xo6GjV4v4dUFvMgL+7FuX/D1qtFo1Go+pqjY+PzzXh/z8GjUaD2WikUpbxiIil7Ngx0p6cj7uoTHFAk2QEswGvAbdw3A963XsH23fvBCDlcD4anUCjvuFkHC+mOM0GAhg8tTjt7usDmmt6NTFRMUyfMb2meVaTY36lcSZq/++hwv6D+4FrTbQF80k89lNjAUEWQCNj8tdRkafo0PjFWIhrH8SpLWkk7c0jaV8ez094jgLzFe5f0Z6L27M4/10m9pIqBFslyQ+9gujnid+gvnj3aodP/07IsoyrQBG4ri50qtJycabmUPz2FoqvreMIFhOWto3waN+UyisZ6Dx9cJWX0bt3b0pKSlRdo3e73TidTtXv+97e3qrFq42iBvh3hfNXUJt5Rs3mUjUJweFwqNpAUzO3+fj4cO7cuT+FXd2mTWu2b9+OKTAU26XTpAyfgVx17foQFVkac9tGXOgcy8DQBPy/CKKguJQL32ciyxDbIRABgaT9eTjtbkSdco9Huk4GEDQCRr3xevNszm9rnok6ESqpyVWCIIDwfxsL1DDgZPCLMFGYWkHqoSK0BpG2w+K4tD2XknQbX7x0nM6dOlHV084ts8IJ2iGwZ+UF5MoqCt/7isL3vgKDHq/ebfEdcAue3VoB4LbacVxJrxneOC6n4y4so/TznZRu2a0Ypum1GOOj8ereGl2oP+7SchBEQmKiKS0tRafT/SkGJ78VlZWVqg6ua2MwBOpuDblcrpoNjpsh19x0DTSLxYLdbsflctXKGohaMBqNlJWVqRpP7dUaHx8fSkpKfuKE8t9Ap9MhAuUXTyp/IYrIlVXo48LwG3UHxvAgrPtPU7Lhe77afZnhw4ezXhaIuSWQqJYBHFhzmVOb0kGGkMY+FKdaqSxz/oQNILtl+vbry5DBSvPs4oWL1w1yfmYw8J8MB2ogUDMNWrFiBU88+dMmWjW0ZgFHuQtkqNMthNSD+VzemYssy3R+rD6yC7TJQVTY7Lw67D20BpF7FrXjztdak7Q/l+OfppB8IA9XUha5095WGomh/vg93A9L07oYYkKhVzsAXMXlOC5fYw5cTMWRnIU7rxjrN4dAEEj7ZDUAGo0WWZYpKytTtbBR+6G/+ub/T6Z032x6ATcTLBbLv6s1fwFuHEapdc15e3uTkZHxp7yXr58vmZmZlJ09BhoRd1EZoq8nfoN649mxCZXnUyn97hBfjJvBnavfJjIwmIzcdPpOasHBtZc5vSUDBPAMNqIzaSlKsQIg6AEJkCE25prm2WeK5tkvnMxE4Vrhovz51/KNoLnm5H2NcbD/wDUm2vifuXOKYPTUYi9xUpHvJKSRN/YSJ0XJVoqSrUS1DaBRrwgufpFH24R2vDjhBVLTUmk3vC5P/9CXlEN5bHjyAILZgFRUTsHKjRS8ISN4GPG9+1Y8b22FpWMzLB2bASBVVuG4mnGdpXYxFdlqp3zHMcp3Ha8x9wEYPnw4qampBAYG/iln91tQGw/9//SVUZfLhSiKf8q2wT8NtZVnanOl8p9KQvD09KzR+vuj32Pnzp3Zvn07Bfu+A42oNM/0Wjx7tsXv7luRym2U/XCEk+MXcu7lSXSp34zPzlym79RWJO3N4eL2LASNgNYgEtzYi8zEEgS3gEYv4HIo99hfNM+qrjXPbqhPfg2SU7o+yJH5iZFGbn7uT5toa9fUaDyLWgHZJVOUYcfkrScw3ou0IwUc+SAZk7eOAa+25OJ32fTs0Yutn37DZ5/tILylHzHtAsnKkLF0a43t4BkcVzMo+3IvZV/uA42AuUMz/Ad2x9wiHnOLeOVjSRJV6bk4LiostRqSwJmrVJ5Pvp5nZIlWrVpRWlqKt7e36kznf3qe0el0qpoWVJvVAKqy+/4TbroGWrW4M1wvANXAv6s1fz58fHz+lMJm0KBBiiDqtV3L8FcfxxATSlVmHmU/HCH3x2MKG00QOFJqY5SPJx27dmbvj7tJ2punFC2dg3BVuElPVJwx/WI8KEqx1TTR+vXry+DBQ5gxYzoXL176z05m/xduSEw1gs7IrHjjp020wqICZDc4bRJB9T3Jv2wlaU8uliAD9buFkbgxmX1vXQJZ5q0Pnyap9CQhjbzJOl3MJ0/sR5Jkmt4RRVzHIJIP5RP45EAqzyZjO3QWd3Yh+Qs+JN8tIfp64vNAD7zaNUXr64m2bWM82jZWPpfThSM5Syl0ziVTkXgRALfbRYOGjXh94YI/xSb4t+KfrhNTHVPtwubfBtqvw9PTk7KyslopbNRcrTEYDLWyWqM2M8BqteJ0Ov9Qbjt+/PhPVnQsfdoTOLgPUkUl5buOk/7cElx5xQrrWRDYn3mVe4YNZtGMV9k6JRFBBK9QE3EdgzmxKQVBFDD76XFWSrgcbgRRJibqZ4YBwk+1OOF6w6ymhtEp/ydqrxUp0k/Nbqrz039y56wsd2Hy1SMAuRfKEETo8GhdTn2WTtqRAtIOF/DUlNGUiDmYG7ohXeDQ2iscfPcKmmtOnBHzxiJZ7dgOn8V24AzO7AKKPtxG0bpvwKDDq0cbfPp1RBvgg6lxHKbGcde+F0lZx7l8bR3nXArOHCUHh0VEsOHjj1VnOhsMhn98IfW/rEtzM+FGBpqajLBqrU01jYtqY6tGTRKCRqOp2ar5o8X7rNmvKv8jCGA2ELNsAoJWg+3YBXIXfUzl2SQQRZAkvrtwnFEDB7Jlyxa+ma6s6Gv0Aq0fjOPEplSyTpYiaAVMflrs+UqT7EbNszlz59Q0z27UfAYldyg6Zv/3573RZC0376dNtLXvrUHUy7grlZVRnygTxcl20o4U0OzuSAquWMk6XcxXk4/TrG1jGjVpyM7MTRg9dWQeL1I+kyiiiQ4ibMAY3MXl2I6ex3bwDJXnU6jYc4KKfacAGUOTOAIe7IU+NqxG19mrmiRQUo7j0jWW2oUUHMlZIMt89tln1KtXj6FDh/6hM/u9+KcPTtSOB0qusdvtmEwmVZ2t/xNq/xP8DD4+PpSVleHl5YXT6fzH7tPXxmqNXq+nvLxcNQcqHx8fzpw584dZb+3bt+fLL78ksGs/8nd+RfGGH5DsDiovpNQkGVPbhgQ9eje2Q2fZ8tkm7ux3O/t27iG2cyDhTfzYt/oisgwmHx2+kRayzhSDADqLSM8ufRj80OAazTOhuqj5mTOnqBGu68L8DNUaaz93PVPsNLneRJsxg1demUJxaTFavUj+ZSveIUaM3gZyzpVw9OMkbnmiPmXZlbiveGKWfFgyfg13LUnA6KHj2PokznyVzukv0pT31mnQRAQR2Kk5AaPuoPJiKrbD57AdOIO7uJyit76gaNVmBLMR79s74dWtNVpfTwSdFmN8FMb4KCrjo6hIvEjE3cOxpV4mLsADq9WqapFhtVpVXXNRu8iQZVn1hFNVVYVer6e4uFhVNuHfAT4+PqSmpqLT6VQX9f+nr9Z4eCj3D7VgNBoxGo2Ulpb+oRXp+vXrgyBiqdMIZ1khlYfOkV9ux7r/FLjdIIM2xI/ACUOgzMaWzzYx75kXWBcYSIVcxi1P1mfvikuc/FzRsKx3SzCXdiqaaZZAI4Eeob9025SrjWV+27BGcv30az9nEvxaE80jRIc1twpRI1D31iAub8/l4NtXCW/hS7th9Tj6fipt6nZi0ezFeDQ1MPa7PpzYlMKx9UnYCh0IokD6c0sIGHMHvgO743f/bVRl5VNx5BzWA2eoSsmm7JsDlH2zH0QRc/vG+N7RFX1UMIIoog8PRB8eiGe3BKTKKlJGzsKnaVvE9EvodDpV7/tWq1XVyfX/glRAVVUVOp3u3zzzK/Dx8aG4uFj1PFP9bFNZWanaIFTtmsbDw4OsrCzV4sH1rZrw8PA/9D4eZjPlNhu+CZ0pOryT4k0/Ur4zEanMptQ0Rj2Bj96FsV4kJzftxFpYTLdu3dixczt9XmrC6W+yOfT+VQBiOwaScaIIe6ELg5cWwalj6ivXmmfz5lDluC5Vc+PGDVxjMKPIBFSzmn+OXyMT3LjOKQiw5r21+ESYKEmvoDjZTsPeoVzelcfpLzLQmTXcOac1+1ZfpNct/dj21bec2ZPE41/14sruHI58dJWccyUUzPuAfDdYerUlYFBvvHu1w11eQcWxC9gOnaXi1GUcp66SeeZNkCV0MaH4PdgLc+NYBK0WrY8n2raN8GjbCICSLbsp/vRHtN7eBAcHq75R43Q6VddA+ydvDcmyjNPpxGq13jR55qZroIWGhpKbm0tgYCCVlZWq7SwbjUZsNpsqsarjqU2x9vb2prS0VLUGmqenZ8064B95SH7xxReZPGUK+Tu/QtBqqTh+UdEJMOkJfOROLB2aYN13isyX3sBVUMq3BiP9e/RkwhuP8vbcD2tYaO2G1+XU5jSyz5Vg8lEKy24dejBk8BCmTZtWo3kmX9v9/zkzQHLLiFoRyfXTcc0v9GtElHUdbkg+IjXGArNmzWLSpMmUlBYRWMeL/MullOVW0uHRuhxem8TeNy9h8TGzYvVUdh38jgqrnY8f3YdGJ/Dwmlvo/nwTTm1OZfvCM4iyRM7LK0Ej4De4N963tcXUMBb/h/tRlZSF7fBZrAdO48orpmTjDko2bAe9Fq/uCXj1bI8+PBD76SuIRiOe9RpjS75Iw0aNaNSo0X99Xv8NSkpKVNXpqo1mlizLqjMRfHx8yM7OJjT0lw6s/8sIDQ1l27Zt//jBSW2s1vj4+JCXl6dKrGr4+vpSVFT0hxoHZrOZkOAgcq6cQdQbkaoqse47CZKMpWc7Agb3piotl6J3t9YwBHa33M2LM55j9afL2Db9FAgQ2yGAKpvEpV05CCL41/XA0xXEjOkz2PT5JjZv2awErJEIuO7OLLtlRK3wi0YZ/Frz7Ib1zmvvJWgE9h3aBwK88MIE5s1TmmixnQJI3lfA5e25tB9Zj/PbMsk8XkTG8SLmvT+FMmcRZy6cxn1K4si6q9z6bGOe+rYP57Zl8OXkY1DlpOCNzylY9hnmDk0IHHE7Pnd2xefOrrgKSrAdOY/14Bkcl9Ko2HeaigNnQJYxNIrD795bMdaPQtBoqDyfApKEOTyGWIuGiooKVSfJamuu/S9IBVTHy87O/sONhX8aQkNDKS8vR5Ik1TWIqxlh/9QGWjXZwu12q7ZG5uvrS1pa2h9+n+HDh7F06VKKDu8EoPSLPQDo60QQ8vxDAJRs3kX+8k8B+LBSzxNPPI62aSnb5hxFlsHsp6dBz3ASNySDABEtfCm8UMnUqVOxO641zyqrbjAUuM4++/mgRnJJ/Nq8/EbSwM9f85Mmmlbg3XfWENrEm7yL5Vz4IYfIFr5oTTqS9uay5eWj3Pd0X9q0T+CFKePJu1jGoi5fEdXGnyHv3MKCDl+i8fPBVVSG9bvDWL89hDYsgJBxg/Ds1grPbq2Q7A4qTlxSmmmJF3EmZ5M774NrGtg+eN/XA6+Ehohm5d5nP5OEOSIOoTiXqKgofH19//C5/VaUlpbi4eGh2rYX/PMZaE6nE0mSKCoqumnqmZuygZadnU1CQoLqLpWFhYWqxlN7taZ6eqIWRFEkMDCQnJycP9RAKywsRJYkEDXILhf6+EhCnn4AjZ8XtkNnSX9+Ka6cQkDAUD+SwEfvYfmKFUx86SUMzi8IbiBS/9Zwdq88jyAI1OkSTNrhAm67tRdDhgxh2tRpXLp86aeFS/V/fjaxkVzSL0wEBBHkG7fAqptnN7IDJGWd86133uTRR8bw2tzZvPzCJPKvFNHk9ihOf5HGgbeu0OvFZlzamU3XBv3IupzPiay9jFx/KzuXniVpfx5rhuxGb9bw0DsdMfka4FrTyX7iEkXvb6No7dcYmsQS/Ni9GOqEY6gTju+DPXFm5tes31Sl51L27WHKth261og0Yg4MB0GgIuUSCa0e/8O6db8HVVVVVFRUqFrY1MbKqFarVbVYrKysRKvVkpeXd9MknJsF1XlG7bWT2litqY3C5tKlS6rqbQYHB5Oamkp8fPwfep+qKieCqEGqqgSjnqDxg/FoHEdVSja5i9ZjP3EJRBHRYiZ4+ijWvb2VBS0mEqlpxFVTDr0nN2P73LM4bC48g42YvA1YXP5MnzGdzzd/zubNn6M1C7grf8ZyvubKjKw0yv5TE60aPzejqclTkvIzP3buEMvegBdefIH58+ZzbP8xWt0fxcnPMzj03hWi2wbQqHc4tmNGIrWNmLb4ZR7/oieH3r/M0fVJ7Fx6jh8XnyWyTQCIAiEvDaPi6HnKdyZSceAMqQfOIPp6EfDUQDwaxeLdtwPefTvgLrViO3YB28Ez2M8k4TibRPa1ppkuKhitvzdaL28qC3Np07EtDRo0+EPn9XtRUlJCbGysavH+F6QCquNlZ2fTunVr1eL+HeDv749Op6OkpETVQQ3UzlaNmiQEs9lcszqs1rNjcHAwJ0+exOFw/KFhaElJCYiaa4r/Ej4P3obvgM5IFQ5Ktuym9NuDijA+4P/IHZzPL+HkyVM013dnm+sIPSY04dw3mSR+kowgQvxtIaTtKWXq1KlUuSt57bU5CHoJHNdqGPGntYzslhGuaZbV4Ge5+ic5SOSGfAOyoJjTlFQW1jTRNFqR1W++Q0hjHyoKHKQfL0Zn1jBgZisOvJFEn2YDeevNt+n5Wj3SjwSwe8V50o4WsqDDlwAEPX0/umB/ynceo3TbQVxZBWS8+IZCDniwF9692mHp0BRLh6ZIVU4qzyQpNc3hc7jzSiha9TlF7s8QPT3wvL0LlRdS8GnajiYRQVitVlUNBNQe1EDtNNDUJgRoNJqbqp5RL6v/RoSFhZGdnf2PdyurXq1Ru7BRs4EGEBISQk5Ozh96jw8//BAAY7Ay3fTp1wlHSjYZLywnb8kGXLlF6KJDiH57It59O5E1bTWnT51k584fmb5kIhZfE7tXnAcZbn2mIcn78ritWy+GPjxUaZ5duoTF34gsg97rBipztYizW0a8gd4s/Oy35sZC50YadI27pwB6T+21r8usWrWSk4mnmfv6a/j5+nH6izS6PdcQjU7k+wWniYuqw4A7+7Pq7Tc48nES7z28k16TmzJkzS2ENvbFUe5i7YN7sBc78LmrK6EvPUzkkufw7tcRwWTAcSaZtLELSR41i7IjZ0GW0UcE4XvPrUTMH0vk0ufwG9IHQ71IkGSw2anISOL83PHUCQtGq9WqxlIEJdmYzWb0er1qMWtjrUZtvQCHw4HVakWWZYKDg1WNfbOjuoGm9n3/xtUaNWOqGc/LywuHw6FqzODgYEpKSv5QTEmSKCopQZbcaC1eWNo1Ru/jSe6ij8l8eQX2U1fApCdkxijCpj5C0cpNlJxPYsWKFYwe/Qi9HmvDV5NP4LA6aXpHJBqNiMXtz4wZ09ny5WY+//xz/OM8cdtltEbxWn6Rr+eMG2qZ/7N5dmMxo7lBO62GHSBTWeTi9JVEli1fxgsvTqB16wSOf5pO68GxeAWbSD1UwJkvsnlx2ng+37aRi8dSWNZrG35xHjzxVS+a3RGFIEDGsUKQZCRJImDk7USvehH/EQPQhvghFZeRN3styYOnUvjxt0h2BxpvC17dWxM6cTgxb08k6Kn7MCc0QNBpcablYj91BVdZKSVH95DQqpWqzSxJkv4wG/73Qu37fm1IBdzIQAsLC1Mt7t8BgiAQGhpKcXExlZWVPxFk/6vxT6+hqrdq1KxpjEYj3t7e5Obm/qH3+fLLL0FyY4lrgMbXC69urSn+7EfSnpxP6Tf7weXG58GeRK+eSFVyFiWbd/HW6rdo3LQxE94Zyd5VF8k5X4JPhJn4HmFK82zaVNyik1kzXkXvJeAouz7Vr9Y4qx7aAMgu+ae1zM8uzZ/I1dy4USMof9aYwVHuQvauYPKUybRLaM+YJ0eTc7YEg0VD3a4hVFldbJ2SyKTXn6egIocfvvuBt+/eyYXtmTzxVS+6j2uCwaJFECFr8psUbvoR734diVr2PMEThmBqEgdON0Uffkvy0Glkzl6DM68IUa/D3Ko+gY/dQ/TqlwmdMhKv29qi8bYgldsoXf8tstNF8fH9tGnTplYGNWrmmdqSCqitPPNvA+0/IDQ0lKysrFqZnqgZTxAEzGazqhMbHx8fysvLcbvdqsUMCQmhtLT0DyXWZ555BlHUIDnsGILDyFu8ntwFH+LMykcT7EfUyhcInTCEvOUbyVu8Hqm8AmRwdLgKJXoa+LXG5KOjz6QW7Fh8jl49e/PwiKFMfWUqly5dIrS5N7YiB57BRqrKJEStkmBE7fWGmPQTuvN/fgi6sbDRmJRz1llEnDYXvrFmnHaJ0OY+rFi5guOHTzJ/yRz8/f3Z+fp57notAf8IL+7tNpT1G9bTb2lDGvQMx10ls6r/dg6uvcSw97pw//IONUVT9rTVpL+wHNGox39IH6JXvUjAmLvRRwYjWyspWLSB5MGvkLtqE+5SRZdIF+SHT/9OhM8cQ9TKFwl45A4Eo9K8atOmDQcPHuSpp576r8/r96LaIUdNWK3Wf7RJQnUhVb3WpmZz8u+A6tUat9tda6s1akHtPKPVavH09FS9sPHx8flDhY0oisRGRwECljoNse46Tsb4pVQcvQA6LUEvP0zMmy9TeewiGS++gSNJ0d9pNNaD4+eO0dqzNwB3zW3NlZ05+JlCmDljBl98vYXPPt1EVGt/Cq6UI4gC7sprTmfyT9diqnMP/IIQcANuGNK4ZQSN0lQz+SlDOe8I5b5WWVbF8TNHWLpsGS+88AKt2yVw+IMk6nYLpm6XYB4aOJiks2kYeuRx67ON0ehEvp19mnce2EH355rw6Oe34RuprP3mzf2ApOHTsafk4t27PZGLxhE6eQTmhPogy5R+uZeUETNJf3kFjtRs5XsxG7F0bk7I8w8R/fZEgp9/SHHrFAQaNqiP2+3mlltu+a/P6/eiWpdPTaF7m82map6pLakAo9FIVlbWTVPY3EwIDQ2loEBxX1fbSEDNPGMymVTNM/D3JQU8++yzAOh8A3AXl5H22BxKNu9Gdrrw7N+J2I9moA/yI33cYsp3HAWg8T3B/HhxC0113TDpPGgzNA6vEDNp+4qZNn0a6N1MnzIDnSdUlrlAAHOADkEUFGKAeN25+TpuyCU3NnerNZy5Zl5zg+vztbkPkkPJUbkXy9CHu5g8ZTJtWrbj8WceJf+KldwLJXQf15iE1gkEy3F8c2IjD67oiCXAQOqhfBZ0/JKQxt48ua0PQfHK87912wGSh0yj+IvdmFvGEzpxOJGLnsW7T3sEox7H6aukP/06yY/MovTQGWRJQtBoMDWOI2DEAKJWvkDYzDF49++ExtcTjUZDQkICo0aN+tOcun8L1GagVVRU1DxbqoXaaqDdTHnmpmyg1RYDrXq1Ri2offOvdq5Q07nGYDDg6+v7hwubAQP6U1WUjyM3CxAQfb2IWPQsUYuexbb/NOnjFmM/dQXBw0Twc4MAWDt8O0uXLuPhYQ9z19gebJt9gr59+jJ85DCmvaIwz1rcG0X2yVJ0Jg0VhcrDjd6krYl7oymAoBFuzDe//JxaAZ1Z0WKQ3TJS1TUWmltAlqA03Y7JS3GeafNQLCtWrODYgRMsXD4P/wB/Nk04yqRXx+MUHHy+cTNv9P2W1g/Fct/S9nj4G7i6J5fXWm1G66klvIU/Wl8LmkAfnGk5pI6ZS+b0t5GdLrxuTSB87pOEzRyDR4cmIIjYdh0ndcwcUp95Hfv55JpkqfX1xJzQALmyipDb7qLDrT04fOQo77zzzn99Xr8XaicbWZZVb9qpnWxcLhdut5uioqJ/WQG/ghtXa9TMM1A7K5VqFxnVeptq4s8obDZs2AAClJw8BAigEQl8ZiBxH0xDI4pkjF9KyebdIEkEPHEvWm8z60bsYdmClUTHRDHzg+fZOvU4If4RzJo1k63ffsHG9Z8R1ymI9GOKRERgXS9kIKieJwjgGWxQ3NB0P2cz//TxrLq5pqziKH/WegjIbtAaNdiLqjB66yhJryC6bSDOSomAOp4cPnaQJUuWMmH8BNp1bEPihhQSmrajR8/uLH9jOeuG76M0y8boz3oQ0dwPe4mTRbd8ReKnyViCTOgCvTE2iYNKJ7mz3iF51GzsKVmYmtQh5PnBRC17Hp87uyBaTDiTs8h8aQVJD0+n+LsDSNfc30SDHo82jfC991aQZbrcOZDEM+c4d+GCatIZ1awANc1x1GYiVK/tqy0VoNFoyM/Pv2kKm5sJ1brOOp3uH80I8/HxoaKiQlWzhNpqoOXl5f0hIsLkyZMRNRqKj+6u+TtLt5bErpuGb+/25M7/UCEDlFXg0aUF5tYNOLDmMmtmfsaJkyeY9+YMMg6XUnCugukzpyGY3Ex5cRqiQUbvocftlIhp509FgROjl5aqMgmNXrnv6cwaJZfcqKHJTxtrokasyTeSS0bUCwgaAa8IIyAQ1NATWYKIlv4AZJ0uAl8HkydPpk2Ldoyd8DjluXaSvixlwsTn+ODj99i19iRfzzrO6M960PqhOgB8/Oh+1gz5kYoSJ8YG0Xj16QCiQMknO0gePJXS7w+jDfHH/+F+RK96iYBH70IXEYRsq6RwySckD36FvFWbcJWUAyCIIsZ6kfgP7o2pUSxN27TDKcmcOXOGyZMn/9fn9XtQVVWF3W5X9b5fUlKCl5eXqlIB/zKdb8IGWvUKZ21o04C6qzVqFxmCINRawvlv3XLcbjf33HMPX2xV9uRFXy9C5z5BzMoXkCscZE5cSeH7XyM7Xfg+1IvoZc9TvudEzeubP+XJjlNf0r/+EIYMGcKI0cOYPm0aFy9epOsT9TmxSREEDWvii9slE9XGD3tpFV6hRlwOCY9ApbixhOiv6cvw6000QUk0WqOSnHyiTSALBMV74XJIRHf0R5YgrKkvsgyH1yXRYVQ8K1as4Oi+RBatmM9TY5/CWBbAvvJNdH26IQiwbvheruzN5rEtPWl5XyzI8PHIvWSeKMR/9F1ELRpHwKN3ofHxwHE+hdRRr5I9bx2y3YGxXiTBY+8nasUL+N7fA42PBXduEdkz15A8ZCqFn/6IVKEIZQsaDfXadsbf08KJ44k0bdr0vzqv/walpaWqT2tcLhdeXl6qxawNvQBRFG8qvYCbCTeu1jgcDtVXa9RkInh7e1NWVvaPHg6Bkmfy8/NxOp3/1euXLFlCh44dFV0arZaAMXcSu2465kZ1yVvxGdkz38VVUIKhYTSx66YhFZfjKq0AILabH/srNhMjt+DBgQ8x+7VZfL39S9av20hkgj95F0qRJWh6ZzS5F0oxeunIu1IOskx5ngOQkZ2g0SurnSZ/7XWzmmv5Rmu+Li0gS9fyjU4LAniHmK4144wgQ/aZYiwBRtKPF9HpkXocOLifJa8v5flx4xk6fDB3dRrEWx8v5bZZ9TB46jj+WSofPrqHQW92ot/UlujMGo5+lETa4XzMd9xC2KQRhE4dhaFOOLLVTs6kVaQ+OY+qrAK0AT74PdCT6JUvEvjUQAxx4VDlpHjtN6Q8PJ3s+R/gzFYYONa9J9EYjLRu2pgjx46h02jw9/f/I8f+m1EbTOfaMC2oDamA8vJyZFkmJCRE1dh/B9woS/NP3qrR6/WYzWZV7/ve3t41Jg1qwcvLC71eT35+/n/1+sTERIKDg5HcbhDAo0sLYt57hcDRd1H23WHSxy2m4uRlBA8jUatewKtrK+wXlTrF7G+g8pZzlKZXMvLex5j56nQ0HjKTnpuKLLqJaR9MSbqNwHhP0o4WgQx6k07JDYFKjtBoRGVQc828BgH03tdbAYpEgITeS/k7jU7EVSkhu2VsuQ5kt0zBZStag0jakQIa9AzD7ZQQNDKV2nImvjyJhGZteHHac0x84RW2ffkdsY8pNVZZtp1FXb4iYVAMw97vil+UheJUG+U5FeibxBIwrD9RS57D0rUlAIVrtpI8ZBplB04hGHR4dW9NxPyxhE0fjUf7xiAIWHcdJ+2xuaQ+sxD72SRkWUayO7AdOU+XXn05eSUZGUG1BlptSNKoXUPJslyrWps3S01z0zXQasu1RhAE1Zt2tVFk+Pj4qM4MiIiIID8/H7vd/rteJ0kSRpOZzz//HEGrQ7SYiV4xAUOwP4UffEPmxJVUpeWiCfEnZs0UzE3qkPHCciqOXQDg2V39SPw8nTdnruPs2bPce++9rH5rNefPX6TbMw05tC4ZQRC4ZUw8KYfy0Zs05J4vAxm0BqUw0Zt0yG4ZR4kybZIlJaFUQ9AImHz1NXRnp9WF5JJxVkjIkozD7kR2y2SfKsXgoeXKnlw6ja4PQOInSbS4N5o33lhBSW45t956K0uXL+HTl/fhdkkMXt0Zg6eOE5+l8da9P3Db+KYMXdsFn3BlJSR33jqsB87g1b01kUufx29oX0SzEfvxi6SMnEXuyk+RKqvQ+ljwvbsbUW9MIPi5hzA2iAa3ROmmH0kZOYuiT7ZjjqxD24gAjl24TKWjiiVLlvzBU/9tcDqd2Gw2VW/+1dMatZyboPamNTk5OTdNsrnZEBoaWsN++Sev1lSvrFWvsKmB2shtnp6eWCyW/2pY06BhQ5599lkkQbknRC0fj2e3BKx7T5L+7OtY954ArYaQWU8Q8txgcl//mKIPtwFwz6L2RLUK4J2xW3nn3Xe45+57uHjlPB++s4GgeE80GhFroYPYzoGc/1ZZIwlt7IsgCtTpFIQgCIQ08kPUCPjX9VBWbgzXH76r12dMFgOiVsAvynItR4lUljoRNQKFKVaMFh15F8qI6xSM0+Em/rYQBGDnsgvcPiuBffv38cXnX3L3gHv5fvc3bN+8n69nHmf0xu6ENvahPLeSeW2/ILKNL49t6UndLkozpPTdreQs24AxPpKwGY8S8uJQdGGBuAvLyHh+CWnPLcaZV4yg0+LZuQXhsx8j/LUnsHRpAVoN9sRLpI9bTMqY1yj+9iBteg/AIMKRPbvo0qXLf3/gvxNqN7NcLhdWq1XVpp3dbq8VqYDi4mICAwNVdZ37u6A2t2rUZlerTQrw8PBAFEVVt2oEQSAyMpLU1NTf/drJkyeTkJBAQVERAIFj7iH4iYE4swp+QgbwefA2YlZPxLorkewZ7yBb7UQk+DFoZSfWjNjBvDnzadasKSEhIUweNx2X5KLrk4248F0mGoOATq9FlqHJgHBKsyrwCjVSnG5Db9ZQWe7EYFHynGeICVEj4ul7w5q5oMyQdDodolYgqL4XgigQ1tQXyQ1xnYKRZWjQWzEayzxZhE+kheyzpbS8N4oyRxFzX5tP2yadkLRO1q55j1V3fMd9S9rTdnAdZBlWDdhO5qlCRm3sTpfHGwJg3byL1CfmIeh1BI25m4iFT+PRphG43RQs+5TkYdMpP3lJcRavH03w0w8o5ICB3dF4W3DnFpM9WyEHZC/9BC0C7Rs34LstmzAZjdStW/cPnvxvQ20YCKjNdK4tqQCDwfBvA+3/gp+fHwaDoUZ0U02YTCYqKipUi+ft7Y3dble1ePP19aWgoEBVxoXJZCIoKOh32z9nZmbicrkQjSYiBgxBslZQ+O6XpD+3mNKv9wMQ9PwQohY9i3X/KTInrcRVVIY+RqF3Lu76Nee/zWDAHf1o1a4F3//4LcOHjuS+8T258H0ODquTlgNjOPyRYgPd/O4YqipcRLcNoCjFitFbR3GaFa1RxGl3o7+2nmn209fo0wiCgE+EohNj9tXjqpKUddACByYfPaXpdiITAnDa3bQZpjDIEj9Jok7nYBxWF3ark5dnTUCvN3D42CEmzXyR4PBA9qy8wOmv0pTippFS3Mxv9wVGXw1dnmh0LTjkr/yM1KcWIFdW4dO/E1HLx+N7760IBh22PSdJGT6Dgve/QqpyImg0eLRtRNgrjxCx8Gm8erZFMOjA6cKRfpXmFpGtG9dj0Ovo2LHjn3Dy/38UFBTg4eGh6rRG7WQDCutNTReg6gZaZmbmTUN3vtlQzQzQ6/W/u7n/R2A2m1XNM7Uhtuzt7Y3T6aS8vFy1mIIgEB0dTUpKyu9+bUqy8prYYc8iGo3kL/+E7NlryH/jUySbA0vXVsS+PxUNEhkvLqfixCUEDyNaHw82jTvI19OPExsTy+NPj2H/yZ3UjazPoKH3E98tnOQDeZi8deAWcDslWtwXQ9LeXDRagfQTxciSTEVhJZJbpqJAGbiU59lrBJ41euV/RJ2ILINPuBlRKxDdJhBBFKjXLRRBEGjYLxQEcNmdaLQCxz5MpvvzTQD4aloiYxcNpX///mzZsoW+vQbQ445bKEmv4O0HtjPk7VtoM7gOyPDm7Ts4uy2NvpNaKD9XnZaKA2dIHjqdivNpmFvWJ2LeUwQ9/QDaQB9cWQWkP72Q9EmrcBUphawhNoygx+4hetWL+D3UG22AN1KpDWyVdKwbxY6du3C5Jd56660/dOa/FS6Xi5KSElXNcUpLSzEYDKre9+12u6rxnE4nbrebgoKCf/PMf0BYWBiZmZkYjUZV80x1PaPms77agxNBEPDz86vRmFML0dHR5Obm/u7z3LlzJwChfR/AIzaeoo+/o2DN1hvIAH5EvzMJ7+6tyZm3jqKPv1eGJXXDyThWxDv370Bwannl1Ynk2TPJTs/lhRdeYPDKruxYdBaAbk82JvNkER5+epIPKD+XkAa+CBqBmI4BiBqBsBa+iFoRv0gLklvC/Su6aE6HG8klU2V3KdpngrLyWZprQ5Zkzn6ZRlhTX6yFDhIeikHUCOx4/RyD59/Gc8+OY8/evXh6evLyvHHIEiy+9WsSBsdy9/y2aA0atr9+lrXDdtLxkXg8Q0zICLiLykh99DUK13+PLjSA4HEPEv7aE4qZQJWL/LnrSB45E+vZJAC0Pp743nsrUW9MIOjZBzHGK+QAx8nLdGjfnqKCfM6eOM4DD9z/xw78d6CgoEDVPCPLcq1orun1elWlAux2e41UwM2Sa266BpogCNSpU4esrCwcDsd/vY7x30BtdlY15VnNmIGBgdjtdlXZCEBNYfN7qNaRkZHUq1sHqdKOu6oSjYcnZd8fxl1cjqFxHLHvT8XcOIb8Nz6lYPUWcEsEPX0foS89jMbPC1ErcOc9Axg+chhzXn+VlW+8yfcnvuC+NqPoWL87vhEeOMqdVFW4aHZ3FImfJCFLYPTSI2gEGvYORRChTqdAAMKb+YIAwfW8agQ5EcA71IygEQhv7qewCm4JAVGgcb9IBFFZ45TdMgffuUp020Aqy13EdQ4krkE0w7o+RXx8PZZ/NJ95r83nxLGTLFw6j/CYEE5/kc7WqccYuqYLbQbXQZZg9V0/suWlI3i0bkDYa0+ijw7BXVBC6qOvUfTpDgSTAd+B3YlaNh7vvh1BI1K27RApw6ZTtGkHsktx5tGHBxEwYgDRq17Cb3AfOnXqRHl5OWdOncTT05MrV6786dfAryEnJ0f1tQ+16c6SJFFeXq5q085qtWKxWLhy5Ypqk7e/G+rWrcuVK1fw8PBQVfxY7WYWqJ/btFotAQEBf9it7PciIiKC8vJyiouLf9frZs6cAYJAceI+zBFx2M8kUXkuBcFiIuqN8QQ+ehflPxwhc8qbuIvLMbVuQMzqiRgaxiJqBWLjYpm76DV+PPIt86cvYcZr07j9jttpbxmAl7cXPZ5rStK+XPRmDYVJVgSNQLuH6+AodxLSyJvSrAqMXlqseZXoTBokl4zOrDyc6k3K4EYUFcMBt0spbBBlZLdMZXkVklvm4vfZmH30pCUW0eUJZap/bP1VmvePY8TDj9AptD9fnfuItWvXsmjBYh4fNpY+D3TDXuLk9S5bufXpxtw1rw1avciPi8+z9LZv0Pp4ED53LJYurUCSyJ35NhmvrEKucmLp2JTI158lYPSdaLwtOK9mkPbEPDJnrsFVojxfaCxmfG7vTOTS5wl5cShBzerTvn17tm3ZjCjAkSNH/sTT/8/Iy8vDbDZjsVhUiQf/G0wEq9WKwWAgJSXl3zzzH1CdZywWi6p5xtPTE5fLpeqwprZW99XOM2azmcDAwN/NQtu0aRMIIoUHtuNZtynuUitl3x4EIPDZQUQvfg5ndiEZE5ZhP3UZwdNEzJop+PbqgKgVMHuYWbjiNUSTxLhHXmTKlClENA+gg2sg9erW4+4Frdi1/BwArQfVwVbkILKlL5d3KtqgWSdKkdwy1twqJJdEeV4lyOCsuO7YWU0OcFUqWzdl2XYQIOdCCSYfPYVXrDTuE4EsQ3x3hQn0w2tn6PdKS7p3705X/UMUWJJYumwJzz/9Ak3rtmLK0udBhpV9f8Av0szI9bfiE+FB3vky5iRsoTzHTtDzg/EfPgBBr6P0iz2kjJiJM7sAQ2wYoROHX5cQqHCQN3sNKWPm4EjKVD6zVoOlfRPCpo0iYv5YPLu3pl+/fnz7zdeAwsZUY83X6XRSWFioquu9zWZDkiRVJWlqg4Rgs9nIz8/HYDD820D7vxAfH09ycjJ6vV7VRk9tFTZqxtRqtQQGBv5hseXfi5CQEERRJDs7+3e9bteuXSCIZG39CLfNCnotIa8+RvjkETjzish8eQXWfadAryVq1UsY4iLInLwKd4mVewffxdCHH2bBG3NJ3HeKyAR/SgKSmPjyJG69tRvz5s2j9DSIGjCYdLidMq0eiOXSjiwEAbJOlSFLoPdQVmd8ozwRNQJeYR4/sUgz+yqMtGommleQAdktU5Sm6IKc+DSZ2A5BuKokWg6MRaMRMZ6NZe6seVxNusqYIU9x66R6+MdZeH3uUs6cPcPcha8RXT+clMMFvDNoB7eNb1pT3AgaAUdOIYbIIMJnP4bf0L4IOi0lm3aSMnIWzpxCNF4e+A/tS9TS5/Hs1goQKPl0J8lDp1O8bT/yNQFU0WRANOgYMGAAe1Pz8KzbhIKCAlq3bv0nnfx/hizL5ObmqtpAq41pTVlZGaIo4uHhoVrM6gbapUuXiI+PVy3u3wnx8fFcunQJi8Wiep6xWq2qDodqI7f9GaL+vxc6nY7IyEiSkpJ+1+smTJiAt5c3xYl7sV5RChC/QT2JWT0R0Wwkb+knFLz75bUhzf2EjH2AvKWfYDtwhujIGOYteo09p39g1atr0egEesyL4+mxTyOIAqvXrKLsRzMI0H9aK9KPFaA3a7iyNw9BhLgOwQiiQMM+ykpMSGPlwdQrRFnFM1gUdm41R6AsT2Hm554vRRAh/VghAXW8qCh20vERRR7g0s4sght4E+4dx4QRU6gbX4dx48ZRbEwn4cE49u3dx+LFSxj14BPcMbInrkqJ+R2+IK5DUE1xI4gCrjI7oklP0GN3Ezp5BFp/b6ouZ5IyYiZlu08iaDV49WhD5LLrEgKOc0mkPTaHnEUf47Yqxbsgiphb1qd3t+6cvXgRe3hd0OgY9NBgVX73amNQU1sNNDVj/ptn/v+Ij48nLS0NjUajKiNXo9Hg5eWl6n2/NowEgoODKSwsVDUmQFxcHCkpKb/LTCAoKIgH7r+PqqI8cr7/DABD41hi3nsFS5sGlG47QNYrb+EutWJu05iYtyZi3XeK/BUbMeiMLHl3HujdjHvkZZxOJ0M+aM/s12by4487mfXqLCIK24Is0umx+hxYcxlkiGoTBMg0uysSa34lHgEG8q+UodELlGbZEDQCTru7hvEsSzJ6ixZ3lYQl0Iizwk1Ec3/cTpkWd0cjiNecnmWZXcvO0XFkPAEB/rQ33MmIUcNYtPh1Fr6ynHtfb0dubg7PPTGBRlEtmP7mCyDAOw/upDSjjEfW30qDntcbIVKVG+8+7Yl8/RlMTeKQK6tIH7eEnKUbkF0uTA1jfiIhIJVayZy0itSnF1KVfr2Bqo8MplGX9kRHR5NYWIHOx59Vq1YxZ86cP+Xc/y/k5+erPqgpLS3F09NTVQMBtfNMVVUVVVVVZGZmUq9ePVW/1/8LN8en+Blqq7Cpbmb9kynPUDuFjSAIxMXFceXKld/18x00aJAiPAZ49mlP7NpXMMeGY917ksyXVuDMLUJfN4LYNVNwl1rJnLwKV0EpfXv35p6+97Fw5VwObT+OX7QHfV5uztZXjnH58mVORWzh4I9HWbBgAdPee5bjn6QgyzJmHwMg0PbhOuSeL0Fn0pB+rADJJVOep6zZiOINbpzXXlPDCJBk0hILETQCKQfziesUjCRByweikN0yR5als+SthfTv35+FK+eS6ncYh8PByju+Z9CqTlgCDcyd9jqXki7w6pzZ1GsZReFVK0t7fkODHmGMXH+rwkLILiB55CzcJVZ8+nciYuHTGBvFINsdpD+7iJzlG5FdbrT+3gQ+eheRrz+DR7vGIMsUv7+N5IenU7LrGLLLReiFPMIjIzmv9SGoS18AVSjIxcXFSJKkKt3ZbrerbiBQnWzUdH+rnnRnZmb+W9j8B9RWnjGZTBgMBlV1W6oZaGrmtpCQEIqKimqlsMnKyvpd6zULFiygtLQEAF1MCNGrJ+Jz+y04M/LIeOkNbIfOgEFH1KqXMDevR/ac97EdOktsXCwzZszg+/3fsGzK2wgiPLO9H5vGH6Ygt5h9JZv5/McNPDJsNLMWT+Xkx9kIGoG+05qTe74Ug6eWSztzkCUZnV4xoIlrrzR6olorzGePgGs6I9fqtIoiBzqjBluhg8hWAUhumZYDY0CGjFOFWAKN5J+v4IXpzzJp4iQ+Xvspl6O/Iy8/l60Tj9N5TAMa9Apnz669LH9jGcPueJT7xvZFdsPrXb7C6KnnkfW3YvTSgSSR9thcyg+fx9SkDhELn8Z7QCcAClZ9RurYBbhKyhH1uhoJAZ97uiHodVQcOUfqqFfJf2szUkUlckY+PVq0YV9GESHdb0dr8QJkzOYb9Hf+AtTGoAbUNy2olgNRM6bNZsPDw+PfBtr/geDgYDw9PcnNzcVms/2j6wu9Xo/JZFKV7Ww2m/Hy8lKdhRYUFIROpyMjI+M3v+bs2bNs3rxZ+YNRT8isMYRPeQRcbvIWradw7VcgSQSNe4DgZx+gZNNOCt7egsloYurUqZTklzPukZepclQx+K0OnP0mk5QjeXzz45d8nb6WaP+6vL7wdUK9IqmyOmncP4LjG5ORJfDwMSJoBFoNigMZAut543JI6D00OCtd17dqZPAJ80CWILKlP4JGoF5XRU9T0ArIssyhtZdpdkc0CAKtGrRjydKl5GUUsk/8iNSSyxRctZJ3tZT+01uRk5PDuMcmUD+kGbPffRlBI7Bh7GFObU3lrrlt6DymAQD5iz8iZ8l6NP7ehLw8jKCn7kP0MFBx8AzJw2ZgPZeEIAg3SAjcjzbAB3deMRkTlpE2YRlVWcrKahfZh12HDuN1Sz886zUBQaR58+Z/4un/OrKzs/8nBjVqb/FUM52TkpJuqjxzUzfQ1F6t8fLyQpIk1dd51Bb1Dw4OrnGfUxPR0dHY7fbf1Lzbt28fBoOBXbt2YWpSh8ilzxM4vD+yy03+6i3kLd+I7HThP7QPETPHUHkpnaypbyFZ7dz97BgeHjWSqa9M48C2Y5h9dQxf142NzxzE7ZLpM7U5iRuSeOetd3lz0yJCHA1YsngpzywYwalN6ciSjGeAwhhIGBRLSWYFOpOGolQryFBV4VJUNlF6eyYfhSGQe6FM0SW7UkZ06wBkCVrcHY3slrn4USkvzxzP6wsWY9MWMH3xZA5uTySkiQ/1e4bhrpLY/NJhBq/ujN5Dy8wJ80jOvsz0V2bQuHMcFYUOFnbZSvpxRfRcFxEMDidpT8yj/MBZdEF+hE4aQeDj9yCYDFTsP1WTdABFT+CZBwif8ySmpnXALVH05haSH57BoAF3sjsllypJpuDQDhBE1q5d+9dcBDcgJyeH4OBg1Scnnp6eqhoI1IZDjtVqJTc3Fx8fHwICAlSL/XdCfHw86enpaDQa1Vfa1S5sqo0E1GRAmEymWilsPD09CQkJ4eLFi//ff2u1WqlTpw4TJkxA420h5OVhRM55Co2nmfJdiWS8vAJXfgn6upHEvjtZYSZPe5vK88nUadaEWQvmsXnbV7w19z0Q4Nld/flxyVnyLpTgF+lBRPMA1i/bwjPjnsbT38yMcXMYOXo4uYccSiPtlZYUXC1D76El/XiRYkBjdyFqBfyjlTPzvmYa43K50ehEqmxuQpv4IktQv7sywbeXOtAaNWTsL+Pp6aNZuWIlUpaZ9/Ys4euvv+L710/T95UWACzt+Q23z0wguk0AO3/Yw1trVvHgbSMZPPEOkGHpbd+QdCgbSQJdqL+S0xZ/RPaijxF0WvwH9yF89uPowgJw55eQ9thcij7dgSxJiGYjfvf1IGr5dQmB8p2JpIycRaszReQXFpHpFYb1yjmqivPp1bPnX37/r17n9fX1/Uvj3AiXy0V5ebmq9/3S0lIsFouqujT/MtD+/xAEgfj4eDIyMnC5XKo7MKtdX/yvrHFWn+vFixd/Ewtt5MiRNGneHIfDgd/g3sS+Mwlz3UgcqdnKkOboOQSDnqhVL+GR0IiCNVsp3rgdk9nMrDWrqDJomDjuFRz2KgbMaoXDLrP/nUsgwCMburN+6ve8+NKL2CMzua/1aMaPn0CHXglUFFcR0tib899lKlpmbsX8rMkd4QD4RirNMlGr3IdlWfk7BAhr6guSjNasmBIc/TiJuE7BgEif+3owb+48Wvp2I9H5LUuWLOGtId9x7+vt0OpFdi45R3grX7qPa6w00R4fT13/xrz23kQ0OpHvXzvNjtdPk3q0AI1Zj2gxU3HoHKlj5iDZKrF0bk7konF4dGwGbom8mWvImLIKqaISQRSxdGxG5KLrEgKu9FwynluMZulmWjdozL6CSiRHJcUnDmA2mejfv/9feDUoUi15eXn/+Aaa2+2mrKysViRpbrY8c1M30NRmBoiiiKenp6oJpzYozyaTCW9vb9UTjlarJT4+nvPnz//HKZzb7aZ79+50vqULzms76773dUcX5Iszt4isyW9SvuMoaERC5z+Fd9+O2I6cI3vWu8gOJ/dOfpb7b7mNORvf59KlS+g9NYz9vh9fTT1OSUYFYU19CarjzdGPlcZSvUEWHh/9JBs/3Ujz8PYsW7CCsS88TvlpZRoT1lhhR8V0CKQ004YgKg00yV3dQJPRWZRfo8KkcvxjPXFXydTvEYZOp8O3PIZZr85g6vjZhDbyZfz48bw0fDa9JjVGdsusG7ab/lNb4RVqIj2xiPTjhTz0Zic0OoHJj88mvTSZSRNeoWWv+jgr3Hwz4wQenZoR9toT+A/rD6JA/rL1ZL/+Ecgynl1bKUmnbWNwu5WkM3U1UoWy9mOICSX05WGETRuFoW4ErVu1Iiw8nPdem0rJ6SOUnjmKr4+PKu5o/0trNWomm8rKStxuNxkZGcTHx6vKfPs7oZoZkJOT849nBlQbCahdTNUG2xmgYcOGpKen/58Nw7lz5+Lt41Oz7mnp3Bxz83pIVU7yVn1O/spN4HLj/3AfImY8iquwlMzJb1KVnku99gnMmDaVb5LP8tmH6wF4bGsPruzK4finKSAKDFvXja+nJSKIAvetbcW0STOZPXs2bfo0YdzAV5jw/Hh87ZFotCK3PBFP7oUSRK1AcbpNkQ64poEWUEe5d7jskiK27JaJaOGHqBXwjjaCDGWH9Eya/QKrV68m2q8ua9e/zQvPv0T8Pb5YAoykHSogvJUvze6MAklm7ZCdDFzcnsB6Xnz35Q7e/+xt7mk3lJGz7wFg07NHcYhawmY+Rti0R9F4emA/cp6Ux+bgLq/AEBdOxJwn8RvUEzSiIh8w6lWqMvIAfiEhYPH05J6efXh/7RryD+0gf993IIisX7/+r7oEapCdnU1QUJCqg5pqAwE1HTFrI7dZrVYEQSArK+umKmxuNsTHx3P16lVMJtO/WzV/AYKDg8nNzVVF5+pGREREoNPp/k/jmqNHj+Lp6cWaNWsQNBpEiwnvfh1BFCnbcZTMScrWjL5+FDHvTkLjYSRvyQbKvzuEyWLh1ffexCG7mTVzFk6Xi86P1yeyuT9bXj4CAjz6RXd2LD6Dw+qi8YAwPv30U5566im0QU5uCxnEvHnzGDPlYaqKwOilJeNEIbIkYzQrzOZ63RQdM432+nOiT4QZUSviE+6BLMOJz5Lwj7XgZwlgxOiHWbViFXUr23O15DRPjn2So8eO0PTOKGQJ9r97kdtnJSiGNAO202ZwXdoOrUt2Vg7PPTmBWO+GzFk3CZ1Jw+EPk0g/VkDwCw8TueBpjA2ikcpspI5+FdvFVDReHgQ/dR8hLz6MxsdC1ZVMUkbOomRXIrIs/6qEwIM9+rJt2zau7vuR/L3bkF1Opk+f9ldeBsD1QY3aBgJqD+jLysrQarV/OXP8Rlit1puS6XzTNtD+V5gB1UYC/wtrnAAxMTG43e7/6MjZuXNnfvzxRyx1G1F3zERM4dHkvfEZ5buPk/Hicqoy8tAG+xHz7mRMkSGU7ThK7usfgVvivjkTGdiyE/O/WM/J9V8CcNtzzTi6/ioXvs9EoxcY/FZnvpyiFDVD3u/KruXncUtufAdUMOW1l1mwcAENOkYzbvhEVq5cSRtjP+6+5276PtwVg9aEzqzFYXNdF6QBBBkEUcDXHEDfu3syYuRw7ms9mvfWvkfLwC4U6zIZ89ijfLR1DZZGErIMpVkVJDwYB8CXU45y3+L2iKLA1imJWIKM3Le0A4IALz48nVx7GhOemkSHgYqjmm3/KaQSK959OxA2dTQaTzP2oxdIHTMHd5kNrY+F4GcfJHj8YDReHlRdSiPlkVmU7jlR85mNDWIInz6aEc+N5dMtn2MvLyXrq/Ugy7z11pt/zeHfAJvNhtVqJSgo6C+PdSPULjIkSaKsrEx1urPZbObKlSs3VbK52fC/xgyoLR20vLy836UT82fAYrEQFRXF+fPnf/Xrn3/+OS+99BKS203sw88Q2Lk3pV/vp3z3cTInrsS6KxE0IpGLnsW7T0ccqdlKoVNYSoPbbmHahJfYln6BdRNmABDazBtHmZuvpx8H4LGve7Bn5XmsBZXEtA8g60QJxalWcipSWb/jHZ555mlkPzudIwew5t21DGwzmgcfGMRtt3dDLtEjSwoTTRDAP1LRTnQ53fhFeeDt7U3rNq0ZeM99tHD0Y8177zJ+3AS8ow1MnDiRsSOfw6erA1mS+WDkbvpNbYksybx91w56T2yBf6wnBUnlJH6SxKCVnfAKMfHFh9/x6Y4P6N9kEI8tuuZYVlqB9dgFjPWjiJj3FMb6UchlFaQ++irW88kIWg0+d3YlYv7TGOpFIFdUkjF+KblvfIpUpej7VUsIDFs2mytZGZw+fZqCPduozMmgbZvWqtwXc3NzVbe9rx6aqDm8UDu3ybKMzWYjOzsbX19f/P39VYv9d0NtbtWobSRQW6w3rVZLYWGhqnEFQaBhw4ZcunTpP2qatmvfAau1nNC+9xP9wGNIFQ6KPv6e/JWbKHhrszKkGd6PiKmjkR1Osl97D9vhc5h9vXl17SoqJTczx71IVUk5yDKNe0ey8dlDuBwSXZ5sQFlGJWe+TEcQocvjjTj68VXy8/PJjznFyBEj2bVnJyGOeNasWcOSVYvo2fwuut/aHW2pJ1q9hohmyu+t1nidueod5oFOoyPAFM6AAQN4qN9I5sxYwLJly/DWB/LBJ2sZM/oxtLfkUlXlYNey8/QY1wSDRcupzWlEJQTQZkgdAFbe/i09nmtC434RZGZkM+HZl4gyNWDOB5MweSuGbQXrv0P08iB08gh87uwCskzu1NUUfPCNIq3TMp7I15/Fq3d7AIre3Eza0wtxFZQA1EgI3LpqGg2bNuHTTz+lIvkCRUf3oBE1jB8//i+7BqpRvVGj5j2/oqICl8tVs2GgBqobdmpL0vzLQPuNCAoKqln9sFqt//jpib+/P/n5+arGrK3CRhRFGjZs+B9pz9UPYXrfAHSePoT1fRBXXhH5Kz5DrqzCq39HIhc9i6DXUfz5TiUByfDA0hncE9+Khds3k7hmI4gClk7N+Hr6cX6YdxqAsd/3Zf+7lyhOsxJQxxOtRuDidsUwwC/SQubJIi5cOcdXxzcwbNgwtp/fzJULScTXi6edV38+/PBDVixbyfMPT2HGDKVwmj17NnfHPsZHH37I6wsW0aVVD/Q6A4kXDjH/zdk89eRTVDVPpaS0lEPvXaHLEw2RJZktLx+h29hGmH0NXN6Zg9Ys0GeSsqO/rNc2ohL8uXNOG2RZZtwDr5DvSmPskAn4+/sjCAJpT86jIi37WnEzFmP9KKTyClLHvFZj8ezRuiGRi57Fs0cbkKFw5WekPfs6rkLl4aa1xheDVs+2L7/Cp2lbdD7K5GT4iBF/OSMyJycHf39/dDrdXxrnRrjdboqKilR90K8NA4F/dWl+O2qTGVBeXo7L5fr//+M/CbWRZ7y9vWulsAGoX78+eXl5FBUV/eJrZrMZBBG9XxCGoHACOt6G3jeA/BWf4cwqQBvqT8y7k9GFBmA/l0zWK6uRbJU0GtiXKY+P5ducK6x7fhrIMpZ+Hcg5V86aQTuRJJn+M1pSkefkyEdXkWUYuKgDu5adAwGGfdCNY+uTyM7OoaLFZUaNGMWrc2dzMfUM/gH+DBo0iNkvLuC9997j/iZPMH/+fLoHPQDAzFdmM/3J+axZs4a2wT2JiIjg2P4TfHfxUx4Z9Qh7UrfisJTgrJSI6xyMb7SFkgwbIQ19adg7HEmCHYtPKys2OpEfl5yjotzO4Lc6Y/TSsX75l3x9/BN6xt1H+1uu54ziLbvQeFtuKG4gb/o7FLz3FbIsow8LIGzqKAJG3Ylg0GPbd4qUkbOwnroMgDdaunpH8PG2L9H5+GGOVu5JR44dY+PGjX/pNVA9qAkMDPxL4/wcBQUFqjeU1G6g/ct0/u2ora2aaiMBNRtafn5+VFRUqNq0EwSB4ODg321S9mcgODgYi8XC1atXf/E1SZJq5JLN4TGYw2PwbdmR0q17se4+DhqNMqTp1R5XiZWs6W9TeSEFj+AAZr+9QmmevTgRe14h+vpR6AK8WHXH9xRcKcM/1kLbwfX4atpxBFHgkc+6sffNC8gydB/XmGMbkqh02LH0LmDqq5N55plnyDKcx1Xlplffngxq9wQffvAR/QJHsnDhQl5+fiIAr732GkMTnuWjDz+is/ddtOvcmrzcPJL0hxk5ciQTn56C0KAYGYmjG66S8GAcgiCw950L9HqpOciwYsB3dH+2CaGNfCnPc/D9/FMMmJFAbPsg0pMzmTxpEuG6eJ6f9hSyW6bqYjrpLywHWcZvUC+Cxw9GMOop++YA6eMWIdkdiCYDAcP7EzbjUXTBfrgLSkh7agGFG79HvsY8vMMSxbdXz1BeXo5Xo1YganBLEgMHDvzLr4Pa2KjJz8/H19dXVUma2nDgrL5nZmdn31Q1zU3ZQKtmBqSnp+N2u6msrFQtdvX0RG2xZbXZYF5eXhiNxlphoYWHh6PX67ly5covvrZ582aMRiNFh3dScuYoWV99rHxBgKDpowgY3AdkmcI1Wyne8AMI8MCbr3FXZGMW7f+Go8s/ACDqjRfwHdIXwahX/s3ytljzKtm3+iLIMOKjbvy45ByCRuDBVR05tiEJUSNwz9wELvyQhaOqkoh7NKxdtY558+ey/twShg4dys7Uz9m0dSNbt24FFCbD1n2fsXjtXAYNGsQR0ybefPNN3lv0CZ5NJARRIOlIHg16hCEIAk6nkyYDIkEQOP11Gn0mtwAZ3r73R5rdFU2T2yNBknnnwR007BVO74nNkWWZZ+6ewsGdR5k1ezZRd/cEGXJeeAPruZRfFjcz3yV/zVZkWUY0GwkcdQehU0ehDfTFlVtE2pPzsW3eS19tEOs3fYro7Udo74HUffQlPGLrY7PZ2LNnz196DWRkZKhuRVxQUIBer1d9WqM2E6G8vByLxcLFixepV6+eanH/jqjWMFG7sDEajRgMBlULm6CgIKxWq6oMCEEQCAsL+11Cy38WjEYjcXFxnD179hf5vHfv3nTu1JGqonzydn5J7vYtVBUpzUXv/h2JXPgMokGP7fA5smevQa5y0mz0fUwaNILvCpL54LmpyG43AaPuIHBoP/R1IkCAyBa+NOkXxdYpxxBEgYfe7sSJTSmU51US1sSH9MRCyvMq8Yvx4MruHCRZwruNm6+++prly5dz3O9zBg0axJz5r7Lz3Nd89vkmMnUKi+6TT9az7eJ6hgwdwrbSt1n94Uo+/3Qz5uZ2nFVOvp19itYPxiFLMp+OO0i3sY2QJXjnwe30fLEZOoOGYx8nY/LRM2CmsmKz+q4fsQQaeejNzmj1Iu/O+JTlK5byzBPPcctTwxEMOoo3/EDe21sQNJqfFjffHiLt2UU1mjRet7UhctGzmFvGK6LYr75HxrTV9CeAE/npXNi+l5Ce9xDz4BiCe9yJ7HazbNmyv/QayMjIqBH7Vgtut5v8/HxVi6nKykocDoeq5jjl5eWYzWYuX778b575/6A6z3h4eKiqQwnqM491Oh3+/v6q1xZhYWFkZWWpvsYpCAKNGzfmypUrv2gaiqLI2rVrQBDJ2PIBJaePUHziICCgDQ8k5t1J6EIDFHmaKauoSs/DMzaSWW8splJyMXvqNCrSstHFhBIxdRSefToq76sVGLWhO7vfOIc1z05kS19ENJzcnAqSTIu7Yzj1RRqSJBNQx5e8i6Xkl+Ry5NQB3nnnHb7NeJ9xMx7n+eef55R9Fxs2bGBf4i4ANm7cyFlxF6NGjeLJ58ew+cT7bNi4njLvTCR9FdZ8B83vVgwEDq29QocR8Wh0Akc/SKJR73Bi2gXitLs5+slV7lnYFr1Jw9H1SeSeL+be19sR3MCbK2dTeX7sBKLNDXl04ni04YG4MvNIfWoBUpUTj9YNiZjzJLqwAFy5xaSMmkVVmnI9GeMVRrTvvd1BFCn9fA8po2bTpEjGFx0bFyzHu0lrIu4YQp1HxgMyX3311V96DZSUlGC321XfqPlfkMGpZjpnZWXh4+NzUzGdb8oGGkDTpk05deoUFotF1SKjNijPgYGBVFRUqFrACYJAVFQUqampqsW8MXbz5s25fPnyL5zotFotP/zwAwgiWVs/wp6TgSbAh+g3X8ZSPwbZ6SJv6SeUfXcIRIHB7y7krqB4Fh/fweEFbwMQumAsGi8z+Us2IFe5CG/mR2zHML585RgAt89JIPNUMSkH89DoRILr+3D6SyXZhLcMIuWQouNSklGB2ynhHW6mOMOGzW7F2MTB0aNHOHz4MKDoGxxPPE6FoRgJCa9gEzqTBluBg3rdQpElme3zTtPqgTgkt8z6Rw9wy2MNQYbvXj1F/K2h1OsWgtsp8+PSs/Sd1AK/aE8Kkqzsf/c8CQ/E0XlMA2RZZtni5SQZXEwe/Ah1n1BYCXkz3qZs3+lfFDfl3x8m7ZnXcdsUJzpTwxgi5o/F566uIArc7RtL+rlLbN+wiZAedyGIGpxlJdhSL2M2mejRo8dfdv6lpaWUl5cTERHxl8X4NVQnm3/yWg0oP18PDw9Onz5Ns2bNVI39d0PTpk05ceKE6msngiCoznbW6XQEBASoXthER0eTlZX1H1dc/krEx8dTWVlZo3N2I3bs2KEMa47uoejYXhBFgqePxn9wHwRBoOyHI+Qu+gjcMi3HP8KLfe7j+5I01o2fhuxw4nVXF7x6tKH0iz04LqaBDIPf7sL+dy5RmGrFP8ZCWCM/9qy6AMBDb93CkY+uImgEBr91C+e/z0QQ4JYxDUk/XoAsyZTl2qmqqiLPnsmFlLMcOnyIIo8UABITj1NhKaTCVsHFH3KIaOGHoBHwDvfAEmSkoqiKBj3DMXjqyEgson73MALreWErcFBpc3DbhKYArLrzexr2Cqf1oLhrf/6O4Pre3L+8I4IIP363h9WHtvNUj9u5bf7LiCYj1h3HyJr3PrIs/6S4cecVkzJ6No5Uhfmh9fMiePxggp59ENHTTHOvIBq4jKyaMQePuAZ41mmELEuUnj4Kgsi77777l529LMukpqYSHR39l8X4NeTn52MwGFQd1JSUlGCxWFRtFFYPh06cOPFvnvn/oFGjRhQXF1NRUfE/I+qvdp4JDAxEo9HUCinAz8+P8PBwTpw48YthzZAhQ+jcqSOO/GyFEOB24TvwViIXPI1o0ONIySZz8ipchWX4tKjPjHmvUSm7eW3OHKwXUtD4exMxawyOq5kUffwdAKM/60HO+RIOf3gVGSW37HrjPAgCA2YlcOrLNNxOicZ9I7i4IwsE6Di6PhknChG1As3ujKUorZyMzAwyyq9y+PBhLuWeAeD4ieO4QgspLi7GVlRJeFNfJJfM4Q+vUP+2MESNQFm+rYYUUFZgpe3QuggifDUjkb6vtEQUBbbPO4PJW89dc9uABGuH7kaWZB5c0RHvMDOZ6dlMWTCHDq3b8uT8GRjqRiKVWEl9bA5umx1diD/hsx/DcksLcMtkvLCc4q27ARB0WnwHdidi7pMYYkPx0hkZaInmrbdXYy+3EdRtAAClZxOVn9fo0X/p+aemphIREaGqgYvL5VJ9UFNtIKBmTVM9cLh06RLNmjW7qZjON20DLSEhgcTERNVv/tWU59oobNQW9Y+KiqKgoEBVRkI1fH19iY2N5fjx47+YGLlcLsXeEvDo2oKopc+h8fJAsjvInvM+tkNnQa9l8HuLGOATw9Jzezk0ayXIEPzKaEwRwRRt+IHKCykgQNbpYhZ12UrO2RLMvjqa9Inkx8VnEDQCQ9/rzOkt15LNgAiu7s1BcsnU7RJCxslCBAE6jIqnJMOGLINPuJkquxtu+B22lzrwCTcjCFCSWUFYUz+QwT/GgleomcpSJ1Gt/PGNslBRXIWHn4EWd0cjiAL7Vl+g98QWaHUiB9+9jKtKYuDidmh0IjuXXCD3ajG3PN6AJgMikWWZBY+N44qrnBdvu4f48Q+DKFCwfAMlW/cpP68bi5v8ElJHv4ojKRNQdAL8HuhJ9yWT6dq1K8uXLlVEKM8mIjmryN2+BWRYs2bNX3r2qamphIWFqfqwL8vy/8y0prS0lPz8fERRpH79+qrF/jsiISGBs2fPYjAYVC8y/ldE/b28vPDy8iI9PV3VuKAMZFq2bMn58+d/MaCSJAmtVll90Ab4EL3qRTzqRyPLMsWf/UjB28r9MGH2M4zv2IfvyzNZ98IM3OV2PDo3I+D+ntjPJlG0/rua93yj77fsWXn+Gsv5Vo58dJXKsipiOwdSnmcn9VA+ogY0BpH0YwUgCtgKK6ksdWL01lGSoeTiul1CcF5ze9YZlM9YnX8AkvfnEt7cDySZyz9m0OC2cESNQM6lIlrcE42gETjxWXINC+39oXtoflc0ES39cZS7SNyYRI/nmxLS0IfyPAffzT1BdOsA7p7XFmTYsfht3s8+w6jI5ty24GU03h5UnrhCxssrkN3uXxQ3mS++QdEXuxRhZ0HA0r4J9Rc/z5PPPM0777xDUWYOlXk5VJUUUnLqCJV5mdzSuRN169b9y84+Ly8PSZIIDg7+y2L8GmpjUKO2kDRcz22JiYkkJCSoGvvvBrPZTMOGDbly5QqVlZX/E1s1BQUFqg5NapMUANCkSRPKy8t/NX6NhIdWGdL4DuyOIAjYzyaRNfUtJFslAbe2ZurkKVQiMXfJYsoSzyN4GIlaNA7JVknOwg8V7WUB1o3ex9ohuxBEgQdWdiT/ShkXvlOe85v0i+ToR0kgQ79XWnL+e+Xv2z1Ul7RjhUguGZ1JQ2WpE41exGFTzsgr2ASAcK0rYPLW466SCWumSLuc/iKN+reGIbllvpp8nFb3xyK5ZTY8dpB2w+qhNWo4vSUdzyAjXZ5oCMDb922nTucQOo5WnkPf6PctJh89g1d3RnbL5F65yqufr6OF0Z/HZk7G1Lwest1B6pg5uIrLEQ16Ah+/h4DRd4JGpPijH8iY8iaSQ5GY0UcGEzZzDE+/No3TZ86wd9sPyFVOHHlZVJUUUXhoB0aDgcWLF//p510Nl8tFRkZGrQxqTCYTFotFtZjl5eWqGwiUlpbi5eXFiRMnbro8c1M30I4dO1Yrwse15SKjdmFjNBoJCQmptYTToEED3G73T1Y5Z82aRbdbbwUgYNQdBD92D4Io4i61kjXtbSrPJyN4GBmy9nUGWCJZdvUwB6ctA1km8Jn78GgUje3IOUq/2AOCQPSbL+PVryMOq6I19OjnPbmyO4es08XoPbSExPty5KOrIEPfiS258EMWgkagz6QWZJ4oAlGgQfdwClOtyG4ZvVmLq1IRd66Gw+bGO8yM5JJJPphLRHM/RI1A5tkCGlyb2KQezqP1NdOAr6Yn0mlMAwQBdr9xAUuAkVufbQzAm3d/j3+MJ/2ntQLgnXt3UppZQUGyUvzJDicLxjzHVbeVCR3702Dyo6DRUPThNgrWKmulNcVN5+YgyWROXEnR5zuRZRkDIkMimrJVKMDVOwG0GkrPHePCoomUXz5DTHQU999//1925i6Xi/T0dGJiYv6yGL+G0tJSXC4XAQEBqsWsNhBQ2+5ZkiQuXLhAixYtVNVG+DsiOjoab29vMjIyKCsrU3X9o7aYAYWFhaqzwaKjo0lNTVW1iKtGQEAA0dHRHD9+vCZ+YmIinp5eiuFG64ZEXhvSyJJEwZqtFG/cDkDrhRN4rlFnfqjI5sOJs3EVlmFoGEPwEwNxFZWRu+hjQCBo8nCCXxxKeYEDUSvQb1pLXA43+99RJAPue70DiZ8kI2gEer/cgiu7cpAlaNgzjIwTikZb09sjKc6wIWgEGvYIp6rCpbg8V4s7y+B9rYFWmm0nvKkfsgx7V18m/tZQJLfMl5OO03JgLLJb5vt5p6jbJYSQRj44yl3kXi2m39SWCMC2WSdxOyXuXdgOnVHD0Y+TSU/MJ+1YQc3P7asnp/JR0WUeCWnMbfNfUpyw03KVtc0q5y+Km5L1P5A5+U2kSqW4udenDplGmQsdY9D6e+O2lXJl1Wyyv/0UURTZtm3bX3ru1ewzNd03a3NQo7YuTWlpKZIkkZqaSqtWrVSN/XdEQkICJ0+exMPDQ9XBibe3N06nE7vdrlpMDw8PLBYLeXl5qsUEhRSQn5+v6gZRNXQ6HS1btuTs2bM18auqqqhTpw7ffv89opcH0SuUIQ2A9dBZsl9di1zlInhgDyY9+SyVspsFb6+kZE8i6HREL58AokDesk9wl1gxtapH5JLncEh6BAG8w03U6RDMj0sVOZqBSzqQciifkgwbliADjgoXmSeLEDUCToebkgwbGoNYM6ixBBhx2hUtar/Ya40YQaDK7lJyjQy+kR4YLDqFCNA6AJ1JQ/6VcqJaB9SQAkSNQIfh8QgCbJpwmLZD6xJQx5PSbDuX9+TS5bEGRLbyx2F1sWnCIbLPFtfEurzuS+bt2EwLvS+PThyPR6fm4HKT9sQ8nNkFCIKAV482hM8YozhxXs0kZfRrVGUpuaql1of40Ei2RouYmsQBMmmfvMWVNQuQJZm1a9f+pTkgMzMTDw8P1QcYtbVRU1vmOMeOHfu3gfZb0bx5c4qKiqioqPifYQYUFhb+5eLtP0dMTAypqamqmwmAwvZr2bIlly5doqysjE6dOjHllVfQ+wej9faldNshpIpKnHlFZE5eRVV6LpoAHwavnkd/UzhvZCRy4JXFyG43fkN649mhOc6cQvKWfwpAyKuPIXoYqUrLBUGgy5MNMVp0/LjkLIIIQ9/vTPKBPEqzKrAEGxBEgSu7c5AlGc8gE2mJhchuGZOXnpI0JeHIkozLoWibVcNld+MTrkyYLvyQSVhTXyS3zL5Vl4jvrhQ2W2ecoOntkWh0Iue/zcQzyEjCA3EIosAPC0/S6v44Qhr5YC9xcnprCo37RtDq/lgAVvT/joIsJ6HTRmGoH4W7tJyFz73MVcnG8y2602jGEwgGHWXfHSZ74UeK9plBT+AT9xIw6lpxs3E7GZNWcrsQSIFUxUG5BJ/+nYhc+AzGhjFwrXHwV05qQNGkMZvN+Pr6/qVxfo6cnByCgoJULabKy8sRRVHVCVH1tOb48eM3XbK5GSEIAgkJCZw7dw5RFH+xUv5XojaMBMxmM56enqoXNuHh4djt9l8V9FcDDRs2xOFwkJSUxOzZs2ndpg0uQcAcXQ/7ycs4krMUeYAln1D+3SEQBDqsmMK4uHb8UJnDR9Pn48zKRxsWQNjkEcguN7mvf4RU4cDj1gQsTeriyi1Gdkl4BBhpcXcMB9dcwlXppnHfCCS3zIlNKchumeZ3RdcMam6b0IyMk0WIWpHWg+pSkm67Vhh54LC5kCUQNNdzjclbj9aowWV3E9zAG1ErUJJhI6qVP3oPLcWpNvyiLMS0C0SSoDSzglufbozsllk3bC8BsZ50erQ+CLBm8I94h5m5a45iGPDBiL0c+TgJ/5G343tfD5Bhy+iX+aj0KiP9G9BjzgT00SG4C0tJfXwubqv9Z8WNJ1XJWaSMfo36xRKNRE82OrMwNa1DxMKn8e7fSWFuCzLdu3f/S6fYFRUV5Obmqs4KKCkpwe12/+MNBJxOJzabjStXrlCnTh3Vi8e/I6pJAbWxVePp6fk/scZpMpkICQkhOTlZ1bjVCAoKqlnlPH78OJ6eXiQlJeFZrwlSmY3yncpKYdn3h8lb9DG4ZcIfv5eXHhyBQ3bz+vr3KPxmP4gC0W9MQDTqKfl8J/ZTVxBMekKeG4zsdOEqKkOWYdSGHqQnFpC0LxdRC/VuCa6RCbjvjfZc/lFZrW92VzRZp5SmVVQrf4rTlXompk0AVRUuEMA34vpzqrPChV+UBUEUcNrdCttZALdTol7XUARRoDSzooYU8PWMRNoMroPeouPKzhzcTokB01shSzIbx+5HluHu+W0xeum4tD2HTc8fxtKhCcEvDgONyPllHzI/8Xta6HwZ9cxTePXpALJM+rjF2C4qBA9DnXAi5j6lNMmqnGQ8txjp8AXu0YXxmTMLh7+FkJeHEfjUQESzEZxVeJhNf6mBgCzLJCcnExMTo2pTSZZlcnNzVR/U1BbT2WKxcPLkyZuuprlpG2gmk4lGjRpx6dIlHA6HqpTn6gSn5rS8tgqbwMBA9Hp9rYg8g7LKGRMTw0cffcTJkyfxadaOuOHjiL5vNO78UnLmryNzkqIPoIsJZdCymfQ3hrEi9zQHJi9GrnTi2asdPv07IzmqyFnwIbLThfc9XTHHhmPdexL7qSsgy7gq3ZzYlELB1XI8/A0Exfpw5ONryWZZO5IP5OKukghv6kNZTgW2gkp0Zg1VFS7spVVo9MpkBhQRz2q4HAoDDaAoxaqscALpiYVENPfH4KmjLLMCg6eOJv0iEUSBS3tz6DAyHlEjcPTDZCS3knCQ4ctJx3HaXdw2oSlB8d4IGgFD0zqYGsQQ8sJQdGGBODMLWDxtNlclG+MadKbR7LGIHkbsxy6QOeVNZLdbKW5uu17cdIquTzOniXVpJ6m+snXBfnj37QCAoNFy19330KtXr7+koSrLMklJScTFxam+x16brIB/pzU3N26UC1BzcFJtJKBm0w5qh+2s1WqJjo7+VacyteK3bNmS48ePs+7DD9EHhFBn5ASi7huFMSic3HnryH51LbbDZ0GrpeOb03gqtDnbq/JYP3cpjsvpiF4WIuc+iSAIFH74LY6rmWh8LASNvhNXQQlFH30LcG34UsDhdVeRJRgwM4EzX6XjtLuJ6RBIld1F0v5cZEnG4m8k7VgBkkvCJ9xMYaoVySVj9tXjsP6SJSgIAt6hZmQZtHoNQfHeitqBIBDfLRRBK1CYUk7Cg3HIbpn1T+4npn0gES39cVZKpB/Lp8PIeHwjPShKtZFyMJe6XULoMDJeaW7pdXjd1gafe7rh2asdSDJbHp3Ix7YURnjXo8eMcRgbxCBXOEh9fC6uIuXavbG4CfH35yFLLOtO76OMa/nSoMd7QCdEswlRa+CHH34gNDSUtLS0v+S8k5OTCQ4OVnXVBJQ8ExwcrOqgpnolUE0GWklJCSaTidOnT//LPvuNaNWqVa000KD22M65ubmqi/rHxcWRmpqq6mDqRjRu3JicnBzmzpuHC4i8bxSRdw8noGNPij7+jtzF6yl45wsAIiYOY/xt9+CQ3Sz6aiP5G38AIGrp82g8zVScvEzxxh0gQNSicQDkr/qcag2Z9MQCdiw+i6AReGhlJ0qzKriyR8ntofF+XPg+C0EQ6PZUIzJOKvpnHUbXU5jOokD93qFUVbgQRKFGKgAZqmwuvMPMCCKUZNiIaO6HIAqkHcsn/tZQZLfM168eV0gBWpHz27LQe2jp+IiSRzaM3U9YUz9aPxiHIMDHj+/DEmDknvlta+pq34f7YWpSh+Bxg0AQODfzLRZe2EsLrQ8jHhmpDHGA3KmrKUtUdEQ1nmZCXnoY3/u6o9VqGeXfkJNnTnPSoQzmBEHA0qk5hroRCFotNpsNo8nMhg0b/pKzLiwspKKiQnU95+LiYiRJws/PT/W4tSFJk5OTg1arvakcOOEmbqDBdcqzxWJR9ebv7e2NLMv/ExMbQRCIi4sjKSmpVtZrQJlmZmRmMuHFlwjteTeiVochIISATj2pvJCCZKvE1DKeB+ZMpL8+lJVF5znwyhLc5XZMreoTOHwAsixT8PYXODPz0YYF4n9/T9xlNgrXbAUEvPq05+AHSXwz8wQIMHxdN0oybFzdmwvIhNb358IPWdfWbxLIOKnckOt1DamhO3sEGHFWKI0ljfb6r47bJeEZZEIQBRxWNx5+BrxCTbgcEqJGoH73UESNQP6VMlrdr6zXfPHCESwBRtoMroMgCnw9PZGgeG/aD6+HIMD7w3eh1WvoMKIeslvGtvsk1ospaDxMhE4agcbXk8pzySxbspSrko1nY9vS+NWxaP08qUrKIn3c4hqdAEOdcDotfJHHHn+cBQsWcGrcfIp3HFE+e6mVgrc2Y6nbiLqPTcIzvgnff/89JrMHW7Zs+VPPOT8/H4fDoXqysdvtlJWVqa6Fk5eXp+rKKCiFjaen578MtN+B2pILEAQBf39/1YcmtVXYxMbGkpubWyvrNQD+/v689957vPTiizS6dxh6Hz9ErY7QPvcjVTiovJiKYDLQcfV0ngxszHZnPhuWvYn95CUEg56oJeMQNBqsB05T9s1+ACIXPA1A/uotyC435raNyM9ysW7EHtwuiTaD4xC1giITIMBdc9pwdW8ukksmum0ADquTwuRyRK2AIAgUpymr+oIgUGX79QLQN9IDBHBVuYlo4Y+oFSi4WkZ891Bkl8zXM45Tr0sIHv4GilKsuBySooXmlvn4sf1o9Rr6T2uF7Jb56LH9uJ2SYiggg+B0krvyMwRBIGB4fzzaNQanmy8em8zH9jSGW+K4dfJTmFs3AKeLtCfnU5WluJdqPM1EvzScKXNfZceOHXw9dRHZcz9AdrqU/PzmZgQ01Bn1AkFd+5GTl09MbCyPP/74n3rOLpeL1NRU4uLi/tT3/S2ojUFNXl4e3t7eqmqKVg+H/h3U/Ha0aNGC3Nxc7Ha76rVFbeQZX19fBEFQnXXs7++PyWSqNVKATqdj1apV3HnHHfQc8giedRoBENCpJzoff2wHFbH+qBmP8XzrXjhkN0t2fUnuu0pTLeS1x9EG+ODMLyZ3yXoQBIImjUTj5UHZD0eUYY6HEVOjGDY8eYDMk0XojCKRCYEkbkxGEAVueaI+lWVVpBzOB2TMvgbSExX9s4imARSnKw20wBgfqmyKJE21VIAsy1RVuPAJV2RpMs+WENbUF9kts++ti9TpHIygEUg9kI/RS0/jfhEIGoFLu7NJeCAOk7ee9KOFVJQ46PpUI8y+BtKOFpB1oZDIlv5odErtlD5uEbLbjUdCAwLH3AXAmZeXsCTtGC20Pgx7YBD+IxQzgIJ56yjZrhi3CaKI773dGfvGPMweZpa+Oo+Ux+fgzFcYduXfH8Z+6goRdz5M5H2jwWDkwUGDaNq06Z9OxElKSiI6OlpV8wConUGNw+GgrKxMVXZ1tW7t+fPnadmyparf72/BzfVpfoYbKc9qMgNEUayVKX1tFTaRkZHY7XYKCgr+///4L0DLli357NPP8Pf1oYtchCzLlF08Rd7Or0EGr55tGfjS0/TXhbCq7BIHpi3DVVCKvk4YIc8/BED59iNY95wAjUjEq48BULD2K6RKB+auLQgYPgDve7oB4B9rwSvEXJNsuj7ZCLdT4tKObCSXTECcp6IboBVoPyy+hu4c0dyvRnBTa7yuLSW5ZESNgCXIiCwpTciIFv4IGoGyXHuNPs1X0xIJbexLcANvnJVuyvPstB9RD61e5MzWDKoqXHQe0wDPEBN5l8r5YPQuvph0DH2YcsPKm/Y27vIKtL6ehE0egWgyYNt3kjfXvcdVycbT4a1oNPtpdKH+uApKSH1qAW6rHW+0POITzzcUkFpXmVgUr95C9pz3yFu5CVwQ1vcBdJ7eRN49nIh7RuB0VnHvvff+qedcnWzU1uXKycnBz88PvV6vWkxJksjLy1O1mKqe1lQ/KDdo0EC12H9nJCQkcObMGYxG4//E0MTX1xdRFFUvbMxmM8HBwb/qiKkWGjVqxKFDhxlaPwSh0kZVSSHpG99GdrrQBPjQ8c2pPOlTn+2ufD59931se0+CRkPU8ucRDXqqMvPIX/EZAMGzxiCajdj2ncJ+8jKCQUvwuEEEvThMIQjI0OO5pqQnFlKYVI7RU4fZx8DFap3NiS3IOl2smN808MblcGMrctSwmx2/0kCTZRmfCA9EjUhJZgXhza47pMV1DEbUCqQnFiJqRVrdH4sgwu6VZ4lKCCCmXSBut8zFPdlEJQTQ/O5oBEHgjX7bePv+nWg8TaDTUbH3FOVHzyKIIkFP3YexYQxSRSVfPjuD9Y50hpti6Pr8o1i6JYAsk/HcEiqvZiAAQw1RlFt0fBssIZj02E9eJuXxuRR/sp2K4xcJ66PkmYAOt1HnkQlovXxZ9dZbHDx48E874/T0dEwmk+prlBUVFZSXlxMUFKRq3JycHEJDQ1WNWb3K828D7bfDYrHQoEGDGiMBh8OhWuzg4GDKyspU1UETBKFWSQFXr16tNVLA3LlzWbx4CcN73oJ3aQ6Sy0nmlg9wFivGMXVfH8e4Jl1wyG6WH/6B7GUbAQiaMgJzbDiy00Xuwo+QK51YeiRgaRKnsJzXKbqREfPGEjxpBJoAbxDgoXc74XK4SdyYjOyW6TCsfo0cTd2uIbidEllnikFQmMvFaVYkl4RnkFHZqhEEtIZr7QBJpsp+favm/DdphDVRJFdyzpdgsOiIaRMICFgLKkl4QGE7f/HSUfRmLZ0fVZ47Px6zD4NFR98pLUCGtQ/uZu2w3bhdMtoQf6hykzX3fQA8uyXgN6gnACeencuynJM013gztP9dBI29D0SBotVfULjhewA6avxoFRTFWn0+crAPss1B+tiFFG7dQ+G6bfi07IBnnUZ41mlIndEv4VW/OWfOnPlT1zltNhu5ubnExsb+ae/5W1Ebg5rc3Fy8vb0xGo2qxSwpKbmpJWn+Fg00b29viouLVY1dGzd+Hx8fNBoNhYWFqsbVarXUqVOH8+fP11rCOXr0CAsXvk7nFk2IST1OxufvgeTGd0gv7hz1MP20wayquMLBV1fizMxDE+BD+PRHEQSByqsZFKxRBPQj549F1OuoSLyIbf8pEEWCH70LqcpJ2TcHALh3YTuclW6Of6okm3YP1yPtaAFVFS58oz0QBIG0xAIkl0xQPS9KMmwIIjToE1YjuKkzK9NeUSvUNM18IxUdNLdTIryZH7Ikc2F7BrHtg9DoRLLPlgAougESfP7iYcw+BtoNq4cgwuaXD6Mzaug/VdEOSD9chPdd3Qif/zTet3cGIH38EmRJQhcaQOik4QhaLcVbdrP6m81clWyMDWxCw5lPYogLR7bayX5mMcPFCC64reyRivAd2J2Qlx5GMBqwn7qK/cQlgrr2Q+vhWXMWrrISkGX8/f889lRhYSEFBQX/M6yAgoICtFqtqms1NpsNSZK4ePHivwYCvwMxMTF4enqSmZmpupFAbRU2tTEgAoiPjyclJUXV7/dGzJ07l3PnzmK3WRng6ST5vcU4raXo64bTYfFLPGGpxw5XAZ9/8ill2w6AIBC15Dk0FjOS3UHO/A+R3RI+A7vjUScCd5mNgjVfAgIRrz6BIAiUbtkNgkiL+6MRtSJHP05C0AjcPb81Loeby7tzkN0y/jGeitOzRqDTI/GUZFWADEZvJbc47a6fuD0DuBzKqqcsSeQnldTIBVz4IQu9WUtM+yDlM2RX0OLuGAAOv68UktUstE3PHkSWZbo/1wSjlw5rvgPCQgmf/wwh4weDLJO/4GNcRWUIOi0h4wejjwzGXVDK1onzWF+VwXBDFLc8PgTv228BIGvSKnoUaAgUDLzvTMfYoh4Rc59CHxWMbKuk5POdGKPq4Vmv8fVvRpZwlZUgyPKfxkp2uVxcvHiR+Pj4WpEJ8Pf3V3VQ43a7VR/UADUSJykpKf+ucP4O3GgkoOawxmAw4Ovrq/o9v7byTEREBG63u9ZYaC1btmTUqEf4bNMmRraqR/GXH1B++QzoddRbOoEnY9rgkN28cXoPGQvXKc/bYwdiaVwHgIL3vqIqNQeNnxeBj9yJLMvkv/0FssuN1+2d0fp6UnHoHO6CUkSNQGh9P85/l4mj3ElIYx80OvG6zub4ZuRdLsVdpTTMAIpSFWaPqBWvuz0br7s92/LtNbrOeZdLMXrp8Y30wO2UkWWZ+j3CkGWZPavO/4QUUJZrp+XAGDwCDOReKKU8z078rWHEd1d003IulxE2bTThM8eg8fbAcSaJ0mvbMN53dMGrb0eQZRLHvsbyorM013jzUNfehEwYqhiebd5NwJfHuF0bwpqqNKx+ZsJnjsGzR2sAStd9iyxoCO46oOYsBI0WR2EuCCI9evT40874woULhIeHqy4TYLPZsFqttTKoqY08czMPam7qBlqLFi0oKSmhrKyMoqIiVZs7QUFBlJeXq7puUj2xycrKUi1mNerUqUNFRUWtJDtQXHt++OF7Fi58nWF3DaBFi+b4j72PAXfeRT9tMG/akziy4F0cl9IRzEYiF4xV3DnLK8hd8CHIMn6PDEAXGoBkd5D/1mYQBIKnPoKg0VD27SHcZQqTbM3gXSzvsw2H1UVoUyXZXNyhrG/2ntwMp91F3sUyBFFJMIpegEhgjLciuAmYvRTKrlavofqy9I3wQNSKlOXaCW/qCzIc/uAqOpOWuI5BCKJAcbqVhr0j0Jk1ZCQW4XZKtB1SB51Jy5WdudjLqojtEESdW5R1Q0dGLoJGg98DPTHUjUQqt5O7XJlWGeLCCZ4wGASBwne+4J2DPyhNNJ+GNJgyBkvzejw3diwVSRl8nHqy5mdtbhFPxDyluEEQyP5mI8VnFXFTR0EuuT9+AQjs3r3rTzlbWZY5d+4cdevWVXV6Acp6cEFBgeo3/tpwyCksLMTX15eDBw/Srl071eL+3SEIAu3ateP48ePodDpVhzV6vR4/P79aYTtnZ2erPjDx8fEhODiYixcvqhr3RuzYsYMPPviAOpERDH3gfkwt42k782keN9Vhh6uAzd98VePCGbFgLFp/RdIh/83PceUVoYsIxG9gdwAK3v8aye7A3LEJutAAqtJzse49CZLEiU9SWfPQTi58n4ksycS0CyblUD6uSjeB9ZSBRfrxQmRJJqpNECXXmM6hjXwAaoY11RA0AlUVijaNLMH577LxCTdj9NJRdc1lun73UGRJZtfyc3gGm6jXNRQEgdTEPMKa+lG3SwiCLHB6axomLz29XmwGMtgvpqPxMmNqUqdGeyb9+SXILhei2UjIy8PR+nvhTMlh27wVrHdmMlwfRaeh9+L3UG969+5NV98oFu/+mkqUBrQu0PcnxU1l2mUyvv4Y2e1GdrvI+GIdsizzyiuv/GkNtKSkJEwmE2FhYX/K+/0eZGdnq55nCgsL0ev1eHl5qRbTbrdjs9m4cOEC9erVU12H5++Mdu3asX//fvz9/VUflFdvuKiJoKCgGgkNNaHRaGjQoAEXLlyoFYM0gNGjRxMUGMiFCxd5/pGH8QjwJX75CzwR1gKH7Gbl1cNkzFkLkoTvoJ54d2oBQPnu45T/cAQEiJz3FIIgYDtwGvuJS6DT4D+oF7LLTdH670AQkFwyqwf+yJeTjyGICkGgqsLF1b2KzqZvhIfi9CxA66F1kFwS5XmVCNeq/2qzmhu3agrTrHiFmkAAe5mSWyJbKnIBRalW6nULARlOblYE/hMeUEgBm188hNagocvjDQFY98geAHq/1BzZLYPDjdbPC42nmeDnHgIECt/aQlWW4rbpP7QPHh2bgVvi2JOv8kbZRZprvHmwTRfCpowktl5dxva5hzWbNpLsKgdA0GkJHHUngU/cC1oNOKu4+s4CnFblmsvfuw1Hfg716tZh3Lhxf8rZlpaWkpWVVStbHtnZ2fj7+6u6sl9bg5rCwkLMZjOJiYk3ZU1zUzfQTCYT7dq149ixY8pan4o3Yb1ej7+/v+qFTWRkJJmZmarf9KsF+mqThVZeXs6JE8d54403eGnyJIZ17a00zxzJHF2xjooTF0GvJWrJc4h6HbIkkbd0A+5SG4YGMfj0bA9A0cff4S61YmgQg0e9KKSKSoo//xFkiFj4NB69OlFZ5kQQBe6Z1w5Zkjn/XSaSSyYmIZjscyVK4olWXGmKrtGdvUPN1xto/gbl56bXUK3I7xPuoWjnpdsIbuCDqBUoy1aYFvV7hCG7ZX5ccha9WUvzu2IQNAJHN1zB6KWvEd/c+PQBTmxKuabNBvZD56jKykfQaggeNwjRZKDiwBnKjp5TPkfTugQ9dR8A+Qs+4oOzB7kq2XjKM56XJk8iNC6G2bNmkfL8Yiovp9f8rGuKm+5KcZP95ToyvvyQjC3vI0sykyZNpH79+n/Kuebm5mK1WqlTp86f8n6/B+np6Xj/P/bOOzCKOn3jn5mtSTZlN70XIBB6r9JUVERUBBv23stZz3aW0zv1Ts/ePQt2xYYFRJTeIfRAQnrvbZNsnfn98d2SBX+CCrvnne9fOjsz39mdMO+8z/s8zxsdHdRJmKqqhoz1FhcXx/Lly5k2bVpQ1/69x7Rp01ixYgWxsbFBl7KHgu2cmJiIy+UKiWw/Ly+PyspKOjs7g742iH+fzc3N3H///Uw9dho33nU71xhz+MHVxKKVy2j+9yIAEu6/DH2q6PJ2LF4vvGtkDal/vQqA7m2FQuIpSSReK+TuLR8sBVnGcvmpxF01h4ZKG7JWYtS52UiSxL5lolEz464hKG6Vao/XpjFSJ6wCJBh4QqqY9uxwB0x7liTJ400jmAE121qQJIm04bEgQVez3QOYwe5vxbPeK6/57LbNAEy9fqCwE/jLVirzm9nwjmeog9strh2ImTOVsCF9UO1Oah4VEhttjInkey8Vg2ryi/j+tXf4wFnNRbp0LjrjTC6+/DIe+utD7HnqLZo//sF/zQcUNx27tlD04sPUfrcQe0MtfXKyeeCBB47IfXU4HBQVFTFw4MCgs8+6urpoaWkhNTU1qOvW1taSmJgY9EZNdHQ0q1ev/iPP/MKYNm0aa9asITIyMiR5prGxMajm+lqtlpSUlKM2LOTnIj09HY1GQ1lZWdDX9kZbWxtPP/0U1u4uHn7haa6NG4RddfNyVT6Vf30d1eEi6rgxmE+bCoC9vE40/4HEB69ADjfi7uym6XWRk9IeuQZJlulcmY+roRVNcizJf7kMqyYaSQatQSY6OZyStfW4nQrJHull1bZmJFkib3oq7XU9qIqKIVIAMI5uF6riZ6ABtNf2oNVrCDcbUF2iwEkZakFxqez5torIhDAS82JQnCo9HQ4GnuQhBeS34nYqDD0tk6jkMForu6jY2sSPz4p6RZKh6u6XUFUVY790Yi+YKa7vjudQbA5hG3DtGYQNEpM2t970KM9bCxmmiebiQRN56G+P8Pk3X7H43Q+puvN5FId/0E7klBGkPnIN2tgoXF1tFD3/IE3rltG8/gc0Gpl169YdsftaUFBAdnZ20NlnqqpSUVFBenp6UNdtamoKeqPG4XDQ3t5OcXExcXFx9O3bN2hrH278RwNoIBLOypUr/2cKG4vFgsFgCAkLLSsrC7fbHZJkt3TpUkaOGo2kN7ChoJD169czWRPL1846tr61UHT1JYmMp25BExEGQOvCH+nZWQx6LSl3XwSAbV8FHd9tAFSS7zwfgLavVqP2ODCOHoA+NYHw0XmobhW9SUN0SjjVO1roaXMQEatH1ki+ZDPp0n6AmKwJoDVofMbOkcniGjS9kk5MajiqW6VoVS0anUxi/xhQwWlz03dKEkiw7wdxX0eemSUAtX+JxDL63D4YI3VU5bfwzYP5mCYOxeJJLtX3vISqKGgtUSTcdDaoKk3/fA9ng2DKmCYOIfbiWWLf+1/h/ZJ8JGCAJpIPIzuQJggT05r7XqZ7W6HveiWdlvgrTiP+mjNEcVOQj72xltx+fXn44YePyH31ss9yc3OD2jHxrl1eXk5mZmZQ1+3s7MThcAR1gICqqjQ1NeFyuSgsLGTy5MlBW/u/IbwAmsViCUme8d67YIUsy2RkZFBeXh60Nb1hMpnIyMigoKAg6GtbrVYsFguNjY2068J56fkXGKexUKXY+HrzWhqe/wSAuFvnY8oT3ia2feU0L/gGgLTHr0M26AXL+eXPPAbPQkpvK6qke8tekCWijxtD5ORhKIrwyJx2/SAUl8LeZTVigMCIBJpKOnD2uAmPEc/F1qouZI1MfL8YnDY3qCD39iaWwOlhoAF0tQhD5NShYkJa2fo6THFGkgeZURXoarGTNS6e6JRwelocdDXbSewfTf8ZKSBJLLh4Ja3dBhJuOhtJq6H9y1W4mtpEEXPDWWgiw7HvKaVtqTBv1iVaSL7nEiSdhs6lm/jx06/Y7G5jiiaW72mm7eSRoJFp//RHGl76NKARJ4qbq9FaonB1d9C2fQMajYYNGzYcsXtbVFSE2WwmPj7+iJ3zcKO8vJzExMSgMqxVVaW+vj7o/md/NGp+fQwcOJDw8HAqKipoa2vD6Tx40u7RisjISMLCwmhsbAzamgCZmZlUVlYGnRQgSRIDBw6ksLAwqL+zN2bMmMF7772HNj6Fp55+hkS3jnhJz1sNe6h46HUxHG14LrGXzgbA3dVD/T/fAUUlZt5xRPTLAKD57W9QemyEjc1Dn5aA4nDS+tH3gETq3RcTNjAbbWIsqipxyl+FzG3fDx6fzbuGAVC5tRnVrRKdGu5jOsf1EWCI3cNe9pr7A1ibRG7x2tIoLkWoaoCtnwgP0wHHpyDJEls+KQkgBWz6oAiNTmbKtXmgwjuXrKJgeSOxl85Gl5WCYu2mfYkYwhN10njCxwwExU31/a+gqiqSVkvibfPRZyajdHSz7c6n+NhWyWhNDM2yi43jUtBaInHWNFFx45O4u/x2EIbMJFIfvY7wEf1BVWlY8TUACxYsOGKemE1NTTQ3N9OvX78jcr5fEq2trdhstqA3akKlqDGZTKxdu5Zp06YFvSl2OPEfD6BNnz6dH3/8MaSFTTAfvpIkkZWVFZLCRpZl8vLy2LdvX1CT3TvvvMOJJ52EHBZOzoU3Mf+OvzB21Gg+/uwzTiGePnXiYZ7+xE1ozUL60p1fSNvCH8X2f9yApNWiOl00vrgQZIm4G89ENhpwt1tpX7QaVJXEawRLoGPxOtDI2DtcbH6/WAwT0EjMuG0IgKA7IyQ3B9KdvQy02FTBaNIZ/f+EvIVNyVrBHksbYUHWStTuaSXcbCBtWCyqAp0NPcTlRJE+Uvx/Q2E7+nAt4y8WD2RNkoWEG84i+uSJGAdmo9qdtHq+a/jQvsTMnQ5A5R3P+jow0SdNIGbOVLRaLec0h2N3OdnmbucSQyZ9Lp3jO6bu0bdpXb454PePnDrSV9wgi7+/IxXeF6cjec7Djba2Nrq7u0PCCkhISAiqB1lXVxcOh4MdO3YwfPhwzGZz0Nb+b4hRo0bhdDqpr6+ntbU1qM8/k8lEeHh40KekZWRkUFtbG1Qza2/079+fhoaGoMpl6+rqiIuLp6Ozk5RT5jP+spu54aab+eLzz0m0wYn1Migq5stOIWqMaDq42qzUP/keAJbLTkOfIsCZlg+/x91mRZ+bhmmg8HVsef87kGXirpsrZDcbC1Ct4uV+7av72PJhKfZOJ9HJRiRZ8slqhnm8yrzGztGpfqZz72nPIPKPMVKHPkKL2+FlBogJaWvf2g94ChsJNr9fjCRLwnNTgiV/zwdg6rWigQSQ/OBVmCYMwXz28QBU3fcyqqqiiYrwSGyg5fUvcVSJv01DVjJJd1wAssT4NpmRRLLE1cAJ2gRGjR9H8p8vQtJpsa7cRu3f30Lt9e/IkJlM6mOe4gYwGg0YDIbffmMRssLS0lIGDhx4RM73S0JRFCoqKoLeqOno6MDhcAR9WEJTUxM6nY78/Pw/ALRfGLIsM23aNNavX09YWFjQB7mEghTglZvV1tYGdV0QTGuTyURxcXFQ1x05ciTff/890YNHM+Dim3jgsSfYt3cvpWVlXNwTi8HuRpeVRNJt85EkSVgEvLAQV3M7uvREzHOnAdC9vUgMRwMSrz8LgI6lG3G3WdH1SUMbF4O7owvrmu2gquz7vpaiFbXs+74G1a2SNDCGjvoerI02tEZZTHr2AGgDThDvxb5pz70AClubeCcwp0UgaSTa63qI7xuFRi/T1ewAIHe6sAtY96poyvtIAU+Jxtjgk9OFLFSGxNvOJ/qEcSRcfQag0vLmt7g7upAkiYRrzkAbG42zsoHWTwV7WTYaSL7rIrRxMaSHRXGOksAqVzPRko65aYNI+evV6JJjUTqslF//T1wtfnWaJiKMxNvOwzL/RJBA0shHrAbobUdzpHLXL4mysjLS0tKCWluESlHT3Nzsa9RMnz49qGsfbvzHA2jjx4+nsbGRzs5OmpubgyovjIiIwGQyBb2wSUtLo7W1NSQSl9TUVPR6PaWlpUFZ77nnnuOCCy9CGxlD9oU3MXVQLiflJPPGnmo+/uIrnnvmGe68807OfOERdMmC0eNsaKX+mQ9BgrhbzkUXL8CC1s9X4KxvRptoJmrCMM+2lWJU8pQRaCLCRLJZtxPcCuEjc1n6j13s+qoS1a3S79hUVFUV3RoFIhPDfHRnfYSH7tzjQpIh3CIenrowr/Gm6pPWdNaJoillsKA8b3pPJO/+xyUjARsWFAEeeY2i8vFN69i4YD/rPQWQu64FZ4OQ58RfcRpI0LbwR1zNYhKtee50jINywOGi1iOxAUg760T++tQ/iY+P589XXsuCpr0UK11cZ8gh+8wTib1IsNRaX/qcpoXLAu6DITMZ09QRoKh89913pKWl/Wajb7fbzd69exkwYEBIDO3Ly8tJS0sL2YjpYEZTUxNms5mVK1f+UdT8itBqtUyePJmNGzei1Wr/J6ZxRkZGYjabqaysPPTORziMRiM5OTns2bMnKDm9qqqK9IwMHC4n6WdcSt7YiVw+MIWVjd18tnkXd912O8dMmsTtT/yN+BkTAFDdbhqe/gB3Zw+GQTnEzBgDgK2wQjRhVJWUOwXzuWdnMbY9paDTEDleNGLaF68DWSJiwhA2flzJ0sd3IMkSx905GIDq7c3IGolBM4Uco9lj7BwWpfcDaPper2iq6it2opNFs0ZVVFIGmUGCpv2iiBCFDWx4W+SZIadlIGsk9i6tZe/31Xz1wDZxPkmi7cvV4nwzJ6DPSERp76L9e2HqbOyfgeW8k8Tv9+fnUXpEURU+KIer/vUwF1xwAQ/ccx+fbFzpk3OOGDaM5PsvQzbqse0qofruF1HsDt9X0ESEEXPaFCE57erCbLGwcuXK33ZzEYbOSUlJxMTE/OZz/dKor69HluWQmDoHu1Hj9T/zFpGh8Jr7vce0adNYvnw5cXFxIVPVBLOOkiSJzMzMkJACJEli0KBB7N+/PyiNIkVR6Nu3L/n5+VjGTCX71HO5ZGAqLr2RN3eU8eCf76ajpY1HH3uUYX+9HkkWz/f2Ras97GUNqQ9egSRJKDY/yzn+zguQ9TqUbpuPOJB867kAdP64BRQVXVYS+3f08PGN63HZFSyegWhem4Cs8eL51FplRdbKJA+IAcDedTBBxDsBOjo1HEmCtsouccwg4e1s63AQlxNJdEo4zm43jm4XcTlRpI2IBQV2Lqpg0f1bcdncyLJE3VMfAKDPSCJm9mSQJKr/+joAcriRxNvOE3XOxz9i2y8GP2iiIjj+4Vt5+K9/5bOFn/LKU8/woqOUYZpozojvR8qDV2LISQWbg4obn8BR4/+3JEkSUcePQRtnBllm6vTp3Hnnnb/5/tbV1dHd3R0SOxqn00lNTU3QGzXt7e24XK6gKmpA1DQRERGsX7/+P7am+Y8H0MLCwhg/frzPB629vT2o64eisDEYDCQnJ4cs4eTl5QWN9vzQQ38FVcEy6him5GZxQrqFN/bWsmf7dpztLaxevZpn92/gtOT+zNEmg8MpxjvbnUSMH0zUWDHVy1FZT9tnK0CFlPuvAMDV1EbHd+tBUYm/VExl6fxxMygqEVNGkHTHhSTefTEAxhgdOqOGlnIrdqsTg0m8lLZViW5NbLYAxxxdLiRZ8hlu6o0CnHE7FSJiDchaCadNmCinDhXAXvFq8feTOz0ZVYUtHwhwsv9xKYTF6Gmv6WHZv3ajHTaQmDOmAVD3+DsA6JLjMHsMq6vvf1VQnGWZxBvPQhMZhn1vGa1L1pIsGfiToS+OpBge+eRtOts7Kf/TU3zQXkyx0sW1+mwyZk4m/rp5IEl0fPwj9S9/4XuR6tq0h7aFPxI3aQYJ02ZRXV1DVHQ0q1at+tX3tqysDJ1Od8QMon9JOJ1Oqqqqgp5sbDYb7e3tIe3W/Kcmm//0CLUPWn19fdD9J72FTSh8L/v160d7e3tQJEWPPPIILqeT8PQ+9Bs6jMvykllR08YPe4qxFhdQW1vLA5+8QWp2Ftfps4lCS+tHy7AVlCEZtKTccQGAh+X8KcgysdfORQ43Ck+195aALBF/y7lIkoS9vA57YQVotSTedDbpL9wh9lVU+k4SoEPFlmYUl0pcnyhURaWjtts3ddMLlOnD/OC/qogGDoAlIwIk6Gy0YTDpsGSYUN0iD8VmRWJOj8BlU7B1OgmPMZB3YhqyRuLTWzfSYgsn7orTQFVpW7gMxeFE0miIv/oMUBVaXv8Sd6cYnhR98kTCR+eBolD9l1fQqxKX6DIYldaHv29czL59+2j6x7ts2LfbB6IN7zeAlL9eiSYqHEdlA5V/ehq3h4nnam6n/on3CEvNIuOsK1E1ut9c3HR2dlJVVRUSQ2cQeS4zMzMkUz9DkWdiYmL+8D/7DdHbBy3YgwQsFguqqgaV+QuC7dzS0oLVag3quiC+c3x8fFAG19TX11NcWopsCCNlwrFckpeK3a2wYE81TVvW4LQ7ePTZf1Eap+NP4bn0lSPo2V1Cy/tLAEh79Fpko5ji2/LhMtytneiykokclgtA+zdrUXrsGIf0QWuJQlUU2pesF82cuy4m9YmbCR+TB7LEcbeLRk3V9mZkrcSY+QL0aavsQnErxHgUM87ug9n2Ds8Am5iUcBSXSvV2kaPThglVTfXOViRJYsCMFGSNxL7vBeg1+hxBClh07xYK17djuWAmckIsSrsVW6GwBoqZOx1tbDSuqkafl7MhM5m4y04FhNWMu6OLYzVxXBI/gA/bivn8m6/oWreTve984QPR5sRkk3zvpYQN6QNuhapbn8ZWLK5DVRQanv0YpbOHjLOuIiwxnccff5zhw4f/anWBoijs2bOH/v37B70pD6IJGBkZSXR0dFDX9TZqZDl4cFFv/7P4+PiQAJaHE//xABoE+qCFanKNoihBXTc7O5vy8vKg+uJ4IyEhgZiYGHbv3n3U13r44b8CMNLgZEZqFG/sraVgxzaqFwkAKfa6udT2jeUpRzF95Agua4/B0NqFHBnuM89XFYWGFz8FIObc49HGCJlny0IxOCDq5AnIRoNINotFsomdfyIAtt0lIEvowmSqd7RQuVX8feUeL4ocL90591gBAjm7XSBJ6DzAmS5cAGleYC0qKRxUwUiLTgknLFqPq0dBVVXM6SZis024HQrdrXZqd7fS0+ZA0khETBtJwrXzMM+ZhsYShbOqAUelkILGzD4GXUoc7pZ22pcLGY4m2kTin84FFXL3NHO9NptN7lbedlURfe0cDP3Swe6g4tZn+LCrzAeipU0eLbo9Wg1dKzZT+/jb2IoqaXj2YyL7DyX+mBOJG38cmedejarRMWXaNO66665ffF+7u7vZu3cvgwYNCol2vaKigqioqKAzEurr64mJiQkqvbu3/1lRUdEf/me/MkLpg+adZBdsSU9KSgoOhyPovjgAOp2OAQMGsGPHjqOe5+644w50Oj0JkpNL+8WxvLqVHworKHvvBRS7DePQvugvnskLjlLqFTs3S5nE7xGSo7THrkfSied92xcrcdY1oYmNImrycAC6NxXgKK1BCjP4Cp2O79aDLGM+T+QZR3k9SrewIihd10BrVRftNd3IOglZI9HZaENxqWg9lgBeoMwQpfd9B1VR6WoXQFRMWgSyRvY1eLwT0uoK2gCPjFMjsfe7Stqqu7C1O1DcKui0pDx4FVHHjcE0fRRIspCeIqY6R8+cCJJEzd/eAERDLf6aM9Baool1ydxgT0SLxNOOYron9Pc1d2rue5lN5UU+EG1oeg6pD18tJEZtnYIhUN1I3ePvIKElfc4lmHIGkHPZbb+puFFVle3bt5OVlRXUQTHesFqtNDU1Bb1R09PTQ3t7e0iYzn80an5bhNIHTZZlEhMTQ0IKSElJoaSkJKjremPgwIFUVFQcdeAwMTGRvjl9MGhkLsiIwGZ3sKCglrIv3qGrfD8Y9aT940a+UBtZ5KrjMm0GI3Y2ARLmy2ejTxMsMVtRJR3frhXAmKfJ7+7oom3RKmFHc4OQc3Zv3Ye7pQNNfAyaaBOoKrY9ZaCoWOvtdNT3+Bo1KYNEQ7+53AoqmOKFX6PT5vI1bryhOMRzONqjqtm3XNQiKUPMKC6V9W8L2WbutGQUt8qyp/Zg73Jit/r/lpMfvpaYWZNEraWo1D72NqqqIut1xF81R3g5P/G+j9kcOX0UpsnD0ev1zC1xM0lj4TlHKbssEkl3XgiyTMeiNRR+tcIHop1uyiDpjvOJGD8YVJWae16ie3sRzW9/S/f2ItJOvZCI9D5knX89ltFT2L59O1FRUb9K0rt/v1AIBftZDyLPlZSUkJ2dHfS1Q9Wo+U/3P4PfEYC2fPlyYmNjg/6ibzabhW48yB0bi8VCRERESOQ1kiQxfPhwqqurj7p89corr+S1117j/PPP5/5772Xzok+oXPgGqCox82cQPXkEAC2qk7/98CkdVXX84/HHmfjEHUge6ULH4vU4SqqRwg2YZ08BwFHTiHX5VlAULOecAHiSTWsnmgQz2hjxst21bhcoKl2tCm9dsIJvHsxH1kgMPy0LEAw0WSuTnCdQf4enW+OdWKMzaJFkySe58Zpudrc4kCSJ1OEWJBlaKzy+A8enImkknpr2DW9ftBKtxYTqVrH+uAVVUZB0WsxnHgdA7eMLAJC0WuKvOgMUlZaXP/WxA8IHZHHJw/dw88038/STT/BtRwUqIOt1JN15AbrkOJSOLirvfpGPbJU+EC1l1GCS77kYSafDtr2YmvtexhCbSOop85E8Zm8Rmf18xc2jjz7KqFGjDhtEVlWVbdu2kZKSEnRZi3f90tJScnJygr52KJKN1WoN8D8LhYzpvyFGjhzp80FraWkJqg+aJEkhKWw0Gg1ZWVkhK2yys7MxGAxHfaBAdnY269ev46GHHuKTjz7igxefpfyDF3FZO9BlJJB8xwVIkoQLlQVVO/j0g4946KGHmPPY3egSBLjpqKyn9dPloELq/ZcL7xpFEQCUJJF8x4WAMIO2rtwGikL0dGHq3LVxD8gyhOv5+Mb1vDhLgFYpHmNmb6PGawPg9OSTCIsfQAPoqhcgXHRKOIpboaG4TZxnqNk3IQ0g91gx9fmbh7bzwsnfUbq5BSnCCE4XjmrxDmWZOx0k6Ph2nQ/cM591HJoYE86yOjq2iHuiiQjjuPtv5PHHH2fzijU8t3MlPYhcEDN3OpHHjwWg6s7n2FxX7gPRBiekkfrXK9GnJaDa7FTd+jTO2hYy5l6ONkI0uXSRMQcVN79kiFFJSQk9PT3k5eUd9jFHMkpKSkhJSQnq8AAQjRqz2Rx0H56mpia0Wi3btm1j6tSpQV37vyUkSfqf80EDyMnJoaKiIiSG/pGRkeTm5pKfn39U87osy+zYsZ2/PfIwXR2dPHTX7VR89R6d+7aDViL9HzegiRLP+A32Zh558WnOOv0MbrznzyQe77EOcPlZzubLT0ETKZhibV+sRHW6CJ8w2HeOjsWiUZPgmQJt21eO0tUDGplvH97Gcycspr6gDSQwmHSoqkpblagfJFl4r7lsbg7EJ9xOwUj3stS8gwdSh4pcWLVV/M2mDovFGKWju9nOv6Z+w7cPb0OXECPkmIuEND981AD0WcmoPXY68wULMGxIH0yTh4MEdU9/KK5HkhhwxZn87bFHiY+xcM/rz1GtirwUlpdF4s3niPMu+Jr9qzf5QLTTjGkk3HAmkTNEHqr7+1t0LF5H0vFzMOUIVrKk0ZB0/OmknnYhPQ4n/XL78/rrrx/2fe3o6KCwsJCRI0cGlYnljcbGRpxOZ9D9nHt6eujo6PijUfP/xO8CQBs/fjwtLS20tLTQ1NT0P1HYSJJETk4OJSUlIZHXhIeHM2jQIPLz849qwispKSEpKYm2tjYKCwtp3vAjquIm8oSxWE71v6DZy2upemkhjz/+OOtdLdwYO5iZ2gTUhjZfBz31wSt8ngKtH34PkkT0mdOR9cK/zOtJI4wsBcjmrG1CMurJfP1eUh68EjkyHMWtkpQXI85TYRV051SRSBzdTlTFzxTQGTVIsh9Yi0mLQNbKtFYJqnraMAsgUbquDke3C1krCwNnjUzyfZeS/twdhA3PBSRfcomcMhxtfAzupjafH4Cxf4YoVGSJ2scWkCwZuFnfhzF5g3ngrZdYv2491X95BdUDcmkiwki+5xI0MSZctc1UP/IGHzmqfCBaUl4/Uh64HDncALKMq7MT1RV4n0Vxcx16czxbt23joYceOqx7Wl5eTmdnJ4MHDz68P4IjHPX19bjd7qD7s7hcLhobG4MOoNXX1xMXF8fSpUs59thjg7r2f1NotVqmTZvGqlWrMBgM/xNTn0GAS42NjSGR10iSxIgRIygvLz+qv3dbWxt1dXVkZ2fz1Vdf07FvB46WJjQWE6kPXYmkFQ0Rxe6g7p/v8uUXX/DUog85PXcEV+gyiVI1NL4kWM7Rc6eijYsBwLp6O87aJuQYE8b+YmqadUU+qsuFcUQusl4ULV3rd4KikPH0baT/62aMQ/uCJDHynCxxfZXit+83Rbyoej1oIhPCAr5Ha42HgZYaASrsWyZYct7CZufXFYJp1ivirppDxkt/JtbTSGp8/UsAtHExRHlySuObXwHCvDn+itM97ID3MNhdnKtL5eK0YXy0fytvvPEGVQ++hqtNXK8kScRdegrhYweCCpW3Pc2WlhofiDbInETKA5dj6JcBkoTqsKMckGe8xY155CS6u7uZPv3wnmFWq5WCggJGjBgREkmN0+mkoqLif6ZR09nZSU9PD9u2bSM3N/cP/7PfEMcddxxLliwhISEh6M/8hIQErFYrXV1dQV3XbDb/YoD8SEbfvn3RaDRHVcrpdDrZtGkTY8eO5f3336OrqZH23VtAgrS/XevzawZofncJO75fye333U3G8IHcru9LHzmCti9W4axtRBMdQcxx4wAhfW9fvE7Y0Vx2GgCOmiZ6dhWDBMYBWYCnUaORsVw9h8yX7yLG04y3ZPob+y67G61B1C8umxtVFWBa73C7RR0RlRSGJAfmo4g4I26HguJS6Kjr9tQ1EuGThpPx7G0k3XsZqKIxoyoKkiRhOfcEUFSanv7QV8/GXjAT2WjAtq0Qe2EFkzWx3B45gKoYLX958AFqvl5Jx0a/CipidB5xV5wOQMuzH1OxY48fRNOnEHfpbJ8FDoDzJzzvovOGkzbnYlTFzRVXXHlY91RRFPLz88nOzg7ZcK7i4mKysrKC7iVdV1eHxWJBr9cfeucjFN7p0mFhYaxbt+4/uqb5XQBoYWFhzJgxgx9++AGDwRB0FlpSUhK1tbVBB7JSU1NxOp1BH2LgjczMTCIjI9m1a9dROX9JSQkFBQVMmDCBa6+9lrFjRQcBVcVRWoe7QyR4d1cP9f94FxQV00ljWRmn8LSjmDw5kj8Z+pCTmYXp2FHoUwXbyV5aQ9eG3aCqPhDOUdOIbVcJSBLGvCwAujftAUki6oTxSBoNurR4FA+7q2RtAy3lVhpLOoUMNMkLoLkFgGYQDzKNUQZJwumR3MSkhqMqKo0lbYAYJKAqKkv+vpMnJ3/NqhcLkLQyuBUMOalIskz0CeNAUWh5bREgCgrz2ceDCnWP+4cExM4/AV10JKePnMBN2mwKlE7+5SjGNu8YNOYoXLVNNH/wvW9/rSWK5HsvRQ7TY99XTt1zH/GRs9oHoiVkZ5D616sEyNbdSdHLf8PZ0RZwj1q2rMHR2giKwrhx4w55T7u7u9m9ezcjRoxAp9Md1t/BkQ5vsgl2p6ipqQmDwUBkZGRQ162rqyM+Pp6vv/6aU089Nahr/7fF7Nmz+eqrr0ICZsXHx9Pd3R10IMtoNIZUXmMymcjLyyM/P/+oSDnb2tpYu3Yt/fr1Y9KkSbz66iuACqiodheOMnGfVVWl6bUvcVY3IkeF0XDyCB6zF9GpurhDm8MxWQOQjDosc0VRorpctHywFIDk288X2xRFFDoqxHuGtjgr63E1tiGFGdBGhqNLjkO1OUBV6aiyUVfQRuP+DmStRNowz6AcL6M5IyLgu1gb/Qw0gIZCMTggLicKrUGDrd3Jv6Z+w1sXrEDSSCBLqGF6ZKMB0zHDkPQ67HtKUWyiuIg5fSrIMl0rt/nybfjI/kSMG8SoUaO5XcrGhJbH7UXsHmAhYtJQAKrvfsE3YVOSZRJvOAvjgExwuam89Wm2dtb7QLSBpjiS77mY8BG5IEHZ209jLQlkHPbUVdG2YyMA48cfOs+oqkp+fj4ZGRlBNzf2htcmINhFVagaNd4888033/yRZ35jnHLKKaxZswa9Xh9070udTkdcXFzIWGihIgXIssyIESMoKSk5Kooip9PJunXr0Ol0jBs3jq1btyLh/57dO4t939u6bqdHognGW8/mRVc5K9xNXK5NZ56lD0aDkZQHrvBJ11o9djSRx45CYxJNlY6lG0CWiT59sm+SZ9e6XeBWiBqVhyYqAlmrAVkCWaViSxM1uwRzLDJBMGa9jX9Z2wtAk8BDMEbWykTEGX22NABpwy1IGolHR33BCyd/h+JSURUVe1kt2rgYdAlmPylgy14Awob2FbYyTjfta3cAYkhA7MWzSEpK4hptFlM0Fl5zVvClsR3z5bMBaHryfZwNfoZm1LGjfROj6x55k6qiEj+IpkvGctbxxF54MgDNK76i+vtPA/7WFIedxuVfCQ/Tw5xevH//ftxud8g8Njs7O2lqaiIrKyvoa4dKUdPT08PWrVvJzc0NSYPqcON3AaABnHrqqSxatCgkhU1CQgI2my3ok9m88ppgj2D2hlfKWVNTQ319/RE9d2/wzGKxcNddd7Fx0yZMfQeRdf4NuGpaqL7nJRwVdTQ+/wmulna0CWbiLhBFSa1q5+FlC1m97Ef+9sgjXHzVlRg8f84t738HskzMhSf5vGs6vtvoSTZ+PbV13S5QVaKOHw2A3cP2QoaFt2zgpVOX0lImilmNTpzb3uUEFZ8Hmtfk2TcdLUUAaIU/1FG1vZm6vW2+72w+/2TSnrgJ0/TRoJF9Bpphw/uhsUShtHbgbBCJ3TRxqJBgdvbQs1Pc/+wIM/985ikmTZrEXXfdxdfWKtyoaExhJN0yXwwH+HKl6Ep5Qp8SR9LdFyNpNHSv203DO9/wsavGB6LFJSeR+vDV6BItKA47RS//DXuTuNedxXuo/1GwFW699VZmzpz5s/c01NJNEFTrlpaWkCSbqqoqUlJSgqrXdzgctLS0UFlZiaIoTJgwIWhr/zfGKaecwrp169BqtUGfVqbT6UhISKCqqipoa3rDK69xOByH3vkorR8WFsaePXuO6Hl7g2f9+vVjx44dXHqZkBDmXHILBnMStX/9N50r8+lcthnrqm2AStrfrkPSarChsKB2F0/+8wnmz5/Pw688T4JGFB8d32/G3dKBNilWTANDTON0NbQiR4WjSxIv6EK+KRE1axIggDd7STUAy5/Zw7/P+ZGN7xSjKmLqGYjCRpLBFBvIQOtpFffHC6DZ2h00FLVT8F0VLrsohgzHjCLlgctJ+NN5oKi0f/wDAHKYgcipI0CWaVu6AQCtOZLokyaALNHwymcARKHlxptu4pY//Yl333qbZ/esph2Xbyq0LtGCu81Kwyuf+65L0mlJuv18dKkJqD12qv78PPk9TX4QzWgm8db5mDyWDBUfvSqYGYDT2kHlJ6+jut3k5OSwYMGCQ97XkpIS7HY7AwcOPJw/gyMeiqJQUlISkpf72tpa34T4YEZ9fT2xsbF/NGqOQKSlpTFs2DA2bdqEw+Ggo6MjqOunpKSEJM+kpKSgKEpIwDuAqKgocnNz2bp16xFVMvUGz7xEgPT0DFQV0s64hNhxx9Ky4FuaXv0Ce3mdkGgCsTeehS4pFhVY5Wzi9sceJisjk2defYmhyYLR7Khp8kzaVIg9X7yDKzaHb5t5lvC8dZTU4G7rRIoMRw4XOcpWWAEqtJR2886lq/j4xvUAZI4T7+der02N3s9s0uo1qL3cWsxpoolTu6uVohW1VG5tRnWraPqlkXjrfDJeuhM0WpxltT4FjI8U8G8PKUCSsJwzQ2x78VNURUGDxKzpx/PU009TXlbGna89Q7EimjimScOE4kaSqLr7RRSHn7Ucc/pUok4aD0DNfS9RU1nlA9FO1SYRffJE4q+dC5JE++bVVHz6FqriRlUVqhe9i62pHq0ss3nzpkPeV690c8SIEUFnf3kjVDYBNpuNxsZGkpOTg7ru74kQ8LsB0GbNmsXGjRvRaDRBL2y0Wi1paWkhmYqZnZ1Na2tr0IcneCM8PJzBgwezbdu2IyblPBA8e/HFF3n0sccJS8kk7bQLCE/LJvvCm9FIRqr+/DzdW/cBkpDaeFhF7nYr9W8s4qOPPuIfJevI1pm4x5DLhCYJ554ykMF8gnjIKja7Z/qmQszJAmBwNbXhKKsFrcbncWMrrBDA22WnkvHinSTcdDaAT64JYLeKhOP1QNMaNIIx1+1loIlkU7yygbcvXMkPT+1GNgiQzTR5GPrUeCJG54Fbof0TUdhIskzUCeNAkmh+d4lvm/mcGaCqaD9YwcW6dK7WZ1FgdHLfgpcp3l/skxQBGPqkEuthPNQ+8iauFv8LmbFPmmdMtIT163U0fbUqAESLtVhIeehK9FnJoLopfv1xWrevp/rzt0FVmTZtGv/85z8PeV/Ly8uxWq0hk24CFBQUkJmZGXRvGLvdTm1tbdANRuvr64mKimLJkiWcfPLJIZEy/TdFSkoKI0aMYMOGDbhcrqBPfc7IyKCioiLoHXqz2YzFYvEZ5QY7vM2aioqKIyblPBA8q66uZuSoUUg6HZnnXosxIZXMs68mKm8EjS8spMkjbUy6+2K0lijAw0p79Qs2b9rMn997hTajxG36vsyTEmHZVrH/Lef61uxY4hkecMkpvm3W9cJnM3raSADsZXXgcqOJjSbrjftI+etVaGKjURXVB4w5usVQGm+e8YZvOme4FmOUDtUNr837gS/+vBlNuB4kCW1WEsYBWYQP64uk1+GqbkR1iWIx8vixoCi0fbjM9zcWc+pkJK0WuaCSmY5o7jLkYjAYeGDtIpYtW0bNw2+gepiBstFA4m3nIWlkulbk+9gEAHK4keR7xG/nbu6g+oFX2eZo9YFoebpo4q+eQ/TJEwGoXvQudauWUPnxa7i6rUSEh5Ofn39I5nCopZsg2GeSJIVExlheXh70qZ92u52WlhbKy8uRJInx48cHbe3/1vCynUMh40xNTaWzszPo+U2WZfr27cvevXtDwkIDIeXUarXs3bv3iJzvQPBMo9HQp08f2tpaSZ55JlG5Q0icdgopJ5+DdUU+1Xc9j+pyEzFpKNETh/rO07F0IxUbtnHvww+xUm/lXF0a1+mziV2zTyhlTjvGB4xZV29HtTnQ90vzbevaJHw2o089BhC5y7a3HFSVrLfuJ+0fNwizfVkia0w84M8nvWscrT7w+WtOj0DWSrx5/go+vnE9ti7R3JE6u4kYMxBtTCRhw/qBLIv16E0K6MRZLxhkYYNyMA7MRkZi4L427jL0Y6wmhpdbC3j136/T9M0a3+A0gLiLTkafkYTabafuyfd92yVJIvbCk4mYMASQqLrzOWob6gNAtMgpI/zD0vbvpPTd56n//gs6iwRpYtGiRYd8V1cUha1bt5KTkxMy6WZ3dzcVFRX069cv6GtXVlYSFxdHRETEoXc+glFXV0dcXBxff/01s2fPDuravzR+NwBaUlISo0ePZt26dbjd7qCzwTIzM6mqqgr6VEyDwUDfvn3Zs2dPyBJORkYGUVFR7Ny58zef60Dw7Msvv+Ta669Hb4kj48zLkXVCa62PtpAwZRYo4junPHC5zzgToOnNr1FtToyDc2jJjuN5RynvOaoYK8fwwosvcspf/oTs6RhYV21HtTvR52agiRAd/a7NBSCB6Rh/ArPtLQdFwZSXjdYciTbWMy5Ykljy9+2sfmUvHbVC4umVcOqMGlQVVjy/h9fOXs5Hng4PGpnUR68j682/EDFpOGhkH8MtbFA2kkGHu77V11mJnDYKJInuDbt821LHDuXGO2/jn3/7O4219fzNXsR37kZiLj4ZSauha/0un0caQNSMsSKpSFB1z4u+ogcgfFg/Eq4TRqPt7yyhY/W2ABDNEhlFyl8u9TApVGq//QjF5SIjI4Nly5Yd8r52dXWxe/duhg8fHjLpZktLC42NjeTm5gZ97crKSsxmc9BZAV6K9aJFi/7juzW/lzj11FP5+uuvQ1LYJCYmoqpqSGT7eXl5PlP2UERvKedvbdYcCJ5ZrVb69OmDokLGWVdiiBNeY7JWS8L02cgGI6gqkSdNJHxIX995rGu207NjP8gQceGJLHTV8k/HfrT17Tz/jye56PqricoQIIqzoVU0e1SVqLGDxLa6ZpxVDaDT+nzT7IUVIElETB2JHGbA2C/dZ+K/7IldrHhuD+WbGoGDAbSOum7euGAFz528FFun+I0S/3whma/dQ9y1Z4Kq0rV8GyBYYeEjckGW6dlTCoAhMwlD3zRQFGwFZQAYo0ycc8eNvPTSSyQ19vCCo5S3nZW4JuZ5ZDcumjyNHQB9WgJxV54OQPMzH+Gs9QOe2phIku+9BDncgLO8npp/vsM2V5sfRNNGYblgppCOAi1rlmCrr0IrS2zZspmoqKifva9eP5rMzMzDluAc6XC5XOzbt4+8vLyg2wR0dnbS2tpKenp6UNf1Nmq+++47Zs2aFTI2xn9TnHrqqSxevBiLxRL0PKPT6UhNTaWsrCyo6wJkZWXhdDpDwoADv5SztLT0Nw9w+CnwbMyYMZSXlxM/5WTMw/xAc/SQMYSl5YCiIkdFkHDNXN9nrqY2WjzP2OR7LmGt2sYj9kL2tdTz53kX8uc77iBvnpAmqqpK+7drAYi/xA8wWNcJn82oScPFOetbULp6kMINyHod+vREjyJHYseXFfzwr11sW1gGgDHC34jQenLO25eu4sXTl7FncTUgET37GDKeu430l+9CRcJV75fBRozJA0Wh9QsxOECSZaJmCAZZ83v+3DHlivP41xNPcGpKf76x1fKEo5jyGC3mudMBqHnodR+LTdJpSbzlXCS9Ftu2Qlo8rGnv+ROum4txYDaoKpW3P0t9W0sAiBYxagDJd18MEtiqy2nZsgqAJ574JyeddNIh721RURGKotC/f/9D7nu0oqCggNTU1EPmxSMdqqr6GjXBDLvdTmtrK2VlZQFszv/U+N0AaODv2ITC1D8mJgaTyUR1dXVQ1wXo06cPXV1dIaM9e9kB9fX1lJaW/urzHAietbe3M+eMuchaHZnnXI3GGO7b19nZRvVX74lBAGefgDE3w/dZ99Z9dK3bCaoiJrN4YuuWLdx83fW88957zBk8ljv0/Zgom7H/IJgC8RfP8u3btV74ukWf6Jl8oyjYi8TEU6/0xqu9dxnD2bWmk7XvlNPtkdAsvE08zHcuqkRVVDrcJnpS+6CfOh40Ho+zrGRkvU4ULG4F6waxpqTVEj5ygChsPPJMbYyJiLEDQSMTua2Ms7Qp3GXsj6lvBjfddBPP3nIPHYpYWxsXI+jQQM3D//YBZZIkEX/l6WjjzSjtXdS//HnA72+aNMznD9D43Cd0bd0XAKKF13fgrG5EEy5AIL1Ox+7duw9ZJLhcLjZu3Eh6enrIpJuqqrJnzx769u0bdKpzqJKNoig0NDTQ3d1NUVERJ5xwQlDX/2+N2bNns3jxYmJiYoL+zJVlmYyMjJAUNmazmcTExKNqsnyoyMnJISIigq1bt/7qhtGB4BkIcNBut5NyyrmEp2b59lUVhZov30FxONClJxB3of/F2t3RRfO/hbl+0u0XIBtEc6eus52/33E399xzD3kTx3GfoT+ztYno1hWALBF53BjfhOiuTQUgSUR62GcgJqUhSZiGiWtzW3tQe4Qn2d58Oxs/raF8SzMqsPKlvSy8xV84KIpEpzkTaeQI9JnJIIE22oTGFCbyDGDf75/cHe4tbD5f4dsWdeJ4UFTsH/3A8Zp47jbkMnH4SJ545inuu/UOiquFybcky8RfNQeAzm/X4ajyg7qRk4cTeexoIbG55yUUu1/6q0uKJfmeS5B0Guzb91P/ymdsc7f7QLT+TgM92/cj+1jCEp988slhFSq7d+/G6XSGbOomQGlpKQaDIWTss+Tk5KCaOoMA0JKSkvjyyy//41kBv5cYMWIEUVFR7Nu3j/b29qA3LkJFCtBoNAwYMIC9e/cGdSBc74iKiiIvL49Nmzb96t/9p8Cz22+/nc2bNxM9aBRxE44L2L91y2q6y4tAlkl7+Crf4BpVVWl89QtUl5vwcQMxep/jKCx49kWuvvZaOi1h3GYawIW6dNIqO3FWN4JB77MOcFQ34KpvAYPOx562FYrnePgI/3PVWdsMikJNnYat3zaS/0Ulslaio9HmyzM97eJZ3mpIwT1gEIaReSguBcXmRBsXg8ZoQJ+WCKqKq63Tv4YkYdux35e3I6eL/ODYso8Riomb9TlckDWcH/ds47obbmDpF1/6HOJiZh+DLiUepctGy5drfNerS7SQcP2ZALS9vgh7aY3vM0mrJem289BnJIHDReWdz9LQ1eED0WZrEkX+VVQknQ4kmdmzZ3PLLbcc8t7W19dTVFTEyJEjQ9YsaG9vp6amJiTea01NTTidzpAMRIuOjmbx4sW/i0bN7wpAO/XUU/nuu+9CUthIkkRmZmZIChutVktubi4FBQUhY6GFhYUxduxYdu/e/askNgeCZyCAF8XtEsaOq5b4TIlVt4uqT99Ecdgw5KZjOX2y7zxKj53GVz4DScJy9Rw0JgG6qYpC83tLUIFdg+N41LGf712NjHVF8NLDj3HF1VeR1Uf4lbg7urDtqwAkIVsEHJX1qA4ncmSETybqqm8BjUz82TNI/cdNZLx8N1KYeOlvdHn8bTRRwgh01EDirzgdy1nHo0sU30+xiURk7Ce6xV0b/f4+EWMGegqb5QBokTju7DN4+MGHuHfcyajAU45i3je10xqhAZeLtuVbfMdHnTReXLvDRdPH/sEBcpiBpNvOA1mie9U2rGsDWYPRJ08k5rQpANQ9voDugjI+dtVQ2N7I9dEDSM7pT5/L/0zM8Ak4HPZDDg5QVZWtW7ei1+tDKt2sr6+ns7OTPn36BH3tlpYWUZwHuaBqampCq9WyfPlypk+fHvQu1X9rDBs2DIvFwt69e+no6Ah6YZORkUF9fT02my2o64IAmiorK+ns7Az62iDy7OjRo+ns7KSgoODQBxwQPwWeAVitXSDJNK39PmBQStPapXSVFYJWIuXeS33PfoCmt75Gsdkx5GYSPsx/rvZFq1DtTqr0bl6Rq3nNUY5Z1fLYGZdw151/ZtK5c/CK67rWe302/Z1U294yUBT02SL3uDyNGk1cNCl/u4705+8kYtIwVBXaZTMNDov/C+q0JFwzl9jzTiRsaF+QNT6JjDYmEo05EpwuX+4JH94fZAl7Qamvsz9k4lhuvvUWXnzwUXIUAx87a3jKVUp5dgxIEvXPfORbTp+WQMzpU0DyNGsUvzlO7MWz0KUloNoc1D3xbsC7iSE7haTbzxd5aHk+TR99z3alg/e7yrjYkMngxHQyz72OtNMvBEnirLPOprLSD/z9VJSXl1NVVcW4ceNCJt10OBwUFRUxcODAoEooAdxuN5WVlUFv1Ljdburr67FarZSWlv7RqDlCIUmSr1ljNpuPuM/wocJsNhMWFkZNTc2hdz7CkZ6ejkajCUk95Y2cnBzi4+PZuHHjLwbyfgo8A/GMQpLoLNwl8oonuqvLqFv2OQBJd5zvYyMDdK3dQc/2IgASrvaz0mx7y+jZXkR7WxvfJKs8ai+iVXVwdcYInnzySc649yaMnhLe67MZOaNXnimsAI0G04Qh/uuuF1ZAyQ9fQ9rTtxF39VwUl4rLEOHLM6pWgPPxV5xG3EWziPJY4dj2+skTxgGZoNFgLxTPbE1UBIbcDED1+XsmmM1cfNuNvPLqq8xQzGx2t/E3eyGbssJwORy0f7jMN8xG0mqJv3oOKArtHyzB2diL3TY6j+hTjgEJqu9/BbfV/z4mhxlIvusitHHRKB09VN7zIg32Ll6wlzDUbmBuUn+STphLziW3ojVFsujrr3n11Vd/9t52dnayefNmhg8fTkxMzM/uezSjoKCArKwswsPDD73zEY7y8nLfv9FghldR8+WXX/4uFDW/KwBt8ODBxMfHs3v3bjo7O4M+hjktLS0kvgEgaM/eF6hQRWxsLEOGDGHTpk2/6Lf/KfDMe77XX38dSZJo27mR8g9fwtXTRf2Pi+iprUTS60i644KAF9Xm97/D3d6FNslC9BR/V79r/S6cVQ1IYXqiJwzBjcoWpY27nv4HDz38MNGD+nCTvg9/0vdhWquOzIwMjEP7+c5t3+fp1oz3mxI761tABW2CX/+u2IVsxtsViT5JAExKa5tvH60HQPMWRrrUeCS9DtXa4ytAwof3wxgezghLKmdrUnjA0J9ZmQPZsnc3l19+OQv2bqROtXvMN8UI6NZ/L/KzzWSZ+KvPAFWl84vVOKr9k2n16YnEXyFGXTc882EAcwDAfM4MTNNGggS1D71G+w+befK629lbXMaD99yDJTqS5BPnETfxePbs2UNaWtr/+4Lh7Z6OGTMm6HIWb6iqSkFBAbm5uSGRj5aVlYU02Xz11Vd/sAKOYPQubCwWC7W1tUFdPyIigri4OCoqKoK6LggZZUZGxhHzh/k1odfrGTduHKWlpb9I5vP/gWcAmzdvIjwsDHtzPaVv/ouemnKsJQU0rhbykpR7LkET7Zdfd+cX0rVmBygqSbf6Pc5cbZ20f7MWVJWEa84AoFTt5vkfFnHttddS0dzAuZa+3Gfoz2muWAaYYtHqdOgzhGTU1dSGu70L9FpkvXhWeQEwQ5803zqqzSFMoy88mYQbzvR/EbcfwNLFm8HtxlbuL4CN/TNBlrEXi99NYwojLC+b/v0HcFJnOH/W9+Py8Bzs5ghuu+N2Hv73C+xROlGB6JkTkcMMOMtqAzr9MadPRRtvQenoouWbtb7tsl5H0q3zkXRabDuKaV28LuA3Dxvch4QbzgKg87MVNC1cxrd/eZLnXnqJO267nWED+hE1YDgZZ12B0+0mOyeHHTt28FPR3NzMzp07GTNmTNA9WXpHUVERMTExIWFa19XV+SYoBjOamprQ6XS+Rk2wp0z/N8fs2bNZtGgRiYmJQc8zXlJAKLydJUli4MCBFBYWHjFv5V9zDcOGDUOSJLZt23bY5IT/DzwDeP/99xk9ahSK00HFR6/QsmUVrq5OKj99A4DIWRMJH+63GHF3dNHkMdpPvOVcZE+DXlVVmt/zDEO76GQknZZWnHzWuJ/LLr2Ub7/9lql5w7nfMIALdOmMcIZjCo8getoo37ltBWXgdmPoKxr4is2B0tkNGtlX96ieRovpmKG+PKNLjfftD6Dz1D/OxjbfuYWqxo21lwdmxNiBJCUlM7FR4lp9Nn/W9yNzYH+ee/ZZrrniCla5mrGjYMhOIXzMQJBkmj/90Xe8MTdDAICyRO2jbwXcD8s5M8T3cCnUPPJGQCNHE20StgERRtz1rdQ8/Ab73vqce267g8nHHs95p8/GYIkn+8Kb0MfEceVVV/PQQw/95L11OBxs2LCB7Oxs0tLSfnKfYERzczPNzc0hsaNxOBwh8XN2u900NDTQ2dlJRUUFM2bMCOr6vyZ+VwCaJEnMmTOHzz//nISEhKDLKXU6HSkpKSHpmsiyTF5eXkhpzyBo36mpqWzYsOGwEt//B55549JLL2X58uXotDq6K0spfvUxWjavAlRizz/R51kGQvrS+d0GUFWS77rInwRcbjF5U4LE68/yM8haOujatId9BQV8EmXlAfteVrubSXXreOyxx3j+7geYo00mVzYhldWDRsY0yi8NcdYIurM3gahuN7jcYiy0JyRPEeRq9TM2dIkW0PiZAZIs++Q1UXWdTNCYuTK6P2+/9RYXXnghHc0tvOao4DHHflZqOui0dtL89te+8xkH52DonwkKtCxZ79tuyEom+pRJIEkHJZXIqSM9IJlE1X0vo3gkQoBvmlr48P6ARNMrn6OLjuM7VzSlVjuX56UQbdCSMOVkEo89jerqamJj4w5i4tTU1FBcXMy4ceOCLinpHV4ZQigmb4Yq2SiKQnV1NVqtltWrV/8uujW/p5gzZw6ffvopSUlJIZHtZ2VlUV5eHhLGcW5uLvX19bS2th5656MUkZGRjB49mm3bth2W3+nPgWcgbBBqaqpJS0nB1WOl7J3nqPrsbQAMw/uJ56snerOczZfPDgDW2j5djup2Ezayv2/4DED74vU0NjWxLM7NX+37+MhZjdLUxo033sjbCxZwoT6DkXI0xjLB3jbm+ac3OutbQJYJH+TfpnTbQcUHsvk/8D/jvY0d284S3zZDv3RQVdhXyRA5krO1qbz8l0e45567CW+08o2rngfs+/jKZKWyvALrdxv9AwLCDMTMmQYS1D/9oe+csl5H/FWni4me7yzG1dTm+0yXFOvz1mx765sAT04A0/jBxF4qwP2Oj3/EWdNMdeYIPi1p4tx+ieTGhGHK7k/m/GtRZQ3DR4zkxx9/DDhHd3c3mzZtYtCgQUEHj3pHT08PpaWlIZv8WVZWFvThASDya2pqKgsXLuT0008P6tr/7XHsscfS0tJCfX09jY2N2O32Qx90BCM9PZ22tragTwEF4fdpMpkoLi4+9M5HKTQaDWPHjqWpqemwruPnwDPv+TZt2sT5558Hqkrd0s8ofv0fuLtF08RyxvSA/Zve/galx46+T6oYLuaJnm1FwitTBnMv9nLnsk3Yemys6ajhaVcpzzpKqLO2MWvSVN566y1uzh7LVE0sCXZw1zaLoTIxIn95G/pypL8BodjsIEnoo/3qBdkgco63ZtCYI0GWoZdM3wvKuXaXkS2FM0ubyCOzz+fZZ55hUEwC21xt/NVeyNuGJnbWlKP2OHwe0ACWs44DRaHzy9W4rd2+7bHnnoBsCsdV3UTbCr/iRtJqSLz5HOQwPc6yWpoW/hDwO+oSLCTfeymSToujqJKOb9fB0In8e38zQ2JNzMywoIuMIfuCGzAmpnL/Aw9w3XXXBZxDURS2bNlCZGRkSC0CVFVl9+7d9O3bN+jD0EAMyDGbzUFvlNTV1REWFsbixYuZMWNGSBtlhxu/KwANYP78+SxcuJDY2FgqKyuDXmDk5ORQWVkZkq5JamoqOp0upLRnEExAg8FwSJ+aQ4Fn3pgyZQqlpSXExVpw94iHqRxlpunfX9Hy8TJUlxvV6aLhxU9Bloiad1xA8dK5fCuuxjZkUzhhI/yIfccyMaY4fPxgZIMeGwobOuv42333c8EFF7BQqUMGztKl8PL1f+b5Z57lihFTmaaJpa8cgcnmRpZlNN6JbB72Gb2SphdAUzr9SUAbb8ag0xHT4WC4HM1sbSJ/ueFPvPvuu9ybOZ6Rmhj2K1YeXPkF1113HW+89jplqjjeNGU4klaLvbASd4dg+fUeAd3+7hJfZwjAPPdY37SbAxkAcZfOFt0ku5PafwZKbCSNhoSbzxbAnixha6rH7bDzeUkTpZ09XJ6XQpReQ+zYqaTMOpf2jnZiY2NpbBRMt/b2drZu3crIkSNDKh10u93s3buXAQMGhEQvX1ZWhtlsDvpv0NjYiCzLfP/990yYMIGMjIxDH/RHHHZMny5edPft20dra2vQ2c5JSUkoihIS38uwsDBycnJCOrgGRIHVv39/NmzY8LNy1kOBZ96Ijo6mvLycE084QYy1d7uQTZHYtxVR//g7uNqsALR8uBR3mxVNXAwxx/mLF2dDCx3fbwJFJf4yP2Bt21+Fo7QGNBJhg3NQgL2KlZdfeYXLLr+cp0s30KDamaqN49GJp/LGG29wzw03cZI2gcFyJOYeBZ1ehza+F9O5R3xfydCrMaGRBTjmCW18DBqNhmiHygDZxPGaeG48/jRefeUVXpx/HSdrE+nGxb/bi7j4oot54i8Pst3djgsVXVIsYYP7gCQFWAtEnTBWFDB1zfR4hgyAmKBmmjpSsAMeWxDwdxExdhBRMycKmeeDr/rylu93P2EcMR6TaMVmw9XVwc6WLj4tbvSBaOGpWWRdcBOyMYzjjj+eDz8UAJ7XXzM5OZns7Oz/994GI/bt20diYmJIZD3t7e20trYGvVHjcrmora3F4XCwZcsWzjzzzEMf9EccdhiNRubOncvChQsxm81Bb9bo9XrS0tIoKSk59M5HOLwstP379wcdOOwdRqORcePGsXfv3p+V0R4KPOsdCxYs4JlnnkGSJFHTSBKyKlN914s+b7LubYV0rd7uYTmf5zvWa0eDLGG+dLbfK83lpt1DILCcdTwANaqNj79fzK233cafXnuabUoH/WUTfzIN4L333uPRf/6DOdpkRssxxHe6CQ8P97GhwcMykyVfHQP+nKN6ADNJltHFRhMdFU2GS8cxGgsXZgzj6Wee4b033+JiXTpRkpYlNHPZn2/hwQceZHnFPjpxIUmS8NyUoGnBN7419OmJREwcCrJM03tLfdvlcCPxl4vc2vryFwG5RBsbTcKNZwvVzcLldO8MnBhuyEwi6c8X+AgO3Q11NNucvLanxgeiacIiyJp/LREZfXnhxReZO9cvmd2zZw89PT2MHDky6E2K3lFXV0d3d3dI7GhUVaW0tDQkudbbqHn33Xc577zzDn3Af0BIaijfkH9FqKrKgAEDePDBBzGZTBxzzDFBf6FZtWoVycnJ9O3b99A7H+Gor69n69atHH/88SGbdgiCebNy5UpSU1N/Eq0/XPCsdzz//PNcf/31mHKHknba+TSvW0bj2qUYspLRZyXR+eMWpIgwsl7+s8+kWXE4qbzhCdztVpLvuYSwIeKho7pclF/zOEpnN2lP3Ig+VUgurGu20/Dsx+hyUkn/2zWAR5Zz50v06deX0XdeSbocRppkxCzrcbvdWGWFDtVFu6OHutVbcSpuoo8dzURtLKuaKrBu2o0pzkLyyEFESToiFZkwrQ6H00mdxkmVYqO4rJT8F96lVusi+aErxbotHVRc+zhIEtnvPuhjzjW8/BnWlflEnT6VuDP9RqS1j7xBz+5SouYEbu/eVkjdo4JNkfH87f7poYCjpkmMzbY7iZ5/ArGnTgn4zd3WHmr+8jLOuhZkYzj9rrgTbVgEp+fEkR0ZxmsFNXQ43HQW7qLy87fQ67TsLyry6fNDQTHuHcXFxZSXlzN9+vSgJz1FUVi6dClDhw4lOTk5qGtv2bIFo9HIpZdeyuWXX84VV1wR1PX/F+KWW26hpaWFq6++GrPZHPRpTIWFhTQ2NjJp0qSgrguiWFi6dCmjR48O2WAQ8HssdnV1MWnSpIOKlsMFz3pHY2MjCYmJyOEm+l1xJ91VZdR8+wGqpBA9cwKtH4upw2lP3ow+xc94anj+E6xrdhA+cQhJ15950PaoM44lbt40ANyd3ZRf+XdQVfFs91x3432vkiIbGX3H5WTGxJEuhZGg6tBoNHS5nXRKbtpVF3Wbd9Ld0kbEtJFodFomaWNZ+sMyNEikTB1DlKQlCi0mWYeiKDThpErtodLZxaa/vUxpcTEJr97pyylVdzyHo6KO1L9fiyFbeDV2bdpD/RPvIUdFkPXKXb7v0754Pc1vfoVsjiTzhTt8z1V3ZzeVN/8LpauHhOvPxHTMMP99crmouf9V7KW16NITSPv7tQF+cqqq0vTal3R6mlpZ599AeFo2QywRnNEnnveL6ils68HR1kL5+y/g7GzjnbffJjc3F7vdzsSJE0NmEQDCF8crYQz2pGWA/Px83zCnYEZVVRX79u1j9erVbN26lS+++CKo6/8vxLJly5g/fz6rV6+mtraWKVOmHPqgIxgdHR2sXLmSGTNmhITxsn79eiIiIhgyZMihdz6KUVVVxfbt25kyZcpB7JtfAp71jsTERBoaGsicfx26yGiqv3qXnpoKomcfg3X1dtytnURfcBKxJ/tzvHXdThqe/hD0OrLfvM/3HPVuly1RZL1wh2//6vtexl5UScqDVwgJP9D6yQ+YNhUzZP6pDBg1jDQ5jBS3DqNOj93lpFNW6MBFU3k1LYWl6POyMKTEMUkby487tuCsbyFhzBAsUVFEemoarUZDh8tOteSgUu1h50dfU/DDGvQ3nuEb8tby0fe0fb6SyFMmED9/JgDurh4qrn4M1eki8+U/+xjdjpomqm59GlSVjBfvRGsWv7mqqtT/4x26txVhGJhF6r2XBvymLR8vo23hjyBLZDx7W0C9A5689uR7oIJ54gySp8zEYtBy+cAUdjZb+baiBcXlonrRO3Tu28HMmTN56aWX2LVrF1OnTg0p80lVVX788UeysrLIyck59AFHOGpra9mxYwczZswIar612+0sWbIEi8XCzJkzqa+vD4n32y+N3x0DTZIkzjvvPN5//32Sk5NDMgo5JyeH0tLSkHTnExISiIyMZP/+/Yfe+SiGXq9n7NixlJSUHMSI+zXgWWlpKTfceBN6czxpp5yLrNESf8yJZJ9/A0pLD50/bAEVId3slbw6vtuAu8OKJi4a42D/A6drYwFKZzeyJcoHngFYN+wBWcZ8qn8wgb2wkvb2dna11/O9u5E3nBXcV7yKefPmcc2tN/Omo4LvXQ3s7mykqamJbrsNl2d+jFNWsVqtlJWXs9HdxqeuWp6o2MQFF1zAOVdcwlOOEj5x1bA50klJSQk9xX4PO60lSgwCUFXsxf7OY/SMseBW6PhsRYAs0+xhoXUs/DHASDN8eC4RE4aALB/ENNOnxBHvGZfd/t53YgJcr9CYwki+91I00REotm5K3n7mJ5louhgLsk6PVqvju+++w2KxHHbBerTC6XRSWFgYEkNnEMlGluWgT6rxsgLsdjvbtm1j3rx5QV3/fyXOO+88Fi5cSFxcHFVVVUF/3mdlZdHa2hoSz02dTke/fv1CzkLrDRps2bIFpdfz8NeAZwAD8vJAksicdzkaYziRfQfS57I7CE/OEeCZLBE5Z2oAeOaorMe6ahsoCnHnz/Rtd3d0CR8YRcF8op+t1r1lL6gqhv4Z/maPzUHn/gr27dvH2nAbHzir+YdjP+dcfgkXXXQRL/QUs8hVxzalneqaGrq6unBp8E0q67bZqK+vZ4ernW9cDbziLOeyG69j3rx5/L27gHecVayglcKORrq6usTENU9EjBsIskT7iq2+beEj+6OJNqF0dGEv9/svRR03Gk1MJEprJz35fiNsTWQ4sZeISdYNz38SwA6QtFoS/3QuklGHs6KOxg/9rAIQ9zHustliKqgkUfbuc9gaag5iomnDI9BGiME8q1evpq2tLaT+mt4oKCggIyMjJOCZ3W6nqqoqJAVVVVUVaWlpvPvuu5x//vlBX/9/IaZNm4ZWq/X5yQab7RwVFYXZbA6JFxrAwIEDKSsrC/r3PjDS0tLIyclh/fr1AXYlvxY8O//882loaCBh6iwiMvqgN8eRdd71xE+eSftXa3C3dqKxmLCcNMF3jOp20/L+UpAkEq45I6AJ0b54HcgScRf484+rrRN7kagpDJ5hZQA9e8uoLC9nW7iDz111POco5cpXn+C8Cy7gkfylfOSqYa2rhZK6KjqtVpyS4sszNreTtrY29rXU8aOriQWOSu5Y8CJnnXsOt6//kled5Sx2NbBL6aSppQXrHj97MWK0mPrc+d1G3zZNRBgRxwwDWQ6woNGnxGGaOkKw0N7+yrddkiTiPMw7+64SuvMDp4Kb507HOCgHkKh+4FWfBYHvGsYMJO5y4QHdunYpLVvX0GJ3BTDRZK0WQ6yoC+vr69m+fXvI/TVByCfdbndI7GhA1O7Z2dlBz7c1NTWYzWY+/fRT5s6d+7sAz+B3CKCBKGwWL15MRERESAqb5ORkVFUNuukn+GnPxcXFdHd3H/qAoxhRUVGMHz+eXbt2+Qyvfw145na7GTp0KEgS6XMvQdb7u2DGpHRkfRggET5tJMZeRstKt422T5eDCgnXnRkAovxUslEcTnry94GiBExVE9NqZCInj/Btc9a34HK5aA/TUK72sFPpZGVDGR988AHvffkZ37qEMf837RW8++67fPrZZ2xW2ihUrDRG6+js7ETp9L8QaKJNQgrqVn1SIYCIcYNAkmj/wV/YGHJSfcBa91Z/8jD2SSN81ACQZZo/DixQYi+ahWTQ4SytoWvdroDPTOMHe2jUEjV//XfA+iCAvOR7L0U26nG2N1H63osobpcPRLusfwKdSz7EqNVy3733Eh8fz4gRI0JKcwZh6GwymUhMTDz0zkchvMkm2L9DbW0t4eHhfPnll8yaNQuz2Xzog/6IXxwjR44kLS2NjRs30tPTE3QgK5TyGhCNIrvdHtLBNSB8ZcaPH09XV5fPNuDXgmczZ86kpbmZpOPnEJbsLzi04SaMCYKZJYUbiZsb6FXT8sFSkGVMJ471ecoAdP64BRQV48AsNJH+l76uDbuFAfSsY3zb7CXVoKpo4qL9/p1OF87WDto72qnVuihQrGxwt/LJJ5/wzjvvsMjdwNcuISv65NtFfPjhh6ztaWCP0kmVasOql1AUBWdDm28dY/9M0Mg+qRBA+OiBoKhYf9js2yZpNER5TJtbPlrm367TYj7zWADqn/8koIljmjTMJ/2se+GTgN9IGxdD4g1ngwrWL1bR3Qt8AyEFSrjhLAz9M0CCkreewtHaFACimXevxlZXyfnnzWfq1KlMnDgxJKyY3tHc3ExDQ0PI2Nbl5eVYLJag2wTY7XYaGhpoaGigrq6OU045Jajr/6+ERqPh3HPP5cMPPyQhISGkpIDeDYpgRVRUFKmpqezZs+fQOx/lGDBgAAkJCaxZswabzfarwbPPPvuMd997H1NOHrHj/blEkjVEZPYVXpaqSvKdFwWAZJ0r8nE1tCCFGURt4AlHRZ0YdKaqRIzxK366N4tJ1WFD+/rOoyqKD1TTZ/qbu87aZro6O2k2admvdLFVaeerDat59713+ay6wJdnPstfz3sffsCysgK2Kx2Uqd20GiUcdofP1xk8gJ2i0L1qm2+bPjsFTYwJbE6cDf59o48fK4C1z1cKL2lPmD2ecN3rdgecWxsXg+VcMe237on3Aj2cZZnEG89CNoXhbmqn/pVFB/3+UceNwXyWUOnUfbeQ9oL8ABBtmraTprXfM3ToUO68806GDx9OfHz8QecJZjidTvbu3UteXl5IGkZem4BQgHdVVVUkJSXx/vvv/27km/A7BdD69OnDyJEj+eEHYSTY1NQU1PVlWSY7OztkhY3FYiEtLY38/PyQsgNATNIcN24cO3bsYOvWrb8YPAOYPHkyVquV5JlnYYgLZPO0bF6FvaEa9BoSLpoV8Fnb12tQeuzoUuMJy8vybbeX1wkDTghINj079qM6XWgSzb5pNyDGReNWMPbq4DjrW4S5Zl4vc2nPyOXex3oNN3t3QTQRYUhGPbjVgGRhHOCZkFbkL2wiRueBqtK1akvAvYw6cTyoKk0Lvg34zuazjgdFwbpkI642/+ACbYyJWA9Y2PDcR7g7A8HV2AtOEqCcolLz8BsB1wWgT40n6a6LxO9XV0HF5wtQFIUPNuxk+4YNPHTv3fzlvnvo168vs2bNConfWO9obW2lpKTEN0UpFOu3t7cH3ZMG/KyAd95553eVbH5v0ZvtnJKSErLCpqqqKiQeMRqNhqFDh7Jr166DBogEO/R6PRMnTqS9vZ2NGzeyZs2aXwyevfbaayxesoSoAcMxj5gY8JmtsY6mtd8DkHzbeUharf+z/VWCUaYoxM473rddVRTal6wXnjTnnODbrvTY6d5RBIpC2FC/zYOtsAJkifDJw33bnI2eQQ3GQJBIdQi/zd7PNq83jTcPgTDxR5ZxBRQ2aeBW6Fq307dNn5EoGjgOV8DE5shjR4MKPVv2BrCaI6eORBsXjdrVQ9d6f0NGkiTirjgNZAn7tiK6twWCZOEjcomZMxWAun8swNkQOIhC1utIvuMCtAkWQKHkradwWjvYXtfCS2+9w40Xn8+NN1zPrFmzmDVrVsgZAS6Xi/z8fPLy8ggLCzv0AUc4FEWhtLQ0JOyz6upqzGYzn3zyCfPmzQvJ9/9fifPPP5/PPvsMi8USEm/npKQkZFkOCSkABAutsbGRmpqaQ+98FEOSJIYOHYrFYmHNmjWsWbPmF4NnLS0tzDvzLLQRJlJnz0eSeknZ3S5qvv4AJJnIkyehz/DXO4rDSetHIgclXDs3kH323QbRwDlpXEBu6lq/W/hCnzjet81R2YBqdyKFGQKG0DhrRZ2sjY/xX4/NAYqKZPDvJxt0oB6QZ+JjQFGw7fWzFL1To101Tb6/V0mSiBg7CDQy7b3yj6FPL1LAFj8pQJdgJur4MSBLNLwWKA+POnEc+uwUUFQa3gwEyTTRJhL/JKZjd6/cgnX1dg6MmDnTME0XU0mrv1iAtWQvLXYXjy/4kJFZqdx2223cfffdjBgxgvT09IOOD3bs3r0bk8lEampqSNYvKSkhLS0t6APhurq6aG1tZd8+8Xdx7LHHBnX93xK/SwANRMJ57733SE1NDUmHPDMzk7a2tsOaEHY0YtCgQXR1dYV8oABAfHw86enpVFZW0qdPn18Eni1atIh16zcQlpJJ9KBRAZ852pppWCGmUSbedE4AcOXu6KJ90WpQVeKvnRtwXMd360WyOWFsYLLZsBs0MubZfvmm6nRhLxVJW5/uZzK5PJPRjCn+roTXvF829XqRNHjOfwAgpY2LEedp9rNWjH3FhDTrDn/RoUtLEAnNpeCs9BuYmiYOQTLqcde34KjxFzyGzCQixg0WtOf3lwSsGTl9lGeanET9S58GfCZptSTeci6SQYerup6GdxcHfK663HQuF2wKgK6inZR/+iZl7z7Pv//9b/R6Pf379+eEE04IOXjmdrvJz8+nX79+IRtgUFJSQkZGRtB9CG02m+9Fs6mpiVmzZh36oD/iV8f8+fNZsmQJYWFhVFVVBb1DHxUVhcViCdlzPjk5mcTERLZv3x7yZo3BYGDw4MHU1dVhMpl+kQepzWbjqquvRpJkEo89NQCYUhWFmq/fByB88jCMA7ICjm15b4nIJ6dNDmCZdW/dh7ulA8INAfKZ7m2F4FbQpsYjG/0vo7Z95aBCRK/ze4EvXXJswPWozkBZCoDsebFVew2R0cbHgCQFdO+NnglpvYcASJIk8oZGpn3dDv/xlijCRwtWc+syv+xG0mpEswbhyam6/PlNl2jxmVjXPfleQKEFYJ53rOc3lKh+8DUUR+DApe78fbia2pBkLYrdRslbT1H+4css/+oLtmzZwrRp0xg3blzQp4D9VBQUFGAwGEICYIGQtoTCJgD8rIAPPvjgD/nmUY5hw4aRlZXFhg0bsNvtQa8rJEkiJyeH4uLikDznjUYjQ4cOZfv27SEdKADitxg8eDB2ux2r1crQoUN/0Tvv2LFjUdwuEqbOQhMW2ABoWrcMR0sDUpie2HOOD/isY+lG3G1W5OgIoTTxhNJtw7oiHxQFyyx/7eK29tCzpwQU1ef9DPga9GG9zqG63bhaRC0iR/jrF6XbBqrqyy0Akl4LqIF5xjO0zV7ibyJqTGFiuwquRn+jJHxMHrgVrF+vDfh+PlLAO4GkgJjTp4IkYd9ZjKPCPzRJkmXir54jQLcV27Dtqwg4Liwvy8dSa3juYxy96icAZ00jtp0lSJ7vVvHRq1R/9T57vvqYt956m0mTJoXMy/zAaGhooLq6OmTKnlDbBCQkJPDxxx8zf/78kNeXvyR+twDaWWedxcaNG3G73dTU1OByHfzCeTRDr9eTmZnJ3r17g7quN3Q6HcOHD2fPnj0hl3KWlJRQVVXF4MGD2b9/v0/OeThRU1MDqkJPTTmVH7+Gq0uwqlRVpfbbj1AVBcPgPkT0SgYAbZ+vQHW50PdNC5B1urt6sK7cJjxpeslnVJebrk17wK0QPsrPSrOX1YJbQYqM8E27AUF3xu1GF+8HA1VPoaDpJeGRvACKO/Clw1sQHUR5VlW61/up6r6OjSzTvtZf2MgGPZHTRgnfgC9XBpzbfNaxoCp0r9gWQJOWJIn4q04HCWxb9tK9vSjwmuLNJN5wFqjQ9c068XsgEnHdY2/T+eNWUk4+h9TZgtXUvX8XBo3MvXffRXR0NOnp6WzYsCHkbJR9+/Yhy3LIPNg6OjqoqakJyZScqqoqLBYLCxcuZN68eRiNxqBfw/9S5OTkMGbMGJYtExI37xTaYEa/fv0oLi7G4XAceuejEEOGDKGtrS3kUs62tja2bNlCv379cLlcbN269bABTZ1Oh+JWUFWVsneeo7u6zPdZy1YhG0QjEX9xoEytZ2cxtj2loCrEnTY14LOOxaJRE3fuiQEvvX75pt8YWlVV0b1XVTH52BOC6QyGgf6pV77CRQ58kZY8zRolAEAzg9tNT5mfuaFNtCCHG8Hpwm31vxtEjB4gCptvA6c1R80Y5/PWDJBrHjMMbVIsOFx09vJOA4g+eSK6tARwKTS8GdiM8U54liOMKK0d1HuYBaqi0PrJDzQ8+zHRA0aQfeHNyAYjbms7PdVlnDf/XEaNGsXgwYPZvXv3z07EC0Y0NTVRXl4esqJGURT27dtH3759g75+Z2cn7e3t7N27F61Wy9SpUw990B/xq8PLdn733XdJSUkJybM2IyODrq4uGhoagr42QGpqKrGxsezYsePQOx/FcDqdrF+/npiYGJKSkli3bt0veue12x0gydQu/piWLat9gKS9qY7GNcJ6JelP5waww5QeO22f/ghAwrXzAv69d67IR3W50GUk+RrzAN1b94KiostKDjiX15LGNNwvOXc1t4vmuEEXcG6vNLI3A03S60BVAxojXtaauz3Q/sU4IOMgu4CwvGwkox6lowtXq18lY5rgIQU0tOKo9v+NaS1RRJ84XrDQXvk84PyGzGSiTzkGJInaxxcc1FiKPmUS4SP6gyxR9eBrAhAEunfup+beV9BIBnIuvpXwjL4gQfuuTQwfPpzrrruWnJwcenp62L17d0ibg06nk/z8fAYNGhQy76/CwkLi4+ODTkhQVZXKykri4uL49NNPf3eKmt8tgBYfH89JJ53EwoULMZlMIZHX5Obm0tTURHNz86F3PgqRkJBAampqSKWcvT3P+vTpw/jx49mxYwelpaWHdfxVV13Ffffdh4SMtWwfxa89Tse+HbTv2kxXeRGgkngAw8zV1CakM4pK/BWnB3xm7ZVsdPF+b6iePaWoNgdSZLhv2gt4ko0kET42EKD7Kbqzt3CRov3HSzoPA+2A318XbwaNJlBak5UMGhm1szsgEUSM8RhvLtkQcI6oGWOEx8Dy/IBkpk9NwHTMcJBlGt8M7OboU+IxnzENpJ9mB4SP7E/MaWLKU/2T79O1ZS81976MfX8NmWdfRczQsUQPGkXisacRERHBA/f/hby8AZx++umMHDmS2NhY1qxZEzIQzSvdHDlyZMiMpQsKCsjMzAy6vEhVVcrLy0lMTOTdd9/lwgsvDOr6/6tx4YUX8sYbb5CZmRkSJlh8fDzR0dEhGxyj1+sZNmwYO3fuDNm/+96eZwMHDmTSpEm0t7ezefPmwwLRNBoNP/ywDKPBgLOzlbJ3nqVh5TfYWxppWC4MjBOuPxNNr+68qqo0v7dESGTmTReglCccNU307CoGRQmYRqk4nMK3UlECmj7O2ibUHjvotAFrOOtbQNZgTPYPLPABZAd0YmWDl4HWW1ojcpyj13AYSZIw5GaIrn6RvxA3DshECjOgdtlwNbX5tocNzhF5zuGiZ2ex/zyyjOWcGYI18MZXAUwySash/uozPPlpU0ABBaCNiSTx5nNAVelZuY32JetpePpDWj/5gfgpM0mZdS7G+CQyz7kKSaPlkksv9ck2+/bty4gRI9i0aVPIQLTe0s1QDA4AfFK+UNgElJeXk5yczNtvv83555//u2IF/F7j/PPPZ9myZWi1WiorK4NOCtDpdOTm5oZscIxXPtnU1ER1dfWhDzgK0dvzbNy4cYwaNYrY2FhWr1592ESFbdvy6de3L6rbRd3ST6n46FWcHa1CugmEjRsYwBgDaP9mDUq3HU18TIDsX1UU2r9dByrEnjsj4Bhfo+bkA+wI9pSBWwlgRXsb+VpL4MRKH4CmP0DCqag4ejVfNNEm0GrApQQ0WYx904VdwFZ/s17SaggfOQA0ss+jDUA2/v+kgJjTpiBpNDj2V2ErCgSPzfOmo7FEoXbbaPxkWcBnkiwTf91cNDGR0G2j5l8f0f7NWur+/jZhyVlknXcDBks86XMvxRCfzOgxY7jrrrsYPXo0Q4cOZdKkSVRXV4cURNu1axeRkZEhec4DdHd3U1ZWxsCBA4O+dlNTE06nk5UrV5KZmcmIESMOfdB/UPxuATSAq6++mtdff52UlJSQFDYGg4G+ffuGdFJZKKWcPzUwIC4ujgkTJlBQUHDYD6WHHnqIzVs2ERMVjbuni6rP3qTm2w/F+S45Ba0lEBVvWfgjqGAYnIOhl0mmqihieIAKsecckGw27hGDAk4aF7DdtrccJIgY0i/gPF66c2+2mWJzgCyh71UASZLkA9F6f1dtghkUNz29/GYknRZ9ZjLgYb55wpCbIWjVPXacdX4wVp+aIKQwsoR1VaDG3zx3OqBi21qAoyqwYxhz6hS0ibHgdNHwbqDME8B81nEeI2eJ+n+8g+TSkHPhzURk+n+D/lOO54lnnqO1tZUXXngBjUbjm4gXKhDN7XazdetWcnNzQybdbGlpobGxMSSG0s3NzTgcDtauXUtSUhKTJ08+9EF/xG+O+fPnU1hYSHNzM/X19UH/u/cOjikpKQkZgJWcnExSUlJIpJw/NTDAaDQyadIkuru7Wbt27WHJfqZPn05TUyMTxnukJGuXUfzaY6huBX3/rADTZhAGzQ6PvL+3dAagY6nwpAmfNDTAWqBnZzGqw4kcEymKDk94PTmNg7IDzuOqbwG3W+QLT/gaNdrA1zPJoAdJQunpLa0Rx7maOwL2NfZLB0kKmJAmaTTCc1Mj07XJX9hIsuwbMtP8wXcB54kYO1AwzdwKbYsDmWvGvmlEnSSOq/3HOwdNQwsblOOTgTa/8RXdWwtJm3Mx8RNn+FgQUSkZ/OXJZ5gwfjx33323b2BAampqSEG0PXv2YDQaQybddLvdITOUdrvdVFRUEBYWxpdffsmVV14Z1PX/VyM9PZ0TTjiBTz75hPDw8JCASFlZWTidzpAQEsAv5dyxY0fQpZw/NTDA+86bmJjIypUraWlpOeR5YmNjKSzcxx133AHIdJUXUvTSI/TUCg/MhMtOC9jf3dFF25erQFVJuGZuAEOsZ1cJroYW0GoI6zX4TLE5hMJEUQQDy3uudqtojkgE5BRXvZBY6gdkBKztZTvLvRloHlWN2stHWZIktHECfOttS+MF6brz/fkEPKQAt0Lr16sDtvtIASu2BQwG0ESbiD55IkgSDS99GvCOIRv0xF95urC/+WLVQVJNjSmcxFvngyTh2FlI89vfYBk9hYx5l6MxilpNYzBy7q33cNttt/HMM8/4/m2ZTKaQgmj19fXU1NQwfPjwkA1lKygoICUlJSQ1VVlZGRkZGbz66qtcddVVIR9M90vjdw2gnXjiieh0OrZv347VaqW1tfXQBx3h6NOnD1arlbq6ukPvfBTCK+XcvXt3UMdA/9y0zdjYWCZPnkxtbS0bNmzA6XT+P2fxx8iRI2lqauSss84CJJ8XlzYx8NyOmiasy7eCohB/yeyAz3p2FuNqaBXJZnggINa1fhe4FaLGD/FvV1UxQEBRMfaS1biaPHRnnSbAyFO12UGSAujO4PUM8Bs/g0dao4Jjb1nAvsb+B1OeJVkWCUcj+2SV3og6cRwoKs0fLA14uOuSYomcLro5Da99GXg9Oi3xV80BRaV76caDOjqSRkPizecihxtAktDGxKOL8TMg+kWHcc3gFPbZ4MWvvmfp0qVcdJEYMBBKEM0rJwmVZ4GqquzZs4c+ffqERDpZVlZGeno6r7zyyu8y2fxeIzIykvPOO48333yThIQEysvLD33QEQ6z2UxiYqLPaDUUEQop589N2zQYDBxzzDEYDAZWrFhxWFNSIyIiWLt2LS+99BJarcYzDU0hLFd00r2hKgot730HkkTs+TMDvMwUm90zfVPBfOqUgPN3bRKNmugDWQFeWU0v+wAAZ41gOvdmS3sZZt6hAd6QDFqQJRR7LwAtNhokCRzOgPzgnZDWszZwInPEmIECDDugsImcOhJkCWdpbaAtQC8WWtsHS30SGW9Yzp6BJjoC1dpD0yc/cGDEnDZFFH6yjIosJtB5Ilqv4cpBKcTExPDEsk2UlpaSnp6O2+MnGioQrampiYqKipBOmi4pKcFgMJCSkhL0tWtqajAYDHzxxRdMnTo1JFYF/6vhJQWkpaWFpCmu0WgYMGAAe/fuDclEToCUlJSgSzl/btqmJEkMGTKE3Nxc1q5de9j5/7HHHmP79nwS4uJEnkGY6R+oVmn7YiWq04U2PYGwgYENlo4lwiYgas6UgFqke3sRuNxo4mMCfDm97/ratISAZ5ezvgU0GsLSA70UFV+u6QWgef5b6SW/BNAlClua3qoafUaiYKb1OAIAsfBh/UAj465rCbARCCQFbAs4f/TsY5D0OlzVjYLd3SvCh/UjYtJQkCVq/vFuAAsOwNgnjdgLT/b9f2S/wb7fSyPBnOw4jstO5NX8EtZv3cb0Y4+lsFB4UYcKRHM6nWzbti2k0s329nZqamrIy8s79M5HOGw2G3V1dXR0dLB9+3YuuOCCoF/Db43fNYCm0Wi48soree2110hPTw9JwtHpdPTv35+CgoKQsdASEhJIT09n27ZtQbmGnwPPvBEZGcnUqVNRVZWVK1ditVp/cr/eodFo+PDDD0lOTgJUjMnp1P39LeqeeM9HQW798HuQJIxjBqBPDRw77PWkiTw9MNnYiypRrN2g16HrNRTA1diG0tkNsoQm1k9t9iYIzQHMN8XmEACa/kAAzdOx6eVNo/N0f3ozykB07XErWNcHFjbho/M8hc2agO0RY/KQTeGoXT0C7OsV5jnTQBIgna04sGMYlpclJqzJErX/fPcgdoDW7JfYdO/fRds2wS6YlBTNebmJLCprZkllK8knnYUpZwBvL1jAvffeK75vCEC0lpYWSktLGTFiRMikmw0NDXR2doYEwLPZbNTW1tLV1cXWrVv/kG8GOa666iref/99zGYz5eXlISku8vLyqKyspLOz89A7H4XQ6/UMHz48aFLOnwPPvKHVahk9ejSZmZmsWrXqsKe4XXXVVdxwww0AhKfl0P7VaqrueM7nG2ldvV3I+DUykcePCTjWuno7qs2BJi46kAHtdgtZjVvBNCbwhdRWUHaQrEZVFJweKaW3uw+9GGgHNmp0OkAKkHBKWo2P6ebuVfAY+ohJXu7m9oCJy2FD+4JWg7upPcDPRhMZjmnCECGvOcAjLXzUADENDWj6YkXAZ3KYgbjLTwNVpfPzlQexAyRZFtLY6AhwOyj/7C1UVSHDZOC6walUW+38u6AWTXYeSTPm0NDQwODBg33HBxtE+0+QbjocDoqKihg4cGBIADwvkPnqq69y9dVXB339/+WYOXMmsiyzY8cOOjs7Q0IKSE9PR6PRhGxwjSRJDBs2LGhSzp8Dz3pfU05ODmPHjmX37t3s2rXrsN4Bhg4dyrp14nmqjYnDWdlE5c1P0fb1GlSXC1dzu1DNKCoJV84JvK7GVo/PmYL5+EDljHcgWszMAxo1+0SjJnLi0MBz1TeDogSw0gBUu2fac28Jp+e/3V2BOV6XaAGNJsDXWdJoMOSIXGPvVYPI4UbCBuWALAlLg14RdcJPkwI0pnBiTj3Gw0L77KBaNu7Ck5EMepSGFlHrHRBRJ4wjYvxgkCXKP3gJl7WDCK3MZXnJpEQYeGFXNbUYyDznalRZw6DBg332S6EA0UIt3QTBPsvKygoJgFdRUUFsbCwLFizgnHPOISYmJujX8Fvjdw2gAVx22WUsX74ct9tNVVVVSIyWs7KycLvdITVZHjhwYFCknIcDnnlDp9Mxfvx4H/35cMxJX3rpJWpr64ibeDzZF95M6qnn49hbTeWtT9Pw0qd0bdgl2GfnzQw4ztnQSnf+vp9ONh75ZsRxowJeSL2yGn1O2sHdGkDfLy3gPKrNAWog3Rl6dWwOnI4G0OM4mBkAOIqrAraHDe2LpNOitFlxtfjlOJJW6xvz3PLJjwHrauNiiJox9ifNNwEs809EjghDbbfS9sWqgz4PG9wH85nHAdD0wxecnhzO5JRoXttTy7YmUVxJGg1pcy4mLCmdR/72d1555RWxPYggmnfqZiilm172WW5ubtAnb4LwpImLi+ONN97g3HPPxWw2H/qgP+KIxYgRIxg6dCjffvstsiyHhHFsMplIT08P2eAagKSkJJKTk496s+ZwwDNvSJJE//79GTlyJPn5+ezdu/eQ19be3s5TTz+DISGFzPnXkHPxLWg1kdT9/S1q//42LR8Is+e4C08OMGhWVVV40iDYV73DVlAmfM6MenS9PM3c1h4xlAbQpyf4t7dZweUGWQ6YFu1txPT2SgNPnpEIkHCCn6Xdu7DRRISJAQCAo8IPPMlGPeFD+oIs0bUl8O9IFDYKXYvXB/qdSZJgoSlCQuPuCGS6R4zOE5PXZJnaJ987iB2giQwn8Zb5gIStvIgBndVcmpfMD9VtfF7a5Ju/Yxk1mbiJM9i7d2+AaX0wQbQ9e/YQFhYWMukmQFFRETExMSQkJBx65yMcbW1tdHR0sGfPHhwOB7Nnzz70QX/EEQsvKeDll18mPT39sL2Ej2R4LQP27dt3WOqRoxEGg8En5bTZbIc+4FfG4YBnvSMhIYEpU6bQ0NDA+vXrD6venDRpEpJGQ9bZV9D3yruIGjCSlncWU3XrszS8uBBU0PVNF7L7XtH5/SaQJAxD+gbYAaguF91bCsRAtNGB3s22vWWiUdM3sHZx1jSBqgpljPc8vaY99yYceMG0A9nG2vgYMfCtOrCOM+YerKoBIf9HUWn/bsMB2z2kgG6bGNDTK6JnThQDCJrb6T5AjaOJNhF3kWCZNb/9Dc6GQHBZDFGbgzbODKqCuu4brh2SSofDzSt7amh3iEaSMTGVjHmX43K7ycjI8N3DYIJo/wnSzebmZpqbm0NiR6MoCqWlpcTFxbFgwQKuueaaoF/DkYjfPYCWlJTEvHnzePvtt33sgGCHLMs+2rO7V7c3mKHT6RgxYgS7d+8+agyFXwKeecM7Enrw4MFs3LjxZ8dkOxwOrr/hBnTRZuImHI8kSUQPHEnfK+8ifsIM4QOmkQmbPBydpzjwRsf3G0EWyUbby7dMVVXB9nIrRI8P7MoIWY0G09hA80Q/3Tk5YLvSYwdV9Y1F9obX3Lm3Yb9sNPhMp5VeXgLaeLPwO1PUACNnWa/zSV0OlHFGHjcaFBX77pIAcA0g5rSpIMu4yusOoj1rTGHEeWSurR8vC5h84zt+zlSSJwznrw8/TIzTyjMbC6nqCvSekHV6Ms66Ar05lquuuYbFi8XUtWCBaHv27AmpdBPE9Eun00lWVlbQ11YUhbKyMiwWCwsWLOD6668P+jX8EXDDDTfwwgsvkJGRQUlJyaEPOArRv39/6uvrQ8JM8MbgwYPp6Og4arn2l4BnvSMlJYXJkydTWVnJpk2bftaEe+zYsaiKQsrJ5yDJGoyJqWTNv4600y/Csb9GsLkMOiKPHRVwnG1vOc7qRpClgzzTujYVCJnmcaMDttv3i8aaJi4aqVeB5qwXoJocFTiMxJtH5OjA7bJBDyoHDYYRzAA5QFoDP20XAAiwS1HFIJ5eYeiXLvzOVJWutTsDPgsb2lcMJpBlmhYeLNWMu2Q2kk6Du7aZjgMKJhCebPEXzOSyyy5jzvgRvLxiM+vrOw7aL37yScQMG8/KlSuZP3++b3swQLSGhgYqKipCWtT09PRQWloaEkNn8LPPXnrpJa6++uqQNIv+1+PKK69k5cqVOJ1Oqqurg+4FBpCYmIjJZKK4uPjQOx+lSE1NJS4u7qj5bv5S8MwbJpOJyZMnI8syK1eu/Nl669FHH6Wuro74Y05Eb45HGxZByonzyLnkVrT6aGy7SkBRSLgsEKhWHE5R0ygqljMCJ+D27CpBtTuRIsLQJfjrMNXlwl4iGHvGPn4ATVVVYW2DXxkDfvbZgeElCKjdgX932ngzKCrOokBWoKGfsD+wHmAXED5SgHuO/VUBOas3KaD5k+WBa4cbMZ8+FSRoeOXzg5oxpqkjPRJQmbpnPzjo70IOM5B023wmTJzAQ7f9iR/WbeSD/Q04lcD9IjL7knbqBXR3d5OamupjEwYDRLPb7WytmnTwAAEAAElEQVTbto3BgweHTLqpqiq7d++mb9++Pt/RYEZdXR2SJLF48WIGDRrEmDFjDn3Qf2D87gE0gOuvv5433niDxMREysrKQiKlTEtLQ6fThYz2DGJaW3Z29mH7jv2S+DXgWe/IyMhg4sSJFBUVsXnz5p98KZg2bRpul4uUmWcj6/wglazTizHEbje4FeLPPj7gOMXhFN0aRcUyJzDZOMrrcDe3C3DtAEaZkNW4D9r+/9GdFbsDFOVgaY3ROx3tAGaAV8bZm/IsSaJjI0k+Bpw3vNM4278LLGx08WbChucKec2SQHmN1hxJ9MwJIEvUv/rFQX/7ERMG+4C52n+9f1BCGqiN4tHb7qa+qZF7772HnR+8dtA+AJqwCKL6DwNF4dRTT6Wjo8P3fY4miFZZWUllZSWjRo0KmXTTa+g8YMCAkEwjq62tRZZlvvnmG4YPH87IkSODfg1/BMybN4+Ojg4KCwtpa2s7LM+tIx1edkwoB9fo9XpGjhzJrl27jvgE6l8LnnkjKiqKKVOm4HA4WLly5U8Cje+88w6FRUVYxk4lLMn/7JckCVPOAFS3AqpK/CWnBDDDwGMToJGJOGFcIDOtt8/mhJ9o1MgyxjGBoIgX8NL3TQ3Y7p/2HCghlPRaUNWD8ozuJ/IMeAYJuBWs+YUB273TQZ3ldQEsA0mSiD5pPADNHwbKayRJwnLuDMFQW7IhoPkDoLVEYTnvJHHsm1/jbAz83eMkPXedOp/h48Zy+513sOz5x3F2BJ7Du07MYAFAvv/++3z44Ye+z44miGa1Wtm8eTNDhgwJmXQTYN++fSQmJoZEzmK326mqqsLlcrF8+fI/hgeEKBISEjjzzDN56623sFgsISEFeFlo+/fvDwmA542hQ4fS0dFxxL0/fy145g3vlM6UlBRWrlxJeXn5Qfm4p6eHe+69F31sArFjpwd8ZkxIQWeKBiQMw/piyA70Ouxavwuly4YUESYAo96feRU1xx/QqCmtFT6eRn3AxGils1v4M0tSwMAbn2LmgPdqHwPNGdiA8vp0OmsOYKB5mHPO6vqA2kFriULvkXd2bysKOMZLCnAUlAQMJQCIOnG8UM5Yew7ySZMkibgrTwcJnEXVB32uR+LsnBHcePNN/Otf/2LBU/+gY99Pe+mFZ/RBFxNLU0sLZ5xxhm/70QTRFEVh06ZNWCwWMjIyDn3AUYq6ujq6u7tD5m9ZUlJCZmYmzz///O+aEPBfAaCNHz+evn378t1336Gq6mH7oBzJ8CacwsLCkNGeQUg5TSYTmzdvPmL/8H8reOYNi8XCtGnTUFWVH374IeA+/fjjj6xbv4HowaOJyAosnFRVpWH5VyDJRMwYizYuJuDzrnU7UbptSKYwjHlZgZ9t3A2yRNj4oQE0ZcVm902vNGQHFjDO2oPpzgCKpyMjH+CB5megHVDYJMWCJB3EDDDkpoME1gPoy+Ej+ov9q5sOkslEe+Q11q/WHORnFjN7MpJWi1LfQvcBshxJkoi77FQkjYy7qpGOpRsBMCJzji6V83XpLGor5fkPFuCwO7BXldC4JnASm6q4qf1uIU3rvkenN+F0OgP+xo8WiNbS0sL27dsZPXp0SIuasrIyNBoN6enph975CIeqquzfv5/MzExeeOGF33Wy+b2HXq/nyiuv5MUXXyQtLS1k3fl+/frR3t5OY2PjoXc+ShEfH8/AgQPZtGkT3d3dhz7gMOK3gmfeMBgMTJw4kdTUVNasWcOePXt8zHC3280ll16K1hRFwjEnHnRsy5bVKLYepMhwTJOHB3zmau2ka5PwOLOcNCHgM3txtfAU02gw5AQWQ7a95aAomA7ITYLpLGPMDGQ6q95pz+EHSDj1OlDVg/KMNj4G3Aq2ssD3Hq9dgP1AZnK0yT897QB/GtOkYUh6HUprJ/b9B/pqZmMcnCMG13y4lAMj6vgxwntNlql7diGqqiIBkzUWbtX3ocrdzQMf/Zv62jpwuyn75DVUd2Au69i7jfIPXkJvEFL9goLA6W5HA0RzOp1s2LCBjIyMkPrRdHZ2UllZGRJDZ8DHcn7rrbeYN28eiYmJIbmOP0KQAt58803i4uIoLS0NibIlNjaW+Ph4n9l6KMJgMDBu3DiKi4uPWF33W8Ezb3hrvtGjR7N3717Wr18f8O47btw4FLdbsJwPWMNWX01HQT6gEn/+TA6M9m/XgSRhOfPYADasqig+n83oXgPRwNOokSTRbO/9fT31hxQROPjK56WpCWTb+vzQXIF/c15CgNplC6gttZYo4XGp+ofieCNi7ECQJdpXbAnY/nOkANmox3yGABwb31jkk5l6Q58SJz6XoPHlz3xenjlSOLfp+5IqGXl43dds3LwJgKov3sbeEgj62VsaKHv7GZSuLlBUCgsDAb6jAaKpqsqOHTtwOp0hHVCjqioFBQXk5uaiPaBBGIxoa2ujra2NoqIi2traOPPMM4N+DUcq/isANEmSuOWWW3jyySfJysqiqKgoJN35hIQEIiMj2b9/f9DX9oYkSYwaNYru7m527979m893pMAzbxiNRsaMGcOQIUPYtm2bj412yimnIBsMJB532kHHWEsK6KkuA1Uhdu70gz73JZt5xx70UOpatwsUlahJgcnGvr9KyDFNYQET1v4/ujP4PQH+PwbawYWNGWT5YGZA33RQVGwbD9D4R0UImYyEMA/tFWHD+4mhBm6Fro0FBx0XfcokYb752hcHMch0CWbM5wi/nuY3vyLXKnGnoR+RaLl/5ecsvO4vqJ1OLCMnA9C05js6i8UablsPFR+/Rmv+WrTaMFzOHl577TViYwMltEcaROvp6WHjxo3k5eWFxAvGG06nk8LCwpAZOjc1NdHV1UV+fj42m425c+cG/Rr+CH9ce+21/Pjjj9jtdqqrq48YePRLQqfT0a9fv5Cy0ACys7NJSkpi48aNPyuXPJw4UuCZN2RZpn///kyePJmGhgZWrFhBW1sbJ5xwAi6nk+STzkTWB0oX3LZumtZ9D6jEXzzroKKnc5l4IddlpRxkIdC1cQ/IMmGThwVObna7fUCUoW8gAO+sbwVVDZjACR6rgJ+Y9ix7ADSHNbC54i1sHCWB0hp9WgKSTgsu90HS/4ixg0CSaFseWNjIYQYip44Qhc0XgZM6weP7pijYVm3HcUCxJMmymP6MirOwjLCtxVyrz2aKJo4XK/N59k/30LJ8C3ETZ4Ak4Wyooe4HMUFaVVUa13xH1edvo9dG4LB3cNppp3H//fcfdA1HEkRTVZUtW7YQFhYWMtmkN/bu3UtGRkZImkUul4vi4mJiY2N5/fXXufnmm4N+DX+EP8aNG8fQoUP57LPP0Ol0IfNXzsvLo6ysLCR5zhtRUVGMHDmSrVu3/mbW95ECz3pHYmIi06dPx2Aw8MMPP1BeXs5nn33Gzl27MI+cRHhq1kHHNKz42sNKHoQ+PRCothVX4SitAVUlcsqIwM/2laN09YBOgz4r+YDPKkCCiCGBrCIf0znzwAmcnnrlAJm2L++4A+sI2RTmZ6dZA9/vDf0zQZIO9kHz2AXY84sOAsJ8pICv1x5ECog8fozwfbM56fDk3d4Rc9pkdElxoKq0vvUNp2uTuEKfxaruev7yxGPsfuItovJGorMkgAplH72M4hCAobWskLK3nkbtseN22khMTGTVqpUHrXGkQbSysjJqa2sZN25cSIArb1RWVuJ2u0NiRwNQWFhIZmYmTz75JNddd11IJKRHKv4rADSAs88+G0VR2LhxIz09PYdlWH+kw9uRKC4uPqrGl4cKL724oqKCioqKQx/w/8SRBs+8IUkSaWlpHHvssbjdbj7//HOGDBlC0vFz0IYF+r6oqkLD8q9BkjCdPAFtTGTA57b9VTjKakFVD2IMOGoaBZsMCDsgqQhZjYRxdGC3V+ns9nkDyJGB+nT1/5mOJut1IMvCQLpX6BLM4HYfZLrpnZCmdHYf5GcTMXYgING2LLCwkWRZmDxLEs2fLOPAiJ41CcmgQ22zYl1zMGU5+qTxxPTP5oYbbuRCUw5fd1by8GOPUvivBUT1GUzOJbeRePxpmPqKwqry0zewlhRQ+tZT9FSWIUtaJMnN0qVLuOyyyw46Pxw5EM3tdrNx40YSExNDauYMUFxcjMlkClk3vrCwkOzsbB5//HFuv/129Af47/0RwY2kpCQuvvhinnnmGZKTk0PWLMnJycFut4eEbe0NSZIYOnQoWq2W/Pz8X/2CeaTBs94RHR3NlClTSE1NZcWKFSQlJ2MZNIrIPgeDJc0blqM4HciWKCImBDZcVJdbmCErKpa50wI/U1W61u8ERSF6/OCAzxyVDUI+o9WgPWCqs7O2CRTVP3DGE6Kw+Zlpz22BAJoXgFM6AotcSaPxSWhsRYEFeMToAQKM21UirAl6RdSMsQIk27w7YFInCLmOlznQ+N5iDgx9RhLm2ZOZNWsW9408keqeTu797E2W/+nvyE4N2RfdQsKUmSSfNA+A1i2rad22jurP36Zx1WL0ehN2ezu33347n3/++f/btDhSIFpBQQFWq5XRo0eHzCIAoLW1lfr6+pAYOv8fe+cZH0d5dfH/zFb13nuzZMtNtiXZkjumQ4A0AgQICaGX0HuAEHooDoQQElpeSgKBAKEXGxfJlmRbxbaaZfXe+660uzPvh9GuJe2u3GStAZ8v8NPMzj6Sd+eZe+6554ASUuPh4cGbb75JdnY2S5YsOfiLTuCY4q677uLZZ58lKiqKqqoqlyQ/e3t7ExERYacEnWmEhYWRlJREXl7eEY+UHgvyzAqrrcHixYspKyujqKiIoIgogledaXfucGMNg9VKumbQhSfbHe//Ik8h11YsmDCKCQfGN91XTlQwybKsBAhIsoNGzZjSOW6yVYDjiRpBq7ZedOLPBcE2/ePQLkCAwb0TvWE14UG2SZ7JHs0TRAF5E8UeolaD38/WAtD1xud24gRBrSboynOZkzKbxy++mohheHj3N7xx/b0M76ok4pyLiTz7IqJ/8msElQpLbw8Nn/yLrh2bqf/3S6gELaaRARYsWEB9fZ2dIMCK6SLROjo62Lt3LxkZGS7zPYMDdjSzZ892yX43MDBAW1sb3d3dFBQUfOcnar43BJpareb222/nySefJD4+nn379h38RccA/v7+BAUFTfvM/uHC09OTJUuWUFJSQnd398FfMAnHijwbD71eT1hYGC+8+CLX33AjV557Op6aiZtaf3kxIx0tIEDAuavtrtH/heJJo1+xwC61bLigFAQB7bx4u03CWFGvkG6T/AVscmc3nd3Du9MNR6cBQXA8WgOY9k0kMUV3vS2lbWT/RNWAx5LZIMuY9tUrSoRx8Fq9GAQBS3MnI3UTUwBVHm74nrMSBEGRPU/q6KRqfHnmj4/i5+vLDdddz7u/vRPD7hoiz72EiLMvQqXTIwgCEWddiNrTBySJ+nf+jjxsRDKP4OPjSXl5GSeddBJT4WhJNFmWKSoqshXnrpI5g+IJU1VV5TL1WU9PDz09PVRXV1NfX8/ll18+42s4AXvcdttt/Oc//0Gj0VBfX+8SjxiVSkVKSgplZWUuKaysEEWR9PR0enp6jmjU51iSZ1ZY1Wj33HMPS5Ys4eG7biXSY2LX0zzYT1f+t4r32a/OnKAiAxgqKEXqHwKNGvdFyROOmRraMHf0AuCWOpHwt3bktXNi7dZlVQZM9tqUxwgtqzWAFba054GJBJrK31vxsZFlu+Q0a0LaZL9NTVggmjClaDCUTCSBtdGhyoinKNC/cWIjB8D//HUgSYzsKGekZiKBGyRouefi3/Kj887l4Uce4elLrqHljc8IWLKSuEtuQh+kqCB852fik6rsZy2fv8tg1V5UKi0Wi5HXX3+dJ554wu59J+NoSbTGxkZqamrIzMx0aWPCmvAcHx+Pm5vbwV8wzbBYLFRVVREWFsbzzz/PXXfdNeNrOAF7nHnmmQQHB/Pll18iSZLLmiUpKSk0Nze7xPNzPGbNmoWfnx8FBQWHvecdS/JsPEJDQ3n55Zfp6+tj/dNPkREZxPgnR1mWaduo2NG4rVgwIa0ZwNI/xGBOMUgSAadnTTgmy7IyUeNgfNPc2avsT0xMeoaxmkZ2sM+M1SvjfdGACY0bedLosFV5bW6b6H2qs07VOLCQ8ViaCiqRvtyJjf0JooD3NjIZXqsXoQrwAbOFvs9yJ74fIufPXcr9Dz7AZ59/zm2/vpKS3/8FnU8ICb++DZ/ZinJPFxBM+Jm/AGCoopi2rz9Aq/Fg1NjHBRdcQGFh4UHv/UdLog0NDVFQUMC8efOcEnUzhZqaGrRaLREREQc/+RigqqqKyMhInnnmGa688spjxi3MFL43BBrAZZddRltbG+Xl5fT19R0RcTQdmDNnDg0NDS57fyuCg4OZPXu2TZV3qJgJ8syKa665hs2bNnPjzbdg6evmloVRrIv0Q6cSkC0WRX2GgO+5q1BNSiuz9A8xmFsCFvvNBmBw2x6QZXxWTJRBy5KkFDbyAZ8YK2xFTYT92KBVmSZMLmy0WhBAnlRIWzcsS5d9So8+JcZhQpomxB9NRBAAw5PMn9W+nopCTSXS/an9eI3P6csQ3XUwPEL/BqXwiRHcuEYbxwWaCL6ki/U7v6Gzqwt5ZJTYi67DO2XhhGuo9G5E/eQyrLu+aWSAhQsX0tTUdMhqsKMh0aqqqujs7DymDzmHit27dxMcHOyyTW/fvn3Exsbypz/9iRtvvNGlnasTOID4+Hh++tOf8uKLLxIQEOAyL7SoqChUKpVLPWrggE/Nvn37aGlpOeTXzQR5ZsXHH3/M3tIybrv1Vrbv2Mnlc8K4ICmYAL1SLHTkfo0sSahC/XBPt1en9X2+DUQBv3NW2o12KuObAroFycrI5DgYK+pAFPGcP/H3k4aNNrJrsjJNMlrTnicpncdGbaThifdTQRRR+yvKbKdBApM6/DA2ximK9OUW2x3zPiUTJJme/35rV0Tp4sJxz5ijeKG9/qlyPmp+qg7nVm0irYzyaF0ee3bvBotE8OqzCVlzNuK4sRVBEAg79ado/YJAEJEsZtzcdBQU5HPJJZfYrccZjpRE6+npoaioiCVLluDl5XXwFxxDNDY2MjAwcMy/A1O9v1qt5sMPPyQ5OZnVq1e7ZB0nMBGCIHDnnXfy1FNPudSaxt3dnfj4+GOWhnmoEASBtLQ0zGYzJSUlh7yWmSLPrHj//Q9Yv349L7zyOmvCvLhuXgSzfBVifKimHENTDcgSgT9bZ/fagW93gSQjBvuhi59IcoxWN2PpHQABO6/nkTGFsToiyK75oyidJTQOlc4gek98rhREEVTKNSYndaqD/UClsttndPHhIAhgHLXzb/ZYMhssEobc3XZ7yQRRQO3EZwdBrcb/Z0rDvufdb7AMDqNCYKUqgHt0s4gU3fjTYAUfb/gKyWzBPSqBmPOvQuM9kSj0mZ2G36JsrEWN2TzMM888w1tvvXXIjfEjJdGs/ppRUVEu9dcEGB4epqKigtTUVJcIAoaHh2lsbMRkMvH5559z8803z/gaphvfKwJNr9dz00038eSTTxIbG+uywsLLy4tZs2ZRWFjoEvPP8YiPjyckJIS8vLxD8qmZSfIM4IwzzgBZpru9jT/cciMPP/k00Tq4dWE0i4R+5KF+UAn4nJlt99qBjTvGNht/u83G3NmrjHaCvWKgpVMZtxSwdeFtx8bkzm4J9gy9ddTFrrDRaUAGyTBJgWYNO5AkuzEZXWKkUtjsslcqemSmKsabW5wUNhYJw6YiLEMTCylRr8P3vNUggNvGEn6liuQqbSzV0hAPj1SSZ+nB72drUfl6giDQtuULu+sDuIVGEXqykkpj/Rwfbmf8SEi01tZWKioqyMzMRK/XH/T8Y4nm5mba29uZP3/+wU8+BrBKnbu6uti5cyfXXnutS9ZxAo5x55138tprr+Hj40NNTY1LgmNEUSQtLY2qqiqXqwN8fHxsPjXWhN6pMJPkGcDChQvRabVYLBb++ednuPa66+lpbeGG+RGcHeEFtWUgSwRdepbdw+VofSsjFfUgyXittR9tG9yu+Gz6rLS/VxjLakGS0CdOTnoeK0C0ajtCTjI4SXu2KtCM9vu4OsR/4nXHoBt7X0tnL9LoxM+oe/ocZVQzr9ROseyRmaqMD42Y7IIGAPx/rqjQtA0dnNKr5y7dLNwFFX8areJ9cwtiaqxiqSAKtOd+iWXE3tJC1OqI+vFlCCoRtUZDY2MDaWlpducdDIdLohmNRvLz80lJSXG5Ub7RaGT37t0sWLAAzSQvopmALMvs27eP6OhonnnmGe6++26Xqr5PYCJ+/vOfIwiCbXTRFdY0oKjQTCaTS/2dQZk0ysjIoLW1lZqamoOeP9PkGcCcOUrKce5XX3Llry7l2625/Cw+iMvnhOFdtxcEAY+Tlth5LMuSpDRqZJmAH6+2u64SiCaiy5iDoJ4USlBZDyoVnpMsaQBMrYpabLICzTrhIvh42L3G5nXmyJZGkuxsaUSdFm2kIjqYbBegS4pC9HRTgm4qJgoGbKIAUaTrE3tRgOeKBaiD/REFkdTSLu7SJZGh8uNtUyN/Ga2hy00JSQMYbtiveGU7QMjac9CHhIMo8tprrx6Rx+PhkmiyLLNr1y70ej2pqamH/X7TCetkT0REBEFBQS5Zw/79+wkNDeX555/n0ksvJTw8/OAvOs7xvSLQAK6++mr27NlDS0sLHR0dLissEhMTUavVlJeXH/zkYwjrKJxKpaKoqGjKL/1Mk2egKNB27y4hLi4OgD0F+dz628v46+tvkBEZxAsvvMBZt12DetJ4pixJ9H2RB7KM/3mr7K47VFAGgoA6JhSV58QOi/UmromPsO/WWBVok7o1stlsM9UU9Y4KG/t0NFGrsfmoWYMJrLBFP+9vtDP991hiNd4styt69LNjbTLqwU2Fdr939CnZXPe73/H040/SWdvAIyP7+NzcjhHr2nUEXXEuyDJDFcUMVjv2tvBbuAzv2WlU7tvHSy+95PCcg+FwSLT+/n527txJWloavr6+R/R+04WRkRGKi4uZP3++y4i8ffv2ERUVxdNPP81VV12Fn5/fwV90AjOGefPmsW7dOl5//XW8vb0P6WH+WMDX15fExER27drl0lFOgPDwcBISEg7qUzPT5BlAZGQkPT3dnH322ciSRGdrC0/fcxu33fsAYmczf33hL1xyzZX4LUyxe23fl4onjXZhkr2PWWsXprE058npZ+aeASxj5v3auIkPiyYn45twoGgR7Qg0RcElj47avUYT4g8qlV3is9rfW2mYgGJMPQ66+HBEbw+QZAx7J35+Ra0Gr5OWgCjQ9cEmu/fziAzh5zddw4svvkhEv5kXRqr5p6mBDvnA2gIuPh1Rr4MRI+2bPrW7BoAuMITw08/HbDJx6qn2qaiHikMl0az+mkFBQSQkJDg9byYgyzLFxcWEhIQQFhZ28BccAzQ3NyNJEt988w3+/v6cddZZLlnHCTiG1ZrmiSeecKkoQKVSkZaWRkVFBQMD9hMVMwl3d3cyMjIoLS2dMonaFeQZKJMLjzzyCCoBTKMjvPO3v3DlFVewe+cO7vnd9dx1552knu/AG62wUtkvRMHeg1OWGdw25rO5zEmjxmKxNUyskEZGkQYUb0xbQ996TeOoYnHjbt8ctyqpHdrSyDKm/fbjxNapmsl2AYIo4pGuTM44UkJ7j4UJGLcUY5kUTiCoVKy69hKeefppzk1ZzCd9dTw1WkWZdMCb0yMz1ebLWf/hP5HM9s1MUa0m8rxfIao1/Pa3VxyxsOVwSLTy8nIGBgZc7q8Jisfl4OCgy4i8kZER6urq0Ol0vPPOO9x+++0uWcd043tHoHl7e3Pttdfy1FNPER0d7TIvNKs6oKamxuWjnCqVivT0dLq7u51+6V1Bnlkxd+5c9u+v4uWXX8ZtbDwy59P/cdNNN/Hmm29y7qIsbtUmMl/0tvkJDO+qsG02nlnz7K45uH0PIOOzapHdsZHKelCJeCywL95MrV1gkewTOI3jbsqTNmJhLB1NNtoXjZpgx8oATWSw8jpJtgUdWKGNC7cVPYbdE8fDBEHA+9SlIEDXfzfayDdv1JytDuFur1S8EqK44YYb+POd99M7ZP+w456WjEfmXGXD+egNWzrN5PcJP/3naH0DuOrqa444jOJQSLTh4WG2b99OfHy8y2bzx6OkpISAgACXrWVoaIimpiZGR0f58ssvuemmm1yyjhOYGnfddRcvvPACQUFBVFdXH3US5ZHCajzu6lFOgOTkZHx9fdm+fbtDVZ4ryDMr3Nzc+OijjyguLiIxMRGA+ooyHn3wfu69915S5s3lXn0ya1WB6McejSxDBqVRIUn4n2Gvgh4a89lUJ4bbeXCOjHlfin7edn5m5rZuEAU0sfbEiTWMxtkI5+R0NBhLfJZlTO32zxr65BgQ7RPSBFFUxjhVIn3b7INnvE9KB0nGvL+J0SalUNUgsFTlx526WaxYuoynnnqK+26/k4pCe7W0ytuDgF8phWLPrq0MNzommX1SF+O7cBl5+fk88sgjDs85FByMRJMkiR07dgCwYMEClyutGhsb6enpYd48++eXmYAsy1RWVhIbG8uTTz7JnXfe6fJC7wTscemll9LZ2UlpaSn9/f10dnYe/EXHAP7+/sTFxR0XzRp/f3/mzZtHfn4+vb29dsddRZ5Zcdddd9HT282PfvQjZMnCYG8vr65/mquvvoZeaZRbgxZwvjqCIOHAvtD/+TYQRbxPXWq3X5iaOmxNePdJdYtkHGW0XrnfTQ4QsDXuVaLdNaWRURAFO0saONC8kScTaFZbmjHPz/GwTtUM7LRXLLuPjXEObNxpV3+OFwUMbNpl+3mS6MF12jgum7+cDfnbuOa6a/nqrf8wuXoVBIHA35yNoBKRBvrozP3a7v0BtL4BRJz9S0ZGjEd1zz0UEq2mpobq6moyMjJcHvw1PDzM3r17WbhwoUtUzqCoz/z9/fnb3/7Geeed5/Lm1XThe7lb3njjjWzevJn+/n5aW1sd3mBnAt7e3iQnJ7Nr1y6Xj3Lq9XqysrJobGy0U8W5kjwbj1//+tf09ffyu9/9DrVKhWSxsCU/n6suupSvvvmaHwlB3KObxWpVAOZvi5xuNpa+QYUkk8du3JNgKKsFi2RTgY2HTe4cNNlw8wDJNPnBW9QpRNjooH3UtybUH0TBjkATRNGWxjlZ1iwIwpSFjefKhQhqNQwYCKnu5peaSO7VzSJY0PHcaDX/8hmgY2QILBJ9H9vLogECLjtTSdsxGmjf7FgdIGp1RP741yAIzJ0794j9L6Yi0QwGAzk5OYSEhJCSYq/+mGk0NTXR2dnp0gCD8vJyIiIiePrpp7n00ktdpk44gamRlZXF4sWLeeutt3B3d6e6uvrgLzoGEEWRRYsWUVVV5bK9zgpBEFi0aBFarZbt27dPIBVdSZ6Nx/z586msrOBf//oXfr7egEhVfQN3X309T//1L6QMq7hfl8yP1WF47KxW1MeebrjNtfeAHLL5bNo3aowVSqPGM93BWE1bNwgC+nD7cQrJoIw72o9wju1zDgg0TdDYaM2kUBoY8/mUYXCP/efTY0mKYgmwtcROCa0JDcBtbgKIAqrcvZyuDuY+XTIrVAF8bGrlWbmOKj8ViCJtr3xi93oAzxUL0c+JG1MHvIHkhGQOXXcuuqAw7r3vPvbs2ePwnEOBMxJNkiR27tzJ8PAwS5cudbm/psFgsI1uuqrAsjZptm3bhiRJ/OIXv3DJOk5gauj1em655RYeffRREhISKC0tdZkXWUpKCmaz2WW+n+MRExNDcnIyubm5E2wDXE2eWeHh4cGHH35IRUU5ixYtRECgt7eHvz7xDL+77RYsjW3cpk3kck0M8T0WpVkuSXivy7C7ljK+KaCZFWVn+j+yv1FJzNSpUftN9HO01h3iJOU0WJXO9mnPcGCvkSaJAqyJz1gsdtMxVj9pS2Mbsnlives2L0FRtY2aGKmeuEeNFwUMfpxDpuDLbdpELtZEsW/MfmZ7qIh51ET/l3l2tZR1Xf4XnAJAZ+5XGNsdB254JaUSkLmGsrIybr31VofnHAqmItHq6uooLS1l2bJleHvb/91nErIsU1hYSEREBMHB9r7eMwGj0Uh1dTXe3t68+uqr3HnnnS5Zx7HA95JACw4O5oYbbuCBBx4gNjbWpRHMCQkJaDQal8dAw4EvfW1trS0l9Hghz6xQqVQ888wz6HQaVO6eJF5xD0Enncv/3vovl59/Ea//621S+gX+cut9XHPVVcw90z4VcmhnuWLC7O9tpySzDAzbxlwmd2ukUZMtyWYygWaTMqvsvzI2v4ABe3WVOtgPBNFutAYOJKQNldoXNu7pSsfGuG2PnfGmm4c7p19xCU888QQ3JC5lUDbzxGgVL5vqaZKNCBo1fmPmm70fbMLcO2h3fbWvF95jfj7dO7Yw7MQ7QB8USthpP2NgYIAVK1Y4POdQ4IhEMxqN5ObmEhgY6PLETVBkxiUlJcybN89lo5t9fX00NzdjMBj46KOPuPfee12yjhM4NPzxj3/kmWeeISgoiH379jHqYLxuJuDj40NiYiKFhYUuVwdYFc+iKJKXl4fFYjluyLPxOP/888nMzAQkYn72W2J+cTVllY3ceulv+f0jD6Nq6eaBNT/m9/f9nnXX/ArVJHWOubvfVgx4LLYn/43ldWCR7MZq4IDSefI+Awe8NMXJxIr2gAn/ZLLKqgwwt9irU/RJUSDLjO6ttiu83VLjlf3LbLEfvQEyzj+bW2++hT/94krCZC3/Z2rgydEqCqU+ZMBvzKtH7uhmaLv9eI4gCPidt1rxAR3ooXObY3WAqNaM+aGpSU9PP6qG42QSzVpEDAwMkJWV5XJFwPEwuilJEuXl5cTFxXH//ffz4IMPolarD/7CE3AJrrnmGpqamiguLmZ4eJjW1taDv+gYYPwo56F4XR5rJCYmkpCQQE5ODgMDA8cNeTYes2bN4qmnnkIWZAKXrSPxyrsY9gzlyVvu4YprrqGyeDcX+yTy3HPPcc6lv8Q3ItTuGkPbrD6bDho1lfVKiM28RLtj1kaNJs6B0tkaIqCzJ9BEG4E2yZbGXY8wRuBNtqXRhAYg6JXXjdZN/HyKWo1tzHI4v9Tu/eJXL+VXl/2af6x/nuUWLzZbunhopIIvzO2MIOG+ZDbamDAQBTreduzd7LV2MaKnO4giDR+96bChAxC88gzcImJ56plnyMnJcXjOocARidbQ0MDu3bvJzMw8Lurp2tpahoaGXOrBVlFRQXBwMOvXr+fss89mwYIFLlvLdON7SaAB3HHHHRQWFlJXV0d3d/eUs/LHElZ1QG1trctHOUEJOMjKymL//v3k5eUdV+SZFX/9618ZHBwkKPsU1G7u+C1cRuJv7yTs7F+St3kHt//mKu6+917wcueGiDRu1iaQpfLHA2WzHNq+B0QBnzWL7a5tTavBXYfKa6I3mo3kEgVUnhPHcWwbidp+Q7Z1axwRaEF+YLFgqLcfKdGNJaQZiu2NWd1mxymbkUXCWFaLAEQLbvxEHcYDuhTOWLGGb7/9lt9cdhnvNpfRKU/c6LxWpimeBzL0fvDtxN+zs5e29f+m79NcRL0eEJQNx+JYHeA7Lx3f+Znk5Oby5z//2eE5h4LxJNrWrVvJycnB19eXhQsXupw8A9ePbgKUlZURGxvLgw8+yHXXXUdkpH3xfQLHD5YvX87q1at58cUX8ff3d+kYpXWU09occSXUajWZmZlIkkROTg45OTnHFXkGymjDZ59/gUdcMh5R8XjEJhH7i6uJu/QmmgcsPH7D7Vx5xRWUlpZyQeZqfq9L5kx1CMGCUkAo45sghvja+ctIoyZGapUu+ORGDWAb25/c4AGQrWE1kwobcZxSwG60xkrEjZjsAgG0ceEgCmC22BU9gkaNe1qy0sgZK2x80XCSKoi7tLO4fG42nX29XH/99Tz7+fvskyYmrGmC/PBel66EBbz+6QTlgTRqoue/39L65BuIemU/7cz5EmOH46RWrW8A4WdfhNFoZPFi+737cGAl0fLz89m+fTs9PT1kZWWh0+kO/uJjjIaGBnp7e102ugmKSkIQBD777DO8vLy46KKLXLaWEzg43N3duf/++/n9739PfHw8ZWVlLlOhWUc5j4dmDSi2AbGxseTk5LB169bjijyz4vzzz0dQawjIXK3c5077GYlX34cQM4d/PvEcl1/6K9577z2Wr1nF/bpkLtJEkih6IAKm9m5GG5T6wd1Ro6ZCmbbxmB1nd0yxChBxC3OgdDaOKkIDBwSaYBvhdGBLM7bXOZqqsU71GPfZW754pM8GSaJ3QwGyLKNDZLHow7XaOO7wTSUkOZ4n/vQnfvfIg+RZejCNG9YUBAH/X5wMkoxx+17b3wOUhsTQjjIab3tesT+QJEydLXTv2GK3BlB81SLPvQRRq2fN2rVH1fQcT6Ll5eVRXFxMRkYGgYGBR3zN6cLQ0JDLRzcHBwepr69HpVLxxhtv8Mc//tEl6zhW+N4SaL6+vtx1113cd999Lpc9e3l5HTejnKCoFWJiYmhtbSUqKuq4Is8AbrnlFtSe3vguWGr7mSCq8Jm9kNgLrgGVmuqqKv5jbOCBkQpyLN0sUfnygC6F61QxnJY4n4iwcMWMfxKMY/5n+vlOujWA4ONpd8y6kTiSO1sLG3nYnkCzSp5N9fYdQ5syYWAYy6TxT0GtwidjLkvS0/mZWzS/1yVzpTYWFQIvjtbyNHV8XVqIwWik/6t8u2sLahV+5ysx2f2fb8fU0YM0MkrPextouHk9xpJaws+8gNiLblBipPu66Nz2jd11AEa62zG2KMTjLbfcelRktCAIzJ49G5PJhMFgICUl5bggz46H0c3Ozk66urpobGykoKDgeyV1/j7jkUce4aWXXsLd3Z3a2lqGh+1HuWcC1mbN/v37XT7KCQqJNnv2bHp7e9Hr9cTH249AuhJnnXUWsmQheOUZE37uFhZF1LmX4h6TSE9PL580lfOIaR9vmZoIELTcok3gTm0S5/knkJo6F7/V9smcozUtyqilSrRLepbNZixjqmCHCrSx0Ri7vUatgrF702RlgMrX09bcMU/ypxG1GrRRStrkZB80AM+M2STGxXNGYDy3aBO4RzeLBNGdj82t/GGkkg97qmltb6Prv5scPkP5nrsKRBH6BhjYXKgYXuftpfGWP9Pz7gb8FmaTeOXdaAOCQXCuDpBGRxio3A1AcXExr732mt05h4Pw8HD8/f1pb29n1qxZLk92BmV0c8+ePSxcuNBlSjiz2UxFRQVRUVE8/PDDPProo8cV2XACjvHrX/8aWZbZuHEjFouFhoaGg7/oGME6yunqVE4rrJ5Kg4ODzJkz57j6PH/yySe0d3QQmLkGlf5A017j6U3I6rMIXnEaJpOJb3NzeEHdxNOj+xmQzVysieIPuhQuJIzs7Gy84qPsRjRlScJYUQeyjN5Ro6a1CywWh/uMbBxLe3ZU0+gdK9AA1KEBIAgOp2p0s6JBFBnc62CqJi2ZwKAgTl++miukcB7SpbBWHcQeSz8PjlTwhrmJPSUlmPZUO/TydFuYpNRMokj7G58BMNrQRusjr9H2pzfReQYT/5vb8M9YDYJA24aPGO3tsv+9ZZmBqlJk0ygms5kzz7QPdDgceHp6kpiYSFtbG0FBQS5LuRwPa+pmVFSUy0Y3QbGjiYyM5NFHH+VXv/rVcdVAnQ58rzXb1113HX/+85/ZuXMnAQEBtLS0uCw6NTExkZaWFsrKypg7d65L1mBFdXU1tbW1pKWlsWfPHnQ6HcnJyS5dkxVPPvkkBoOBsNPPRnQwUtC7dydYzKDT4pE+m1Ek8iw95Fl68EZNQk0fc2bP5he/+AX9apm90gB7Lf3UyMNIHBir8Uix79bY5M4x9hJq60ZilSiPh7VbI4042GysaZ7DRmRJmpD6qfb1QuXvjaW7n5F9DbinJeOJilSVN3NEL5JvvJvujk4Kdu3izQQfajBgGdeV8T51KZ1/+y99n+Xi97O1ExQKAJ7Z8+l9byOmtm7an3sXc3sP0sAw/otXEJh1MqoxVUBg1jo6c76iY+sXeKcsQBeo/P6yLNNbvJ22rz9Aq/HCTe+HwdAzZcLewWAwGMjNzSU4OBhRFNm2bRvZ2dm4udknAc0UrKObrkzdlGWZ0tJSEhISuPjii7njjjuOO2L7BBxj3rx5/PznP+dPf/oTv/vd76ioqCAtLc0laxk/yrlq1SqXmoL39vaSn5/PrFmz6OjoYPv27WRmZh4Xo2J9fX18u2kTnompuIXZFx6jvd0M1yoBRH6nZyEDldIgldIgWgQSjBriRizcduutaLw8KGeIPZZ+KqRBjEgKUSUIaJKj7Qh5U3uv4lkDtrAYK2SLBcZUXHYpnIKAoFEjj5rsChtBEFD7+2Bu78bU1o0mbGIHXJ8cw2hjByOV9XitWIgGgSTRk1TRizlrZqFeei67du3iy5Z9VAWoMXCA4PJau4Se9zYid/dhLKvFbc7EvVPt743PqUvp+yyXzjc+Y2DjLkb21eORMJuYc69AF6CQd+Fn/ILa//szpo5munduJSB9pe0ahpZ6mj58A/NAH94+0fT31bN3r/1I6KFCkiSKioowGAzMnz+fkpISdDodISEhR3zNo8X40c3QUPtnjJnC/v37cXd358033yQ5OfmoC8gTmBloNBoefvhhfve73/Htt9/avFJdQRZZRzlzc3MJDQ11qdeTyWRi+/bteHt74+3tzbZt28jKynK5/5QVF198MaJWh3/6KrtjsizTU5gLgO+ZWQhqNW3yCB+ZW/mfuZVowY3ofTX8/Oc/56bISPZjYK/Uz15pgB7ZhKmlyxY6o3UwpmlqGfN0dpj2rHhtOhrhFHRaEAWHBJom2A9E0aEXmT4xCiSJkbHwMwGIFNxIVXmRGuBFyIsvUlq6l6LyUv47N2TC5IwuIQJtbBijda30f5VPwEWnTVyTIOB/wSm0PPQKo8VVtD79FsMFZWj8Aoj6ya/xTExFEASCl59Kf2kh5qF+Gj9+m7iLrrXtwebhQVo+/TcDVXvx9Y2jt7eWmppau9/jcNDQ0EBZWRkLFiygoqKCvXv3kpqa6lJhgHV0MyPD3k9vptDb20trayve3t589tlnxw3ZPp1w/ZPsMYSbmxsPPPAA999/P5988gllZWWEhoa6pKgQBIG0tDQ2bdpEWFgYAQEBB3/RMcBkzzNfX19yc3ORJOm4UAPdd999aLz98J2bbndMlmW6d2wGwPeMZYqR/jj0Y+az9z/kvZ3lBJ6RzbJLfkqq6MUl2mhUQK1lmD1LlrPfJ4TB2UlM1ouZ23tAFNE7lDuPKdAcRT5bNyCT/QikOtBHUQ3IMuauvgMmnIAKgdmrlhJuEJkTMItEbQJhgp4G2cBeSz+fDNez/drfg0UiPOpKu9ADz6x5dL3+CbJxlKHc3XitnuiPIIgifr84mfZn/8VIpVLQhP3ix2h9J372ApedRN/enZj6umn46E0SfnUTFsMQzZ/+m8H9pfj6xtHXV49KJfLaa68e8Vjh8PAwubm5+Pv72wiGoqIicnJyXEaiWYuagIAAl5HrAK2trQwPD1NUVERzczM33HCDy9ZyAoePP/zhD6SkpHDdddfR3t5OQkKCyx7gZ82aRWtrKxUVFcyeba/CnQlM9jxLTEwkLy/PRqK5aqTAitNOOw1ZkgheebrD4z1FuSAIiEH+NnNkK0aRyd++jU9e/C+Cpzur/vEH5qp9OEUdzEVCJA2ygYrYfirWjNIR548RGK+3Mlu76x76CQ0VmNjxdzhaM0agORytCfVXCLTJY5pA1PzZ+A1rSEyYQ6omlhjRnQHZzF6pn7fMTWx94gWGSqrwPXcV/mPKZSvU/t64L0lheGcFXR9vJXKOffPJ95yV9H+Zhzw8gqWtj+jzr8QzbmJTzj0iFr9F2fQU5tL2zYd4Jc1F4+VD57av6cj5Cnf3QAS1O/19DVx00UU88cQTdu9zKLAGBgwMDLB8+XL0ej1arZaCggLS09NdRqJZRzfXrl3rkvcHpVlUVVVFfHw8Tz/9NF988YXLn/lO4NDx05/+lCeeeIL33nuPzMxMampqbInCM43xo5wrVqxwSV012fNMFEU0Gg05OTlkZWXh4+Mz42saj3//+9/09PQSvPpMVDr75qyhsYaRTmUc0fukiTWPDOzvbmfjcy/wOrBg/R0sDI9lrujNOeowOuQRqnV69p55JjW97UhaLaPjGuyyJGHu6gNAY23kj4NkS3t2IgoQBIf7jDrIDyQLhkZ7W5qApFjCFy0iISGBuXIYcXpvNIiUSQNsMHeS/8U3NLzyIUKgL3HP3WL3+gOigG34/ewkO1GAW2o8+jlxGMvrGM4vJWTdufinZSGoDtSColZH2Ok/o+Hdf2BsrKZvzw5856UzUFVKy6f/BpMZL+9IentrSEhIZNu2XLt1HCpqa2vZs2cPGRkZBAcHExgYaPNVcxWJZh3ddPVzVmlpKbGxsdxwww3ceOON38swtO81gQZKBPSf/vQnvv76a5KTk6mvryc2NtYla7GOchYWFrJ69eoZ78Q7Cgzw9vYmOzubnJwcLBaLS5nz3//+94yMjBB+8k8QHHTVhhuqGe1qB5Su+GRII6MYiipBktAsSFTUZ9IAgrmZSMGNiO5RAvz8yLzwQqKioxnCQqNkoFE20CgZKZM0yO7ujn1prIabnvaboO0m72A8V1Cr0QX44CNqiR6CuFB/IgU9kaIbYYIe4wUJ7Cstp6axhW9ifdgvDTHI2HV0yoZh2LOfofy9dgSaqNPitWYx/V/k0fXxFjsCDcAjYw6aqBBMje1IkmxHnoFi4Bx+xvnUvfUCo+1NNH/yFoP7yxElAS8vZaOJiYll8+ZNREdH273+UDA0NGRL2xw/Jrlw4UKXkmjNzc10dXWxdu1al33uJUmitLSUuLg4zj77bO6//37c3d0P/sITOG4QExPDVVddxR/+8AceffRRysrKxgzqZx6iKJKWlsaWLVsICwvD19d3Rt/fUWCA1RMtPz+fbdu2sXTpUpeNsLW2trI9Px/vlIXog+1Jc8lsUlQBsoz/2dkO7wuDeUoqmvfKhdRjpN5s5FPa8Bc0xAnu+HT3c/K6dSQkz0IQRZplI42SgQbZwP4RFabAAIZC7AnW8d5mDtPRtBoYMjhWBoQEoAvoIdysJln0IVJ0I1J0I0LQo86eQ23Ifvbv389OYyfvq020yQeKI/2iZIaK99H37U47Ag3A+5RMhgvKGN1Vgbm7H/WkVDeVtwc+Z2XT+8FmzINDuIXH2F0DIHjVmfSXF2MZHqL+g9cRJQljRwu+vrH09lSj0+l5773/8OMf/9jh6w8Gi8XCjh07GB4eJjs72+Z5ZvW1dBWJZk3dXLx4sUtDDPbt24e/vz9//etfWbt2LVlZWS5bywkcPgRB4LHHHuOnP/0p27dvp7KykpiYGJcVyikpKXz77bdUVVXZPDhnCs4CA5KTkxFFkZycHJYuXepSJf9vf/tbVG7u+C/Kdni8e+dWEEW0qXF2PpoAwzvGwue8PRgI8WKLpYstli70iCSIHvg3NZO2aBE/m52Mt86DdnmExrG9pq6/A0NwMN3d3Q6vbSPQHIUIaBUCzZkCzcPdAz+TitmiJ1GCm22v8dVraL4ynKqKSiqb69kS6UPt2PQPAAsSQJaRO3oUpXTIxH+biaKAErxW23th+p9/Ms33vwSALjB0AnlmhVfCHLxTFtJfUULz5/9hqLaSvr078fKOxDDaxeBAM9deey3PPffcET/3j6+nrYIYqyeaq0i08aObrhwl7ejooKenh+7uboqKinj//fddtpZjie89gaZWq3nkkUe4+uqr2bx5M2VlZYSHh7vsIcY6yrl3794ZTaOYKm3Ty8uL5cuXs23bNoaHh1m0aJFLxmwee+xxtH5B+MyxJ4IAundusW02Ggcz/YaSKmSTWfE4mx1r+7kMNMgG9uRto+v1T1FFhpD45PWEC3qiRDdFYqz24vxfX4P7tW6YJYl+wcyAbKZfNtMnm2iPnUvHGWZUkcF4qnwRZeWmuEjlg8lfTd+pp6LVaolVBeMtavBGg7egxltQ4/GP17BYLAyYRmgTJRplA9+YO2iQDTRX7Kf5gZdAgLjMB+2IQ4+MORhKquj7thD/C0+1uxl7r0un/7NtSI0dGKsa0U9KfBNEEf9fnEzbk29gqCnH0FKPW5g9CeYRnYjPvAz69hTQt3cXXl4RDBu6GRw8+o2ms7OTgoICoqKi7DYUa7CAK0i04eFh2+imK82la2pqkGWZb775BkEQ+PWvf+2ytZzAkeOee+4hPj6etrY2RkdHaW9vd5n/hI+PD0lJSezcuZOVK1fOWIE1VdqmlUTbsWMHmzdvJjMzEy8vLydXOnY47bTTQJIJWnGaw+P9ZUVII0ZQiXgut9+jJcMIhpIqkGQlLXkcumUTbW01NPz1RQBi/3E3YV5+RApuRIl6MlV+nJlxMt6rzkGSZYaw0C+b6B/ba3rcPWk480xMJhMBmgAssowK5X65ROVL7Lp1CENGwoMSCFCHju0xyl7jefUcVKLI4PAw3WpokAzstPTyoWSgRTKy//cPIRtGCA34Fe6TEts8FqfQ9erHyD0DjDZ1oI2Y+PDtlhqPOsgXc0cv/d8U4P8z+/RrnzOX0/fZNmTjKN0FmwhafqrdOSqdnrBTf0rjf19jtLUBjc4Ld7cAenuqWbRoEd98880RE75Go5H8fMUPNDs72+4Zz1UkmiRJ7Nq1i7CwMJeObg4MDFBTU0N0dDR///vf2bFjh8vWcgJHjpNOOon09HT+8Y9/cN5551FeXu6yQAqVSsWiRYvIyckhKCgIPz/75/JjgYOlbSYlJaFSqcjNzSUtLc0lwVAvv/wyAwMDhKw7F1Fr/3xpGuynv6JYadSc4ZjIHszbA4KAz6qJNZERib3SAPWvvo65tYug635K5PIlNiIrSfRgpY8P3s8/j1qtxiCP22cw0y+bqFuxBkNPH14RCajG1TSLVT4kzV+MSROA35wkwtRheAlqfAQ13mjwWjobbdZPMBqN9KmhSTayXxpik6WLJslA/RvvMJhbgvcpSwm8dKK/qCbYD01kMKbGdoYKSvE9a/mE46JOi9fqxfR/mUfXR1vwXLXIru7QJ0fjtiAJw+79NH/1AUmX3+awNglddy6D1WVIoyP0lxXh4xtLX28tPj6+fPLJV2RnOyY1DwZJkti7dy8NDQ0O62lXkmhVVVUuH92UJIndu3eTkJDAhRdeyN133z3jTdyZwveeQAM499xzeeaZZ/j73/9u23Dmz5/vkrUIgsCSJUvYtGkT3t7exMXZj0NMN6Yiz6zw9PRk5cqVFBQUsGXLFjIzM2dUBfO73/0Ok2mUyFVn2I21AJgGehWD4Sk2m6H8vaAS8Vg6F8FBWqbVl8ZzfgImZOpkA3UWZZBTliRqfvkAOo2G2Y/dQEB4mLJhjBUnIW5eRC1ahMbfBzfRF/VYUZMm+mLy9GBwyRLMZjOSJNDFKNUM2zasmtc+pPmrbXidsYyACycWFdrYMMWAWZIYrW9DFzdREeG+KAX4CAaGlOOT/Nm0EcHoU2IxVtbR//k29Nf9zO73dl+UjDY+gtHaZpq+/pDEi693+PcLXXs2g/v2YDEaGBhoIigoiE8+2UR6uv047aGipqaGvXv3MnfuXKfKT1eQaGazmby8PMLDw12aumk0GikvLycxMZFf/OIXvPzyy8eFR9QJHD4CAwO5++67ueWWW3j33XcpKSlhzZo1LjM0TkpKoquri127dpGRkXHMH+KmIs+sUKlUZGRkUFZWxubNm1myZMmMqoHq6+spLtmNz9zF6AIck5vdOzaDIOC9dgmim33hM1xYqQQEqFXoZ9k3I2xG/d4eiJ7utMkjtMkj7Bxrw7f+6Q1Gi6uIueRsok5djtdYo8VH0OCJivnz56NSq/EUvRERUI/9u80XvRlIW4R5cBiTSs8gZloko63J01pYStVT/8TspSfuhTsmLkoA/axoDCVVjFTW2xFo6kBftDGhjNa1MlRQijZiol+PIIp4n7qU7je/oPeTHPzOW2VnoaDydMP37BX0/GcDHVu/xG9RNmp3+0Ae7+T5eCamMlhdhmlkAFk9wrPPPsuNN97o8N/jUNDT00N+fj6BgYEsXLjQ6XfOFSTa3r17GRkZcWlRI8syJSUlxMbGcs8993DxxReTmprqsvWcwNHhySefZNmyZVxwwQXU1tYSHR3tsnFFPz8/UlJSyM/PZ+XKlcf82e1g5JkV8fHxuLu7s3PnTvr7+2fcouaGG29E7eGF38JlDo/3Fm1T/sfLA7cF9vulZdCAsbQGZNlhIJpl0IC5VfE40ydG0YeZvrGpG4D+bwro+sdH+KYmknrflXgLamWvGWvuJ8cnoBZE3AMi0Yhutn1mgeiDIW4WI3p/TB7KWGidNKwICjDTaxxm95V/xGAwEP38rXbqNl1SFINbixjcXYWjLEqPzFR6mzvp21pkR6ABeJ+cTv/n25CaOxmparSbvAHwP38dTcX7MHe1MrBvD96z7Alktac3IWt/RMvn7yJLFvr76jnvvPN45513jvgZe3R0lB07dmA0Glm1ahUeHh4Oz3MFidbW1kZFRQXZ2dkuHd20CgI2btxIb28v1157rcvWcqzxvU3hHA9BEHj++ed5/vnn0Wq11NXV0dfX57L1uLu7k5GRwd69e+ns7Dym73Uo5JkVOp2OrKws/P392bRpE11d9gkmxwIWi4Xn//IXdIGheCU77qT1FG1X/sfH8WYjmy0MFZQpAQHpcxxew1hWC5J0IP1yHMxdfYr55cgIvb56auRhiqR+Nlu6+NjcxksbPubhxx7lqU/f4W+mWv5hqgPgZVMdfzPs5+GHH+bxxx/n3z1VfGnpIM/SQ5k0SJNsZNBdjSRLDlNrRK0GbfRYQlqFfUKa2t8bbbzy0D+U79hU2fvUTJBkBrcWY+kfsjs+PgJ6tKmGobp9Dq+jcvMg9JQfAzLz58+nra3tiMkzSZIoLi6mvLycZcuWHXRs2kqiBQQEkJOTg8Fgn2g6XZBlmV27dqHVal3WubWitLSUoKAgnn32WTIzM/nRj37k0vWcwNHh5ptvZnR0lM8//xyVSsX+/ftdthZRFFmyZAkDAwOUlZUd0/c6FPLMCkEQmDNnDgsWLKCgoICqqqoZS8g+9dRTAdmhOgrA0FyHsa0JZBmvdY4Jj6H8vSCKeGbPd2g1MFLZoKjXFjr+O5iaOzGbzQx4aqmXDeyVBthm6eFzcztvVhfy6KOP8sfHH+MlUx0vmmr5+6iy17xiqufx1//OI488wqtFm/nM3M5WSzclUj91soE+Lw0mkwm5Z8Dh31OfFAWCwOAe+4Q0UAobRIG+rUUOj3utWgSiAMZRhvJLHZ7jc/qyMdJRpnP7BofnAISd8hMEUYVer6elpemoyLPGxkZycnJISEhg0aJFByWsIyIiSEtLo6CggLY2ex+f6URdXR0NDQ0u96Npbm5mYGCA/fv3k5OTwyOPPOKytZzA0WPBggVcfvnl3HXXXcTFxVFSUjJj91BHSEhIICgoiPz8fCwOrEymC4dKnlkRGhrKypUraWpqIj8/H5PJdMzWNh7PPvssw0NDBC0/FVFt/72XLRa6d+UogoCzshyKBoZ3lYMkg1aDLsm+ZhnZN5bCqlahDrGv7Uxt3ciiiMnPg2bZSLk0SIGll28sHfzX3MLjTzzBww8/zAvNxXb7zLO5n/HwI4/w/Ptv85G5lU2WLnZJfVRJQ3RqZUbEA+8xGfrESJBBamy3JUqPh8eS2SBJWGpbMfcM2B23igIQBfq+2G53HEAXH4H7ktkgijR//YHDVGcA3wWZuEXEIogi77zzb95///0jJs8GBgbYvHkzKpWKFStWOCXPrLCSaE1NTezdu/eYfj8HBgbYsWMHCxcunDEVqCNYBQERERHce++9/PnPf3ZpQNyxxg+CQAOYP38+V155JXfccQfx8fEu33ACAgKYO3cuBQUFDA3Zkx7TgcMhz6wQRZEFCxaQkpLCtm3bqK2tPSZrG4+rrroKi9lM8KozEQT7j6RsMdMzttn4ne54szGU1tj8Y9wdEGzm7n4sYzdrRx0NG7mlVjlUHUjGEZCxM7WEiV41srPUGouEoa7V7hiAPiUGVCqMlXUOj3tkzJmysPFIn43opagFBzY6Hstwm5eALlmJmG766gOnn33v2Wl4xM6iZM8eqqsdF1oHw8jICNu2baO7u5tVq1YdcmDGTJFoFRUV9PX1sWTJEpemFHZ1ddHc3Mzo6Civv/4669evP2Ho/B2HVqvlueee4/e//z0hISFUVlYeUzL4UNZjNZtubGw8Ju9xOOTZeERGRpKdnc3+/fvZtWvXMS28ACorKymvqMR3wVKHXpBwwJNGHRdmp/YFkEZNDO+qAElyqAoAMJTVgkVSEskmQZZlTB2Kyb96CmNnHPjSAIhjKdAO9xmrrYEMlt5Bu+O6JCUhzVRR77DgUAobGamxA3Nnr91xlZc7nlnzQRTp+t8Wx+tz1+N77ioQoDv/W0z99tcB0Hj7ErL6LIxGI4899pjDcw4Ga3JxcXEx6enpJCYmHvL9cyZItK6uLnbv3k16evpBi61jCbPZzJ49e0hISODmm2/mkUceITDQkTbkBL5L+MMf/kBRURGlpaUMDw8fs/v7oUAQBBYsWIAgCBQVFR2T2upwyTMrvLy8WLlyJRaLhS1bthyzems87rrrbtRevvjOd9yEGdi3G8uwco925PMFMJSnNGq8ls93WPMYK+tBJTpMeoaxmkaSHO4zU6U9w1hNI8tIw/YhAnAg1dMRgaaNDoWxCaCR/U32x2PDUPkp1g3DBY4bMVZRwNDWYix99nsZKCo0JAmpv4e+vTsdniMIIuGnn48sw0033eTwnENBa2srmzdvJiIigoyMjENuhswEiTY6OkpeXh5xcXFHHPA2Xdi7dy/BwcE8/fTTZGVlcdZZZ7l0PccaPxgCDeDBBx9k7969lJSUYDAYaGhocOl6YmNjiYiIIC8vb9o7I0dCno1HXFwcS5cupaysjJKSEiQnDP/RwmKx8Mqrr6EPicQz0bFyrL9yNxaDsul5r3Gy2eSXKptJapxDAsw2VqPTogqwl7pbNwLRQScHxgoWWXacjCaKoFK+SrYCaBzUY4WN1N7tWBmQGAUWC0PFjmN+PdKVwkZu68HUYq9YFNRqJcFHFOj+eKtdcWTuHaD7rS8YrWkBAcydLQxWOVazCYJA2Gk/QxBEli1zLD2fCv39/WzevBmNRsOKFSsOewz4WJNozc3N7N+/n8zMTJf6nkmSRElJCYmJidx6663ceuutLkvTOoHpxcknn8wpp5zC448/Tnh4OHv27HHpery8vFiyZAlFRUX09vZO67WPlDyzws/Pj1WrVjE0NMTWrVuPKdl4+umngyAQlHWyw+Pm4UH6yopAkvA7w7E/imH3fuSxrrrbfPvvq2QYwdSoBN1MTu8ElCbOWOEyVViN4GYfVgOKRwwcSIWecMzLHUGjdNdtSZ/joEsYe7iWJExNHXbHNVEhtr3RmcLM++QMRT1Q08JIXcvEtZvM9H9TQP8XeVjD4DpyvnR4HQC/RdnoQyJ5+pln6e62X+9UMJlM5Ofn09zczMqVK49oFPNYkmjDw8MUFBSQmprqUjNnUBpG7u7uvPnmm/j7+3P55Ze7dD0nMD3w9fXl8ccf59ZbbyU+Pp69e/fOmMLKEazj+Z2dndOuvD5S8swKrVbL0qVLCQoKYvPmzXR02N//pgsPPfQQRqOB4JWnOzS4B+jasQUEAY9l81D52I+5S8ZRhov3jTVqnEzUVNSBRcJzTrzD46bmTpBlx/vMyIHPiaOwGlGnEGij/Y7JK01oAIiCw6kaQa2yWdGMVNpP1QiCoKidVSK9OcUOr++RPhvRU6kd+jdMFAXIsoxhbzWdr3xsvSItGz9GtpgdXksXGEJg1joaG5tYv369w3OcQZZl9u3bZ1N3zZ49+7Cb3MeSRLMmTnt6eroscd2Kzs5OWlpaMBgMvPHGG4f9t/4u4gdFoPn4+PDkk09y2223ERcX5/INB2Du3LnodDp27do1bV+soyXPrAgMDGTlypV0dnaybds2Rkftu95Hi7vvvhtp7MZnaKxxeE53gbLZALQ//y6DubsnSINlSWJo+x6wSPgsc+xtN1JZDyoV7vMSHHdr2ntApcIt0rEvjmQcBUlyuNnAgU3IWWqNclBGGrQvEG0jpUMGzN399q8PD7KRcEMFjkexvE5aosi9BwyKQgIwtXbR8Y+PaLjuKQa+LCBg8Srcw2JBEGn+5kOnsmetbwBBK0+no6ODBx980OE5jtDS0sKWLVuIiooiPT39iKXSx4pE6+vrY9euXSxatAhvb/sEvJlEbW2trSPa2trKnXfe6dL1nMD04umnn+a9996jp6eH9vZ22tvbXbqekJAQkpOTycvLw2g0Tss1j5Y8s0Kv15OdnY2XlxebN2+mp6dnWtY3HjU1NVTX1iJqtAzVViod+EnoLc4DWbkn9r7/Lb0fb8XcO3HExNqocV+UbCOzxmOkqhHG9nFtlD2pYyO2BBC97VVJ1v1DdHccciToNCCKSAb7fUYQBJvawJEyQOXphjpYeR5wZBcgCAKetsKmyOH765Ki0Iztkf1f5ClrHjbS+7+t1F//FJ3/+Ai3oBgClq4FoLd4OyPdjotVQRQJP/MXyLJ0WFYBQ0NDbNmyBYvFwsqVK48qiOJYkGhms5n8/HzCwsJclvhuxcDAANXV1Xh7e/Pkk0/ywgsvuMyT8QSmH5dccglRUVG88soreHl5UV5e7tL16PV6MjIyKC8vn7bv09GSZ1aIosi8efOYM2cOeXl51NQ4rjeOFo8//jgAI52tmIftCShje7NS68gyhuJ9dL7+CSO1E5sRw8X7lEaLAPq59gSZbLHYRjgdNWpkWcY0tteoHQSuja9THIoCxgJY5CEnCrQgXxBEh/sMKH6bqESH+wyAx+LZYJEwV9RjGRy2f3+1Gu91iiig55McZItFqfPy99J8799oeegV5O5RQk/5CSAjDw8csPlxgMBl69D4+nPzLbcech1rsVjYtWsX1dXVLF++/Ki8ko8ViWZVny5evNil0yvjBQG33HILt99+O/Hxjond7xN+UAQawC9/+Uvi4uL4+9//jo+PzzH3hjkYRFEkPT2d/v5+Kioqjvp600WeWeHh4cGKFStQq9Vs3ryZ/n57gudo8M4774IgIvcPUfvm89S+8TwD+8tsNxhjezOG5lqQZeWhvMdC+5//Tf2Vj9Px4vsY9uzHWF6HNHYTdl+S4vB9DOW1YLGgd+AlAGMFhyTZpMmTYVWWOSqaAFvn39FojcrfW/GOwXFhow7xR3RXFAdGZx2bpakgivQ6GePUBPnhtnAWiCId//6K1j+9ScNNzzK8rZTArJNJuvr3BK86g5C1Z4MsYentoq90l8NrAQSkr0QXFMaDDz3E4KDjLpQVsixTUVHBzp07SUtLmxaz1ukm0UZGRsjLyyMpKYmwsLCjutbRwmg0UlZWRlRUFHfddRfr16+f0cCOEzj2iIqK4t577+Xmm28mMTGR3bt3HzMV76EiMTGRwMDAafGpmS7yzAqVSkVaWhoJCQnk5ORMuzp8/fr1iv+lyoPmT/9F1YuP0L1zC5JJuV/LkqSMb8oy3ikLcfONpOdfX1N/zZO0PPo6A1uKsAwOK/5nFkkZq3cAY2U9iCKquDCHQTbW+78Q4OPwHimNjIIooPFwfD8QdBoQBOQRx0WA1QvHaWGTEqMUNg72GUBJFbVIWPY3Y3YwBioIAj6nLQUUu4DO1z6h/ton6f7XV3hGpZBw+e1EnXspQctPRe2hEFsdmz9z+F4A+uBwAjLXUF1Tw8svv+z0PCs6OjrYtGkTwcHBLF26dFrS1KeTRJNlmcLCQtRqNfPmzXNpUSPLMrt37yY2Npb77ruPCy+80KVBBicw/RBFkb/85S88++yzuLm5UVtb61J/Z1BUxQsXLmTHjh0MDNh7XB0Opos8G4+YmBiWLVtGRUUFxcXF02od0NjYyNDQEDq9Lz07tlL1wkO0fv0Bpr4DTaGewlwQRURPH/zmLWNo826a7vwLjbc9R++HmzF19NjGN92XzHFoGzNa34ZsUoQHugR7YkcaNNhUZo4JtAPEmMMRzrGfyQ6UzmC1pbFgqHdsS6NLigKLxPAex/6m+tmxCGN2BMM7HZO+NlHAoIHOf3xEw03raXv6bVSjWqJ//lvif3Uz/ouy8ZmXDoJI66ZPkUYdr1dUqwk/4xdIFvMhpW8aDAa2bt3K0NAQq1atmpYUyekm0err66mvr3e5vyZMDA7o6urijjvuOPiLvgf4wRFogiDwl7/8xRYoUF9ff9jjA9MNq0/N/v37aWqynxk/VEw3eWaFdfOKjIxk8+bN7Nu3b9oY9MceexRvT09GDD3odD5I3X00vPt3ql/+E70l+XQVbAJBROXtT/CqM4n75Q0kXHEX/mkrMBbX0fLHV2n54ytK0RITgtrXvhstjZoYrVVu9DoHvjQwTu7sYLMBpcsOjuXOcGATcjRaI4giKj9F8WRusw9mEAQB3axoEASHkmc4YLwp1bcpgQcO4HNKpnJOQzum6g7CTv0pSVfdS1DWyaj0ipGjW3iMMiorirROIXsWRBXhZ5yPbLGQmZnp8BxQ1AA5OTnU19ezYsUKwsPDnZ57uJguEk2SJPLz8/H392fWrFnTtr4jxe7duwkODj4RHPA9x80338zIyIgtUGA6GiRHA+v3SZZliouLj/gePt3k2fj1JSYmkp6ezu7du9mxYwcjI44fiA8XN998M0lJszAMd6JS6dDKOlq/+oB9f/kD7Zs/o7ckD/Ogcl8NXnUGkedcwqzrHiD05B9Dl5mOv/yHuiseRR5rpCjpyPYwVtSBJOOZmuDwuKmtG1Qi+kjHI4eyYQQEweZ1NhmiVgOC430GQBPiDyqVw9EaGDN4tkgM7nZsF6CfFW1r5gzvdNxc9MxeMOaRAwMbduK3IJukq+4h4swL0AUov5eo1hC04jQA+suLlGAGJwjKPgW1lw9XXX21U5LZbDaze/du8vLySE1NZe7cudPqXzldJFplZSU9PT2kp6e71F8ToKGhgf7+fvbv38/WrVt59NFHXbqeEzg2WLhwIZdffjl33nkn8fHxFBUVubxZExkZSVxcHHl5eUc8uXIsyDMrAgICWLlyJT09PWzatGnarA0iIyM577zzMI0OIFlMuOkD6CvKY9+LD9P0vzcZqttH7+58kCSCl60lZM3ZzLrmfqJ++hv0nmH0vLuBhuufYmjbbmV8M93xWJ6xsh4EINAHlYe9Sfv4Boo6wH7aQh6vYHbwd7WRdg5CAGCcLc1U+wzAqNmWFDoeglqF++IUUIkKWegA40UBAxt34u4fRewlNxJ70XV4xh8YpQzKHgsEGjUqTTAn8IhOwGdeBjt27uSbb75xeI4sy9TX17Nx40a8vb3Jzs5Gr3dsp3AkmC4Srbu7m5KSEtLT0/H0tB8BnkkMDQ1RVlb2gwkOGI8fHIEGSqDANddcww033EBSUhK7du3CbHZMJMwUvL29Wbx4MYWFhUd0Mz9W5JkVgiCQkpJCVlYWdXV1bNmy5ai7SwDnn38+vX29PPnkk7i7iRiHu9BoPFAZJJo//Rd9uwtAlgjMWGm7Yer8gwheeTqJV9xN7MU3Iqi1IEn4ZC1w+B6j1U0w9kDhqFtzMLkzHFCgOZI7Kz+3etM4fljQHEwZMEtJSBvY49g7QpcUheip3JScjXG6LUxS1G6AZ2wKfguXIWrsC7HgFacrRNtQPz3FeQ6vNdrbRceWLwBFJrxly0TTaFmWqa6utm00a9asOSYx6kdLosmyTElJCRaLhYULF7rcpL+pqYnOzk56e3v5v//7P/785z+7fE0ncGyg1Wp54YUXuPfee/Hz82P//v3T7kF2uLD61LS3tx9RSMixIs/GIyQkhLVr12KxWNi4cSPNzc1Hfc3o6GgqKyvYsGEDs2bFMzTYhiCI6NU+dOd9S8vnihLaIyYJrZ9isK7Su+OflkXcL68n6er7cAuPBUFAFR+OysH4pSxJY8ou2eFYDYwZO8uO/c9gbP8QhCn2GYW4cjTCCWP7lyRNrQwA6BlwnNisUikqtCkKG9FNh9eqNBBFZLWO4FVnoPHytTvPd14GGm/l92zf9InDa0mmUTpzv8Yy2I/ZInHFFVfYndPV1cW3335Lb28vq1evJiYmxuG1jhZHS6I1Nzezb98+l/trgqKg2L17N/Hx8Vx//fU8/vjjJ4IDvsd46KGH2LNnD/n5+ZjNZqqqHBPkM4nZs2fj5eXFjh07DpvQO5bkmRXu7u6sXLmSiIgItm7dSllZ2bSo0d5//30aGxs488wzMQx3YDGP4O4eyHBVJXVv/xXZbAYEfFKXAMo91ysxVWnaXP8HZdJmjFhxX5Ts8D0UAk3EM9XxmJytUe/l7jAp2taAEQWHz5+2/cfs+O9hq5MsksMRTFWAj82iwJna2SN9jqJS21XhtCFkFQWAQpS5h9vf+7W+/vgtXAqCSPvWL7AY7dcjyzJ9ZYUM7Vdqp4t/ebHdOQaDgby8PEpLS0lLSyMtLe2YfO6OlkQzGAzk5+czZ84cl/tryrJMUVERUVFR/OEPf2DFihXf++CA8fhBEmigJNh0dnby0UcfodVqXe4dAErk8qxZs8jPzz8sn5pjTZ6Nh7+/P2vWrMHf359NmzZNixpNEARuvfVWunu6ee211wgO9mN4aPwDrIDvXHuPFEEQEFQq5DHZrruTVDRjZYNSlIT4IeodJGwOGmyjl85GOK0jM47kzsrPnaejgVUZ4NwzwJqQJtW3OYx+FkRR2XBUIgPbShxeQxBFvE/JBEGgpzDXqZxZHxKBV/ICRYW26VPbGBOANDpC++bP2P/3xxltbiY8QlGfWX0d4IDqzGrGP3/+/CP2OzsUHA2JVlNTQ2trK5mZmcd0jYcCo9Fo8wm46qqrePjhh0lIcKxUOYHvB9auXctFF13ETTfdREJCwoykTR4Mbm5uZGZmUlZWdljebDNBnllh9dKZO3cuRUVF7NixY1o8ONesWUNpaSm7du0kMzOd4aE2JMvY/VaW8Fu83OHr1N4+jHZ3gCzjk+XYZ9PU1GG7/9s68JMw2tI5tVWAcdRp2jNYFdCyw7AaGEvilGUsTvYZbXSILSHNuM/xmKzHEmWM01BShWXI8b3WGibA8ABDNZWO16pS2VRog9XlDI/zOFUKmiL2v/QYXXkbCQtLRyVoePfd/9jOsarOtm3bRmxsLMuXLz/m3fYjJdH6+/spLCxk0aJFx6SRdDiwFjVhYWE8/vjjzJ49+0RwwPccvr6+/O1vf+Pmm28mNDSUysrKabdbOVwIgsCiRYswGo2UljoOJXGEmSDPrBBFkeTkZFasWEFbW9u0qdHCwsL4+OOP6erq5OKLL8Y02otp5IDgwHd+hm0qZDxUOr0SmCaKaGZFofJ0PMpvLKsFSULvpFFjausGUUQ/laczgMbxM/H4Bo7sQFyiDjxwj3NU0wiCoPigiYLTfcZ9QZItfG24aJ/Dc8aLArp35Tg8ByAwa53ik20x05m3ccIxY3szdW+9QNOH/4e3ezje3lG0tLbYGnOyLNPQ0MDGjRvRaDSsXbv2mNu8HCmJZjabycvLIyQkhLi4uGO6xkNBTU0NQ0NDVFZW8vnnn/PXv/7V1UuaUfxgCTR3d3deffVVHnjgATw8PKitraWry15qOtNISkrC39+fgoKCQyq0ZpI8s0KlUjF37lyWLVs2rWo0gEsvvZTGxga2bt1qGx30mZ/ucLMBGKjcDYKIEOiDNsIxG2+sqAPAc+4UYzVjcBT5DAc2HKchAlOMcMK42GcHcmYAfcKBgmu0xrHiwn2ssBmtqHeoHoCxSGxBAFlyGu0MELziNMVfYMRA986tyLJE754dVL30GF3bNxAamoabzpfmpjyCg0N4+OGHJ6jOvLy8WLNmzYx1QI6EROvo6KC0tJSMjAyXS4qtSrjAwED+/Oc/ExERwfXXX+/SNZ3AzODJJ5+kurqaDRs2IIoilZWOCYeZhJ+fHwsWLDhkn5qZJM+sEASByMhImxptw4YN06JGA0hLS2Pbtm00NzdxwQUXoFKpEN088HKSBG1orscyZgjt4bRRM9Zp99ChdpD0DGBunVrpLBtHxtKenYxw6rQgy7ZR0smwEXMjJockm6BSoYtXVNjO7ALc5ifaSLbhQsdjx9roUKXpIwp079zi8BwAn9TFY4o+gbaN/1MS1FoaqHvjeZo+/Cde2mBCQhbQ3JSPKEo8+ugjwAHVWU9PD6tWrSIxMXHGlLqHS6JZ/TUTExOn1cLgSFFfX09/fz9NTU28++67/OMf/zihcv4B4Oyzz+bss8/m9ttvJzY2lsLCQpePcmo0GjIzM6mvr6euru6g588keTYePj4+dmq06fjb+fr68s9//pPh4SEeeughG7nut8ixD5csSfSXl4Ak4e0kEM3c3Y9lLGzMmdLZ1NYNwgFPTLv3sdYpzgQB4+ocR1M1olZjU5iZ2xyH/uhnRQM4tQsQ3XS4zU0AUXCqdp4gCtiVg2XEsbBE4+WL/+LlIAh0bduAebAf89AALZ+/S/WrTyF39xEZlUV/bz0D/Y38+Mc/Jjw8HKPRSH5+Pnv37iUtLY3FixdPi6/moeBwSTRrY0SlUjF//nyX39OHhoYoLS0lOjqa6667jueee87l/tIzjR8sgQaQnZ3NVVddxXXXXUdSUhKFhYUuH+W0EgXWeNqpbuKuIM/GIyAggNWrV9vUaFVVjg0jjwTZ2dlERys3YH8nmw1Af1kRyM43G1mWMZbXgSw79T+zJaO5aR12/mVZRh5ThTktbPRTK9DUQb5gkRhpcPxALrrrlWhonEue3eYl2MIKhnc5VkyqfT0Vg2uVSNv2DU7/PXSBIfikLgJRpH3L59S88jTNH7+Fjz6c4OD5tDTtYGiwmdtvv53W1hYSExPJzc21qc4WLFgw44quwyHRenp6yM/PZ/78+S75bkxGU1MTXV1d9PT08Oqrr/LKK6+43CPnBGYGXl5evPzyy9x55522Uc5jkTR5uIiKiiImJobt27czPGw/9mCFK8iz8bCq0VJTUykqKmLnzp3TlggdGhrKPffcg0WSCFi8HEF0XLANVO5WjJ9D/Gz36ckwVtYrCZ1zHDdqpGGjzUtzyhHOg6U9SzKj/Y6DXcY3gKy2BJOhT1YS0gzltQ6Pizot7vMTQRQZynOuHPE+JRMkmcH9ZYz2Om4MCaJI0MrTARlDUy11b/+Vmtefgb5hIqKy6O9roLWlkDVrVtPR0c4VV1zBnj17bKqzFStWHFXK5pHiUEk0k8nE9u3b8fX1PS78NQ0GA3v27CEuLo6rr76ap556yvYcdQLff6xfv57CwkJbUMzxMMrp4eFh87VsbXU8Wg6uI8+sOFZqNAC1Ws29997LsMGAPiQSt1DHCuXhxmqkEeW51lkgmk3RJYDWicLM1NoFFsm5p7NVEOAsFG3cz51O1VhFAQ58nQF0iZEgychtPbZ9bzI80ueAJDOUv8cWijAZNlEA8pSigMCla8f2b5n6916m6q8P07+3kIiIpYioaWzIJSQkgG3bcvnPf/5DQ0MDGzZsQK1Wz4jqzBEOlUSTZZk9e/bQ3d1Nenq6y5OUrWE5UVFRPPjggyxbtowLL7zQpWtyBX7wFdwf//hHuru7+fDDD9HpdC5P5QTlZrts2TKGhobYtWuXwy+Vq8kzK9RqtU2NVltby9atW6dNjfbBhx+iD4nALdQx8TXS1cZoTweAU7NNc1s30tgYysHkzrowJ2oqs0VRa+F8hFPQaUEQnHugBY39Gw2POBzRBNBZE9KcRD+LWg1uC5JAFBl00rGBscLGIiH1dTPc4NznKGj5qYrXgsWMNDBEeORSenuqaW8rZu3aNbS1t/LYY49RW1vLxo0b8fT0ZPXq1S6duz8UEq2vr49t27aRkpJyXBQPRqOR3bt320Y3H3nkERITE129rBOYQZx00kn88pe/5He/+x0JCQkUFha6fJQTYM6cOQQHB5Obm+vwu+Rq8swKQRCIiopi7dq1mM1mNmzYQEtLy7Rc++KLFT8U3wWOw1JkWVYaNZKEt5PxTQBjWR1YJMXP0gFM7QdIU6dK57FCw/k+Y01Hc7zPqDzcbOlmzoIEdIlKQtpIRT2yE48b9/Q5IEkM7yhVkkEdwCMz1RY40FOY6/AcAO+UBWgDQkAQMDTVEhG5DNlioakhl9DQAHJzc9iwYQNms5lvv/2W7u7uGVedOcLBSDRrwa/T6Vi0aJHLFQHjRzcfe+wxUlNTT4xu/sDg5+fHSy+9xM0330xISMhxMcoJEBQUxKJFi9ixY4dD2wBXk2fjYVWjhYWFsXXrVsrLy6dFjfbWW29hGh1VlFJOMFAx1qgJD3RKfo2MNWp0s2Ic+psBmFsUUmvKiRpRQOMggAAmTto4rWlCA0AUne8z8RFjxJdzuwD3xWMkoUXG4MT/2SYKEEXapxAFqD288E9fCYKAsaWBAP9Z+HjH0NS4DYu5j6effprGxgYWLFjgMtWZIxyMRJNlmbKyMpqbm6c91OBIUVNTg8FgoLKyki+//JIXX3zR5fufK/CDJ9Dc3Nx49dVXefDBB3Fzc6Ouro7Ozk5XLwutVktWVhZ9fX0UFhZO+FIdL+TZeFjVaL6+vnz77beUlJQclo/bZLz99tuYRkfxWzTFZlO5W7lBu+mUbocD2NRcKgFNuGMTXZvc2YmyYPwozJTmzqLgfIRz3EZmbncieU6cOvoZUDYSScJQWGk3omMZMtD/dT5d//eZ7WdTpdJo/QLxnZ8JgsiosY/mxu3ExkZRUJDP119/jclksikLraozV8clw9QkWn9/P7m5uSQmJh4X/mLWxMPAwEDWr19PVFQU1113nauXdQIuwBNPPEFNTQ3ffPMNoii6PJUTlO+SVaWZm5s7IfXyeCHPxmO8Gq2wsJDc3NyjUvNZLBaKikvwSkx1aIQPMNLRgqlfeQ9nPpuW/iGbktlp0rO10FAJiE4Kl4OF1diINSekFhzYa5wG1oxrJI3UOSYhPRanjFkBgKFkoopFtlgY3lVB+3PvKvudKNK1c+sEL83xEASRkFVnKqOnFjNNjdsQRSMvvPACDQ0NzJs3j4KCAperzhzBGYlm9aJRq9XHhSIADoxuNjY28t577/H3v//9B1nU/NBx1llncc4553DbbbcRFxfHrl27XD7KCRAeHs7ChQvJz8+no6PD9vPjiTyzQhRFUlJSWLFiBa2trXzzzTc0NDQc1YTNrbfeiqjV4T17ocPjsizTX140Nr45z+l1jGW1Y40ax81hadRks3hxpnSWjSNjYTXOrAIOTqCpg/xAgNEWxwo0Ua9FM6aQczZVo/bzslkKDOXbq51H6lrofP2TsT1IRurvYbjeMdEGEJi5BkGtrL2jfQ+9Pfu55JJL6O3r4brrrqO8vJyvv/4alUrlMtWZI0xFolVWVlJfX09WVhYeHvbhRTMNR6OboaGhrl6WS/CDJ9AAsrKyuPrqq22jnLt27Zq2EZGjgU6nIysryxZZa/WgOt7IMyvUajXz5s1j1apVGAwGvv76a8rLyzGZHCuupsItt9yCqNXhMyfN6Tn9ZcUgy3gtm4fgZBzOWNkAKhX6lDin55haOhW581RjNWNwNlojajUgCBPjocdB5etpM8x0HiQwRgIaTU67Ou5pybauznBhJbLJzNCOMtqe+Rf1Vz5O58v/Qyv64LtgKQADFcWYBvocXgsgKOtkEBSZ/QcffEBV1T7i4uLIzc1l586dNg8iV6e9TIYjEm1wcJDc3Fzi4uKOi3EagNraWnp6eujuVgIyToxu/nDh5eXFK6+8wl133YWvry/V1dUTCglXQRAE0tLS8PHxITc3l9HR0eOSPLPCqkZbt24dPj4+5OTkUFBQwOCg47HGqXDrrbciSxan4QEA/RUlIIjg6YYuzrHH1fgOuy7e8Tnmtm4l9SzIzymxYfU2m3KEE2DUudWEJjQABMHpPqP290blo5jxjzhRO6u8PWxNqaF85YF+ZH8Tna9/Sv3VT9L6xP9hqeshcNnJSpiA2aSo9JzAMykVfUgEgqji9ttvp6+vl8suu4zi4mKbefNJJ53kctWZI0wm0SwWC/n5+QDHTcE/MDDA7t27iYuL45prrjkxuvkDx7PPPktxcTHbtm2zKViOB0RGRjJ//nzy8/Pp6uo6Lsmz8fDx8WHVqlUkJydTVlbGt99+S1tb22ETaR0dHbS0tuE7PxNR45i0MrY2YB5Spnc80h17cUqjJlvTw9lEzfgGvTrYcY1oTXu2Ws/YQa2y1RlO/TattjSNzkfcFbsAlc2H2hE8MueAIDCQW4xssWDu7qf3f1tpvP15mu74C0ObSvCbtwyNp1KfTeW5qXLzIDBzDQgCK1eupK2thVdeeYXGxka+/vprOjo6WLZsGUuWLHGp6swRHJFo+/bto7q6mqysrOOiqWSxWCgoKCA6Opr777+frKwsLrjgAlcvy2VwbSzdcYSHHnqIJUuW8M9//pMf/ehHFBYWkpGR4fKHOTc3N7Kysti6dSs5OTn09vaSlZV13JFn4+Ht7U1mZibd3d2UlpZSU1PDrFmziI2NPaQN0rrZ+C/OdrrZmPp6MLY3Ac5NnQGMZTVgsTjt1gCYW6eWO8vjuv2iU8+AsRABJ5uNIIqoA3wwt/c4Jce0kcEIGjWyyYyxst6h147Kyx19cgzGijq63vyczr9/iGQwogsJJ2jF6fikLkbj6Y3FaKBvzw5ki5meom1KaIADaHz88E/LontXLhEREeTn59Pe3k5CQgIZGRnHheLMGawkWlFREVu2bEGSJKKiokhOdhz9PdPo6+tj7969JCYmctJJJ/HEE08cF6q4E3Ad1q5dy2WXXcYVV1zBG2+8wc6dO1m9erXLZfnWxLQdO3awZcsWjEYjs2bNOu7Is/HQarWkpqYSHx9PRUUFGzduJDo6muTk5EP+e7700ktofPzxiHE+Ut1fXjzms+m8UWMdqxGD/ZzuEaa2LhAE3CIc+9bAgWbNwUY4QVGCORrh0QT7gyhicqIMANAlRzO8owxjZT0+Z2Q5PMcjM5WRqkYGc4oxltdj7uhB5eGFz+w0fOamK4SYIGBorGGofj/dO7fgOz/D8boFgeBVZ1L/zku0t7dTUVFBdXU1wcHBrF69+rgoDqZCRISiksjPz8fb2xtBEFi2bJnLk51BKWp27NhBbGwsd911FwsWLOA3v/mNq5d1Ai6En58fL7/8Mj/72c/YtGkTNTU1BAYGEhIS4uqlER0djSRJbN++HTc3N9zc3I5L8swKQRCIjo4mIiKC2tpadu3ahZeXF3PmzDnkOuzCCy9UUp7THN9rYaxRIyqNGm2MY0XPaE0LWBQ1obOpm/GNE5Wv49Ri2Zr27KyeEQSlFhk1OR3htwkOhoxIoyaH/tH6xCgGvi7AWFqDLEkO90/3JXPofvsrGDHTeMdfMDW2I6jVeCbMIeQnZ+IZn4KgUqH28qHt6w8YqNyNqb8Xjbevw3X5L1lJV8Em9u7di8FgoLCwELVaTVpaGiEhIS6v6aeClUSz1vr9/f1kZWXh7e3t6qUB2NJ0CwoK2LhxIyUlJcf13/NY44QUYgxubm688847rF+/nq6uLvr6+qiudu4fNZNwd3cnOjqarq4uQkJC8PNzrJQ63uDv7092djZpaWnU19ezYcOGQ5JBX3TRRcpms3CKzaZyNyCAKKCfG+/wHGnYiKlJUXg422ykUROWPkXurD4aBdpYOppkcD62qglRCDFnygBBpUI3lsZprHTsGQBjY5yApasPv4XLif/N7SRcdiuBmWvQeCo3WpXeDZ/UxSCKdBZsRrY4VyzErz6da6+9hpqaGnQ6HevWrWP27NnHNXlmhSAIJCYmMjo6isViIS4u7ri4oZvNZnbs2EF8fDw333wzS5cu5eqrr3b1sk7gOMATTzyB2WzmxRdfJDAw0KnP5UxDFEUSExMZGhpCrVYTExPj6iUdEtzc3Fi4cCGrV69mdHSUr7/+mtLS0oMqn7du3crwsAH/RcsRBCfEWHcHo11Kh93Z+CaAoVzxP/NIdU6QW42dnakCAFuxMmUKp/XcqQJrJAvGBueG3fqkaJBhyElCGow1pmQZJNB7hRJ9/pXMuvb3hK47D7fQSNt91m/xcpAljG1NGJqdKw184lP46cW/4qSTTqK7u5vs7GwyMjKOe/LMitDQULy8vOjt7SUhIeG42R/37NmDSqXi22+/Zfv27bz++uvHxR54Aq7FaaedxtVXX81ll11GcnIyu3btOqT08plAREQEGo2GwcFBkpKSjlvybDxUKhUJCQmsW7eOgIAAcnNzyc/PPyTP543fbsI9Kh5dgOPmyWSfTWffX2NlvaIM89Sj9ndMqpjbupVz/DydNnwk46iS9qx3fg8TtOqxc50p0A7US+YOxzYKtqkaSWa0wd77DkAbEXSg9ho0E37mBcy67kGizvsVXkmptiaR79x0BJWypp6ibU7XrdK7seaCX3Hfffexc+dOUlJSWL16NaGhod+J+6KnpydRUVF0dXURHBxsS251NVpaWqivr8fT05Mbb7yRN95447gg5F2JEwTaOKSmprJ+/Xouu+wyoqKiKCsrOy7S0qqrq9m/fz/p6en09vbaxjm/CxAEgdDQUFavXk1KSgrl5eV8++23tLa2Ov0dNmzciHtkPLpA51/O/vJiANQBPhj3Vjs05jdWNdr+36ncedyN32lizXgPNK3jjrOg04DsXIEGY5HSKpVSSDmBblaUEiRQVuP0HPclKUphA7iHx6APctyt8luUpYzXjBrHCMeJcFOJnBbtz+1Zs/EOi+KGG2/EYDC4XA1zOBgYGCAnJ4fY2FjCwsKcmqHPNEpKStDr9XzyySeUlZXx8ssvfyc27xM49tDr9fz73//mH//4Bw0NDQwNDbFv3z5XL4ve3l62b99OcnIyvr6+5OTkTPBEO97h5eVFeno62dnZ9PT08NVXX1FVVeU0rOE3v/kNiCI+89OdXtPms4myV5h77cdEZbOFkf3KXqNPctyoAWyKMI0TpTOAPDKW9uxshHO8Am0qbxoZ6B92GhKgS4xU9pAhI+bOXofnaEID0IQpvqEab18845IdppR6Jc5B5aGQYI48N0VgcZAXt6RFs3rtWp566imefvrp70wjEA54nomiyMKFCyksLJwynXOm0NTURFNTExqNhjvuuIO3336bwEDHXq8n8MPDww8/jLu7O8888wwhISHs3LnT5X5o1rFNLy8vUlNTycvLOy58pw8VGo2G2bNns27dOnQ6Hd9++y2FhYVOnzufffZZLGbTlOEBI51tmPqUxrpsHGG0wfGYqLGiTrFcmapR066EoukjnNdPknFkLO3Z+RijdQ9yZkujDvA5sDe2Oa6TNWGBtlCbESc+aAAemXMV1bTBgM/cxaj09h6hKr0b3qmLQBDp3LHFoSgg2lPHb+eEcdkZ69iwaTO/+c1viIqK+k49e1dWVlJbW0t6ejpdXV1TpnPOFIaHhyksLGTWrFn86le/4sYbb+Tkk0926ZqOB5wg0Cbh17/+NevWreO6664jISGBHTt2HJGH13RhvOdZeHg4y5cvp6Ojwy5Y4HjH+BS16OhoCgsL2bx5Mw0NDRM29PXr12Mxm6f0pDEPDWBoqgFk5GEzrY//H3W/fpiWh1+l939bGKlpRpYk5YYtiuDjgcrbsfmiqfWAGkwd6JjpH1+oOOvoCFqNokBzUtTAWOEkS4rnmhPok5QgAVNTh9PoZ02wv82cs7+ixOm13EKj0IdEAALdOw74Bvjp1Jwe7c9tadGEumt5aW8z77WN0NbRyXnnnef0escb+vv7ycnJISYmhtTUVNLS0qZM55wp1NfX09bWhtls5v777+df//oXvr6+LlvPCRx/SEpK4m9/+xuXX345oaGhVFZW0tXlnFg/1hjveZacnEx6ejpeXl7k5OQcVRiMK+Dn50dWVhZLliyhsbGRr776ioqKiglk4OjoKPuqqvCZvRC1m3NjXmV8U0bl4Unny/+j/qrHaLzjL3S9+QXDxfuQRkYZrWtVkppxHiAgmy1YehSlgjOls2w2Kw0PphjhnJCO5pjcHO/l6Ywc08WHH0hIm0rtnJkKokjP3p3ITgpvQVThn5YFgkDf3p2YhxWSUSsKLA3x5ncLIlkd4cvn9V38taKTyu5BPvjwo+8MOWslzyRJYtmyZcTExEyZzjlTGBoaoqioiKSkJC699FLuuusuVq5c6bL1nMDxB41Gw9tvv83bb79NZWUlIyMjVFZWumw9kz3PEhISmDt3Ltu3b3eYznk8Q6/Xs2DBAtasWYPFYuGbb76hsLDQLvX0oYceQuXmgVeS82CAgcoS2/14MGc3jbc9R/01f6LjxfcZ3FqMuXcAWZYxlteBJKNzIgiAsUaNxYImxHmDQhpW7r3O9hnlmEJ8OatpBLXK5qXpdKpGFJVwNJwHCcCY2lmSYMSAscX5fuSflg3ymChgrPYRgGRfdy5LCeWy2WFU9xt5qriBvH6LzXv4uwBZlikvL2f//v1kZ2cTHh4+ZTrnTEGSJHbu3El4eDhPPPEEvr6+PPjggy5Zy/GGEwTaJAiCwIsvvkh9fT3/+c9/8PDwoKioyCUfXkeBAW5ubixfvpyenp7jopt0uBgvg46KiqKiooIvv/zSVuD84Q9/QOXmgfesuU6vMbBvj+3/E35zOwmX307wyjMRB9X0vLOBprteoO43D9P32TaQJDznOu/W2OTOHnoEJ34mtkJF41xmLuoUAs0yOOz0HHWwH0gy5vYep8XI+AJsvIJuMqyFTV9ZIbIThQWA/+IVgIyhqZYIyxAXzQrhpgVR+OrUvFbewmvlrTQPj6J29yQgYzWtbW1s2LDB6fWOF/T29rJ161bi4uKYPXu24tkwRTrnTGFgYICSkhLi4+O59NJLeeihh8jMzJzxdZzA8Y8LLriAH//4x1x99dUkJSWxc+dOl4TXOAoMEEWRxYsX4+vry9atW48LVefhQBAEgoODWbVqFQsXLqSrq4svv/ySwsJC+vr6uPzyy5ElCb9F2U6vYervxdiqPMyHnnQes657gPCzLkTvGc7gxiJaH32d2sv+SOtTbyp7iFpEE+Y4ydnc2WtTDaudKZ3HN2qOdoTT+js4KWxEnRbtQRLSANzTxwob0yiGplqn5/kuOHCPU9eWckaMP3cuimFRkCcbmnp5triBkq4hZCB41RnIkoUf/ehHTq93vMBa8AMsXbrUNrbpLJ1zpmA1c46KiuKBBx4gOjqau+66a8bXcQLHP2JjY3nllVe46qqrCAwMpKqqyiXhNc4CA2JiYliwYAH5+fnHharzcOHp6cmSJUtYuXIlgiCwefNmcnJyaGlpoaqqiu6eHvzSshz6VVrRX1YEsox36mKSb/wj0T//LT6JCxnd20T78+9Sf9XjNNzwNNJYfeFsogawNeid7TMwLu3ZidIZxvk6O2nUwNhUDc73GRibqhFFBqewC9AlRSJ6ugM4nJaxwi0sCn2wIgoY3p3PslBvbloQxXnxgdQOGPlTYT3fNPYwYpHxS8tC5eH1nUi9l2WZ0tJSamtryc7Oto1tTpXOOVOwBgHu2bOH999/n7fffvu48P48HnDir+AAXl5evPPOOyxfvpysrCz6+/upqakhPt6x19axwFRpm3q9nuXLl5Obm8uOHTtYvHjxd8JDYDw0Gg3x8fHExcXR1tZGdXU1FRUV/PLii8lv6qJf5fyj2V+upKK5R8aidvdE7e6JLjCUgIxVyBYzw011DDdU07H1C4CpuzVjcmfdwYydBRDdnI822qTQDkZJrRi/oVm6+1EH+tqf4+eFys8LS88AI5X1uM93bG7tsWQ2ve9tBCSGGvbjGes4dTJo7iIWCIOcsu4kgkJD2dk9wse19fSNHiDdZFlmqG4fQzWVIMtcddVVLu1SHgzd3d1s376dWbNmkZg48e8zPlggJyeH7Oxs3Nzs5eDHAiaTiYKCAmJjY7n77rtJTU3lpptumpH3PoHvJtavX09GRoYtvGbXrl1kZmbO2MjBVGmb1nTO4uJitm7detzEqB8OrBYCoaGh9Pf3U11dzZYtW0hJSWHNGWfRGRGLs/bDwL4DD/Ke8Smo9G74zl2C79wlyLLMaFcbQ/X76dyuNBzcZk+R9DyuwHA2wjnRKuDgCjRnI5yiXoforkcaNjoNrAHQp8Qw2tyJsbzW6Tm6uHBEbw+k/iH6K3fjHuX4GUjr5cvys85jxbwUFqWlUdpn5LXyFuoHJxZfoz2d9BQqhNTXX3+N0Wg8bi0DRkZG2L59OzqdjvT0dLtnLGuwQEFBAenp6TPqB7N3715ACTX4+uuvKS4u/s49A57AzOG8885jw4YN/Pa3v7WF16xatWpGn42mStuMiopCFEUKCgpYtGgR4eGOk4yPZ3h7e7Nw4UJmz55NXV0dJSUltLS0cN6551EbvQBnNNRobxcjnYpfpXfSXES1Bs/42XjGzwbOwTzYz1D9fnpL8myWM1onadCyJGHu6gMmKpHtzrMSaFMo0KxNHGf7DIAm1J+RqoYpbWn0SVFKE6Z3EHPvIGoHwQaCKOKRMZuBTYV0795B8KoznT4DzT35LNLcJdasWUPHiJlvGrvZ0z2EZRy3ZBkx0rNrK7LJxJDZxIcffsg555zjdI2uhCzL7Nmzh+bmZpYvX46n58S/z/hgAVCspmbq+dBam0dERHDuuefy5ptvEhXlvJ7+oeGEAs0J0tLSePzxx7n00kuJiYmhtLR0xro2U5FnVuh0OrKzszEajd/JMRsrrAVOVlYWf//73xkeGuKG88/ld/MjyQ71wU098SNqMRoYqtsHsoRX8nz766nUeEQn4JWUqkh9cT5WA1ZjZwuaEOfGzrJxFATRaWINjNuIZJyqy8ZvaFN1bPSzokEUp4x+Vgf4IOh1wJhPzyREe+r4SXwQ92QmcvIZZ/LJp5/x60t/xaf7mmzkmSxL9Ffupvb19dT/60XUQxaCgueyb98+ioqKnL63K9HQ0EBubi6zZ8+2I8+scIUSTZZldu3ahU6n45tvvrGZOYtOCuoTOAFQAmL+/e9/s379etrb2xkcHKSsrGxG3nsq8swKQRBYsGABYWFhbN68+TvlVTMZ1gLHbDZTUFDAL37+c+5aHMMZMQEEu9kXEsqIiIBHTJKdJ4sgCOgCQ/FflA0WC8gyuimSnm33e40K0d0xYTS+UHE+wnmgsTSl3+bYXjOlMiAxEiwWRmtbnCatYZGUAkgl0r17h10H3Fer5qRIP25Li+byC35ObU0NV199Nf/4dOME8szY3kzjR/9H1UuPMryvjIjIZUiSxI033uh0fa5Ef38/mzdvxt3d3SF5ZoUrlGi1tbU0NTXh5ubG7373O9544w1CQx37oJ7ACVjx5JNPYjabef755wkJCSE/P9+pP+R04mDkmRUREREsWbKEXbt2UVlZ+Z2yqBkPnU7HrFmzWLt2Lf945RUWL8vinlXzuTApmCQfNyZTH+N9Nj3i7BPk1Z7e+MxJQ+sXCKIKbUyow8RLUBrz1pTOKRVoY6oyZ9cBEPXaCec6gtU3eipbGmswGsDIPsdqZ1mW0UaHgkVCHuq3EYpWaEWBxUFeXJUazu0/PhU3Dw8eeOAB7n/mLxR3HSDPzMODtG/5nKoXHqJj8xeEBM1HJWi47rrrna7PlTCZTDblpSPyzApXKNEGBgbYsWMHycnJ/OY3v+Hyyy/n7LPPPubv+13CCQXaFLj22mvJzc3l8ssv59VXX6WgoIBVq1Yd0y78oZBnVmi1WrKzsykuLmbTpk1kZGR8p4x5x0OSJD7//AvMZhP/+uRLTvrxz1iVnsYp0X6U9wxT2j1ERa+Btv2lNmLMK8n5mOf4cRNdrPOHS1Oz0jlx5ksDYxuIIEzZrREnKQMEB0WS6OWuREObzJjaunFLddzN182KZii/FENptS36WbZYGNnfhGF3FcPFVYzsa1BGggSBnr27CD35PMI99KT4uTM/wBNvrYqizkFe3NtMXUMD+7/6EoDe3QX4LVxKX+kuurZvZLSnAx/fWKJn/5jenlraWgsRRRXBwc4Vea6AVeJcV1dHRkbGQdc300q08vJy+vv7sVgs3H333Xz11VcnzJxP4JCQmprKSy+9xMUXX8yGDRuoqanB29ubyEjnhvRHi0Mhz6wQBIG5c+fi5eXF9u3bSU1NJS4u7pit7Vjjj3/8Izt37uR/n39FxlnnsW71Kq6dF0Hz0Ch7uoYo6xmivaeX4YZqQHbYqLHC1N+DeUjxvNFP0agxt3WDSoU2LMjpOYeS9iyIIqhVYLYcRBkQwGhd69QE2jhl9kh1E26z45BlGXNrF4bd+xkuqcKwez/yyCioRDAOYWxrIjgqhtl+7szx9yDe2419vcN8VNNJRc8glZ9+gamvG/edW/BMSmWobh9ded8yVFOOzs2XhITTsFhMNDZsBQSio52Tjq5CS0sLu3btIiEhgeTk5IN2+2dSidbV1cWePXtITEzktNNO4/bbbz9h5nwChwS9Xs+7775LRkYG8+fPZ9asWRQVFbFo0aJjpmg5VPLMitDQUFasWEFeXh79/f0sXLjwOzsu9vrrr5OTk0NuTg4JS1dxypln8ZOkGCyyTEmnss80DI7YfDY94lJQ6ZyrcYcbqkGyoE92no49/n4/FYFmC6s5BA+0qfYZdbAfWCTMbd22WmUyVN4eqAN9MXf2YqxswCN9DgCWgWEMe6sxlOzDUFSFubsPRAEkmYGKErxCwkn0cWO2nwfzAjzoMpooaB+guHOQ2i076d5XBbJMyNqzsRiG6CrYTG9JPoIMYeHpeLgH0di4DYvFeFw+iw8NDZGXl4der2flypVopwh0gJlVoo2OjpKXl0dsbCz33XcfHh4ePPbYY8fkvb7L+G7emWYIgiDw8ssvs2LFCh5//HFuvPFG8vLyWLFixTGJMD8c8swKlUpFWloa+/fvJycnhwULFnwnJZaffPIJZrOJgMAUMMFHLzzDR4JA0tIVrDnlNFYkxvLThGAq/CW2CQMUV9Wg9XH+NxpuqlVGM2PDnHqbKXLnXsB5AieAZBgb4dQfggINpRBypDIQBAF1oC+mls6pR2sSoxRyzALdb36BqbkTQ1ktsnEEUa/HIzoJ/9OWotW74VdTTHp6OlkLInHXadnXa2BTcy97u4cwSUqXQhcQgntUPMONtXTmfklnzpdYjAYCg2YTOHslXV2VVJT9F0EQOOWUk3nttdcICwtzur6ZhslkYseOHQwPD7Ny5UqnXZrJmCkSrampierqasLDwznppJN4/vnnycrKmvb3OYHvLy688EJKSkq44IIL+N///kdRUREeHh7HpCFyOOTZeMTExODp6UlBQQH9/f3MmzfvO6mwLC7ejbt7EN4+0RR8+B7b/vMGgfHJrP3RuSyeN5dTo/3p6PMh95e/JD8/Hzkx1em1hpsOqIR1iVMkcLZ1K0pnJx5pMLHTP+VojUaNbLZMGVijDvJTUs2mUAZoQgMQ3HTIhhH6Ps1lYMNOjHtrxgoZEbeIWAIz1+EZnwxbPyZ9URrLMpOJDg2mYcBIWc8w7+/voN80pmIRRPwXLadt4/8YrttH9d8fZ6S7HQ/PUJKSf8SIsZfamm+wWEwkJMTz0ksvsXbtWqfrm2nIskxlZSX79u077DGymSDRhoeHyc/PJykpiSuuuIKMjAzuu+++aX+fE/j+IiEhgXfffZezzz6b//3vf3R2dlJVVXVY+8Ch4nDJMyt8fHxYtWoV+fn5bN26lczMzBkbNZ1O/PnPfwZJJjwyk6biPbyQu5FXfPzJPvs8lmZmcklyKJIskTf0I0WFFOTcIsgyYmSkU1G4HnSfGYPKx7nQw6o4nnqEUwOieJB9xvfAGnsGlGROB9CnxDCY28/wzjJksxljaS2j9a0gy2gDg/GOn4/nKalI+4qYE+hLZlYW8+fF0DdioaxniH+UttA0dGB/9EvLonunEoxW88/1jHZ3ota6Ex21HI3ag6bGXJoMuXh6evHEE09w6623Ov0dXIGOjg4KCgqIjo5mzpw5h/wcNRMkmiRJ7NixAy8vLz744AO2bdtGQUHBQQm+HyJOEGgHgZubGx988AHp6enMmzePjIwMdu3aRUZGxrR+cI+EPLNCEAQSExPx8vJix44d9Pf3M2fOnO9UdO+aNWsIDAyks7McUdQQGDQXrdaD5j2V/C33W0StnpjFS5nt78mSxYu49NJL6R6xUNYzbOvkjBe1DtfvB0lCN0W3ZqLc2dfpefLICMiyU2NnmEygTTFaE+qPqaVzSmWANi7M1onp/yIP98g4AjPW4hGTREBUDCn+XqT4uTPL152BnhXk5+fz2v8+pyd2AWYn0l7/xcsZbqjGYhgmMGgO/nHJtLcWU172HiqVmnPO+RF/+9vfZtTH5VAwODhIXl4eHh4erFy58rCJ62NNovX29lJYWEhycjLnnHMOv/rVr7jsssum7fon8MPBww8/zJ49e7jhhhtYv349+fn5rFq1alo9oo6UPLMiICCAlStXkp+fT25uLunp6eh0umlb30xg9eqVfPPNBoaHO/D1jcfTK5Th/i7eXf8n3kEiIGkOqXExpKXM4t777kPUuVE+ts9U9RkYlQ7cYw1NNSCqUAd4o/Jyd/qepuaDGzsfyggnKGpni2Fk6tGaYD+wWDA1dyDLssNnAWtCmmH3foZ3lKMPicA7fgEea5Pwik4kKciX2X7upPh5oDt9KYU7d/HpJ5/Qu3AtQ2bHNgU+89Np2/QJSBYEg5mU2T+ht7eOqspPkGWJ1NQ5vPDCC8ddWqTZbKaoqIju7m5WrFhhM3E+HBxLEs2aBBoeHs6zzz5Lf38/n3766XfqGe8Ejg+sXbuWJ554ggsuuICvv/6aiooKvLy8pnUM+EjJMyusFjXjp2sOty5yNS699FLuuOMumhq3o9f7Ex65FItlhE3vvM03b7yMW1AYcxYsZG5EMBdffDEhYeFU9xsp6xmivHeY/nE+xYaWehircKYKELAqndVBPk7vDbLZbKt7xClIEUGnAUFAGnZuDzReeGBq63ZKoOkSoxjMKVH2wWEJ98h4As9YjUdMItGhIWP7jDth7qdQUV6ueDv2C/RpHJOAusAQ3CPjGW6qxdzXS+KsMzCbRmhq3IbJNIS/vz+PPvosN9xww3F1j5RlmZqaGkpLS5k3bx4xMc7rU2c41iTa3r17MRqN9PT08Nhjj7Fly5bjbiLpeMEJAu0QEBkZyX//+19OOukk3nnnHXQ6HeXl5cyePXtarn805Nl4hISEsHLlSvLy8hgYGGDx4sXHRCl3LODp6UlHRwebNm3innvuYfv2PCwWMzqdN2Hh6QiCQHNRETUj/Xz6ycfM/u3tzEtKIMXPnYuTlY2/vGeY6n4DDZ09lA8qRpr6pEPr1kw9wjkKsjylAm3yCKczaIL9MahUtoLK2bW0UaGM1rUQsiCT9J9cRKSnnlm+bkR76WkZGqW8Z4hvm3op+Ncr9JcXofH0IfHqeU5vpF5Jc1G5eShS585yOjtK0en0XH755Tz99NN4eXk5XY+r0N7ezo4dO4iJiTkqQvhYkWhGo5H8/HwSEhK46aabiI6O5oknnjjq657ADxMqlYq33nqLpUuX8tJLL3HhhReSn59Pdnb2tBiEHy15ZoW7uzvLly+nsLCQzZs3k5GRcUSEg6vw1Vdf0djYyB133MGHH35EY0P1WNNmDlqtJ0MdbWze9xmbv/iUkFVnsPiUs0jxc+fUaH/O16mp7jOyr2+YxsERmtqbxsZqnI8iyrJsM38+6D5jxRT/3tbxzilHa6wNIRksfUMOjZtBSUgz7K1Grdaw/Jo7ifTUkeDjxixfdwxmifKeIf5b3UFR3nbqPngdgISw2egCHJNDajcPfGYvpK+0EKOhm/Ky9xBFFStWZPPCCy+QmupczecqGAwG8vLyUKvVrFq16qgI4WNBoln9NbVaLVu3buX999+noKDgOxfocQLHD6655hpKSkq49NJLeeedd9i5cycrV66clufAoyXPrBBFkYULF1JTU0Nubi7z588/Lke+neGWW27h+uuv59FHH+XvL/2dpsY8QMbHNw7PkFBGR4fYteFLdsoy73y5kfQrbyPFz50FgZ6cHRdI69AoFb3D1A8aKeluBUEEjYg61LmK2dTWDbKEZopzJOOBoLOD2tIIU3ttqvy9QRRBkhRbmjmOrR30ScpUjSAILLjgtyTGxxPrpSfFzwM3tci+3mG2tfZT2tpJ4VP3KKOZayQCMlc7fW+/xdkMN1YjWSSqKj8FICYmmsce+we/+MUvnL7OVZAkiZKSElpbW8nKyjqqWv9YkWh1dXU0NDQQGBjIueeey2uvvcbChQuP+rrfV5wg0A4RS5cu5a9//Su//OUv2bBhA9XV1Xh5eR21T810kWdWeHl5sXLlSnbu3MnmzZvJzMw85JG34wGrVq1i69atmEwm1q9fz0svvURV1U5kWUIQVCDLqD19wD+EPd1D7OkeQgCivXSk+HmQHuzFj2L8ufbtt6mpqaE9wpsmlUSjZKBNHmF833wCgebv7XRNkmEEJPmQEmuAqSXPwX4gSYw2t9sdc0dFpKgnUnAj+PobiPbyJzQkhG6jieahEYo7B/n3vvYDIzOA96x59JfuwtTfw0hHC/pgx2MngkqNX9oyOrd9Q1xcLNdddx033HDDcZncJcuy7XsxXSPJ002iWSwWCgoK8Pf35/XXX2ffvn22IuwETuBI4e3tzUcffURGRgZz584lISFhWnxqpos8s0KtVrNkyRIqKyvZunUraWlp36nktMjISN58800APvvsMx555BG2b8/DbDbZ9hkAj8RUageM1A4Y+by+mwC9htl+7iT6uLEy3Jcrnv0TTU1NNGKkTeVJg2SgSTYyOm6nsfQNIpvMgPMEThhHiInClP/W1n3ooPvMGMxt3RMINDUC4YKeSNGN0FPOITz7bKKjoxmVoGl4lLoBI9829dIyfOD6+thZSgEnSwxU7ka3zDkx5Lcom769O/Hx8eEnP/kJTz755HGrHunu7iY/P5/Q0FDmz58/LSPJ002iVVRU0NfXhyRJ3H777Xz55ZffKSLhBI4/CILAc889x8knn8w999zD/fffT15e3iF5MU2F6SLPxq8zPj4eT0/PCdM13xXrAK1Wy/3338/9999PVVUV999/P//738c0NdQAAlZVmVfyPDqNJra29LG1pQ83tUiyrztJPm7MCwjgkqsuoef8s6ntaKVDHUijbKRBMjCAecL7mZo7QZLRBE8VinbwtGcY22fkqQk0QRRR+3th7uyzs6URgEBBS5TgRkRSMEF//CNxcXFodTpajWYaB0f4b3UH1f2GAwmaaj3ukXEMN9TQX140JYHmPWserW7uiGYTy5Yt45lnnmHRokVOz3clRkZGKCgowGw2T1v67XSTaF1dXezevZukpCROP/10br75Zn7yk58c9Tq/zzhR7R0GLrnkEnbv3s2FF17IRx99RFFREXq9/ogNCqebPLNCq9WSmZlJaWkpmzdvZsmSJd85CaZGo+HWW2/l1ltvpbe3l6eeeor//Oc/lJeX4508f8KNQgbqBkaoG1Bu9O3ffoy+aR8JKbNYdOUFZIhunKcOQ4VA89jG0yQbqRU90EdH02cZQZhio5eGD55YM34jmmrD0QX54e/nh5+fHymjWsLdfGykWYCopUsapUE2sF9u4ZMXXqC6upqwy25D7e6YBPWIS7Z1gPorSpwSaAB+C5bRmfsNwcHB3HTTTU7PcyUsFgvFxcW0t7eTnZ09rR5Q00WiWRUBkiRRXl7Oiy++SF5eHr6+vtO21hP44SIxMZF33nmHc845h08++YSurq6jUjxPN3lmhSAIJCcn4+XlRWFhIQMDA8yaNeu4Gpk4FJx++umcfvrpWCwW3nrrLV544QV27NiB4O6FLnDiWFPXuCJnqH4//Z+9RWJiIguvOJ8k0YM16kC8UNMhj9AoG2mUDDQMD6OKi6O7u3tCEvNkSMYREEVE96kVUAfS0aYg0AJ98fLywt/fn1izlmiVP5GCG5GinlBBjxELjZKReq9+3n3t/9i/fz/qJWvxnZ/h8HoqvRse0QkM1VfRX1ZM4LJ1Tt/bLTwGXWAoxoEeXn755Sl/F1eirq6O3bt3M2fOHOLi4qb1cztdJFpdXR379+8nMjKSk046ieeee47s7OxpW+cJ/HCh1Wr5z3/+Q3p6Ou+99x6nnnoq27dvJysr64gagdNNno1HcHDwhOmaJUuWfGema6xITEy0NW22b9/OE088wcaNG+nt7cUrad6Ecw1miaLOQYo6B5FlidoX/kBcVCTzfnIas8QI0gQfggQdA5hplAw0ykZaJCMa7wC6As0IwVMp0A7NKkCpaeQplc4AHlGhuGvcCdd4ES/6KvWM6EaEoLfVXI2Sga2lxbz88sv06H0IP+cSp9fzSp7PcEM1hpZ6TIP9aDwdixsElRq/hVl0bv+GV199lfh45x5yrkRfXx95eXn4+fmxdOnSaW2yTxeJNjAwQF5eHrNmzeKqq64iLS2N3//+99O2zu8rThBoh4nHHnuM0tJSrrzySlvhvHz58sMeYTlW5JkVoigyd+5cvL29yc/PZ/bs2cTHx3/nihsAX19fHnroIdRqNQ888MCU6ZsAQ/XVdDY30B3kQYNZiUMWgCBBO1ZEuLFY9GF15kn4rvkROp2OUVmiXzbTj0n5r2z9rxn/mHgGBTf0UTF4C3okQDUWRh0i6LAgI7hp0Ccno1KpiPQKJljlj7egxgcN3oIaL0GNt6DGc0Uq4sqf09fXx6BWpEOUaJAM5MrdNElGhlHUZSZNPw3Fxcrv31Tr9HdW6fR4xMxiqLaS/vJiglec5vTvovHxwzMhhfyCAiwWy3GnPrOORMqyPG1dmsk4WhJNlmV2795tS9y88soree+990hOto8fP4ETOFKsW7eOxx57jJ/97Gd88cUX1NTUoNPpDvsh8ViRZ+MRHh6Op6enLTkt7f/bu+/wKKvsgePfd1oyk0nvvReqUqQjxQKyC4p1we6q2Jbd1bXv2l39qbvququua1nr2gt2pYTeQyekkYT03qa39/fHZIYESTIokML9PE8eQngzuROS98w999xzx4wZlJWYSqWSK6+8kssuuww/rZawIxZqjmSuLqOltZWt27bS+PtfI9kPARCIikSFlgTJn3RFAGdEZRH06KPo9XqcskwHh+NLh+ygTbbTjoPqiHjqhw9D1voR2RlnXMioOmNNrOSHAxldRiZOdSChsYkkK0MJxB1bgiQVwZLaHWv8VKjefhuTyUSb3UqbQkWlbOFHRwMVspkWuXMbjwIOlRzAUd9CSFVZjwk0cE9sjOVFWOqrsLe1oA4+ejJQkiTCxk2j5vuP+fzzz7ngggt+1v/HieJyudi3bx8VFRVMnDiRyMieT0b9JX5pEq22tpY9e/aQkZHB+eefz5VXXsl11113IoYqnKIiIyNZtmwZ06dPJykpifT0dLZt28aECROOqcrrRCbPPPR6vXd3zerVq5k4ceKAbD3ii0mTJvHpp58SHByMOiQcv/CeCxysjXWYO9rZv38/zeefwVZ7JQB+KIiT/N2xRqFluCKA8+/4E8HBwSgUCgyd85f2zvjiiTVNGjvBI0bgcDiICApDIfnjQvbOaWI65zRhMfEYsrPR6LRkKYI7Y4z68J+dccf/wf/DbrfT2tGOQeVPlcvCVmcLn7ks1MoWby12U1s1bYcOofTT9tiXE9ztZuqWfw5AR+Eewsb2vGAQcvokGjcu5/LLL2fjxo3H/h9xglVXV5OXl0dmZuYJW1z8pUk0s9nMxo0bSU5O5rHHHqO5uZlly5YNmirP/iTJcg9dx4UeGQwGzjrrLJKSknjkkUcoLy9n+vTpPvekONHJsyN5tilERUUxatSoQbdy45GUlERVXT3Zv3+sx4ox2engwN/vRXY60U87jbDFc3rcnll59z+xldcSPWcyqddd6A4M3snI4UChrW9HrVCiDtCi0mlRAgok/CUlZtmJExkXMrYm9zYLs58So17jDVxdE3ItJgP7bngUh8NB1NLL0E8ZddSxybJM2XWPIZuthE+aTfTMX/f4fWnZuZGa7z4CIP3Ge/EL63lC0FGyn4qPXuX+++/nscce6/G6k62pqYlt27YRERHB6aeffsKTe7Iss3PnTpqamo4piVZQUEBZWRlBQUHMnTuX5557ThwaIJwwd999Nx988AFff/01paWljBkzxjsx78vJSJ515dmmYLfbGT9+/KCd3Nx333088cQTJF9+GwGJPScsD338GoaS/agiQoi56wrU8ZFIR3nR2fzRClo/X41/kJ6RL99PEGpvwqvrRCSg1YKfU0apVqEOCUSJhAIJJRIaSYFJduAE7B1GHBYrNknGFBbQGWOOWPjBwYGHX6Z9/0H0008n6taLe3we9f/8CMPGPWiCI8i48Z4er7O3t1L04iMARJ91AeFn9HwQgNNqofCFB0mIjeHQoUM9Xneymc1mduzYgcViYeLEiSelj1hVVRU7duw4piRac3MzGzZsIDs7m8svv5zU1FTee++9AbfoJQwNy5cv5/zzz+f9999Hr9cTEhLC6aef7tNE/GQkz7qSZZn9+/dTVlY26FoHdGU2m9Hp9YRPmOnz6/voO69AOzINxVEONLOUVFJ9/8soFApynlxKRHLC4XkMh+c0eosT/w4rKpUKdWgQSoUCZZc4Y5adOJBxWm3YO4zY7XYs0cFHxJnDxQaHvlpN5bvfIPmpSX2j51OBDRv2UP+PDwDIuPnPaIJ7nvuWvPoU1sZadEkZpCy+pdfv46EPX8FUXoTNah0w90fP7pTS0lLGjh1LbGzsCf+aBoOB9evXEx8f73MSzWazsW7dOsLCwnj33Xf5+OOP2bBhw0kZ71Aw+JaJBwC9Xs/XX3/NtGnT+Oc//8mSJUvYuHEj06dP77MB7clOngGEhYUxY8YM8vLyWLVqFaeffvqg29IJUFldTWDO6b1ut7TUVSE73VVchnW7MKzbhTIoAE1SDJrkGDSJUajjo1DHhmOvdzd2tgXrqJet1MtH33pZdtcTuNqNhF48m9CLZwPu1Z8n/IfziLUAT2e10lseRrbZCb9qHsHzphx9gFolTpUCHGCvawJAdjix1zZhq6jDVl6LrbwWa0kVcudWUFPFwV6/L4EZI6jBHWA7CvfgN2l2j9fqU3NQBQbzj3/8Y0Ak0BwOB/n5+ZSXl5/UKsmfU4nm2U4THx/P3Llzuffee0XyTDihnnzySerq6li8eDEff/wxO3bsQKPR9Fk1c7KTZ+A+OW3KlCnk5+ezevVqsrOzycjIGHRVz2+++SYKPy26+JQer5Fl2X1f7jwgoPLOF5A0ajSJ0Z1xJhpNQhTquAgctU3uXjKhgTTLdpqxw1GWLRve/ZyO1TvQJEaR8OSt3o97Ys2j1kKsuKh7+QOMm/bin5NC3AO/7XGMrlA9KBTYaxq9Y3Y2tWGrqMd2qBZreS22g9XYaxtBqcDWXI/TYkbpf/T7oDooBP+oeCz1VbQf2NVrAk3p50/IqDOo2LWJtra2fj9kQpZlKioq2Lt3L9HR0ZxxxhknbSHxWCvR2tvb2bRpE5mZmdx2220EBgby1ltvDZjJoTD0nH322bz++ussXryYr776ioaGBvLz8xk+fHivn3eyk2fgfu02YsQIQkJC2LlzJ9XV1YwaNWrQnQZ9//33g8vV544aU1WZu02LLFP39DsgSahjI9xxJikaTWI06rgI7FUNgDt5YwzTYZEtIP/0BE3jjnzqnnFvJU1+5V6UQe5FhCPnNB1rd9Lwr48BSH37IST10dMFtmAtuFzIZitOoxllgBanwYy9sg7boTqsh2qxldZgLa/xfo65qqzXBFpg9misTfWYDhXjNBtRante6AgdOw3DwQM89NBDPProo71+L0+G1tZWduzYAcD06dMJCuq5v/bxdKyVaJ6TnQMCAli+fDlvvvkm69evF8mzYyASaD9TREQE33//PVOmTCEmJobzzjvP2z+gpxdm/ZE889BqtUyZMoWysjK2bNlCYmIiw4cPHzTVaO+++y6y00mQL8FGkkCWSbvhbmyNdVjqq7HUV2HacIC21g3eBtEeqsje+2zJVncPAOkoqz5dSWoVss3eaw80cPensVfW0/7jFgxrdmGvb4bOpJ8qMAi/yDhCR07G1tJIe/5OzFVlyE4HkvLov64qfRD+MYlYaitoP7CLiF4SaJJCQdjYadSv+Ybt27czbty4Xsd6IjU1NbFjxw78/PyYOXPmST/s4liSaDU1Nd7tNPPnz+eyyy7j7rvvPqnjFU49kiTxn//8hwsuuIAbbriBV155xXsyZ0899/ojeeahUCgYMWIEsbGx5OXlUVNTw5gxYwZVNVpNbR3BI8YdtZrMw9bSiMtqBiDuV79BHRSGpbbSHWv2VWNYsxPZ0b3Bszqm95jvPu3Z1WeccZ+OJvUdZ6JCQZKwlddSee+LOGqbvJ+j8PPDLzIWfVwOyswAGtd+D4C5uhx9Wk6PjxmYMxpLQzXmqlIcxg5UAT3/v4aOmULLjg1ceeWVLFu2rNexnkhms5ldu3bR2trKmDFj+mWC4GsSzbOdJiUlhUcffZSGhgZyc3MHXXJAGHwuu+wy6uvrueiii/j+++8pLy/Hz8+P9PT0o17fH8mzruLj4wkPD2fXrl2sWrWK0aNHD6pqtPfeew+lVoc2rvcDQUyHSsDlImjEOMLPmIGltsIdZyqqadtRjMtiPnyxQoGkUqII6Hkx2OXjIQJd+6O5zFaUPSTQuh5YU/PI6zhbDTjbOrzj8YuIxj8yjpCZ42lY+x0uqwVTZRnBw3tu+B+UNYrG9T8A0FG8n5BRZ/R4rT4tB5U+mOeff75fE2gul4vCwkKKi4vJyMggKyvrpG+D9DWJ5nK52L59O+DeVfPII4+wcuXKk/56cbATCbRfIDk5me+++44zzzzTuz1y69atTJo06Se/OP2ZPPOQJInU1FSioqLYuXMnq1atYsyYMSesB8jx9MQTT4BC2euLewBTpft0G014JP7h0fiHRxOUPdr77y6bFWtzA4bSAzSsdh993FtjZ1mWkW3uiVBvp3B6/91o7rW5M4A6Jhx7ZQOyyUFg2mloRkbiFxmDX0RMt8MCDKUFtOe7VzIsdVVo45J7fMygnNFY6iqx1FZgb29FHRRylOfiwnSoBFNVKcgyS5cu9d5oT6auVWc5OTmkp6f3W5WKL0m0pqYmtm/fTnZ2NosWLeKMM87g73//+6CrrBEGJ7VazYcffsjZZ5/Nvffey+OPP86mTZuYNm3aT5LO/Zk86yosLIxZs2Z5q9H6+/fcV6+++iqyy9lnVYC5qsz7fkByJuqgUAKSM7wfk11ObK1N2Jobqfz8TWSHHXVfCzUW92nPnkMCeiL5aUCSvBXKPVFFhoLTiewEbUA8fhPH4hcRjV9EDOrgUCTJ/RpFdjpp2rAc2enEVFXWewItcyQNa74FoKNoL6GnTz7qdbaWBtr2bQdJ4ocffuh1nCeKLMtUVlayZ88eoqOjmT179i86YfCX6iuJZrPZ2LBhA9HR0fznP/9h06ZNrF+//qRVMAjC7373O2pra7nwwgv55ptvyM/Px8/Pj4SEhG7X9XfyzMPf358JEyZQWVnprUYbPXp0v/6e+8LpdFLf0EjwqDO89+GjcZgM2Nvcp1vqElLRxiSgjTn8fyHLMg5DO7bmeurXfIu5uhxVZEivcbbroQCSpucUQLeD0Sw2b6XakboWICgdfgSNGOmNM5qwKBRd+qEay4owlOzHVFHS49cF8IuKQ6UPxmFoo71gV48JNKfF7I4zQIfRyMGDB/vlMIG2tjby8vIAmDZtWr8eKNZXEk2WZXbt2oXRaMRoNHLzzTfz+eefM378+P4a8qAlusT9QqNGjeKLL77gjjvuoLq6GrvdztatW3G5Dh9jPxCSZ10FBAQwZcoUMjMz2bx5M7t27cJut/f3sHp1oKAQfUoWCk3PK7GHt9W40CWkHvUahcYPbUwCmpDDp9T0VoEm2x3eirXeTuEEvH0JPBVrPVFHhYJKgUKpJObshYSNm0ZAUsZPTtrUxh5emTJ1mbAdTWDmSO84O4r2dPs3W2sTDeu+p/ilv1L+v5dw1jSg18eyZUv3n9OToampidzcXFpaWpgxY8aA2OLlSaKFh4ezfv16zObDK3rNzc1s2rSJrKwsbrnlFkJDQ/nvf/8rGmwKJ1VAQABfffUV+/fv59lnnyU+Pp4NGzZgMpm81wyU5JmHUqlk5MiRTJ48mbKyMtauXUtHR0d/D6tXzzzzDJJSRUBqVq/XmapKkRRKlNoAVIEhP/l3SaHELyyKgKR0ZIc7tvZV6eytDuszgeaOQ30u1HT5euETZhAxaTaBGSPQhIR3m7RJSiX+0Ynu59VHuwC/iBjUQe7HbT+wu9u/OS1mWnZtouztFyj+9xO05m0kNDQDq9XKd9991+vjHm+eA2n27dvHmDFjGDdu3ICYVMfHxzNmzBi2bt1KXV2d9+Oe5FlgYCA//PAD7733Ht9///3PPr1TEH6uxx57jLPPPpvf/OY3ZGVlsXPnTmpqDm+/GyjJMw9JkkhMTGT27Nk4nU5WrlxJdXV1v46pLy+99JJ7oSarr4Wacu/7XecDHpIkoQ4MJiA507vzRh3T8wmc0Bk3FBKolL1WWXethO5tTqMM0YPK/TMQmDGcqDPPI3j4WPyj4rolzwBvWwRrQw0uW88LQJIkuQsfFAoMxfu7XSu7nBgO5lP5xVsUvvAgtcs/J8gvGlwyd9xxR6/P/Xjz9Dpbu3YtMTExzJgxo1+TZx6eJFpVVRX79u3D0+pelmX27t1LQ0MDSqWSxYsX8+qrr3LOOef084gHJzELPA7OPPNM3nnnHa6++moMBgNms5lt27bhcrkGXPLMw1ONNmvWLAwGA7m5uTQ0NPT3sI5q06ZNOB32PoONo70Vp8kA0Gu1FoCtpQkkBSgV7gDQg66r/D5VoEHfW2siQ8HpwmHswHXENp+ulP5a1CERgKeyrmd+4dGoO5OC7Qd2Ye9oo3nbWkrffJ7ilx+neVMu4fo0ThvzW1JTzwIkHA47e/bs6fVxjxeHw8HevXu921OmT58+oLZ1HS2J1tLSwqZNm8jIyOC+++6jubmZTz/9dEBMxIRTT3h4ON9//z3ffPMN77zzDtHR0d6f1YGWPOsqPDycmTNnEhYWxurVqykuLmagnl1UVFJCQGo2CnXvv+OmQweRXU50Cam9LgDYWpu876t6qXQGcJnc/Wr6ijMKPzXIMq4+FmpUkSGHx9HS2Ou12oQUUCgxV5cj97KoIkkSgZ0TG2NZAfaONtoP7KLi0/9S+MKD1Hz7EX4WFcNGXMqo0Vei1rirFj744INev/7x4ul1tnLlSpRKJbNnzx5wPV2OTKJ5EhJarZa8vDwef/xxvv322x63zgnCiSRJEv/+979JTU3l6quvJisri+3bt1NbWzvgkmddearRRowYwc6dO9m+fTs2W+/3yP7y/PPPI6lU7sRXL0xVpe7+Z0j4R/V+H/Pc4/uMM2YrSJIPBQHdt3D2RJIkVGHBnWNo6vE6wL1dtTP2m2t6P1wmMHMkdMaijpL9mCpLqf3xU4peeJhDH/4HR0U1qalnM278TQQFJaJQqNi8eUuvj3k8tbW1sWbNGmpqapg2bRrDhg0bUAvrRybRPKdP19TUEBQUxIUXXsijjz7KokWL+nuog5bYwnmcXHDBBbzyyitcdtllfPLJJ8iyzJo1azAYDEyZMmVAJc+68lSjlZaWsnnzZhITExkxYgQq1cD50bjrrrsAd7P83nSt0tLGpfR6rb21ESRQhQX3ugrj6lbu3FcCTfOTzzkaVVSoN4jY25rwC+95lVmXmEpbezOmioO9Hv0MEJQ9mqatqzFVHKToXw8jSUrCwjNJGXEZ/n5B1NfvYe/ud3E6LWi1Om644QZOO+20Xsd6PHh6nWk0GmbMmDGgEmdddd3OuWbNGhwOBxkZGTzwwAMUFRWxcuXKATt24dSQlJTEihUrmDFjBiqViksuucT7s5qVlTXgkmceKpWKkSNHEhsby44dO7y90U5238Pe5Obm4nI4CMo6+snIHk6LGVtzPQDaXg4agO6JK3WXhNbReOKG1EeCXtJoQAbZ2nvVuCoi2FuV0DWRdzS6uGSaXbnILifWhhr8o3s+6TUwcyTNW1cDuE/llGX0QXGkpZ1LcEgqrS3FlB1cgdnchEKhYtq0afz1r3/t9esfDxaLhV27dtHS0sLpp58+oPshebZzbtmyBZ1OR0BAALt37+auu+7im2++YezYnvsDCcKJplKp+PDDD1mwYAHXXXcdb7zxBtu2bUOr1aLT6QZc8szDU40WGRnJrl27WLlyJaeddtqAS6IfLC1DnzEchar3OYWpohRcLrTxKUiKnr/fLocdp9Fd3d13qwAbIPW6fRO6L+T03ZYmDEd9M7bm3osw/GMSAQmQMVWV9ZpA1CWmodD44bJZqVr2DsgyGr9AYqNPJyJqBGZTM7U12zlY/B0gkZaWygsvvNDr1z8eXC4XRUVFFBUVkZ6eTnZ29oBKnHXlSaKtW7eOpqYmLBYLoaGh/OpXv+KOO+7gD3/4Q38PcVAbmP/rg9Tll1/Oiy++yMUXX0xVVRVtbW2EhoYOiJLO3kiSRFpaGrNmzaKjo4NVq1YNqGq0LVu2oI1NQqXvvReIuaoUFEoklRq/8N5PGbU1N4LL5Vtj506KvioDOrfe9FWBpu5WGdDXik0yuFw4TQYc7a29XhuYNcq7YhMbO54x428kMCie0pIf2JH3H2qqtzJiRBbvvvsuRqOBV155pdfH+6WcTueArjo7GkmSSElJwWazIcsyDzzwAPv372f58uWEh/deGi8IJ0NWVharVq3itdde44MPPsBqtSJJ0k/61AxEnmq0kJAQcnNzB1Q12n333QdI6DN6P3nOXN1lW00fDaBtrU3uJBbuw2N64+lN01eckTor0HC5fnJQQbfrVCqUwe4KMHsfCbSuz6OvdgG6hBQUfu4+kTpdJGPPuIX4+Ik0Nuwnb+u/OFj8AyEhGu699146OtpYu3btCZ3AHll1NmvWrAGdPPOIiopCq9ViMBjYvHkzt99+O1999RXTpk3r76EJAv7+/nzxxRf4+fnx29/+FlmWMRqNJCcnD8jkWVeearThw4ezY8eOAVWN9v333+NyOvrssyk7nVhq3VVaPbWk8fD0SQMfKtA8h6L1VRDQ5d/lvhJo0WGgVGJr6X3eqPTzR9M5N+trV42kVKLPHNl5AqnE6DHXkpV9AVZbB7vyXuPA/o+wWeu49NJLKSkppqSkhHnz5vX6mL+Up+qsqqpqQFadHU1AQADR0dG0trZiMBiYP38+v/vd7zpf7wi/xMApMxoirrrqKpxOJ0uWLOHtt9/GZrOxbds2xo8fPyh+0aZOneqtRouNjSUnJ4eAgJ6PED7RDh06hNVmI6rLQQA9MVYcBJcTbUJqr1VlgPdGr4ruPYEmdz2xpq/T0Tw90I5IoMlOJ852E87WDpwtHdiqDgcZW2vvW2t0XbaimqrKCA7uOThq45JQanU4zSZqa3dQU7MNJImE+ASuueZW7r777pNS8SHLMlVVVd4GtAO56uxILS0tbNy4kczMTO644w5KSkpYs2bNoDhoQzh15OTksHLlSs4880yMRiPXXXcd69atY+rUqeh0uv4eXq9UKhWjRo0iLi6OHTt2UFlZyfDhw4mK6n3R40Tbvj0PbXzKT3pRHslUVeZ+Ue9yoY1J7PVae6u7VYAySIvUwylmHocr0PpYqNGovRXMLosNpd79uLLLhctkcZ+C1tKBo6m1c/sPfVYGqAJDUOr0OE0G9wEJY6f2eK2kUBKYNZK2fXmYjA3kbX0JkAnUB7Jo0SIefvjhk1YJ2drayv79+2lraxvwVWdd2e12NmzYgF6vZ/fu3fzlL3/hyy+/5Mwzz+zvoQmCl1ar5csvv2TevHk8/PDDvPfee+Tl5SFJ0oCr6jqSJEkkJSV5q9FWrFhBdnY2KSkp/ToX+/Of/wySRGAfCzWW+ipkpxPwsSVNp756bcpmq2+nPXf5964nd7r/bnPPZ9oMOJrasDe0gny4Lc2Rvc+60iWkYm9pxFxZiiy7ej1EIShzJO2dhwTs2fkWsuxEpVIzZcok7r333hOeMPOwWq0UFBRw6NAh0tPTycrKGvBJZHDPxfbt20d9fT1hYWEsXLiQm266iQceeKC/hzYkiATaCXDttdcCcPXVV/PRRx8hSRJbt25l/PjxA/6XzlONFhMTw4EDB1i5ciXJyclkZ2f3y1Hqd9xxB8gyuqTe+4G4bFasDe5Gp7o+ttW4HA4c3nLnkN6vPaYtnGpQKLBV1FF170vuyUyHCZfJ3P1ChcLddNPhxN5HBZpfZAySUoXsdGCuKiV4+Jiev76kIDBrNG17tpKWmsKCBQu46667iImJ6fVrHC+yLFNfX09+fj42m43s7GySkpL6/ZAAXzU3N7Nx40YyMjJ48MEHKS8vZ/Xq1f0+sReEoxk+fDirV69m9uzZBAcHc9FFF3mTaP256OErTzVaaWkp27ZtIyQkhOHDh/dLxXZJSQk2u42ILidp9sRccRBcLvwiYno91AY6t3C6nH1WBbhPe3ZvyfS11yZAzaNvINuduAwmnAaTtwLZe61GA0h9VgZIkoQuIZWOon0Y+zghDSAocxRte7YSHx/PpEmTuOuuu5gwYUKfn3e8GAwG8vPzqaurIzU1lfHjxw+a3pSeAwO0Wi179uzhwQcf5Msvv2T27Nn9PTRB+AmdTsfXX3/N/Pnzuf7663nttdfYvn07Y8eOHRQJa61Wy8SJE6mtrSU/P5+SkhKGDRtGfHx8v7w23bV7N/7R8Sg0/r1eZ6os827B77vSuRHP1kif5jQuue9K5y7znZaPVtL25frOOY3RG6sOX6vxfn17W3OvO4C0ccm07tqEbHNia2rAL6LnFjYBqdmgUBKg9Wf06NHceuutLFq06KQlQO12OyUlJRQXFxMZGcmZZ545aE5FlmWZPXv2UFtbS2hoKPPnz+eWW27h4Ycf7u+hDRkigXaCXHvttSiVSi6++GI++OADJEli06ZNTJgwAbW69xvXQKDT6Rg7diwZGRnk5+fz448/kpGRQXp6+kkd/8aNGwEoe/sFdAmp6NNz0Kfm4BcV223lwlxT4V2V72u1xt7WdbXm+G3hlPzU7oDnAm1wIspIf5S6APdJbbpAVPogVPpAVAFBlP73WSz1VX1WoEkKJf4xiZirSt0Vdn0IzBxJ665N/PGPf+TWW2/t8/rjpbm5mfz8fNra2sjKyiI1NXXAJ4u7qqurY+vWrWRlZXH//fdTUFDAqlWrROWZMKCNGDGC3NxcZs+ejcPhYNGiRaxdu5bJkycTHBzc38Prk0qlIjMzk+TkZIqKili3bh3R0dEMGzbspPZH+8c//gFING74kY4Du9FnDCMgNRtdQmq3AwVklwtT5xbOvrbVAN5eaX2djHYspz13ndj4+UWgjgxBqfXEGb07zgQEogoMpmnTSho2/Ii9ow3Z5ey1j442LpmOor042ltxGNp7bZkQkJqFpFQRGBjIxx9/3Ot4jyeLxeKtBEhMTOSss85Cq9WetK//S5nNZu9pm3l5edx111189dVXzJgxo7+HJgg98pwCff7553PttdfyxhtvkJeXh91uJzm599fbA4GnYi4mJoZDhw6xf/9+ioqKvJXPJyuRVllZid3hwF5bSeE/HkSfMQx9ajYBqdk/qXw2VZUCEsoAPeqjnPTclb2lCRQKJD8VCl3viTlPixmpr9Oeu/RIUykC0EamoPT3R6nVo9IFoAronM/og7G1NFL65rOAO5nXVwKt63PsLYGm9PMnIDkTS0UJGzZs6HW8x5PT6aSsrIzCwkL0ej2TJ08eVC1cXC4XO3bsoLm5meDgYH71q1/xu9/9TlSeHWcigXYCXXXVVSiVSi699FLeeOMNEhISWL9+PZMmTcLfv/eb3EARFBTExIkTaWpqYv/+/ZSWlpKVlUVKSsoJT5DYbDZqamqJiR1LUHASjY35NK79gfrcr1FqAwhIziAgJQtdQpp7P72vqzXdyp1Der222ymcvmytASSliri5l/Z6rTo0AktDdZ9ba8Ddc8Zcc8h79HNvVQ8BKZlIKhXPPffcSUmgdXR0kJ+fT319PWlpaYMmQdzVoUOH2L17Nzk5OfzhD3+gsrKSlStXEhER0d9DE4Q+DRs2zJtEa29v57bbbmPdunVMnDhx0PwMazQaRowYQVpamjd5nZSURHZ29kmJlV9++RV+mkAysn9Nc2MBTbvyaNqSi6RUoYtPRZeSSUBSOpJCgexwr773tVAju5zYO9oAH+JM10pnX07h7BQ+aXa3bf5HUgeHeavS7O2taEJ6ngRo45K9STxTVRlBvbRNUKg1BKRmU1Rc0OtYjxe73U5RUREHDx4kKiqKmTNnDpq2AB7t7e1s3LiR6OhofvzxRx577DG++eYb0fNMGBR0Oh3Lli3jwgsvZNGiRbz99tvs27cPi8VCVlbWoNhpIEkSycnJJCQkUFpayvbt2wkKCmL48OEn5aC3Z555Blwuho24FKOxjqbyQqr2bgPAPzLOHWeSM9DFp2CqOAiyq88dNXC40lntw4Kv57RnhX/v1dNSl50y+vRhRJ15Xo/Xqru0lulzV01EFJJag2y3Ya4qI/S0Sb1eH5Q9CmPpATZt2sSkSb1f+0vJskxlZSUHDhxAqVQyZswYoqOjB8XPtofD4WDr1q1YrVZUKhXnnXcef/rTn0TPsxNAJNBOsMsvv5zAwEAWL17MU089xcSJE1m3bh2TJ08eFNtsPMLDw5k2bRp1dXXs37+fgwcPkpOTQ0JCwgm7ubibYyuorcmjrbWciKjhxMdPRpKgrbWM5poSago+Ablz24okoQoMQRXQ+wvrruXOHSu3YSk8hCosCGWIHmWwHmVQAAqdP5JC4a5A60zM+bq1xmXvu1mpJiQMSVJga2vpsw+A+yABdy8Ec20FAUk9bzNSqNTo04ZxsCS/zzH8EmazmYKCAioqKkhKSuLss88eNEnhroqLiykoKCAjI4Mrr7wSjUZDbm7ugD/4QxC6ys7OZv369cyZM4eGhgYee+wxNm3aNGi22XhotVpOP/100tPTyc/PZ/ny5aSlpZGZmXlCE/NKpRKrtY2C/Z8QHjmc9Iy5+PuH0NFeRXNLMU0bltOw5pvuY+2r0rm91ZuQsuSX0fJZLqrwYJQhge44ExyAUq9DUim79ZjpO8506U1j6+PAmuDDk0JbS2PvCbSYBG+sM1eX95pAAwjKGoWheB+5ubnMnDmz12t/LqfTSWlpKYWFhQQHBw/oE81709zczKZNm0hJSeG1117jnXfeYdWqVeK0TWFQ0Wq1fPHFF1x99dUsWLCATz75hNLSUqxWK6NGjRo0iQalUklGRgbJyckUFxezYcMGoqKiGDZs2AlNzHva4BzY/wmhoWnExY5DnxWH2dxCa0sJzXt2ek849ujrpGcAa2els9NopvmDH1FFhKAMCUQVEogiSOee0/h1P+Ssr4IAAEmtQnY4+4wzSm0AkkqN7LD3vatGUqCNTcJ0qMSdJOxDYMYIaviIu+++m9WrV/d5/c/haT+zf/9+7HY7OTk5JCYmDpqfZw+r1cqmTZtQqVS0tLRw5ZVX8vTTT3PzzTf399CGJJFAOwkWLFjA999/7z394uKLL2bt2rVMmjRpUE3UJUkiJiaG6OhoKisryc/Pp7i4mGHDhp2QLH1gYCClpSX8/e9/54svvqC8fAMV5WuRJCXBIclERg4nLf1cZJeTPbveRpadPm2rsbc2uSsJZBnr7goM63Yj27vv6UehQKH1Q3a5vJMK33oGdJ6O5nQi9VKhpw4OQ+5Mijk62lEHhfR4bdeJmrmqrNcEGrhP4+wo3MP333/PnDlzer32WNlsNoqKiigtLSUmJoZZs2ad1K1Wx4unuWZlZSVJSUksXLiQYcOG8d577w3KRKAgpKSksG7dOn79619z880389JLL5GXl4fVaiU1te/74kASGBjIhAkTaGlpYf/+/fz4448ndGv47t27+M9//sPbb7/N7l17qKvJAyAgIIaw8Ezi4yegVPpRUvQtBkMNkkqFJrz31X5by+GJhKvOSPuXG3CaTD+5TvL3Q9HlgAFFH728uk58+prYaLom0Po4iVOh8cMvPBprY61PExv3aaUS991333HfXiPLMocOHaKgoAC1Ws24ceNO6lar46m2tpZt27aRlZXFo48+yoYNG1i/fj0ZGX332xOEgUaj0fDuu+/yxz/+kTlz5vDZZ59RX1/Ptm3bGDt27KBq3aFWqxk2bBipqakUFBSQm5tLQkICOTk5J2Rr+JNPPsmMGTP417/+xdq16ygqLAZkNJpAwsKzSEs7F602lLraXVRXbQbotcIYQJZd7sUaQLKDYcVOHB3t3sUbD0mjRuHvh7PDCPTdkgbcu2qcZisue+9xRpIk1EGh2Jrru8W9nugSUjBVHsTW0ojTbESp7bmYRKUPQhubxObNW/p83J+jubmZ/fv309HRcdJ2V50IJpOJjRs3EhQUxO7du1m6dClvvvkmF198cX8PbcgSCbSTZOrUqaxdu5Y5c+ZQV1fHH/7wB9avX8+ECRMGXZ8lSZJITEwkLi6OsrIyduzYQWBgINnZ2URERBzXF7mJiYk8++yzPPvsszgcDj788EPeeusttmzZysHiHwAZSVIgd1ah9VUVAO6JjexyoQmNIOOGe5BlGZfVgsPYgcPYgdNkwGE24rKa6Sjeh7nqkDuJ1sdNVeGnAVfn6Wh2G0plzwG4W2VAa2OvCTR1YDDKgECcxo4+j34GCEwfBpLEX/7yl+OWQLPZbJSVlVFcXExISAjTpk0bVMnfrrr2BwgPD+e8887j17/+Nf/6178GZeAUBI/IyEhWrFjBxRdfzG9+8xveeecd8vPzsVqtZGdnD7oERGhoKFOmTKGhoYH9+/dTUlJCdnY2iYmJx/V3VavVsnTpUpYuXQq4e2++/PLL5ObmUlm5gYpDazuvdH//dHHJvVYNQ+cJnJ2SLl2CJiQMl8OOw9CBw9iO02TEYTLgspixNNXStts9QTiWLZx9JdBUgcHeBSC7TxObVGzNDZhrK/s8TU2l06ONT2b79rw+H9dXLpeL2tpaDhw4gNPpZPjw4f3W7Pt4KC8vZ8+ePWRnZ7N06VJqa2tZv379STvYRxBOBIVCwXPPPUdsbCxz587lww8/xGQyDao+z135+/tz2mmnkZ6ezoEDB1ixYgWpqamkpaUd10SaJEnMmzfPe3pkRUUFL774Il9//TUFBXuprdneeZ0ShaTEhQv/mIReH9PR0e7doRIx8SzCxk1DdjlxmIw4DO3u+YzJgNNswmWz0rD+B5CdfcYZOLxY47L5sKsmNAJbc4NPbWm0scne1gKm6nIC03s/kTQwexT1q7/h0KFDJCX13qLHV62trRQUFNDQ0EB6ejoTJ04cdD+3Hp72ADExMXzzzTc8+eSTfP311yesMlxwEwm0k2jEiBFs2LCBuXPn0tDQwBNPPMHmzZs57bTTSExM7O/hHTOlUkl6ejpJSUmUlJSwbds2/P39SUtLIyEh4bgnI1QqFYsXL2bx4sUAtLW18d577/Hll1+Sn59PWVkZ2ngfEmjNDYCMJtTdH0iSJJT+WpT+2p80v3R0tGOprnCX+P7jQyS1Ckkh4e/vBzcNp/GNL7FYrcgOJ7bKeu+qj8tmRenfc+DVhHTdWtPUZ1WZLiGVjsK9mCpKkWX5JxMKWXZhqavGWHqAjqJ9IMvs3bu3z+9FXzo6Ojh48CAVFRUEBwdzxhlnDLqEb1d2u52tW7dis9lQKpXMmTOH3//+9zzwwAODdpImCF3p9XqWLVvGb3/7W+bPn88nn3xCeXk5FouF0aNHn7QTrI4XSZKIiooiMjKSqqoqCgsLyc/PJyUlhZSUlBNSKTB58mQmT54MuHuKfPPNN3z00Ufs27ePHTt2+LStxtbahKRQIssu1EHuAx0UKjWakLBu938AQ2mBN4HW+sUaDOt2ISkVoJDw13TGmteXYbZYcBkOn+rcV7sASaFApQ/G0dHaZwUauBegWna6D+6x1FUetf+Ovb0VQ+kBDEX7sNRWIssytbW1vygpZLPZKC8vp7TUvUCUkZFBSkrKoPtZ9ZBlmcLCQoqLi8nMzOSKK65Ar9ezevXqQXOKmyD0RpIk7rnnHqKioli4cCFvvPEGiYmJrF+/nokTJw6qwz089Ho948ePp7W1lQMHDrB8+XLi4uJIS0sjNLT3k5R/jsTERJ544gmeeOIJAHbt2sXbb7/NqlWr2Lt3L1JwVLdDbI6m65ZJz8K8pFCi1gehPuIgGFmWaVj3HQDmnUXUv/AhqFVIkoS/3+E5jdliQbY7vNVqLpulz+eiCQlHUiiwt/vSluZwEsxcVXbUBJrTasF0qJiOkv0YCt1zmqeffpoXXnihz7H0xOVyUVNTw8GDB2lraxvU7Wc8Ghoa2Lp1K6mpqbz88st8+OGHrF69mtNPP72/hzbkiQTaSZaUlMTatWv59a9/zY033sgrr7zCnj17aG9vZ/jw4YNyEq9Wq8nJySEzM5PKykpKSkrYv38/ycnJpKamnrBAGhwczM0338zNN9/svlkoFPhHxff6ObLswtbW4h53SN+9VLylywoF1FhwOuwgyzg6exk4iptwWKxIShVSlxjTZ2+aoC5NN9v6ntjo4lLoKNyDy2bB1tyAX3gUtrZmjGVFGMsLMZUW4TAbUCg1hIVlEhR9GnV1u6isrCQhofcVrCN5+gEcPHiQxsZG4uPjB3XFmUdHRwebN29Gr9fT3NzMVVddxTPPPMNNN93U30MThONKo9Hw5ptvcueddzJnzhw++eQTWltb2bBhA2eccYa3F8tgIkkSCQkJxMfH09DQwMGDB1m+fDmxsbGkpaWdsN5YKpWKBQsWsGDBAt5//30WLVrke6Wz7EIVENTr6ZfQPV5IrS5chnZkpxMZGVXnoTHOkmacNnu3iYlPE5vQCHcCram+z2u7LkCZq8rQxafgtJgxVZS4Y01pIdbmOkAiKCSJhPjJVBxay9///neeeuqpPh//SF0XaEJCQhg5ciQxMTGDNnEG7oTrjh07aG1tJSEhgfPPP5/Ro0fz9ttvD8rfO0HozXXXXUdkZCSLFi3i//7v/5g6dSqrV69mwoQJg7JfIUBISAiTJk3CYDBw8OBB1q9fT1BQEGlpacTFxZ2w+9Npp53GaaedBoBCpSLEl5OeuzTtP3Jh5kiy0+ld5JesEq4KI7LT0T3OFDfhtNrccxpZiYw7mdUXdXCYeyeQS8ZhaO/15FD3KdEhODpave0CZKcTc80hjOXuOGOqLgOXC39dGDERo6mvdbel+TmOXKBJS0tj0qRJg7biDNzztNLSUvbv309WVhYPPfQQW7duZf369aSlpfX38E4Jg/dVynHQ0NDAzTffTFJSEn5+fsTExDBnzhzWr1/Pb37zG+bOndvt+u+++w5JknjooYe6ffyhhx46prLS8PBwli9f7j1eNioqitraWjZv3oz9yF5cg4hSqSQ5OZlZs2Yxfvx4Ojo6WL58OVu3bqWhoQH5iD35x1NxcTH+UfG9bjmB7uXOmuC+jyV22WzuSZAukOTf3EzqFUtJvfL3pCxyN2VM+c3N7r8vvpXIqYe3S/bVM0Ch1nj3/dv6OLUGOldsOr9/VV+9R9E/H6H4pceo+fZD5Mp64qLHcfrYG5gy7R7i4scj4y6Pfuedd/p8bA+bzUZJSQkrV65kx44dhIaGcs455zB27NhBnzyrq6tjzZo1xMbGsmrVKq6++mreeuutX5Q86+3+Ae6eVJIk/eTtySefPF5PSxgk+iPWKBQK/va3v3H33Xczd+5cqqqq8PPzY/Xq1bS1tR2vp3bSeSrSJk2axKxZs/Dz82Pjxo2sWbOGQ4cO4XA4TtjXfuONNwD6POkZwNbsrkjWhPoSZw7Hi7hf/YaUxbeReuXvSbvyD6QsvgXAHX8u/x3Jly3p8nm+bK0JR1IosbU19xmDNWGR3oqH5rz1HHztGQqe+zMVn7yOcf9ewvwTGTFqMVPPvI/MrF+jVKqRJAU//vhjn+Pwjtnlorq6mg0bNpCbm4vT6WTatGlMmzbthE5OTwaTycS6deuwWq3IssxZZ53F3Llz+d///vezk2cizgi+6q85zfz58/nhhx946KGH+M9//kNaWhobNmygvLz8eDytfqPX6xk9ejRz5swhPj6e/Px8fvzxRwoKCjCbzX0/wM+0e/duZKfTp4Uae2sTdC7QdF2YP5qu85KQ0yeTsvjWo8eZK5aSsugW98Ey9F0QAJ0FCZ3xxZc5jS4hFSQF5upyyt79FwXP3kfZOy/QvDEXrdWfrMxfM3HKHYwZewM6bTgKhZKyMt9/nmRZpqWlhZ07d/LDDz9QV1fHyJEjOfvss8nIyBjUyTOXy8WuXbsoLCwkLS2Nq6++mpKSkl+cPBOx5tic0hVoF110ETabjTfffJO0tDTq6upYsWIFTU1NzJo1iz/96U84HA5UnUmZVatWkZiYSG5ubrfHWbVqFbNmzTqmrx0QEMBnn33GX/7yF84++2zeeustdDoda9asYeLEiYOyMbuHJElERkYSGRmJ0WikrKyMbdu2oVarSUpKIikp6biXzJrMFkKHpfR5XbdyZx8q0Jw2i/sAgT7KqIFu1/gUcILDcJqN7olWH/y7nJDmbG4hJvp0gtOSCQ5JwWZtp7m5mPLSlbS2liHLTpRKFSNGjOC2227r9XFlWaaxsZHy8nJqamoICQkhKyuLuLi4IdEPTJZlSkpKOHDgANnZ2Tz44IOsW7eONWvWMGbMmF/02L3dPzweeeQRbrjhhm6fdyJPeRIGpv6MNbfffjs5OTksWrSIW2+9lSuvvJK1a9cOuhM6j0av1zNq1ChycnKoqKiguLiYPXv2kJCQQEpKCsHBwcf16+Xl5aEOCkWl6z0+y7KMrbUZwNsqoDfurZjuk6EVqj5ijULpjQW+xhkZGRx2nCZDr6dUS5ICbXwKxvIiHB1thEedRsiwyYSEpiEplLQ0F9PQsJ+C/M9wOMxIkoKYmGgef/zxPsdhMBgoLy+noqICpVJJUlISY8eOHdTbZ7pqampiy5YtxMXFsX79eu68806ef/55rr/++l/0uCLOCL7qzzgzZcoUtm7dyvnnn09+fj4vvfQS+/bto729nREjRgzqxLharSY9PZ20tDRqa2spLy+noKCAqKgokpOTiY6OPq7P77nnngN87Onc2giyjNJfh0LTe5K+a7zwZU4jdV7jS5zpemCNvbUJktJ7vV4bn0x7/k5kpwuNQSY29RxCQlLQ6iJoayunpamIikPrMZvd9zm9PpBbb/1dn+Ow2+1UVlZSXl6OwWAgISFhSOyg8bBarWzZsgWn04ler+fcc89l9uzZvPLKK784lopYc2xO2QRaa2sra9euJTc3lxkzZgCQnJzMhAkTACgsLMRgMLBt2zYmTZoEQG5uLvfccw933HEHFosFf39/LBYLmzdv5tprrz3mMSgUCh5//HFGjhzJ4sWLeeCBB5g3bx5r1qxh/PjxREVF9f0gA1xAQAAjRowgJyfHG3gOHDhATEwMycnJREZG/uLAs2HDBmSXb6s1XVdGujby74mrs3T5WIIN+BhwwiKw1FX5tFqjUGvwi4jF1liDQlLi5xdEbc0ODuz/GIfDAkgEBQVx9tmzufrqq7nsssu8L5KOxmKxUFFRQXl5OXa7ncTERGbOnDmkboROp5Ndu3bR0NBASkoKixYtws/Pj61btxIdHf2LHruv+4dHYGCgaBh9ihsIsWbevHls2rSJBQsWsG/fPp555hl27NhBe3v7oDxc4EhqtZq0tDRSU1NpaWmhvLyctWvXEhgYSHJyMvHx8cdlxbm5tZXA7NF9Xuc0GZAd7mpyn+KMzQIKCVwyUh/jlCQJSalCdth9n9h0Nmy2tTb1mkAD96TNeKgY2elAr4+hre0QZaWrsFg6E4IaP0aPHsHChQu57bbbep2YOJ1OampqKC8vp7m5mZiYGMaOHUtkZOSg/5nrynNYQFZWFs899xwff/wx3333HdOnT/9FjyvijOCrgRBnUlJSWL9+PVdffTXnnXce77//Pg0NDWzatInx48ej6eOE4YFOkiRiY2OJjY3FbDZ7f+93797tLQ4ICOj5RElf5ebmotD4oQnre/HF1tQAssvHONMlgaby4RROtQYkhc8LNd4xtfZ9YI17vuauWNPqwrHbDBQWLKOjvQqQUSiUJCcncc45F/H73/+e4cN7PmhAlmWam5spLy+nurqawMBAUlNTiY+P73UeNNi0tbWxefNmwsLCOHDgADfddBMPP/wwt99++y+OpyLWHLuh85N1jPR6PXq9ns8//5xJkyb9pLzeU4WzatUqJk2aREdHB3l5eXz11Ve88MILbNy4kVmzZrFhwwasVusxr9Z0tWjRIjIzM7ngggvYs2cPDzzwAFu2bCEnJ4f09PQh8UJTqVQSHx9PfHw8RqOR8vJyduzYgcvlIjo6mpiYGKKion7WJOef//wn4Ntqjb2ts9zZ5eyzXwAcDji+VaD5fjoauAOOJEm4bBacFnOvhw4A6BJTsTXVYbW0Ulz0DTqdjjFjRrFgwQKuv/76Xm9qsizT0dFBbW0tdXV1tLS0EB4ezrBhw4iJiRkS1WZdmc1mtm7dCrhPWDrnnHOYN28eL7744nHpQ9PX/UMQPAZKrBk2bBhbtmzhsssuY+HChbzzzjtUVFTQ3t7OmDFjBvWWBg9JkggLCyMsLIyRI0dSVVVFWVkZu3fvJiIigpiYGGJiYtDpdMf82A0NDbgcPi7UtB7jQo3NhoSEjI+xRqXG6bD32SrgyK9va2k86sEAXWnjD5+QVlz0NWqVhuSUJM4++1JuvPHGPit3rVYrtbW11NbW0tDQgL+/P8nJyYwfP37I3SddLhd79+6lqqqKjIwMlixZQktLC1u3biU5ue+fk76IOCP4aqDEGb1ez0cffcQjjzzC2WefzRtvvEFCQgJr1qxhwoQJQ+YQDa1WS05ODtnZ2dTX11NWVsaKFSu8CYaYmBhCQkJ+1vytqqoKbVxqnyc9w+FY40uyrVuvTR/nNJIk9XlYDYDSX4tC44fLZvWpKMA/Kh4UChRATdVWFAolkZERnH3WBVxxxRUsWLCg1+SX0+mksbHRG2ucTicJCQlMnz79uFeeDwRVVVXs2LGD9PR03nzzTV5++WU++ugjzjvvvOPy+CLWHLvBW1P7C6lUKv773//y5ptvEhISwtSpU7nvvvvYvXu395pZs2Z5S5vXrl1LVlYWkZGRnHnmmd6P5+bmkpqa+otfLI0fP56tW7dSXFzMFVdcQWpqKgcPHmTLli3YfOhzMpgEBAQwfPhw5syZw6RJk9BqtRQUFPDtt9+yYcMGDh48iMlk8vnx1q1bh8Jf69NExdbSBLKMpNag8Ov7cANPwJF8WDnruvXGl4CjCQ5D7uzH5uuKjexy8tJLL1FXV4vRaGDLli38+c9/PmryzOVy0dDQwJ49e1i+fDlr1qyhpaWFpKQkzj33XKZOnUp8fPyQS57V1taSm5tLYGAgBw8eZN68edx77728+uqrxy0o+HL/ALj77ru9gcnztnbt2uMyBmFwGEixJjQ0lG+++YZzzjmHs846C6fTicPhYPXq1bS2tv6CZznwqNVqUlJSmDlzJrNnzyY6OpqamhqWL1/OqlWryM/Pp6WlxefenO5tNbLvfWk6aXytDOicZ0k+rJh7qtR8601zuAeb3ceTOAEmTZrE7t27sdmtFBUV8dJLLx01eSbLMu3t7RQWFrJmzRq+//57ysrKCAkJ4cwzz+Sss84iMzNzyL0gNxqNrF27lubmZsLCwjjvvPMIDw9n/fr1xyV5BiLOCL4bSHFGoVDw0EMP8frrr3PNNdfw448/EhcXx5o1aygvLz+h/ZBPNkmSiI6OZuLEicydO5fMzEyMRiMbNmzg+++/Z+fOnd4Ejy+cTic2h6PbgS49Xmsxew+S8Wmhpsu8ROHDgpnUOaeR7Xaf/s88Y7A1N/R5rUKlwj8qHn9/f7799lusVgu1tbV8+umnXHjhhUdNnlmtVsrLy9m8eTPffvstu3btQpIkxowZw9y5cxk9evSQS555dtLs2rWL7Oxs7rrrLj799FM2bdp03JJnIGLNz3HKJtDAvd+3urqaZcuWMXfuXHJzcxk7diz//e9/AZg5cybr16/HbreTm5vLzJkzAZgxY0a3YPNLqs+68jQ4Hz58OLNnz/Y2Q87Nze22B3mo8FQLeJ7vWWed9bMmOTW1tejiU31a6XE3dnahCQr16frDFWh9v/jvuvXGZT0RExt3U9ctW7b0uL3Xs/9/27ZtfPfdd2zfvh2n08moUaOYO3cuEydOJDk5ecj0nenKUw2wfft2MjIy+Pe//83tt9/O559/ztKlS497JWdf9w+AO++8k507d3Z7Gz9+/HEdhzDwDaRYo1KpePbZZ3n66ae56KKLWLVqFQkJCaxbt46SkpIhNbnx0Ov1pKenM3Xq1J89yfnyyy9BocQ/qu++cbaWRvfJzfh42rPNCjLuk898qDrwLNa4fDgdTRWg9zaZtvkQZ1TaANRBoRQXFzNq1Kijj7eHxZnk5GTOPfdcZsyYQXZ2NkFBQUOigv5IVVVV5ObmEhISQklJCWeddRbXXHMNH3744XHZwtWViDOCrwZSnAG4+OKLWbt2Lf/5z3+49957ycjIID8/n7y8vEF9YFpPNBoNCQkJjB8/nvPOO49x48ahVCrZs2cP3377LZs3b6a8vByLpef79rvvvgsuFzofEmhdF959WqjpEi/67LVJ1ySb7G1J0BtNaARIkk8FAQC6hBTMFitz5849asLsaIsz5eXl3sWZc845h9GjRxMVFTWoe+z1pKOjgzVr1tDW1kZISAi/+tWvsNlsbN68mZycnOP+9USsOTan7BZOD8/2rnPOOYe//OUvXH/99Tz44INcc801zJo1C6PRyNatW1m1ahV33nkn4A421113Hc3NzWzevJklS5b08VWObTyvv/46r7/+OpdeeilLly7l6quvZuPGjWRlZZGZmTkkX5CCuzItPT2d9PR0bDYb9fX11NbWsmHDBpRKpbcsOiIiwnuztdlsOHxcrYHDPdDUPjR2hsMrNr6s1nQ7RMCHrTWa4MMn5vhS8qwJjUSh8WPVqlXej8myjNFopK6ujtraWpqamrwl5JMnT/7ZJeSDjdFoZNu2bd4twRdddBEBAQHs2LHjuFUDHE1v9w+AiIgIMjIyTtjXFwaPgRZrrrvuOk477TQuu+wyVq9ezfPPP09xcTGNjY2MGTNm0Per6YlnkpOQkIDL5aKpqYna2lr27NmD1WolMjLS21JAqz1cpVxSUoI2Oh5J2ffLJltrk/tIAIUClb7vLUsuu7WzMtq3bbQKje8JNElSoA4Kwd7a5FNlAIAuMY3mA7u6faxrTK6rq/PG5FGjRnWLyUOZ0+n0btnMzMzk0Ucf5fvvv+eTTz5hzpw5fT/AzyTijOCrgRZnTj/9dHbs2MG1117LOeecw5tvvonFYmH16tWMHz9+yDR3P5JCofAepjZy5EhvC5Xy8nJ27dpFSEgIMTExREdHd1toePPNNwHQxvpw0nPXns5dFuR70rUCzZdYo1Br8CynuWzWPtsLuNvSKHBZfWtLo41LoXnbWtavX8/UqVMB9z22ubnZuzXTE5M9/biG4uL/0Rw6dIjdu3eTkpJCbm4ud999N/feey/33nvvCd01JGKN74b+K55jNHz4cD7//HMA0tPTSUxMZNmyZezcudPbWM/Ty+tvf/sbNpvtuK3WeEiSxG9/+1smTpzIZZddxtq1a3nxxRcpLy+nsbFxSJ1c1ZPeJjkmkwm9Xk9ISAh79+5l+LBh2JL6Prq3a7mzxodgI8su76qLr31pPHzaWtPlyGlfVmwkSSJp5BgSA9Ts37+f1tZW2trasNvtREREEBsby5gxY35Wf5/BrLq6mh07dpCQkEBeXh5Lly7llltu4bHHHjvpfZ263j8EoTcDIdaMGzeOvLw8lixZwqxZs/jvf/+LLMvk5uYyfvx4wsL6XtUezHqb5OzcuRN/f39CQkIIDg5mxIiRNOp9W3ixNTcgu1zeCUVfXFYrsuxC6UNjZzjcv8bpQ5wBd2WAvbXJXRnng/DUDFJUDvLy8nA6nbS2tmIymQgKCiImJoYpU6acMoszHh0dHWzbtg2lUkloaCjz588nPj6enTt3nvTTbEWcEXw1EOJMWFgYn3/+Of/4xz+YP38+999/PwsXLmTdunUMHz6c1FTfdpAMVpLkPuQrKCiIrKwsLBaLd9G7sLAQSZIIDg4mJCTE3TMyZzgqbQB91YLbWxtBUnQeIhDax9U/5xRONXRWpPvUliYkDLnLgTXamIRerw9MSCYzM5Nvv/0WnU5HW1sb7e3taDQa7+JMZGTkkGsz0xuHw8Hu3bupq6sjKyuLe++9l02bNvHtt99y5plnnvTxiFjTs1M2gdbU1MQll1zCddddx+jRowkMDGTbtm089dRTnH/++d7rZs2axYsvvkhGRka3k/tmzJjBCy+84G3MeSKMHDmSrVu3snTpUmbOnMlrr71GSEiIt6xyKJzS6Yuuk5xRo0ZhNptpa2ujtbWVpqYm/vSnPxESGkqjxU6VwUq10UaV0Uq10YrNdTgEdU1S+bKtRu5SYi75MLHptoXTh2AjKVUoAwJxGjuOWhkQ6qciPsCP+AA/4gI0xAf4oTnjTg51loDHxsYybNgwgoKCTqkA4+FwONi3bx+VlZVkZWXx2GOP8c033/DRRx8xd+7cE/q1fb1/eCbkXel0uiHTSFfo20CPNUFBQbz33nu89tprXHzxxfzxj3/kiiuuYMOGDWRlZZGRkTEkt0cc6chJjt1up62tjba2NgoLC7nqqiuJT0jAYHd2xhcbVQYrVUYrHfbuWz89iSqNj5XOzs6FHV8aOwMoNO6WAr7EGXAvGJkUSpxmo7uSQHO4JYFWpfDGmfgADXEBfoRNSqO2tpadO3cybdo0kpOTCQkJGbJVib2RZZlDhw6xZ88eUlJSWL16NXfddRd33303999//wmNvSLOCL4a6HFGkiR+//vfM3XqVG/V83PPPUdRURGNjY2cdtppQ65PYk88B6skJyfjcrno6OigtbWV1tZWZs6cyTXXpiIrlFQbrVQZbe4/DVYaLfZuSTVbSxOSJCHLoA7ypQea1Ztw82lXjUoDsjsh5vtJnO4R2lsbuyXQVJJETOc8xhNnorWpmCZnU1lZiZ+fH1lZWQQHB6PT6YZ0QrUnra2tbN++HT8/P3Q6HXPmzGH48OHs2rWLiAjfXkv8XCLWHLtTNoGm1+uZOHEizz77LCUlJdjtdhITE7nhhhu47777vNfNmjWLt956y9srwGPGjBm88cYbLF68+ISOU6fT8eqrrzJr1iyuuuoqrr/+em6++Wa2bt1KfHw8I0aMGBKnpx0LrVaLVqv1blNsN5nJmr+IjKxsUmKjSAvyZ1pcMIFqJU0Wu3eyU2NuwH/YMFpaWtCFRfb5dY55tUZSICmVyE6nt9Kt1+uB8IQkdFYjEXGx5ETqidRqvMFFo1BQZ7ZR1W5mR2kFHxcXU7BpHa0l+bz77rsn/GdvIGtsbGTHjh34+/sTERHB/PnziYmJYdeuXSelGsDX+8cDDzzAAw880O1zlyxZwssvv3zCxygMDIMh1kiSxPXXX8+kSZO49NJLWb16NS+++CIVFRXU1NQwZsyYU+4FklqtJiIigoiICO6//34++OAD4mfMJXvMGaQmJpAQpGNUWAARWjUGu9M72Wk0mlFlptPc3IwrJtanr+XZiulLnPFc5z7B2bcKtMDIaLSxsYSFhpAdIBEdGUK83r0wE+qndsdJg4Wy+iZWlpVRuHsXlRtXctppp3Hdddf59DWGIrPZzK5du2htbSUrK4v777+f9evX8/XXX//k9/REEHFG8NVgiDPgPjAtLy+PG2+8kdmzZ/PGG28AsHKl+35zsqs5+5tCoSA4OJjg4GD8/Py46667CM4YTs7MOaSnpZIYFsyk6CBiUt3bKWs640yd2UZxXAR1xhRazVaUKlWfFWsuq9WbcJN86oHWpS2ND7HGPzSCqKgoQkNDSQkPJCEmiFidO2EWpdNgcbioMlqpaGlnZ34hRQfyKc79DoXDxj333NPn4w9VLpeLgoICSkpKSE9P5+uvv+bBBx/kkUce4Y9//ONJWcAUsebYSfJQ7Bg8RBUWFnLZZZchyzIvvfQSLpcLo9HI6aeffspUox1Jo/FDllQ4bGZARlKq8IuIxT86jsjkVNLTM0hNiCM+NIgAmwm9SiIkJAS1Wo3Z4aTD7qTD5qTD7qDD5qTd877dSXNjA3teeRqHw0HYlHMInTDLG6D8lBIPnpHKw1tLsTrdH1VIUPzCQ0hOO+HDTiPngisI1CgJ1KgIUrv/DFQr3R9Tu99XKiSMRiPNzc1Y9aE0tHVQVl1DcXEJBw/sx1hT2VnNICNJSnT6aIwd1afsDcvhcJCfn095eTmZmZl88sknPPbYY9x555088MADp2QlniAcT0ajkaVLl/Lpp5/y3HPPMW7cOMrKysjOziY9Pf2UqEY70oQJE9i2fQcS4HI5QJLwC4nALzqOoLhE0jKySE1OIjkyjGCljNZqJDQ0FK1Wi93l6owxTjps7tjS3iXmdNid7HrlaYyNdWiiE0hafAtdCqd/EmsUQO23H2As2otKpWTs7Y8RpFF3xhUlQRqV9/1Atft9P6UCq9VKS0sLRklNuxPKa+s5WFpG0YH9tB4qw9JYg+x0H1zkrwvHYTMTHR1KZWVlv3zP+5Msy1RUVLB3717vwUY333wzI0eO5K233iIysu8FOEEQeibLMv/5z3/44x//yPXXX89tt91GUVERkZGRjB49+pSpRuvq5Zdf5uabb0Gl9sdhNwOgCgjCLyoOXXQcSRlZpKemkBwTRVSAP5qOJkKDgwkKCsIlyxi6zGfaj4g5HTYnJau+oWbzahx2Gxm3PoTk59/jnEYCDAW7qP3mfVQqFdmX3UBMelb3OUzXmKNWolMrcTqd7sptsxWzRkdFQzOlhw5RXHCA6pIirPXVOC0m93PTBKBWaTGbmrDZrKdcMQi4q8527NiBJEmEhobyxz/+kdLSUt5//30mTpzY38MTeiESaIOMzWbj8ccf5+mnn+bOO+9k8eLFFBcXn5LVaLW1tcTGxpKds5ComNF0tFdh6KjBYKjBYKzFaKhHdrknBAqVGpRK97ZM2cWYO58kRB/QLRgEeSYdnkSXWola+dPJotMl40JGrVDgcMkoJFAcpdzYaD9y0uTolrBrtzkpzf2O6rXfQWffAA+1Rk9AQBQB+mj0+lj0gbEEBESjUCjZuO4psrKSfnK88FDX1NTEjh078PPzQ6vVcsstt9DR0cEbb7zBpEmT+nt4gjCkfPHFFyxZsoQJEybw5JNPUl1djUajYcyYMQQGBvb38E6q0NAwlKpoRo6+AqOhjo6OKnecMdRiNNThsLsnBEgKlFodTpMBgLQLryV+9NjDsaVz0hF0xAREq/pp4t8py7hkGVkGjVKBS5aPGmesTle3SVJ7t0mT+8/6inL2v/rMTz5XoVS740xADPrAGG+sUam0FBZ8QX1tHnYft4kOFV2rztLT03nqqaf44IMPeOaZZ7jhhhtOya1FgnCiFBQUcN1111FfX8/LL79MYGAgTU1Np2Q12vnnn8+XX37N9JkPYbO1/2ROYzW3eq9VBQThMLYDED76DLIvuPInCa2uia4gtRKdSolC0f3+5ZJlXLL7T41SgdMlo1T89B7ncLowOFyHk3PdYs7hxaC8Z+7FaTF3P81bUqDVhRMQEI1efzjO+PuH0NRUwJ6db/LFF1+wYMGCE/J9HYi6Vp2lpaWxatUq7rnnHi6//HKefvrpU+411mB0ym7hHKw0Gg0PP/wwF1xwAVdffTVffPEFL7/8MkajkVWrVp1S1WgVFRWARGHBMqqrthAUnIQ+MJb4hEkE6KNRKFSYzc0YDfWYzU1UlK/FgQ00flgUampNNmp7eXxjxUHqPnkVpVJJ3LkXEjZyvDdZ5q+U+N3oRF7cW4nF4Z7ouICi157B2tqEFBJJ8lW/7/tJBAR5k2cJSdOIihqJVheORqPH6bRjMtZj6KihrmYH7e1VGDqqcLkcOJ2uPh546Diy6uyzzz7j0Ucf5dZbb+WRRx4Z8gdqCEJ/OP/885k+fTpLly5l2rRpPPfcc4wZM4bVq1eTnZ1NRkbGKZNMsNnsmFoPsGXj3wkKTkYfGEtE5HBSUs9CrdZhsxkwGuowm5uoq91FW2cCzaUPoslip8li7/Xxi5//MyoJgjNHkLjgCm+cUQD+KgW3jUrghd2VmJ0uXDLUrv6Gph0bsFutpNz0Z1Q6fa+P79C5t99KkkRQcDIpqbPR6sLx9w8BwGxuxtBRQ0tLCRXla2lvr8BuN6FSqXE4HKfECZtHVp05nU7OOusssrOz2bNnzwk9zVkQTlXZ2dmsWbOG559/ngULFnDDDTdw6623snPnTqqrqxk1atQpU43W3t6OLDvZuO4JgoKTCAyKJzAonti48fhrQ3A67RiNdZhNjbS3VVBl3ASApA+h1eag1ebo9fFrvnwXa9kBFAoFw37/KEpJcscZ6XCc+efeSiwOd5zpOFRC+cev4XQ6CZ99AcGjJ/T5HFRBYbis1SgUGoaNuAStLhytNhyFQoXN1oHRUIuho5aG+j20tx3CbG4GwGr1rR3BUOCpOgNISkrid7/7HcXFxXz22WecffbZ/Tw6wVdD/1XREDVmzBi2bdvGY489xuzZs7nrrrtYvHgxW7ZsIS4ujuHDhw/5xMIZZ5zBG2+8zscff8zOnTupq91GVeXhiYqffwh6fSwBAZFodRHInc0w3Y0u++ayWbFY3L1pTA4X6i6Nov2U7olji9Xh3cIJYLLZsZnNqP2MPn2NrmOxWdtpaNiHydiI0VCDxdLq/TelUk14eChnjJ/B7NmzufHGG316/MHOc/Kqv78/MTExXHXVVbS1tbFixQpRdSYIJ1hYWBjvvPMOn3/+OTfddBMTJ07kySefpLy8nOrqakaPHk1oaN+nfw12q1at4J///CdbtmyhvOwAdbU78TRLVqt1BAREE6CPRquLQKXSoFSqcTrtaHyINbIsYzObsAEquwPDEQcS+DncsabVdjjWmBwuTEYTssvp7k3TRwJNqQ1AUqlQyDIOu5m21jJqa7Zj6KjFZGpElt1fU5KUBAYGcNppw5k6dSrXXHPNKZE8MxgM7Nmzh7a2NjIyMnjmmWd4//33efrpp7nxxhtPmUSxIPQHpVLJ7bffzq9+9SuuvfZavvnmG15++WWcTicrV65k+PDhJCUlDfnfw48//pjHH3+cdevWUXCggPLSQu+8RaFQoQuIQq+PRasLR6k6PL/zdU5jt5gwGY1Iag1GR/dFeG+c6TKnMbncLR0AnHbfT3y2NlTjctowmRppairAZKjHYKjF6fQ8hoS/vz9JSYlMmDCPhQsXcuGFF/r0+IOZ3W6nsLCQ0tJS0tPTvVVnixYt4rPPPjvl+swOdkP/ldEQptFoeOSRR7jgggu45ppr+OKLL/jnP/+Jw+FgxYoVDBs2jJSUlCHds+aaa67hmmuu8f790KFDfPXVV6xdu5Z9+/Zx6NAhqiqLcHb2dpEUCjShvvUvkbsEjGM+Hc3m27YXz2mgfho/6ut2o1SqCAgIID09gREjzmXKlCnMnz+ftLQ0nx5vqDAajezdu5empiYyMjK8vc5uvfVWHn74YbRabX8PURBOGRdccAHTp0/nd7/7HVOnTuXvf/87EydOZP369SQkJDBs2LAhXSUwYcIE3nrrLe/fDQYD3333HStWrGDnzp0cPHiQ+ro87HY7IOPn54cLFco+ElsAsuPwoo/vhwiokTsTeL40d5YkyX1Km6EVo7EOU1kjWn9/omOiyM4+hzPOOIPzzjuPCRMmnFJ9JB0OB4WFhRw8eJCkpCQaGho455xzyMzMZPfu3aSkpPT3EAXhlJGdnc3atWt59tlnmT9/PjfeeCO33HILBQUFlJeXM3r0aEJCQvp7mCdMeHg4f//7371/dzgcbNy4kW+//ZZt27ZRWFhIXd1+6mqtyLILhUKFy+XwaaEGDh8ioFD51uqn+yECxzKnkZAkOFj8PRqNH2FhIYwcOZ4xY8Ywe/Zszj33XAICAnx6vKFAlmWqqqrYt28fAQEBJCQksHTpUgoKCvjkk08455xz+nuIws8gEmhDwNixY9m2bRuPP/4455xzDtdccw2///3vOXjwoDfohIeH9/cwT4qkpCRuueUWbrnllm4fr6ur4+DBg0ydPh1NiG/Bxmk9tlM4u17n8rFvjDowGCSJESNH8N13353yzYmdTidFRUUUFxeTkJCAJEmcf/75qFQqli9fzuTJk/t7iIJwSgoPD+e9997js88+43e/+x1paWk8/fTTWK1WVqxYwfDhw0lOTh7yVQLgPrHq4osv5uKLL+72cZPJxKZNm7jkkkuQZYVP34tupz37cDIadJ6g1tljxtdYowkNx2ZopaKigvj4+FPi/6knsixTU1PD3r17OyshknjwwQfJzc3lySefFFVngtBPlEolf/rTn/j1r3/NjTfeyKxZs3jqqac47bTTWLduHUlJSeTk5KDR+HavHMxUKhXTp09n+vTp3T7udDrZs2cPf/3rX/noo4+8C/F9cdrcO2oknxNoh69z+ViBpg4OQ3a5X8cnJiYO6YU1X7S3t7Nnzx46OjpIS0vj7bff5m9/+xtXX301n3zyiag6G8SGbmnSKcbTG2337t2UlZUxdepUDh48SGxsLBs3biQvL8+7HfFUFB0dzemnn47sdPq+hdNuhc4X0T6v2Hgq0By+TWokhRKVPoiamppTPnlWW1vLypUrqaurIyUlhSeeeILf/OY3LFmyhLy8PJE8E4QBYOHChRw4cIApU6Ywc+ZM3nvvPTIyMigqKmL16tW0tLT09xD7jU6nY/bs2RgMRtShET59TtcEmuTjIUAKtfpwAs2HCjQATUg4dqfLuzBxqjIYDGzcuJFdu3aRkpLC6tWrmTx5MmFhYRQUFLBkyZJT+vsjCANBTk4Oq1ev5v/+7/+44447WLp0KTExMRiNRlasWEF5eTmn6hl4SqWS008/nfLyckBCHRji0+d5YoWvBQFSlwUdl489yjzVcDt37jylk2d2u529e/eyevVqgoKCMBqNzJkzhx9++IE1a9bw0ksvieTZICcSaENMRkYGX3/9Na+99hp//etfueaaawgNDfVu6ywqKsLpdPb9QEPQ999/DxxLDzSbN4Hm6xZOSa12f47LhezsvaGnhyYkgtbWVp+uHYra29vZtGkTeXl5JCcns2nTJiZPnoxGo+HAgQP84Q9/OKVOlxWEgU6v1/Pkk0+yY8cO9u/fz5lnnklVVRXR0dGsX7+eHTt2YDab+3uY/cbudKIJ8a3qu1sF2jFWOh/5+b3xVAacqvHfZrOxb98+cnNz0ev12O125s2bx2effcby5ct57bXXTpkDmARhMJAkicsvv5yCggJOO+00pk+fzieffEJ6ejoFBQWsXbuWpqam/h5mv6msrESlD0Tycdv9sSbQDl8nHVMFGsDKlSt9un6ocblclJeXs3LlSlpbW0lISOCee+5hyZIl3H///WzcuJHx48f39zCF40Ak0IYgz7a3/fv3c+6553LOOefw+uuvk56eTlVVFcuXL6e8vByX69Q5yRFg1apVAL73C7BbkeisQPO1MkClgc7P8bkyIDQcq633U9qGIpPJRF5eHqtXr0an0wHuk//effddvv76a95++21iY2P7eZSCIPQkJyeHH374gRdeeIG//OUv3HjjjUREROB0OlmxYgX79u3D5mPvlKHC6XQiu46l0vnw98f3LZxdttYcQwINWWbjxo0+XT9UePqcLV++nLa2NhITE3nggQe4+uqruf3229m6dauobhaEASwoKIi///3vbNmyha1btzJr1izq6+uJjIxk48aNbNq0ifb29v4e5knX2tqK2seFGjgca46l16ab7HsPtGD3oUJ79uzxeVxDgactwKpVqygsLCQtLY3vv/+eqVOnkpSURGFhIddff/2Q7kl+qhH/k0OYTqfjkUceYffu3VRUVDBp0iQ2bNhAWloahYWFrFq1iurq6lOmDHrnzp3A4Rt8X1xWqycX5vPERqFWez/H6cPERpZdKHV6XPKpk8y0Wq3s2bOHFStWIMsyERER3H333SxatIibbrqJvLw8zjzzzP4epiAIPpAkiUsuuYT8/HymTp3KrFmzeOGFF0hKSqKtrY0ff/yRwsJCHA7fKnIHu61bt4Is+75QYzvcWsH3LZzHVoEmyzJKrbtps6cSe6hzuVyUlZWxYsUKampqSEtL46OPPmLSpEmEh4dTWFjILbfcckodmiAIg9moUaPIzc3lqaee4q677uKaa65BrVYTEBDA6tWrycvLw2Qy9fcwTxqLzYbGx1YBsiwj290L9ZKv/eMUSpAkJEny9k/z4Quh8Ndy6NAh364fAhobG1m7di27du0iISGBkpISZs6cyY8//ujdrhkW5tvrAWHwEIcInAI82zpXrlzJPffcwz//+U/+8pe/cNZZZ7F7926Ki4sZPnw4ERG+3YgHq/LycpT+Op9XX1x2K50Hnfk8sZHUGu/nmCtLsTU34LSYcZqNOE0GHCYDDmMHTkM7DkMH9o5WZJcTFAqqq6uJi4v7OU9tUHA4HJSUlFBcXEx4eDhJSUk89dRTfPbZZ9xyyy288847p8xhF4Iw1Hi2dS5ZsoQHH3yQiRMnctNNN7FkyRJqamo4ePAgOTk5JCUlDelV2O+++w7A58bOXVf2fe5N0+U6a1MdxrIinFYzTosJp8mIw2TAaerA3tGOszPOeLbgHDx40NenMijJskx1dTX5+fkApKWl8b///Y9nnnmG6dOns3nzZkaPHt3PoxQE4efwbOu84IILeP7557n00kuZPHkyDzzwALIss2LFClJSUsjKyhryPbhcLpfPCzXu055lZBkUat++L5IkISlV4HTg6GjDeKgEl82C02zCafbEGQMOQwcOQzv2jlacZiMAHR0dP/dpDRptbW3k5+fT1NREeno6u3btYsGCBQA8//zzXHTRRaKf5hAmEminkNmzZ7N582Y+/fRT7rvvPp599lkeeeQRUlJS2Lx5M2FhYWRmZhIeHj4kf+mbm5uPrdzZZsOTDfO55Fmldn+GJFH15bvej0uSApUmAI0mAI1aj04TiiYkCf+YEJxOGweLv2Pz5s0sXLjwGJ7R4GC32ykrK6OkpASdTkdqaiovvfQSr776KosWLeLAgQMkJSX19zAFQTgOUlNTeeutt/jTn/7Efffdx4QJE/jTn/7EokWLKC4upri4mMzMTBITE4dkIm3btm3AMbQK6NYD7dhPR2vJW09L3nrv31VqHWpNABqNHr1GjyYgCr/wYPz9Q8jf9xHNzc0+fY3BxrOFprCwEIvFQlpaGj/88ANXXHEFqampfPXVV6KyWRCGiICAAO677z6WLFnCE088wdlnn80FF1zAXXfdhdFoZPny5aSmppKenj4kE2nl5eXgcv2MVgGSz3EGOuc0LifWhhrK3/tXl49r0Gj0qNU6/DRBBGni0cQOw98/hLqaHdjt9cfydAaVtrY2ioqKqKmpITU1lZaWFq688kqqqqp46KGHuPbaa0Xf5lOASKCdYiRJ4qKLLuL888/njTfe4I477iA2NpaHH36Y4OBgNm/eTFBQEJmZmURHRw+pRJrJbCEg0fcqO5fV7D3pTFL59qvirkCTQZbJyllIeEQWSqUfKpX/T76XLpcTq7WNjvYqAHbs2DGkEmhWq5WDBw9SWlqKXq8nLS2Nd955h7///e+cffbZbNu2jREjRvT3MAVBOAFGjx7NV199xdq1a7n77rv517/+xZ///GfmzJlDcXExBw4cICMjg+TkZFQ+3l8Hg5KSEiS1BoW/zqfrXbbO055ludupZ73xtBSQJAWRUaNISz8XpUqDSqVFoei+JVGWXdhsRiyWFtRq3ZDbWuNyuaisrKSoqAiHw0Fqaipbtmzh1ltvxc/Pj5dffpnzzz9/SL2WEQTBLTw8nGeeeYalS5fy0EMPMXnyZH77299yyy23eFsIJCUlkZGR4e21OxR89dVXAD4XBRxeqJF9LggA9+4bhdOOSqVjzLgbUar8Uan8USp/miByOCxYzC00NxXQ3u7jls9BpKmpiaKiIhobG0lMTCQsLIzbb7+dLVu2cM8997B06dIh9TMm9G7ovGoVjolKpeKGG27g8ssv54UXXuDKK68kKyuLO++8k4yMDO8RxJmZmcTFxQ2JSgHXMazWgDvgSJIECiWS5NvzV6g10NnPzGioweWy4XBYsduN2G0mbDYDNms7NpsBh6P7KXU5OTm+P5kBzGw2U1xcTHl5OeHh4d6KlBdffJHTTz+dH374gSlTpvT3MAVBOAmmT5/O+vXrWbZsGffffz9PPvkkt99+OwsWLKCiosLbcDc1NRWNr71ZBrC6ujrUQaE+J2xc9sMJNF8rAzwtBRQKCau1naamAzgcVhx2M3a7sTPOdGCzdWC3m5C79NgcKtW+DoeDQ4cOUVxcjEKhIDk5mdWrV7N06VLMZjMPPfQQV1111ZBKzgqCcHRJSUm8/vrr3HHHHfz5z39m3LhxXHvttSxZsgSbzcaKFSuIj48nMzOTwMDA/h7uL7ZhwwYANL72dPYm0KRuh9D0RaHSIGPC6bTR0nIQh8OCw2HpnNMYsVk7sFo7sNsNuFyH+5wG6oN8/hoDmSzL1NfXU1RURFtbGykpKRgMBu6++27WrFnDbbfdxvvvvy96nJ2CxCuLU5xOp+Puu+/mlltu4ZVXXuF3v/sdYWFh3HnnnUyePJn8/Hzy8/O9W24Ga8PdtrY2ZJfT5201AC6rewXF1+ozcJc7AyiVaqoqNwESkqRAqVTi56chICCA6KgwoqJyiI2NJTMzk9NOO42JEycO+olNR0cHxcXFVFZWEhMTQ1JSEq+88gqvv/46s2bN4uuvv2batGn9PUxBEE4yz8nQ8+fPZ9myZTzxxBP89a9/5bbbbmPRokU0NjZSVFREamoqaWlpaLXa/h7yz2YwGvFL8r2XpctmQ0JCpntvs954Kgj0ej1traW0tZYhSRIKhRKNRo1OpyUyMojIyERiY2NJSUlh5MiRnHHGGYwcOfLnPK0Bw2azeVsCaLVa7/bMa6+9Fr1ez7333svixYuHRDJWEIRjM2LECD777DN2797N//3f/zFx4kQuvvhili5dikKhIDc3l+joaDIzMwkN9S35NBDl5+eDQoFKH+zT9T+3Ak2h0SArFNjtVgoPfI4kKZAkBWq1Cn9/P4KDgwgLSyYmJoaEhARGjBjB2LFjOeOMM37Gsxo4XC4XNTU1FBUVYTabSUtLo7GxkRtvvJF9+/Zx22238fbbbxMZGdnfQxX6iUigCQAEBgZyxx13cNttt/Hmm2/y6KOP4nQ6+dOf/sS5555LaWkp+fn5JCUlkZqaOujKVL/++msAbK1NmCpLUQeFoAoIQuolIehpuqw4htUazwRo06YNJCUlERoaOqT3wsuyTF1dHQcPHqSpqYmEhARiYmL45z//yQcffMDChQvZuHEjp512Wn8PVRCEfqZQKLjgggs4//zzWbVqFU888QR/+9vfuPHGG7nuuuswGAwsX76cmJgY0tLSCAsLG3Rb7xxOFxqHHUNZIeqgUNSBwb1OWNxbON3v+xprPNdNmDCB1157jcjISPz8/Abd9+pYtLW1UVpaSmVlJSEhIaSlpfH+++/zwgsvkJqayvPPP88FF1wwJKrlBUH4ZUaPHs27777Lo48+ytNPP82MGTM499xzuf3229HpdKxfv56goCBSU1OJi4sbdMUB1dXVKNQaDCX73XEmKASFv67HGHC4B5rvvTbBPadRqlQcPHiQwMBA9Hr9kI4zVquV8vJySktLvZXNW7Zs4e6776a+vp7bb7+db7/9lqCgoVFhJ/x8IoEmdOPn58eNN97Ib3/7Wz7++GOeeOIJHnnkEW677TYuuugiDAYDK1asICoqipSUFKKiogbFzbS4uBgUCpo2raRp00rvx5X+AagCAlEG6FHp9Ch1ASj9tCj8/HCYTUj4XhUAhwNTe3s7UVFRx/tpDBhWq5VDhw5RVlaGy+UiOTkZg8HAI488wnfffcdVV13F3r17ycjI6O+hCoIwwEiSxOzZs5k9ezZbt27lySefZPz48Vx++eXccMMNaLVaNm/ejE6nIyUlhYSEhEGxFc/lciHLMsayQoxlhd6PK9R+qAICUQXoUeo63/y1KPz8MdeUd7nO11M43XHGaDSSmJh4fJ/EAOJ0OqmpqaGsrIzW1lYSEhJISEjgrbfe4j//+Q8TJkzg/fff56yzzhoUr0MEQTi50tLSeOmll3jggQd47rnnmD9/PuPGjeO2224jNjaWgoIC9u7dS3JyMikpKYOmOMBms+GyWan45HXvxySFsjPOBB6OM1odSj9/bG2HD4/xtdcmgELjh8PhIC7O96rqwUaWZVpaWigtLaW6utrbeua7777jpptuQpZl7rrrLq655hr8/f37e7jCADHwX5EK/UKpVHLZZZdx6aWX8u233/L888/z+OOPc8kll3D99dcTGBjIjh07UCqVJCcnk5SUNKBvLAcPHgSXi6ln3o/NZsBqacVmNWC1dWCzdmC3GrEZOrDZa3E4LDgdVmSHHYVCcWzlzp2Bqba29kQ9lX4jyzJNTU2UlZVRU1NDWFgYycnJLF++nDvuuIOamhpuuOEG/vWvfw3pYCsIwvFzxhln8Mknn3DgwAGeffZZzjrrLMaOHcvNN99MZmYmZWVl7Nu3j4SEBFJSUggO9m3LSn/Yu3cvuJwMH7mYoKA4LJZWrJ09L909yQzYm43Y6iqwOCw4HRbsdjNKhQInvi/WSJICSanEaDSe2CfUT4xGI2VlZRw6dAi1Wk1SUhItLS38+c9/5scff2ThwoUsX76ciRMn9vdQBUEYBGJjY/m///s/7rnnHl5++WX+8Ic/oFQqufnmmzn//PNpa2tj+fLlREVFkZycTHR09ICuZrVYbMTEjiMt/Rws5pbOONOBzWpw/9lhwt5cj9luwum04rCbQKEAl+vYTuFUa3C65BP4TPqP3W6nsrKSsrIyTCYTiYnulgf//e9/efPNNxkxYgSPPfYYl1xyyaBYwBNOLvETIfRKkiTmzZvHvHnzOHDgAC+++CLz588nMzOTG2+8kdmzZ9PQ0MCBAweIiorybuEbaDcbd6NhNc2NhfhpQ9AFRBESmn7Uk2TAfXJZ7or73X1ljvHEGoD6+qFzhHNHRweVlZVUVlZit9tJSkoiKiqKt99+/KFtJQAAGDVJREFUm7fffpv09HTuuOMOfvOb3wzq3kWCIPSfnJwc/v3vf/Pkk0/yxhtv8Je//AWTycRvf/tbLrvsMhwOB2vXrkWv15OQkEB8fPyAu99s2rQJAKOhGpVKg782FH1g3FFPYfbYmfc6JuMhnE7HsbULUKoxm819XzhI2Gw2qqurqaiooKWlxdu77csvv+Smm27CYDCwZMkSXnnlFbFAIwjCzxIaGsq9997LnXfeybJly3jhhRd46KGHuOSSS7j22msJCQlh9+7dyLLsrXgNDg4ecBWuFosFrbWD9rYK/P1DCAlJQa0J6PHAs8qKjRQVfAn4XukMnYcIyEMngeZyuaivr6eyspKamhqCgoJISEhg69at/O1vf2PDhg1cdtllrFy5ctD3cRNOrIGV5RAGtJycHP7xj3/w+OOP89577/Hyyy9z5513csUVV7Bo0SJCQ0MpKChg586dxMbGkpiYSERExIBYxTnnnHPYsGEj+fs/6vZxpVKDWh2ARqNHrdGj0QSgUvmjULh/NWRZxmHsoGHDchQqlbtnmqTAX6OBM1Jp2bkZi82GLLuQHQ7snWXSTU1NJ/05Hk8Wi4WqqioqKytpb28nOjqa5ORk1q9fz1//+le2b9/OZZddxnfffcekSZMG3IsLQRAGp9DQUG6//XZ+//vf8+OPP/Lyyy/z1FNPce6553LNNdeQk5NDfX09+/fvJzw8nISEBOLi4gZEr8kpU6agVmsoL8vt9nFJUnrjjMbPE2e0KFV+mEwN3vtn09bVKDR+KJQq98mckoS2a6yxWpGdTlwOO7LLicVi6Ydnefw4nU7q6uqoqKigvr6e4OBgYmNjMRgMPPfcc3zyySdMmTKFxx9/nIULF4qDAQRBOC5UKhUXXnghF154Ifv27eOVV15h4cKFJCUlccMNN3D22WdjNptZt24dWq3Wm0wLCAjo76EjyzKxsbFUVxfS3FTQ5V8k1GodGk1A53xGj1qtQ6nyw9BRjSQpkGUnHUX7sHe0IinVSArFT+OMzYrsdCE77Vgbawd9As2zRbOiooLq6mqUSiUJCQnExsbyySef8PrrrxMYGMiSJUv44IMPxMEAgk8kebD/Zgj9RpZltm7dyr///W8++ugjYmNjWbx4MQsWLECtVlNZWQlAfHw8CQkJhISE9GuixeVyUVZWxrZt29i7dy/l5eVUVVVRV1dHW1sbHe0dmC1WnE4HLqcLSSGh0aix2l0oFSpcLof7mGYZtFp/3nvvXRYvvhyzxYKEhKRUoVCosNtNPP7oo9x333399lx/DrvdTm1tLZWVlTQ0NBAeHk50dDT79u3j/fff54svviAzM5PrrruOq666alCfYCQIwuBRWVnJq6++yptvvklbWxuXXnopF198MUlJSVRXV9PR0eE9BSwqKqrfG0I3NTWxbds2du7c6d2KWFtbS0tLC+3t7ZhMZhwOJ06nE1l2kZiYwKHKStRqHS5nZ5xBBlnG39+f//3vPRYvvgKzxYJCoUShVONwWMjKSOfAgQP9+lyPlcvloqmpicrKSqqrq/Hz8yMhIYHm5mY+/fRT/ve//+FwOLj88su58cYbycnJ6e8hC4JwCjCZTHzwwQe8+uqrbN26lTlz5vCb3/yGiRMn0tjYSH19PaGhod7kS3+3rbFYLOzatYtt27ZRUlJCeXk51dXVNDc309bWhtFgwmaz4XQ5cblcREfHUFtfh0rlD7ILl8uBLLuOEmfMSJI7zsiyE2QHDru9X5/rsZJlmY6ODm8hgN1uJy4uDpVKxQ8//MC7777Lvn37mD9/PjfeeCNnnXXWgCj2EAYPkUATjguz2cyXX37Ju+++y7fffsv48eNZvHgxs2fPxmKxUFNTg1KpJCYmhpiYGCIjI/t9ktMXWZYJDQ3DX5vM8JG/6fZvGrWCm5dk89K/C7DZXd6PW63tbFj7BA899BAPPvjgyR7yMTMajdTW1lJbW0tTUxOBgYHEx8dTXV3Nxx9/zAcffIBWq2Xx4sVcfvnljBo1qr+HLAjCKUqWZTZs2MC7777LBx98QGBgIIsXL+aCCy5Ar9dTVVWF1WolMjKSmJgYoqOj+32S0xdZllmwYAHffPsDM2Y9/JN/7ynWbNn4HCkpEe6+awOc3W6nrq6O2tpa6uvrUSgUxMfHI8syX331Fe+++y7l5eUsXLiQK664grPOOmvAtYEQBOHUUVpaynvvvcc777xDZWUlF110EZdccgnZ2dnU1NTQ0tJCSEiId04TGBg44HdifPPNN/zqV79izPglhISkdPu3nuLMwZIfqDy0DofDxkDnWZzxzGmsVitRUVGEhISwYcMG3nvvPVatWsX06dO54ooruOiiiwZ0T1VhYBOvUITjQqvVcumll3LppZfS1NTERx99xDvvvMPtt9/Oueeey8KFC5k8eTJOp5M9e/YMikmOJEk47A5MchNVFRtRKNRICnfSz99fDWRTX78bi8UOsozL5cDuMAHuUzgHIk8psyfAGAwGIiIiiI6OxuFw8MMPP/DBBx/Q2NjIJZdcwscff8z06dPFyowgCP1OkiSmTp3K1KlTee655/j+++955513mDFjBjk5OVx66aXMnj2bkJAQysvL2bVr14Cf5EiShMlkAlmm8tAGFEo1CoUSkJAkCT8/d6ypq9uF1erwVkI7HJYBvYXzaIszMTExxMfHs3r1av7617+yadMmzjnnHO6//37OP//8AbE9ShAEITU1lfvvv5/77ruPvLw83n33Xa6//nokSeLSSy/lvPPOIy4ujqamJgoLC/Hz8/PGmfDw8AH5mrm1tRWAxvr9GA11KBQq94E0XeKMZ04jy05cLgcd7dXuKrUB6miLMzExMSQnJ7Nt2zbeeecdli1bRlZWFpdffjmvv/46CQkJ/T1sYQgQFWjCCVVaWurd/rdt2zYmTJjA/PnzvZOcuro6WltbCQ4OJiIigoiICMLCwgZEPxuAM86YwLZt24DuvyZarZb//e9/LFq06IhGzhIKhYKvvvqS884776SO9WhkWcZgMNDU1ERjYyONjY2dpdzRBAcHs3v3br755hu++uorrFYr8+bN46KLLmLevHkDMqkpCIJwpPb2dj799FM+++wzfvzxR2JjY1mwYAFz5swhIyODpqYmGhoa8PPz88aZiIiIAXMIwdNPP83dd9/T2WvGl1jjTgJec83VvPHGGyd3sD2wWq3eONPQ0IDRaCQiIoKoqCiqqqr44Ycf+PLLL8nPz2fGjBlccMEFXHrppURFRfX30AVBEPrkdDpZuXIlH374IV999RUWi4XzzjuPX/3qV4wfPx6z2UxtbS1Op7NbnAkKChoQCzcFBQWMGjUau93Oscxp4mLjqKquPKlj7YnT6aS5udkba5qbm72LM1arldWrV/Pll1+yZs0asrOzWbBgAYsWLWLkyJH9PXRhiBEJNOGkqa2t5euvv2bZsmXeSc78+fOZO3cuGRkZGAwGGhsbMZlMAyqh5nK5sFgsGAwGjEYjLpcLm81GYWEhOTk5aDQaVCoVQUFBaLVa1Gp1vwXLoyXM7HY7YWFhREREYLPZ2LBhA1999RXLly8nPj6eBQsWsGDBAqZOnTpgEpeCIAg/h8lkYsWKFXz55Zd8+eWXmM1m5s2bx69+9SvGjRuH0+mksbGRtrY2dDod4eHhAyKhJssyNpsNk8lEe3s7LpcLp9OJ1WqluLiYYcOGoVarCQwMRK/Xo9Fo+rXKoWvCrLGxkY6ODoKCgoiIiMDf3589e/b8ZHFmwYIFzJ07V2ybEQRhUHO5XGzbto0vv/ySZcuWsX//fs4880x+/etfc+aZZxIYGEhTUxNNTU0oFIpucaa/E2p2ux2z2UxbWxsOh+Ooccbf35+goCD8/f37td3OkQmzlpYWNBoNERERhISEUFFRwY8//siyZcsoKChgxowZzJ8/n/nz55Oamtpv4xaGPpFAE/qFyWRi5cqVLFu2jK+++oqWlhamTJnCzJkzmTx5MikpKXR0dNDU1ITJZCIoKIiQkBDvW2BgYL/e1O12O9988w3z5s3r16STxWKhra2N1tZWWltbaWlp8SbMwsPDcTgc7Ny5kzVr1pCbm0tJSQmTJk3yJs1ycnIGxMqYIAjC8eZyudi+fTvLli1j2bJl7Nmzh9GjRzNz5kymT5/OiBEjuiXUtFotoaGhBAcHe2NNfy8qDIRY43A4vHHG86cnYRYeHo5Wq6WgoID169eTm5vL1q1bSU1NZf78+WJxRhCEIa+8vNybTMvNzSU6OpqZM2cyY8YMxo0bR0BAQLeEWmhoKCEhId5Yo9Vq+z2p1t9xxuVyYTAYvPMZT6zpmjCrqqpi8+bNrF69mrVr16JUKpk3b563GEMszggni0igCf1OlmUKCgrIzc31vrW3t/8koWaxWLw3VYfD0S2pFhQURGBg4Em78Z/sYCPLMmazmfb29m6BxWKxEBAQ4P0+mM1mdu/e7U2YFRcXM3bsWGbOnMnMmTOZNm2aCDCCIJyS6urqWLNmDatWrSI3N5eCggJvQm3atGkMHz4chULhvb+azWYCAgK8k5zg4GACAwPx9/c/aZOdkxlrPFVwHR0d3RJmHR0d+Pn5eb8HKpWKgoICNmzY4E2YJSYmeuPMjBkzSE5OPqFjFQRBGIhMJhObNm3yxpnNmzcTExPDzJkzOfPMMxkzZgwhISG0tbV5769qtbpbQi0oKAidTnfSqoxP9pzG4XBgMBi8c5rW1lZv72jP90Cn01FVVcWWLVvIzc1l7dq1KBQKzjzzTG+sGT169IA/kE4YmkQCTRhwZFnmwIED3RJqzc3NjBgxgrFjxzJ27FhGjBhBYmIiVqvVG4RsNht+fn4EBASg1+vR6/Xe9wMCAo7rTfZEBBvP5MVgMHjfjEaj909Zlr3JsuDgYEwmE0VFRezatYvt27eTl5dHfX09Y8aM6ZYwCwkJOS7jEwRBGErq6upYvXo1ubm5rFq1igMHDpCcnMy4ceMYN24co0ePJj09HaVS6U0mmUwmlErlT2KM5+14Tz5ORKzxTF488aVrvLHb7fj7+3snMQqFgtLSUvbs2UNeXh7bt2+nqKiI5ORkb5yZOXOmSJgJgiAchclkYuPGjd75zObNm9Hr9YwdO5Zx48YxZswYMjMzCQ0N9S5cGAwGZFlGp9N1iy+eeHO8F3FORJxxuVyYTKafzGcMBgMWiwWVSkVwcDDBwcHodDpqamrIz8/3xpndu3ej1WpFwkwYkEQCTRjwZFnm0KFDbN++vdtbS0sLw4cP9050UlNTSUhIICwsDKvV2u1m7XQ60Wg0+Pv74+/vj5+fn/d9z9/VajVqtRqVSoVSqex15ceXYCPLMi6XC4fD4X2zWq1YLO7T07q+7/m70+nE39+/W8B0OBzU1NRw6NAhCgsLvcGlsbGRYcOGeSd748aN4/TTTxcnmQmCIPwMLS0t3vur562kpISkpKRuE52EhARiYmK8PSc9kwOr1YpKpfpJfOkac/z8/FAqlahUKlQqFQqFoteJkC+x5sg4Y7PZeowxFosFu92OWq3ulvxTqVQ0NDRQVVVFcXExO3fu9CbLEhISusWZcePGER0dfaL+GwRBEIYsq9XKnj17usWZPXv2EBAQ4E2q5eTkkJycTGxsLH5+fhiNRu+cxmQyoVAousWZo81pPDHGM6f5pXFGluVuccZut/cYYzzvKxSKboUMOp2OtrY2qqqqKC0tZe/evd2SZZ4iCU+cycjIGJAnmgqCSKAJg5Isy1RUVHgnO3v37qWwsJDi4mJcLhdpaWlkZWWRlZVFZmYmycnJhIaGEhoaikaj8d7ku97s7XY7TqfT+zUUCsVPAhDgDULNzc2EhoYiSRKyLP8kuDidTjy/XpIkoVKpuiXxPG9KpZKOjg5aWlqor6+npKSEwsJC71tDQwNRUVHe5zNmzBhv0lAkywRBEE6c1tZW8vLyyMvLY+fOnRQVFVFQUEBbWxvx8fHe+3JWVhapqalERkYSEhKCXq/HZrP9ZIJhs9lwOBzex/fEhiMnOp43WZa9sQbcsc/pdOJ0Or2xxuVyeR9PpVJ5m0AfmbgzmUy0trbS1NREWVkZRUVFFBYWUlBQQHl5OVqt1hszR48e7Z3EiJMyBUEQThyr1crevXu9saagoIDCwkKqqqoICQnpFmcyMjKIjo729uuUZfmoSSyn0/mT2NA1zhy5eHPknObIhZmu8yPPItDREniexv8tLS1UVVV540xhYSFFRUU4HA7vHM1TBDFu3DjS0tJEskwYNEQCTRhSnE6nt1Kr61tJSQk1NTWYTCa0Wi2xsbE/efNMerRaLTqdDn9/f++f/v7+3moBhUKBy+Vi9+7djBo1CoVC4Q02nuBlNpu7vXmqFBoaGqipqfG+VVdX09DQgCzLREZGkpCQQHZ2drdgmZmZKbZhCoIgDBCyLNPY2PiTOOOZ8LS0tKBUKomOjiYuLq5bnAkPD0ev16PT6QgICECr1eLv749Wq/VOQjzJM0+s2bFjB6NHj/bGGpvNhtlsxmKxeP80mUze7TItLS1UV1d3izU1NTXY7XaCgoKIi4sjIyOjW5zJysoiLi5OHCojCIIwQBgMBoqLi7vFmIKCAioqKqirq8PlchEeHu6NL554ExUVRWBgoDfGeOYyWq0WrVaLRqPplkSTZZmdO3d644wneeZJynWdz5hMJoxGI21tbdTW1nrnMp44YzAY0Gg0xMbGditm6LrQJA6VEQY7kUATThmyLNPe3v6TBJbn/ba2NgwGAx0dHd4/Ozo6MBqNx/R1VCoVgYGBBAYGotfru/0ZERHRLch53o+OjhYBRRAEYQiwWCzU1tZ2iy+e95ubm7vFmK6xpmu1QF8kSfLGlSNjTWho6E8mVJ43UbUsCIIw+DmdTurr638yl/EszB8ZXzzv22y2Y/o6nj5sXeOM5y0mJuYn85nY2FhvJZsgDFUigSYIfXC5XBiNRiwWi7fSzPPmWcHxvOn1ejQajQgcgiAIgs8823CMRmO3GONyubrFGEmS0Ol06HQ6EWcEQRCEY+I5rMyzxdPlcuF0OrvFGIVCgUajQa/Xi6b9gnAUIoEmCIIgCIIgCIIgCIIgCL0Q3foEQRAEQRAEQRAEQRAEoRcigSYIgiAIgiAIgiAIgiAIvRAJNEEQBEEQBEEQBEEQBEHohUigCYIgCIIgCIIgCIIgCEIvRAJNEARBEARBEARBEARBEHohEmiCIAiCIAiCIAiCIAiC0AuRQBMEQRAEQRAEQRAEQRCEXogEmiAIgiAIgiAIgiAIgiD0QiTQBEEQBEEQBEEQBEEQBKEXIoEmCIIgCIIgCIIgCIIgCL0QCTRBEARBEARBEARBEARB6IVIoAmCIAiCIAiCIAiCIAhCL0QCTRCOUUNDAzfffDNJSUn4+fkRExPDnDlzWL9+fX8PTRAEQRgCRJwRBEEQTiQRZwTh51H19wAEYbC56KKLsNlsvPnmm6SlpVFXV8eKFStoamrq76EJgiAIQ4CIM4IgCMKJJOKMIPw8kizLcn8PQhAGi9bWVkJDQ8nNzWXGjBn9PRxBEARhiBFxRhAEQTiRRJwRhJ9PbOEUhGOg1+vR6/V8/vnnWK3W/h6OIAiCMMSIOCMIgiCcSCLOCMLPJxJognAMVCoV//3vf3nzzTcJCQlh6tSp3Hfffezevbu/hyYIgiAMASLOCIIgCCeSiDOC8POJLZyC8DNYLBbWrl3Lpk2b+Pbbb9myZQuvvvoq11xzTX8PTRAEQRgCRJwRBEEQTiQRZwTh2IkEmiAcB9dffz0//vgj5eXl/T0UQRAEYQgScUYQBEE4kUScEYS+iS2cgnAcDB8+HKPR2N/DEARBEIYoEWcEQRCEE0nEGUHom6q/ByAIg0lTUxOXXHIJ1113HaNHjyYwMJBt27bx1FNPcf755/f38ARBEIRBTsQZQRAE4UQScUYQfj6RQBOEY6DX65k4cSLPPvssJSUl2O12EhMTueGGG7jvvvv6e3iCIAjCICfijCAIgnAiiTgjCD+f6IEmCIIgCIIgCIIgCIIgCL0QPdAEQRAEQRAEQRAEQRAEoRcigSYIgiAIgiAIgiAIgiAIvRAJNEEQBEEQBEEQBEEQBEHohUigCYIgCIIgCIIgCIIgCEIvRAJNEARBEARBEARBEARBEHohEmiCIAiCIAiCIAiCIAiC0AuRQBMEQRAEQRAEQRAEQRCEXogEmiAIgiAIgiAIgiAIgiD0QiTQBEEQBEEQBEEQBEEQBKEXIoEmCIIgCIIgCIIgCIIgCL0QCTRBEARBEARBEARBEARB6MX/A5vgmyq2Ek47AAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Within FlorisModel, the is set to a separate wind rose per turbine\n", + "fig, axarr = plt.subplots(1, 3, figsize=(15, 5), subplot_kw=dict(polar=True))\n", + "fmodel.wind_data.plot_wind_roses(axarr=axarr)" + ] + }, + { + "cell_type": "code", + "execution_count": 195, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[2296892.47124259 2297743.68483228 2342752.51651458]\n" + ] + } + ], + "source": [ + "# Can get the expected power for each turbine\n", + "fmodel.run()\n", + "print(fmodel.get_expected_turbine_powers())" + ] + }, + { + "cell_type": "code", + "execution_count": 196, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "6937388.672589454\n", + "60771524771.88361\n" + ] + } + ], + "source": [ + "# Getting expected farm power and AEP weights each turbine by its own wind rose\n", + "print(fmodel.get_expected_farm_power())\n", + "print(fmodel.get_farm_AEP())" + ] + }, + { + "cell_type": "code", + "execution_count": 197, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Using point 0 at (0.0, 0.0) as reference location\n" + ] + }, + { + "data": { + "image/png": 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pKdq1a4f79++L6/bt2wdXV1cMGTJEXGdhYaExrVtlWVlZlTqjRIEuXbrAz89PXBYEAb///jv69esHQRDw5MkT8RUQEICUlBRcuXIFQP7UqA4ODnjvvfeKtPvsVH7lsW/fPgDAjBkzNNa///77AFBkejw/Pz+89NJL4rKjoyMaN26s8b0GgIiICERERJS5/6ysLI0p/AqYmZmJ71fl9kSkP5gj8jFHVFzBZ/3z5oOytmcuIdJfzB35mDsK5ebmYvr06XjnnXc0vifFWbhwIb7++msMGzYMw4cPR1BQEBYsWIAzZ86U+dgI5g4iw8S8kY95o2SbN28GgGIfc8e8QWScmDvyMXcUmjRpEpKTk/Haa6/h6tWruHPnDqZNm4ZLly4BKPzM5/kqopqPOSIfc8TzUSgUaNSoEYYMGYKtW7di06ZNeOGFF/DGG2/g3LlzYlxWVhZMTU2LbaM8+YDX0o0DBz5VM4lEgg4dOojPND1z5gycnJzg7e0NQDMBFPxbngTg7u5e5MOvVq1aSEpKEpcfPHgAb2/vInFPP4e5stLT02FtbV1mnJeXl8ZyfHw8kpOTsXbtWjg6Omq8xo4dCwCIi4sDkP8M0caNG2s807kyHjx4AKlUKv4fFHBxcYGdnR0ePHigsf7pZ1EXePZ7XRHm5ubFPm82OztbfL8qtyci/cEckY85ouIKPuufNx+UtT1zCZH+Yu7Ix9xRaNmyZXjy5AnmzZv3XNtPnz4dEokEs2bNgpubGyQSCXbt2lUkTpu54+TJk+jXr1+p+xszZgwkEonGq3fv3uXex7Oio6Px+uuvo1GjRpBKpZg2bdpzt0VkSJg38jFvFE8QBGzZsgVNmzZF8+bNy7XN9OnTIZVKsXHjxlI/y7VdczB3EFUf5o58zB2FAgMDsWLFCpw8eRKtW7dG48aNsXfvXixYsABA/kABgOeriIwBc0Q+5ojnM2XKFPz111/49ddfMXz4cIwcORKHDx+Gq6srpk6dKsaZm5sjNze32BqgPPngea+ls+YwLNr5DaIK6dSpE/766y/8+++/4nNOC3To0AEzZ85EVFQUTp8+DTc3N9SvX7/MNmUyWbHrBUHQWr/L8ujRI6SkpBT5IC3Osx8garUaAPDGG29g9OjRxW5T3hMuz6u8o2a1/b12dXXFsWPHIAiCRh+io6MB5D+vuqztC2KfVt7tiUi/MEcwRzwPe3t7KBSK584Hrq6uGrHPbs9cQqTfmDuYOwqkpKRg/vz5ePfdd5GamorU1FQA+SfqBEFAREQELCws4OTkVGIb5ubmsLa2hoWFBRYuXIhBgwYVG/d07vDw8NB4Lzo6Gu3atSt3vzMyMtCiRQuMGzeuxP0BQO/evbF+/Xpxubi79QpERETAy8urxO9jTk4OHB0dMWfOHCxbtqzcfSWqCZg3mDdKcubMGTx48AALFy4s9zbm5uaoXbs2kpKS8PLLL5f4Wa7NvAEwdxBVN+YO5o5nTZkyBWPHjsW1a9dgamqKli1bYt26dQCARo0aASj7fFPB+aySaDt3EFHVYI5gjngeubm5WLduHWbNmgWptHCuHrlcjsDAQHz//ffIzc2FqakpXF1doVKpEBUVpVED5OXlISEhoVzX0qOiooqsL+vaCWsOw8KBTzpQMJL19OnTOHPmjMZIvTZt2kChUOD48eM4f/48+vTpo7X9enp64vr160UG2Ny+fVsr7W/cuBEAEBAQUOFtHR0dYW1tDZVKhR49epQa26BBA5w/fx55eXmQy+XFxlRk6j9PT0+o1WrcvXsXvr6+4vrY2FgkJyfD09Oz3G09j5YtW+Knn37CzZs3NaZBPH/+vPh+WdufOnUKarVaIzGcP38eFhYWYpFBRIaBOaIoY84R5SWVStGsWTNxSvGnnT9/HvXr1y/1zpSmTZvCxMQEly5dwrBhw8T1ubm5CAkJ0VhHRPqHuaMoY80dSUlJSE9PxzfffINvvvmmyPteXl4YMGBAsXeoFUhLS0NaWhqGDx+OV199tdiYnJwcHDp0CADw0ksvoWXLlli0aBG6du2Kx48f49GjRxWaWj4wMBCBgYFlxikUCri4uJS73dLUq1cPy5cvBwD8/PPPWmmTyFAwbxRlrHnjWZs3b4ZEIsHrr79e7m3S0tLw5MkTvPrqq5g/f36JcQXnvHr16oW8vDw0bdoUixYtQqNGjSqcNwDmDqLqxtxRFHMHYGlpCX9/f3H58OHDMDc3R8eOHQEAderUgaOjY7Hnqy5cuFCuax8AcOnSJY1BTs9TcxBR1WGOKIo5omwJCQlQKpVQqVRF3svLy4NarRbfK8gHtra2GjVHWFgY1Gq1+H5OTg4++eQTbN26FcnJyWLN0bJlSxw7dgypqamwsbERty/rWjxrDsPCR93pwAsvvAAzMzNs3rwZUVFRGiNfFQoFWrdujZUrVyIjI6Nc0/2VV58+ffD48WPs2LFDXJeZmYm1a9dWuu2jR4/iyy+/hJeXF0aOHFnh7WUyGQYPHozff/8d169fL/J+fHy8+PXgwYPx5MkTfP/990XiCkZHWlhYAACSk5PL3HdBkv3uu+801i9duhQA0Ldv33Idw7PCwsIQFhZWZtyAAQMgl8uxatUqcZ0gCFizZg3q1Kmj8fMRHR2NW7duIS8vT1w3ZMgQxMbG4o8//hDXPXnyBNu3b0e/fv1KHVVKRPqHOaIoY84RFTFkyBBcvHhR42TS7du3cfToUQwdOlQj9tatW4iMjBSXbW1t0aNHD2zatEnjmeUbN25Eenp6ke2JSL8wdxRlrLnDyckJO3fuLPLq1q0bzMzMsHPnTsyePRtA/nTeT3/mF/jyyy8hCILGtNxKpRK3bt0S74SbMmUK7t69i7p166J+/foYPHgwevfujbt372L16tWQSCQYMmTIcx1naY4fPw4nJyc0btwYkyZNQkJCgtb3QWQMmDeKMta88bS8vDxs374dnTp1KvZxFxXJG0D+HfJPz/CxatUqmJubw8HBAVevXsXQoUPRu3dvLFiwoMryBsDcQaQtzB1FMXdoOnv2LP744w+MHz8etra24vrBgwdjz549ePjwobjuyJEjuHPnjsb5pry8PI2aAwCaNGkCHx8frF27VuPCeFXWHERUccwRRTFHlM3JyQl2dnbYuXMncnNzxfXp6en466+/4OPjI86k9fLLL8Pe3h6rV6/WaOPAgQOwsLAQj2nKlCk4efIkFi1ahPPnz4s1R7t27aBSqTR+NnJycrB+/Xq8+OKLRWYVrCjWHPqBMz7pgKmpKdq2bYtTp05BoVCgTZs2Gu936NABS5YsAVC+55yW18SJE/H9999j1KhRuHz5MlxdXbFx40bxw7K89u/fj1u3bkGpVCI2NhZHjx7FoUOH4OnpiT///BNmZmbP1b+vv/4ax44dw4svvoiJEyfCz88PiYmJuHLlCg4fPozExEQAwKhRo/DLL79gxowZuHDhAl566SVkZGTg8OHDePfddzFgwACYm5vDz88Pv/32Gxo1agR7e3s0bdoUTZs2LbLfFi1aYPTo0Vi7di2Sk5PRpUsXXLhwARs2bMDAgQPRrVu35zqe7t27A8ifsq407u7umDZtGhYvXoy8vDy0bdsWu3btwqlTp7B582aNKQZnz56NDRs2IDw8HPXq1QOQf6G7ffv2GDt2LG7cuAEHBwesWrUKKpUK8+bNe66+E5HuMEcUz1hzBJA/+OjBgwfIzMwEkP9c6YK7Gt58803xDo13330XP/74I/r27YsPPvgAcrkcS5cuhbOzM95//32NNn19fdGlSxccP35cXLdgwQJ06NABXbp0wVtvvYVHjx5hyZIl6NWrV6WeSU1EVY+5o3jGmDssLCwwcODAIut37dqFCxcuaLwXExODVq1aYcSIEfDx8QEAHDx4EPv27UPv3r0xYMAAMTYxMRG+vr4YPXo0vvjiC6xfvx6RkZG4cuUK+vfvj4MHD8LLywuvv/46rly5ggkTJmjcVagNvXv3xqBBg+Dl5YWwsDB8/PHHCAwMRHBwcInTshNR8Zg3imeMeeNpBw8eREJCQokXdiqSNwDgvffew6VLlxAUFITIyEisX78e69atw9ixYzFp0iQMHz4cTk5OWLVqFSZOnKj1vAEwdxBpE3NH8Yw1dzx48ADDhg1D//794eLigtDQUKxZswbNmzfHV199pRH78ccfY/v27ejWrRumTp2K9PR0LF68GM2aNcPYsWPFuKioKLHmCAoKEtcvXrwY/fv3R69evTB8+HBcv34d33//fZXUHET0fJgjimesOQIo3zUNmUyGDz74AHPmzEH79u0xatQoqFQqrFu3Do8ePcKmTZvE9szNzfHll19i8uTJGDp0qDgL14kTJ7BgwQLY29uLNcfUqVPx5ptv4tixY/jggw9w4MAB8caL2bNnIy4uDt7e3tiwYQMiIiLEx7Q+L9YcekQgnZg9e7YAQOjQoUOR9/744w8BgGBtbS0olUqN944dOyYAEI4dOyau69Kli9CkSZMi7YwePVrw9PTUWPfgwQOhf//+goWFheDg4CBMnTpVOHDgQJE2i7N+/XoBgPgyNTUVXFxchJ49ewrLly8XUlNTi2zz2WefCc/+mAEQJk+eXOw+YmNjhcmTJwseHh6CXC4XXFxchO7duwtr167ViMvMzBQ++eQTwcvLS4wbMmSIEBYWJsacPXtWaNOmjWBqaioAED777LMS+5SXlyfMmzdPbM/Dw0OYPXu2kJ2drRHn6ekp9O3bt0i/u3TpInTp0qVI7LPf/5KoVCrhq6++Ejw9PQVTU1OhSZMmwqZNm4rEjR49WgAghIeHa6xPTEwUxo8fL9SuXVuwsLAQunTpIly8eLFc+yYi/cMcwRzx7PZPf2+ffj37//Lw4UNhyJAhgo2NjWBlZSW88sorwt27d4u0CaBInwRBEE6dOiV06NBBMDMzExwdHYXJkycX+39HRPqHuYO5ozSjR48WLC0tNdYlJSUJb7zxhuDt7S1YWFgICoVCaNKkifDVV18Jubm5YhwA4YcffhAACKNHjxb27NkjABAsLS0FS0tLwczMTJBKpQIAwdzcXJgzZ45w7dq1EnNXwevDDz8stq8AhJ07d5Z5TGFhYQIA4fDhw+I6Pz8/sV8WFhYa/bS0tBR69+5dbFtdunQRpk6dWvY3kqgGYd5g3njW8OHDBblcLiQkJBT7fnnzhiAI4v/R6NGjBUEQNHLH03kDgODn5yfk5uYKN2/eZO4g0nPMHcwdBRITE4UBAwYILi4ugqmpqeDl5SV8+OGHJZ5Dun79utCrVy/BwsJCsLOzE0aOHCnExMRoxISHh2vkjqft3LlTaNmypaBQKAR3d3dhzpw5RXIPEekWcwRzxLPbl/eaxubNm4V27doJdnZ2grm5ufDiiy8KO3bsKLbdtWvXCo0bNxa/B+PGjRPUarUgCIU1h1wuFwAIZmZmgqWlpWBiYiIMGzZMyMrKEsaOHcuaowaTCMJ/c6QRERERERERET1FIpFg586d4mxRv/32G0aOHInQ0NAid65ZWVnBxcUFubm5uH//fqnt1q5dG46OjmXurzSOjo6YP38+3n77bQD5d54XPBY8KioKXbt2xd27d8V4c3Nz1KlTp0g7Xbt2RcuWLYtMA09ERM+HuYOIiIiIiKoSaw56Fh91R0RERERERETl0qpVK6hUKsTFxeGll14qNsbU1FR8DFJVefToERISEuDq6iquK3j8KwCYmOSf7vD29q7SfhARUdmYO4iIiIiIqCqx5iAOfCIiIiIiIiIiUXp6Ou7duycuh4eHIyQkBPb29mjUqBFGjhyJUaNGYcmSJWjVqhXi4+Nx5MgRNG/eHH379tXq/urWrYv09HTMmzcPgwcPhouLC8LCwjBr1ix4e3sjICDguY8zJCRE3H98fDxCQkJgamoKPz+/526TiMhYMXcwdxARERERVSXWHKw5SsNH3RERERERERGR6Pjx4+jWrVuR9aNHj0ZQUBDy8vIwf/58/PLLL4iKioKDgwPat2+PefPmoVmzZlrfX1ZWFgYOHIirV68iOTkZbm5u6NWrF7788ks4OzsX22ZERAS8vLxQ2ikPiURSZJ2npyciIiIqfAxERMaOuSOiwsdARERERETlx5ojosLHYEw48ImIiIiIiIiIqBJWr16N1atXiyehmjRpgrlz5yIwMLDY+Ly8PCxcuBAbNmxAVFQUGjdujEWLFqF3795iTFpaGj799FPs3LkTcXFxaNWqFZYvX462bduKMcWdDAOAb775BjNnztTeARIRkVYxbxARERERUVUytppDWmUtExEREREREREZAXd3d3z99de4fPkyLl26hJdffhkDBgxAaGhosfFz5szBDz/8gBUrVuDGjRt455138Oqrr+Lq1atizIQJE3Do0CFs3LgR//77L3r16oUePXogKipKjImOjtZ4/fzzz5BIJBg8eHCVHzMRET0/5g0iIiIiIqpKxlZzcMYnIiIiIiIiIiIts7e3x+LFizF+/Pgi77m5ueGTTz7B5MmTxXWDBw+Gubk5Nm3ahKysLFhbW2P37t3o27evGNOmTRsEBgZi/vz5xe5z4MCBSEtLw5EjR7R/QEREVKWYN4iIiIiIqCrV5JrDpEpbryHUajUeP34Ma2vrEqfmIqrJBEFAWloa3NzcIJU+/0Rx2dnZyM3N1UqfTE1NYWZmppW2iKoCcwcZM+YNoufD3EHGTB9zhyAIRX4XFQoFFApFqdupVCps374dGRkZ8Pf3LzYmJyenSF4yNzfH6dOnAQBKpRIqlarUmGfFxsZi79692LBhQ6n9o5qDeYOMnTZyB/MG84axYe4gY6aPNQfPV5G+Y94gY6dvNUdBnypadxhFzSFQmR4+fCgA4Isvo389fPjwuX+PsrKyBFtHudb64uLiImRlZWnxN51Iu5g7+OKLeYOoopg7+OKr8rnDFGZa64uVlVWRdZ999lmJ+7927ZpgaWkpyGQywdbWVti7d2+JsSNGjBD8/PyEO3fuCCqVSvj7778Fc3NzwdTUVIzx9/cXunTpIkRFRQlKpVLYuHGjIJVKhUaNGhXb5qJFi4RatWox3xkR5g2++Mp/PW/uYN5g3jBGzB188VX5msPeUaa1vvB8Fek75g2++Mp/6UvNAVSs7jCmmoOPuiuHlJQU2NnZ4eHDh7CxsdF1d4iqXWpqKjw8PJCcnAxbW9vnbsPW1hZLT7aGuZWsUv3JSldhRucrSElJ4e8k6S3mDjJmzBtEz4e5g4yZNnNHJ/SBCeSV6o8SeTiNfUV+H0u7gy43NxeRkZFISUnBjh078NNPP+HEiRPw8/MrEhsfH4+JEyfir7/+gkQiQYMGDdCjRw/8/PPPyMrKAgCEhYVh3LhxOHnyJGQyGVq3bo1GjRrh8uXLuHnzZpE2fXx80LNnT6xYsaJSx06Gg3mDjF1lcwfzBvOGMWLuIGOmzZrj17NesLB6/lmjACAzXY3hHcJ5vor0GvMGGTt9qjmAitcdxlRz8FF35VAwVZiNjQ0/1MmoaWMaS3MrGcyt+NFDNR9zBxHzBlFFMXcQaSd3mEAOE0klTyb9d4tYRX4fTU1N4e3tDQBo06YNLl68iOXLl+OHH34oEuvo6Ihdu3YhOzsbCQkJcHNzw0cffYT69euLMQ0aNMCJEyeQkZGB1NRUuLq64rXXXtOIKXDq1Cncvn0bv/3223McLBkq5g2ifJXNHcwbZEyYO4i0U3NYWElhaV25G/WIDAHzBlE+vag5gArXHcZUc1RuODIRERERERERERWhVquRk5NTaoyZmRnq1KkDpVKJ33//HQMGDCgSY2lpCVdXVyQlJeHgwYPFxqxbtw5t2rRBixYttNZ/IiKqXswbRERERERUlWpyzcHb54mIiIiIiIiIKmH27NkIDAxE3bp1kZaWhi1btuD48eM4ePAgAGDUqFGoU6cOFi5cCAA4f/48oqKi0LJlS0RFReHzzz+HWq3GrFmzxDYPHjwIQRDQuHFj3Lt3DzNnzoSPjw/Gjh2rse/U1FRs374dS5Ysqb4DJiKiSmHeICIiIiKiqmRsNQdnfCIiIiIiIiIiqoS4uDiMGjUKjRs3Rvfu3XHx4kUcPHgQPXv2BABERkYiOjpajM/OzsacOXPg5+eHV199FXXq1MHp06dhZ2cnxqSkpGDy5Mnw8fHBqFGj0KlTJxw8eBByuebU6L/++isEQcCIESOq5ViJiKjymDeIiKiiTp48iX79+sHNzQ0SiQS7du0qc5vjx4+jdevWUCgU8Pb2RlBQkMb7KpUKn376Kby8vGBubo4GDRrgyy+/hCAIVXMQRERUbYyt5uCMT0RERERERERElbBu3bpS3z9+/LjGcpcuXXDjxo1Stxk2bBiGDRtW5r7feustvPXWW2XGERGR/mDeICKiisrIyECLFi0wbtw4DBo0qMz48PBw9O3bF++88w42b96MI0eOYMKECXB1dUVAQAAAYNGiRVi9ejU2bNiAJk2a4NKlSxg7dixsbW3xv//9r6oPiYiIqpCx1Rwc+EREREREREREREREREREpKcCAwMRGBhY7vg1a9bAy8tLfMyQr68vTp8+jWXLlokDn86ePYsBAwagb9++AIB69eph69atuHDhgvYPgIiIqApx4BMRVas0lRmUqsp99GSplFrqDRER6TvmDSIiIiIiIiIiqqlSU1M1lhUKBRQKRaXbDQ4ORo8ePTTWBQQEYNq0aeJyhw4dsHbtWty5cweNGjXCP//8g9OnT2Pp0qWV3j8REVF14sAnIiIiIiIiIiIiIiIiIqJySFFZIE8lq1QbmSoVAMDDw0Nj/WeffYbPP/+8Um0DQExMDJydnTXWOTs7IzU1FVlZWTA3N8dHH32E1NRU+Pj4QCaTQaVSYcGCBRg5cmSl909ERFSdOPCJiIiIiIiIiIiIiIiIiKiaPXz4EDY2NuKyNmZ7Kq9t27Zh8+bN2LJlC5o0aYKQkBBMmzYNbm5uGD16dLX1g4iIqLI48ImIiIiIiIiIiIiIiIiIqJrZ2NhoDHzSFhcXF8TGxmqsi42NhY2NDczNzQEAM2fOxEcffYThw4cDAJo1a4YHDx5g4cKFHPhEREQGRarrDhARERERERERERERERERkXb4+/vjyJEjGusOHToEf39/cTkzMxNSqealYplMBrVaXS19JCIi0hbO+EREREREREREREREREREpKfS09Nx7949cTk8PBwhISGwt7dH3bp1MXv2bERFReGXX34BALzzzjv4/vvvMWvWLIwbNw5Hjx7Ftm3bsHfvXrGNfv36YcGCBahbty6aNGmCq1evYunSpRg3bly1Hx8REVFlcOATEREREREREREREREREZGeunTpErp16yYuz5gxAwAwevRoBAUFITo6GpGRkeL7Xl5e2Lt3L6ZPn47ly5fD3d0dP/30EwICAsSYFStW4NNPP8W7776LuLg4uLm54e2338bcuXOr78CIiIi0gAOfiIiIiIiIiIiIiIiIiIj0VNeuXSEIQonvBwUFFbvN1atXS9zG2toa3333Hb777jst9JCIiEh3pGWHEBERERERERERERERERERERER6RfO+ERE1SpdrYBSLa9UG9nqPC31hoiI9B3zBhEREREREREREREREZWEMz4REREREREREREREREREREREZHB4YxPRERERERERERERERERETlkC6YQaWu3CXWLEGppd4QERERZ3wiIiIiIiIiIiIiIiIiIiIiIiKDw4FPRERERERERERERERERERERERkcDjwiYiIiIiIiIiIiIiIiIiIiIiIDA4HPhERERERERERERERERERERERkcHhwCciIiIiIiIiIiIiIiIiIiIiIjI4HPhEREREREREREREREREREREREQGx0TXHSAi45KqtECOUl6pNnKUeVrqDRER6TvmDSIiIiIiIiIiIiIiIioJZ3wiIiIiIiIiIiIiIiIiIiIiIiKDo9OBTwsXLkTbtm1hbW0NJycnDBw4ELdv39aIyc7OxuTJk1G7dm1YWVlh8ODBiI2N1YiJjIxE3759YWFhAScnJ8ycORNKpVIj5vjx42jdujUUCgW8vb0RFBRU1YdHRERaxrxBREQVxdxBREQVwbxBREQVxdxBZHxSVBZIruQrRWWh68MgHWLuICLSLp0OfDpx4gQmT56Mc+fO4dChQ8jLy0OvXr2QkZEhxkyfPh1//fUXtm/fjhMnTuDx48cYNGiQ+L5KpULfvn2Rm5uLs2fPYsOGDQgKCsLcuXPFmPDwcPTt2xfdunVDSEgIpk2bhgkTJuDgwYPVcpypqakIDw9HampqteyP6Fn8GaSawljyBsDfW9It/vxRTcLcQVQ9+PNHNQXzBlH14c8g1RTMHUTVgz9/VJMYS+7g7y3pGn8GjYdEEARB150oEB8fDycnJ5w4cQKdO3dGSkoKHB0dsWXLFgwZMgQAcOvWLfj6+iI4OBjt27fH/v378corr+Dx48dwdnYGAKxZswYffvgh4uPjYWpqig8//BB79+7F9evXxX0NHz4cycnJOHDgQJn9Sk1Nha2tLVJSUmBjY1OhY7py5Qr++usvcblPnz5o27YtAEAQBOTl5ZW4rVQqhYmJSYVjASA3N1crsRKJBHK5/Lli8/LyUNKPV1XFAoCpqelzxSqVSqjVaq3EyuVySCSSKo1VqVRQqVRlxj79MyiRSPDKK6+gdevWJW5XnMr8DjzbxrQz/aGwkpe9QSly0vPwXcc/K9Ufqhn0NW8A2ssdBb+3rVq1Ys7QcizAnFFc7KVLl7B3714AzBtUMzF3FGLuqHgswNxRXKy+5Y6uGAATSeVyh1LIw3HsZu4go8gbAM9XVXUswPzxbKw+nK9i3qCqYgy5gzUHc4Y2Yg255vj6YheYWZmUvUEpstOV+KjtCeYOAqC/uYM1B/NHRWP1KX/UtJoDYN1RmsplZS1LSUkBANjb2wMALl++jLy8PPTo0UOM8fHxQd26dcUP9eDgYDRr1kz8QAeAgIAATJo0CaGhoWjVqhWCg4M12iiImTZtWrH9yMnJQU5Ojrj8vCMAU1NTNT7QAWDfvn1o3LgxbGxskJmZiW+//bbE7Vu0aIGBAwcCyP9wWrhwYYmxfn5+GDp0qLhcWmzDhg3x+uuvi8vffvttiQnD09MTY8aMEZeXL1+OzMzMYmPd3NwwceJEcXnlypXi/+mzHB0d8e6774rLP/74I+Lj44uNtbW11fi/CgoKwuPHj4uNtbCwwMyZM8XlzZs348GDB8XGyuVyfPzxx+Lytm3bcPfu3WJjAeCzzz4Tv965cydu3LhRYuzs2bPFJLBnzx78888/JcZ+8MEHsLS0BAAcPHgQly5dKjF26tSpsLOzAwAcOXIEwcHBJcZOmjQJZmZm2LNnj7hOEATs2bMH3t7eRvVhePLkSSxevBiXL19GdHQ0du7cKf5uleT48eOYMWMGQkND4eHhgTlz5mj8LixcuBB//PEHbt26BXNzc3To0AGLFi1C48aNxZi3334bhw8fxuPHj2FlZSXG+Pj4aOwrKCgIS5cuxZ07d2BjY4OhQ4di5cqV2vwW1Fj6kjeAqssdBb+3bm5u+OGHH0rcjjkjH3NGoYrmDCcnJ6SmpoonkQDjzRsAc0dNxtxRiLkjH3NHIeYOoqKMIW8APF9VgPmjEM9XET0/Y8gdrDmYM57GmoOo8vQld7DmKMT8UcgQ8wdrDuOjNwOf1Go1pk2bho4dO6Jp06YAgJiYGJiamoo/xAWcnZ0RExMjxjz9gV7wfsF7pcWkpqYiKysL5ubmGu8tXLgQ8+bNq/QxJSQkFLt+y7URMHdOgipbDuDlEre/l7oPG+5+AwBQK2UAepQYG5F2FBvuLntqTUCJsY8yzmLD3e/FZaW6O0r6UYjJuooNd9eKy9mqbgBMi419kn0TG+52EJfTlZ0BmBcbm5wbrhGbnNsRgFWxsenKGI3YJ9ntAdgWG5utStaIjclqC8C+2FilOksjNjajNQDHYmMBaMTGpbUA4FJi7Oaw7pCa5I80jU9tCqBOibG/3e8DmVl+Uk1I8QVQt8TYHeGDILfKBgAkJjcC4FVi7O4HI6HKUUAQ2mqsFwQBiYmJRvWhnpGRgRYtWmDcuHEa04CWpGDqz3feeQebN2/GkSNHMGHCBLi6uiIgIP93q2Aa0rZt20KpVOLjjz9Gr169cOPGDTFJt2nTBiNHjkTdunWRmJiIzz//HL169UJ4eDhkMhkAYOnSpViyZAkWL16MF198ERkZGYiIiKiy70VNok95A6ja3CEIAv648TaAkkeiM2cUtMOcUaCiOcM0JQNZsfYAmDcA5o6aythyx9SuH8NvhGeJ2/294ThWDtoMAJDKJejwcZMSY09uD8ba17aJy50+a1pi7Pm9V7D+jZ3isv9sP8hMi3/K+rUTN9BzXOHJqRc/8IHcsvg8c/viPfR8uzD2hamNYGZXfJ6JCH2IntLC2FaTvGHpZFZsbOyDeI3YFhPqw7qORbGxKfGpGrHNRnvBtp5lsbHZGTkasX4jPGHfyLrYWAAasT5DPODQpPj8BQD9rN+AOi//rr2GA+rAuWWtEmOHOI+HMjM/z9Tv4wq3trVLjH3D613kpOTnmXo9neHeoeRcN7HZDGTG58C2niWajdbMMcaaO6jmMaa8AQDjWvwPKQ8yYGIhQ/uZviVuz/yRj/mjUEXzh9zShLmDaixjyh2CIGBq9znwG+ZR4naHfzuHH947BgCQmgDtxhR/3gUATv19HT99XTgjSYf+xecAADh37h7W/bgQKkV+TOd2efivZC7iauhD/Dgk/+K6SiFB9/qZMC3hylhoRAzavFV4zqy7SxosS2g3LCYBTWcVxvYyT4dtCV2OSkmFz7xlUP830UNvZTpK+lRNzMpC/eVLoZbnz3rROzkLriXEZirzUO+XRQAAqYkK3aOUcC8hFgCa7P5c/LpjtIA6KPl73O/Uh1D/d+wNYyzgXMI5PgCYdGUGLCzyBwPYxDvAEnYlxi6/PQESy1zYmmQiK9ELKKXHhx8OgVlaGhBnhWfPdTJvUE2iT7mDNUch1hyFWHOQIdCbgU+TJ0/G9evXcfr0aV13BbNnz8aMGTPE5dTUVHh4lPzHe0lq1y7ul1OA3Dr/D0CpIg91hx0ucXuJpHA6N4lMVWosJJpT1VUk1mPw8ZJjoRnrPuBkuWPr9D0NQFKuWNeA4HLHuvS4UEqsJueul8sd6/hSCCCUL9ahw7+AcL3E9yWywun1HNqFonbbm+WKtW99C7Va3SlXbK3md2HXLKzUWGmWEvnfv8Ljkkgk4ohxYxEYGIjAwMByx69ZswZeXl5YsmQJAMDX1xenT5/GsmXLxIvXz04BGhQUBCcnJ1y+fBmdO3cGALz11lvi+/Xq1cP8+fPRokULREREoEGDBkhKSsKcOXPw119/oXv37mJs8+bNn/tYjYk+5Q2ginOHRICpfSpzxn+YM/JpO2cAgNw6A8wb+Zg7aiZjyh2CWkB6dBbOfhVa4nbCU7NHq/OEcscCqFDs+W9L/lx75mMbF5ffLnfslZV3y5sO8M+PYeWO/TcovLzpAKGbI8ode3NbJCQlX1fQcHvnI9zZ/ajE9wtOIAHAvT2PEbav+Lv9no0NPxiDiEMx5Yp9cCQOkcfjyozNSsiBoBYgkTJ3UM1jbHkjKzH/zm5lpor54z/MH/m0nT9Ms1XMHVRjGVvuyIjOxvnlmrNJSMzNNGJgkn/hV60ELmzN0GzDrPCRL4IA4KnHD53bq4ZaoXkJS22aPxLn2Qf3nL6k+O99zQ9MtVxSJPZ4uKXG+09TPrN8JFHzxju1HJqeWj6SZQn1M9e4i8T/55DMEmpTzZ4JJcXamkECQJBrxktMiz4O6JirTBzKJDPVfASQ3EQz/kp9Fa4KhTHmcs0ZTxRPfSvvNcpEtK/mzCWWJoWPfBJkhX1L9XuCNN8EjfcBwFqW/V/HCvth1iwCZk0fwFaWpRkrzV8uOF9lbpMGnq+imkyfcgdrjqeDNRdZc+RjzUH6Si8GPk2ZMgV79uzByZMn4e5eOLrbxcUFubm5SE5O1hjRGhsbCxcXFzHmwoULGu3FxsaK7xX8W7Du6RgbG5ti74JQKBRQKBSVPi4bGxsEBgZi//79/60RUPvFUJhY5H+oSySAxKTk508+rSKxAMSZI3QbW/JzOPUyVlY1sRKZAAnK+f+s5VgTixzYv3ADiZcKR0K/8sorNWYk67NTbGrrd/d5po1+dhrSZ2VkZGD9+vXw8vIS/0g8dOgQ1Go1oqKi4Ovri7S0NHTo0AFLlix5rj8kjYm+5Q2ginNHu1DILXNK3e5pzBnVEFsDcwbAvFEZzB36z5hyh6AWcG/PY+SmKSvUztMnEAwiVmlYsYJKgFDO1KgXsWqhyAnB4uSmKRG2Pxrefd3EdTUpd5DxMva8oRef88wfAPQkJ2g5fzB3UE1ldLljXzRy05SQmmuO2JGU8hmnfuazpLTPFrUKUKs0r9iq1cVfwS1Y/+z7qmJuWnt6nfqZ99XPXCFW4dn3S6aCpMj7JcWrJBI8c2gl3l+nkuS/ITxzQfrpC7ni/qRP9eGZ96WyZ2Of2c+zM1s9tbkghTj7k7jOpIT/ZxkgQACeeV9SzPkxiUwAIEAq0/xBkEo1lxWWWWjw4kWEnW8nrmPeoJpC33IHaw4txepBHcGagzWHsSnn2L2qIQgCpkyZgp07d+Lo0aPw8tKcbqxNmzaQy+U4cuSIuO727duIjIyEv78/AMDf3x///vsv4uIKR/UdOnQINjY28PPzE2OebqMgpqCNqtSyZUvxa7dXTsG6QVSV75PoaVb1o8Wvp0yZgtatS35UVnXIVCqQUclXpjL/jy4PDw/Y2tqKr9Ke21sRZU39+azipiEtsGrVKlhZWcHKygr79+/HoUOHxGfb3r9/H2q1Gl999RW+++477NixA4mJiejZsydyc3OL7IeMI28AzB2kW8wbz4e5Q38ZY+64/P0dxF5Nqpb9EgFA3D+FP2/6kDuIKoN5g6h6MHdQTWKMuePK6jDEhaSUHEykZc4NwsWvmTeoJjCG3MGag3SNNYdx0emMT5MnT8aWLVuwe/duWFtbi88btbW1hbm5OWxtbTF+/HjMmDED9vb2sLGxwXvvvQd/f3+0b98eANCrVy/4+fnhzTffxDfffIOYmBjMmTMHkydPFkekvvPOO/j+++8xa9YsjBs3DkePHsW2bduwd+/eaj1eEwtejCLdsrYu+fmshujhw4caI3O1NWtHRZU2DenIkSPRs2dPREdH49tvv8WwYcNw5swZmJmZQa1WIy8vD//3f/+HXr16AQC2bt0KFxcXHDt2THw0EhUytrwBMHeQbjFvVB3mjupjjLkjN71iMz0RaVNNyx1kfJg3iKofcwcZOuYOourFvEE1gbHlDuYN0jXmjppPpwOfVq9eDQDo2rWrxvr169djzJgxAIBly5ZBKpVi8ODByMnJQUBAAFatWiXGymQy7NmzB5MmTYK/vz8sLS0xevRofPHFF2KMl5cX9u7di+nTp2P58uVwd3fHTz/9VC0XhuRyOaZOnYod4YPE5xETkXbY2NhUyZSEFZn6s6RpSAsUzCrSsGFDtG/fHrVq1cLOnTsxYsQIuLq6AoA48h4AHB0d4eDggMjISK0fV01gDHmDiKpOVeUNgLlDnzF3EBFRRRhL3ig4X/WG17sVemQDEREVZSy5g4gKpSjNkaOUlx1YimxlnpZ6Q4bIGHIHaw4iqk46HfgkCGV/yJmZmWHlypVYuXJliTGenp7Yt29fqe107doVV69erXAfK0sikcDOzg5yq+xq3zcRPR9/f/8inynPTv0pCALee+897Ny5E8ePHy8yDWlxBEGAIAjIyckBAHTs2BFA/vSkBRe+ExMT8eTJE3h6emrrcGoUY8gbRLomkargGhCMvh7rYGKi0z8VDQpzh/5i7iCqemqlgJAfw/D9+YXMHWTwjCVvFJyvyknhBTciosoyltxBpEtSmRot+x7AC647WHNQjWAMuYM1BxFVJ6muO0BEVavgAvaECROMtiBIT09HSEgIQkJCAADh4eEICQkRZ8aYPXs2Ro0aJca/8847uH//PmbNmoVbt25h1apV2LZtG6ZPny7GTJ48GZs2bcKWLVvEaUhjYmKQlZUFALh//z4WLlyIy5cvIzIyEmfPnsXQoUNhbm6OPn36AAAaNWqEAQMGYOrUqTh79iyuX7+O0aNHw8fHB926daum7w7po4I7Ier0P8HZAqnaSaSAonYq6tSpA6nUeP9UZO4gQ1OQOy5+d5t30VH1E4D0x1lGnzuIiKj8CgbNGvP5KiJDU1BzXFpxjzUHVTuJVIC1QyJrDiIiKjfWHMaFfx1UMZVKhb///huJVxtBUEl03R0yQryADVy6dAmtWrVCq1atAAAzZsxAq1atMHfuXABAdHS0xuOBCqb+PHToEFq0aIElS5YUmfpz9erVSElJQdeuXeHq6iq+fvvtNwD5I/FPnTqFPn36wNvbG6+99hqsra1x9uxZODk5ie388ssvePHFF9G3b1906dIFcrkcBw4cgFxeuWlyybA9PVughKmDSCeYO8jQ8C46IiKqiILzVfV6OkMiZdFBOsBBs0QGhzUHERFVBGsO0jnWHEaFQ9uqmEqlQnBwMAAv2DULgwScuYOounXt2rXUaUODgoKK3aa0qT/LmobUzc2tzOlFAcDGxgbr1q3DunXryowlIqoOgkqC1NueOBN3Bu3bt4dMJtN1l3SCuYOIqPwkUgnc2tfGmTPGnTuIDEnB+Sr3Do6IPB4HQa3rHhERERGVTK2S4vHNxjgTxZqDyFCw5iCi6sShbUQ1nKCSIOVGPZw5cwYqFQfeERkCzhZIuiQIUiSFNMbhw4eZN4gMCO+iI12SyACvni7MHUREVG4SqQR1OjjwfBWRARFrju5OkPDKElUzQS1B+OVWrDmIiKjcWHMYF874VI3SVQpIJBzOStVLUP53ARuH0bZtW53fCZGuksNUZVqpNnKZm6iGe3q2QBO/R5CAuYOqj6DSr7OXzBtE5cO76IiIiMiQPD1oVh/OVxFR2Qpqjjr+tRF5Mh6CuvRZjYmIiIh0iTWHcdGvK1tERERERERERERERERERERERETlwIFPRERERERERERERERERERERERkcDjwiYiIiIiIiIiIiIiIiIiIiIiIDI6JrjtARERERERERERERERERGQI0lTmyFXJK9VGjoqXaImIiLSFMz5VMblcjkmTJsG290VAptZ1d4iIiIiIiIiIyMgVnK+6suou1HmCrrtDREREREQ1DGsOIqpOHE5cxSQSCZycnGCSmKnrrhARERGVTaqGTbcQvFp3GUxM+KciERGVTa0U8G9QOL499jlzB5GBKDhflRmfo+uuEBEREZVJKlOjWcBhtHbZyJqDyECw5iCi6sQZn4hquv8uYI8ePZoFAZGB4GyBpEsSKSB3SkG9evUglfJPRSJDwbvoSKcEIOVBBnMHERGVW8GgWZ6vIjIcYs2xJow1B1U7iVSAnUscaw4iIio31hzGhX8dVDGVSoXjx48j87onBJVE190hI8QL2ESGR5wt0DYTEqYOIiIqB95FR0REFVFwvqpuFydIpCw6SAc4aJbI4BTUHFlPcnXdFSIiMgCsOUjnWHMYFf4PVzGVSoUTJ04gK7QeIPBDnShLpUCmsnKvLJVC14dBRFRjCWoJsu+64cKFC1CpVLruDvMGEZEBkEgB17b2epM7iKhsBeer6nZ1gkSm694QERERlU6tluDxrYZGXXOcPHkS/fr1g5ubGyQSCXbt2lXmNsePH0fr1q2hUCjg7e2NoKAgjffr1asHiURS5DV58uSqOQgyKqw5iKg6ceATUQ2nbxewiahsnC2QdEotQcaVhti/fz/zBpEB4V10pEsSmQQN+rgxdxARUblx0CyR4SmoOTw6O0DCK0tUzQSVFGHn2xp1zZGRkYEWLVpg5cqV5YoPDw9H37590a1bN4SEhGDatGmYMGECDh48KMZcvHgR0dHR4uvQoUMAgKFDh1bJMRARVSfWHMaFDzMkqukKLmBjP1q2bAmZjMOqifRdwZ0QQD2Y+zwEIOi6S0REpOeevovu0dl4CGpd94iIiIioZE8PmuX5KiLDINYcnR0RFZwAQc3zVUTVKTAwEIGBgeWOX7NmDby8vLBkyRIAgK+vL06fPo1ly5YhICAAAODo6Kixzddff40GDRqgS5cu2us4EZGOsOYwLhyXT0RERERERERERERERERUzVJTUzVeOTk5Wmk3ODgYPXr00FgXEBCA4ODgYuNzc3OxadMmjBs3DhIJZ5ImIiLDwhmfiIiIiIiIiIiIiIiIiIjKIUMpR57StFJt5Crz//Xw8NBY/9lnn+Hzzz+vVNsAEBMTA2dnZ411zs7OSE1NRVZWFszNzTXe27VrF5KTkzFmzJhK75uIiKi6ceBTNUpTm0Gi5jMnqHoJak7sRmTImDuoujFvEBERERERERERVY+HDx/CxsZGXFYoFDrpx7p16xAYGAg3Nzed7J+IiKgyOPCJiIiIiIiIiIiIiIiIiKia2djYaAx80hYXFxfExsZqrIuNjYWNjU2R2Z4ePHiAw4cP448//tB6P4iIiKoDb+mvYiYmJpgwYQJMul8HZJyxg4iIiIiIiIiIdKvgfFXIj2FQKwVdd4eIiIiItMzf3x9HjhzRWHfo0CH4+/sXiV2/fj2cnJzQt2/f6uoeGQHWHERUnTjjUxWTSqWoU6cOpCkZWm/bRKKAQmoBAWpkqzKghlLr+yAioppEAjOpJWRSOVTqPGSrMwCw4KBnSNUw6XQbQz0+h4kJ/1QkMnZyUxNY2llCIpEgIyUTudm5uu4S6SG1UkDolgjM/2s2cweRgSg4X5X+OEvrbVvYWMDMwhR5uUpkJGdCzUd3ExFRKWQmUlhZm0EqlSIjT4Wc7Dxdd4n0kFSmRpPux9Hc6QejrTnS09Nx7949cTk8PBwhISGwt7dH3bp1MXv2bERFReGXX34BALzzzjv4/vvvMWvWLIwbNw5Hjx7Ftm3bsHfvXo121Wo11q9fj9GjRxvt95aqRlXWHGaWZrCwNoNKqUZaUjrUKtYcRMaOGcyA2JvWQWPrjvC0bAFns/qwMLHVeD81Lx7RWXcRkXEVt1PPIkOVpKOekl7RswvYmUo55Ep5pdrI48hwquEK7oQICp9WqdkCpZChvlUbNLBqizoWvqht6gETaeHvn1Kdh6Tcx4jMvIa7aecRkRECASwQjJ1ECkhck9GoUSNddwUA8wZReRXkjikvzq7UXXQOdezx0uD2aPVyMzRsUx8Odew13k+MSUZYSARCjv2LkzvOISY8rrJdp5pAAJLuputN7iCi6iORSNCssy/8+7dF044+8GziDnNLM/H9vFwlHt+Lwc3zd3Bh31Wc33uFg2gJAAfNEhmigprjPf9PKlVzWNmao0PPpmjzUiM0au4BJzc7SKWFDydJS8nE/buxuHY5AqdO30V4GGsOAiRSAfbuj9GonvHWHJcuXUK3bt3E5RkzZgAARo8ejaCgIERHRyMyMlJ838vLC3v37sX06dOxfPlyuLu746effkJAQIBGu4cPH0ZkZCTGjRtXPQdC9Bwatq6Pjq+2Q7OXfFG/uSes7CzF91QqNWLC43Dn4j1cPBiCs7svIiMlU4e9JX3BmsO48H+4iqlUKpw7dw6qOFdIG8ZAIq14QeBp0QIdHIejnmWLUuNs5I6wkTuisU0H9HR5B7dST+PMk1/xJOfB83afagB9u4BNRGWr7GyBcokZXqjdHy/Y94eViX2JcSZSORzNPOFo5ok29v2QmvcEFxN34UriHigFXowgIjIklb2LrkHLenhjzhD4D2gLmazkJ6Lbu9jBvndLtO3dEhMXvYlLB0Owaf7vCD1z63m7TkREOlBwvqpOBwc8PpcAQV2x81UyExkCx7+MoR/0h1sDlxLj5KYm8PRzh6efO3qPfRmpienY+8Pf2P7tX0hLSq/sYZAh46BZIoMj1hzR2c+1vUvd2hg+rTdeHtAactOSL01Z21qgxQteaPGCF958uxtuhkZh6y9nEHzqzvN2nahG6Nq1KwSh5L/ZgoKCit3m6tWrpbbbq1evUtslel6VrTkkEgleGtIeIz56Fd6tvEqMk8mkqOPtgjreLug2ohOyM3NweOMJbFnwB+IfJVT2MMiQseYwKhz4VMVUKhUOHz4MoC6kDWKBCgx8spTVQoDru2hs07HIe+nKRMhgAnMTGwiCGmnKRJhKzWAmswIASCUy+Nl2gY9NJ1xK/BMn4n6BUsjR1mEREZGe8rZ6Eb1dJ8Na7qCxXi2okJgbhdS8OOSpc+Fl1QqmUnMIggCJRAIAsJE7oLvzBLxQqz/2R/8fwjOu6OIQSMcEtQTqyNoIyQ1Bs2bNIJPJdN0lIqpCZpZmeGvxm+j3Tq8i76UmpuPhrSikPkmDWq2GTW1ruDd2Qy2nwplnXwhoiRcCWuLoltNYOfVnpCakVWf3SU9IpIBjMzuEhDB3EBmKgvNVXj1dEH0xAUIFJn71bd8I7/80CZ5+7hrr1Wo1osNiERMRj6z0bJgqTODgXhsePnXEC9w29lYYMXsQ+r7VE2ve34BDv5zQ5mEREZEekplI8dqUXhg+pSfkCs1LUlmZOXh4Px6JT9KhVqthaWMONw97ODoX1hy+Tergi0XDcPVSOL5dsh8xMSnVfQikB9RqCeLv10NIMmsOIkNRmZqjTkNXfLDuXTTt5FPkvdgH8Yi+H4v05EyYyGWwd7FDXT93mFkoAABmFgq88nYv9HizCzZ9sR3bv/2Lj98mMgIc+KSn6pj7YbDHJ7A0qSWuS8h5hJCk/biTFozkvBgM8ZiLhtbtoYYa/yQfxOn4LXBSeMHHphNa1gqApUktSCUytKv9KjwtW+D3h18gJY/TwhobXsAmMjzPM1ugBFK87Dwe7Wq/Kq5TCyrcTjuL68lH8CDjH+T9NwBWChk+8N2Zv51EgpNxv8DFvCEaWr0IiUQKW1MnDPecjzPxv+Jk/EYAvOPHqKglUF1sgN3YDT8/P+YNIgPxPHfRuTdyw7xds1DXp4647klUIvb9dBinfj+PiOuRxW5Xp6ErOg16EX0n9oBrfWcAwMuvd0LTl3zw+auLcffKfe0cFBkMiUyCRgPdsXs3cwdRTffq1D54e/EoyEwKf88vH7qGg+uP4uKBEKQnF521Vq6Qo3lnX3Qf2RldXusAU4UcNrWtMStoClp2a4rv3v4BebnK6jwM0gMcNEtkeMSao709Hl9ILNcFbFsHa3y6/h00aVdfXJeemoW/d1zEyX3/4M7dWKifql2E/wbKOjjZwL+LDwIHtUGDRvkzC7Z6wQs//DgOC+b/iQvnw7R7cKT3BJUUd8744w7PVxHVeC8Nbo+ZQZM1HqF9++I97PvpCM79dQmJMclFtpHKpPB9sSG6Du+InqO6wNLGAmYWCkz4+g206t4c819bWmytQjUbaw7jwoFPeqi+ZRsM8pgDuTR/ZGqGMglHY9fhesoxlH7xWUBczn3Exd/H2Se/oW3tAejoMAJyqQLOZvXxZr0l2PLgIyTmRlXLcZCe4AVsIoNT0dkCJZCif51Z8LPtLK67l3YBR2J/LPYz317hDpmk8E+AK0l7kfUkDQ4KT/R0eRv1LFsCADo6DoeViT32RS8HBz8REem3it5F16BFPSw69ClsHWwAAFnp2djw2W/4c+WBMi8+R92Nxm+LdmH7t38iYGw3TPj6DdjYW8HJwwHLTn2J2b3n499TN7V1aEREpCfGLxyJ4R8OFJdvnr+Llf/7Gbcv3it1u7ycPFw+dA2XD13D+jlbMXHRG+g2ohMAoNforqjtZo+5AxYhN5uP2zYmHDRLZHgKao56PZwRfTmpzJstHFzt8PUf01GnvhMAQJmnwh8/n8Rva44hMz3/cXmCmbzYbZ/EpeKv7Rew+8+r6Ni5MSZN6wVnF1tYWZlh/oIh+HrhXzh65IZ2D5CoAtJVZpArTSvVRp6q5MfMExmrPhN7YOrqiZBK838/Ht15jFXT1uPigZBSt1Or1Ag9exuhZ2/jl8+24Y25QzDwvUBIpVK06dkcS098gVk95iE5PrUajoL0BWsO48KsqmdczRppDHoKT7+KH8Mm4XrKUVTkorNSyEHwk21Yf/9/SMh5BACwltfGcM8FsJTVKmNrIiIyJAGu74qDnlSCEgeiv8f2h5+XONDVSVFP/DpTmYIsVf5jiZ7kPMDWBx/jcMyPUAsqAECLWr3QzWls1R4AERFVK6e6Dlh44BNx0NP9aw/wTquZ+H3ZngrNuKFWqbH/pyP4OHAB8nLyAAAKc1Ms2Psx6jXxqJK+ExGRbgz9oL/GoKctX/2BaZ3mlDno6VnxjxLw1cjl+PK1pcjOzJ+Rtk3P5pi9ear4CG4iIjJ8FtZmmP/re+KgpyfRyXh/0HdY/+1+cdBTeZ05eRtvvfEDTh7Lv7lCJpPio9n98EJbL633m4iIdKfTq+0w/Ye3xUFPh345gUmtZ5U56OlZaUnpWD09CB90+xxJsckAAK9mdTF/z2wozCs3YJGI9BcHPukRM6kVBnl8Ig56upl6Ctsi5yJL9fyjTxNyH2JjxPuIycqf+tVW7oQB7rMA8GQSEVFN0My2J1rV6gMAUKrz8PvDL3A1aV+p2zia1YNKUEIQBMRmF30c0cXEndj16Gtx8FN7hyFobN1R+50nIqJqJzOR4dNt76OWsx0AIPTsbUzvPBePw2Keqz1nT0d8tuN9SKSFpaW5lRk++/0DmD01JTkRERmu5l38MOHrkeLy8klrsX7OVqhV5XjGUQlObg/GrB5fIDMtC0D+RY5hswZUuq9ERKQfpi19A54+bgCA6AdPMH3AMtwJKf5R2uWRmZmL+XN+x5+7rwDIH/z0yZwBcHSw1kp/iYhIt+p4u2DWhvfE5W3f/olvxnwv3izxPP49dRPTOn2K+EcJAIDGbb0x+f/GVbqvRKSfOPBJj7zsPB42ckcAwMPM6/jz0WKooap0u1mqNGyLnIvUvHgAgKdlC7Su1bfS7RIRkW5Zmdijp8vb4vK+6O8Qln6pzO2cFF6QQgo1VIjNDis25nbaGfwds1pc7u06BWZSq8p3moiIdGroB/3g084bABB1Lwaf9vsamamZz9WWs6cjlp38ArVcasFEnj9VdGJ0EgDAvZEbxnz5mnY6TUREOmNqZor3f5ok3nX9y7xt2PPDIa20ffPcHXw5dAlU/w2gGj3vNXg0dtNK20REpDudXmmFl/q3AQCkJWfikzdW40l0cqXbFQTg/5YfxJnTdwAANjbmmPFer0q3S0REujfjx0kwt8q/ge7wppP4cdZGrbT7OCwGHwcuQNZ/sw0Gju+ONj2ba6VtItIvHPikJ5wUXmhu1xMAkK3KwO5Hi6BG+R8zUZYMVRL+ivpWXO7s+AZMpeZaa5+IiKpfJ8eRUMgsAADXkg8hNOVYubZzNmsAiUQKmcQE8TkRJcZdTdqHW6lnAAAWJrbo4Di80n0mIiLdsXWwwesfDwYAqFRqfPX6d0hLSn+utoob9LR14R+Y3nmueDfewCmBcGvgop3OExGRTgx8r7f4WX7txA1s+mKHVtu/9Pc/2P7tnwAAuakJJnz9hlbbJyKi6iUzkWH8Z4PE5RUzNyM64onW2hcE4JtFe/EkPg0A4P+iN9q08tRa+0REVP06DmyH5l38AOQPVFr+zlqtth8R+hCrpq0Xl99eMlq8sYOIag7+VlcxExMTjB49GiZdbgCykqcAb+8wBBJJ/n/H6fgtSFMmaL0vkZn/4nryUQCAuYkNWtr11vo+iMqSpTRBplJeqVeW0kTXh0Gkc5YmtdDcrgeA/AGzR2PXlWs7hdQC1vLa4nJpA58A4HDMGuSp8y9gt6rVh7M+UbVj3iDSnv6TA8S75/b9eBh3LhU/619ZShr09PMnW/E4LAa/fbMLQP5FjyHv99NK34mISLsKzlf9GxQOtVIoPkZugsHT8z/H1Wo1Vkz5CYJQfGxlbPpiu/j4iQ4D2qKur7vW90FERNWjy+B2cKnrAAC4cuImTv15Rev7SE/Pxtq1hTf/vT6svdb3QURElVeemgMAXvtwoPj1mhkbKvV4u5Ic+Pkobp7LnzHQq2ldvNi3tdb3QUS6xatAVUwqlaJevXpIS1UBKotiY8ykFmhs3QkAkKFMxfH4Y1AKxccWsJHbw0xWeOHaWu6JLLU9ctXZpW53MHYXmtq9DABoatcbh+IOVuRwyBApJeDcXkSGK1VpDqBoUdCiVm/IJHIAQHDCQcTkKAGUnjvMpBbo5VL4DGu1oMb9jIRSc06KMgsXE4+ig0MgTKVmqGfVA+cT/36uYyEDoQak7R5gZN33YWLCPxWJagqJRILe4/LrAJVSha0Ld1Zoe6lUCt/2DaHMU+GzHe8XO+ipwB/f7cPQ9/vDwtocL7/eCWtmbEBudq72Dob0jlop4Ob2SHz62wzmDiIDUXC+KuVBRokxL/ZtDXsXOwDA6T8uICL0YZX0JScrF/vXHcGoz4YBAHqP64a1M7XzaAsiIqpeAW++JH69dem+KtvPsaM3MGp0J7i726NNq3pwcbZFTGxKle2PdE8qU8Onyyk0dVzOmoPIQJSn5qjXtC58X2wIAAgLiUDwX5eqrD+b5v+OBXtmAwB6j3u5SvdFRNWPMz7pgUbWrWAizb94fTXpJJRC2RcFRtSdDg+L/ESgVgtoadcJXR1eLXO7+JzHCM+4CQBwNvOAg6lrJXpOBkEqIKfdAwwZMoQFAZGBKLgTIqfTfUBW/J0QTWzaiV9fSjxarnbb1uqBNvZdoVTlAQCkEin6uY0rYyvN9v1s25ZrX2TApIC6TiqaNGnCKX+JDEhZd9E1bO0FJ4/8O68vHfwH8Q/L97gJQRCQKMTBq4cLvjs9H9+fX1jqoCcAyEzNxKkd5wAAljYWaPly08ocGhkCAUi4wdxBVNN0HFhYc+z/6XC5tyvIHTFCJBKFuGJnibK0tUDHge3w3soJ+CXse3HQEwB0Gdqhch0ng1AwaJbnq4gMh1hzbHxQbM1hVcsSTTs2BgA8uheL6+fulatdQVAjMf0BopNDkZgWAUEo+ckZBdRqAQcPXBOXO7b3LudRkKGSSAU41nvImoOohuk4sPB6w/51R8q9XXlqjmddOhCCJ1GJAIAXAlpAYW5a8Q6TQWHNYVz4P1zFVCoVLl++DNlje6jqJRY71MzL0lf8+lZa+aZ+vfhvMLza528nl+UPmlr9wWYoW0ejcY86pW57K/WyuE8vKz88SYwu1z7JQD11AZuIDEPBnRDq1OLvhDCRmMLdIv+ETlz2IyTkxpTZ5u3DUTh/6Cf03T8KJv/lDQCwyXYqc9vH2eFIyU2ArWlt1LPwgQRSCCj7JBQREVWfsu6ia9bZT/z63N7L5WozTojCbYQgB1l4d+goCIIAiURS6qAncR97LiFgbDcAQPPOvriwT/uPuCAioudXcL7Kta09Yi4norhrzE1fyj93lJ2Zg5BjoeVq9+ncAQC2trY4F3wOFnIrLJ/4I1p1b4a2AS3RsE19SKVSKPOUMJFrnp50quuA2m72SHicWLmDJP321KBZIjIMBTVH6oPMYt9v8qI3ZLL8CyAXDv9brjZjU27hZvQh5CjTxHUKuQ183APgWtuv1LNP54LvYfyErgCA5s088Pvu8tU5RERUPcpTczR76anzVXsqfr6qgALmaCy0hJOk5GvkarUaF/ZfQZ8JPWBqZorGbb1x7eSN8h8QGR7WHEaFw6KrmEqlwv79+2H6Tx1ALSk2xsXcU/z6YWbZd0HcPhyFib2nIyUlf+pWpVKJy5cvY8eWndj1wTncPhxV6vYPM+8W7tusbnkOg4iI9Iijwg0ySf5F56c/00ty+3AUdn1wDicOnkZCQgKA/PwUHx+PLq17lpk3AOBhVn5+UsjMYW9a9mApMmBqQBplg9DQUKjVHOBGVFPUa+ohfn3rfNm5I06IwjUEIwdZMDExwZAhQyCR5NczBZ8Nm+f/XuL2N88X1jVeTVlz1HgSoLYfcweRISk4X9WgjxsksqLnq8ytzODqlf93f9jVcCjzlGW2+XTuAIA6deogODgYPr4+qOvtjiXH5mHER6+i0QsNxJkapDIpVKr8z42cpx6L6tWMuYOIyNDUa+Iufn37SkSZ8THpdxDy8A+NQU8A0KKVD9b++gH+OPERHJ1sStw+PDweWf/ljvr1HJ+v02QwBLUE8REerDmIDEhZNQdQeL4qKTYZsQ/iy2zz2ZqjQA6ycA3BiBNKv9Zx68JT56uas+Ygqkk48EkP2MrtAQAZylTkqIu/W6KAWiXgyDf/IDUlFYsXL4YgCDAxMcGnn34K/DeL35Fv/oFaVfKUfkm5ceLXHR36Vv4ASL/xAjZOnjyJfv36wc3NDRKJBLt27Spzm+PHj6N169ZQKBTw9vZGUFCQxvsLFy5E27ZtYW1tDScnJwwcOBC3b9/WiMnOzsbkyZNRu3ZtWFlZYfDgwYiNjS2yr6CgIDRv3hxmZmZwcnLC5MmTK3O4VAOoVCpcuHABsvv2KO7WNjt5bfHrxNyiP1NPK8gbEPKnf929e7c4Y8ewYcMQHx9fZt4ANAfKNrFtV0okGTy1BIoLntixYweUyrIvcNVUzB1kaApyh2tbe0iKqfIc3R3Er2PC44oGPEUQBNxGiLjcvXt32NraAgDy8vLEi9U5WSU/ovvpWTra9WldnkMgAyY1kcB3aF2jzx1ENYlDHXvx6+j7pecNoGjuaNKkCS5evAhvb81HD8lMZFAp84ucvJw8hBwLxbrZm/FO65k4tuW0GNfvnV6VPALSexw0S2RwCmoOlza1iq05ns4dMQ9Kf7S2IKhxM17zkUbt2rXD/v37cf78ebRr1w7mFmZYFTQeW3dPFV+/bZ8ivn7dNgXmZvmPKfJwt4fpfzPTUs2kVklx68RLelNzpOcptPIiMmYyExlqu9YC8Hw1R3FuI6TUx94pcws/P96cO7R8HSXDxZrDqHDgkx4wlZoBALJVWWVEAo+uPEFabH7cihUrkJqaisuXL2P//v35AQKQFpuFR1dKLiyUgu7/KKRqxAvYyMjIQIsWLbBy5cpyxYeHh6Nv377o1q0bQkJCMG3aNEyYMAEHDx4UY06cOIHJkyfj3LlzOHToEPLy8tCrVy9kZBQ+Xmb69On466+/sH37dpw4cQKPHz/GoEGDNPa1dOlSfPLJJ/joo48QGhqKw4cPIyAgQDsHTgarrNkC5f/lDQDIVpeeO57OGwCwe/duSCQSfPHFFzh+/Hi58gYA2MgLT17VNnUp55EQGS7mDjI0Zd1FZ2ZZeEI1I6X0my2SEK9x51zBdNAZGRn49ddf0b9/f5iZmSFRKPukFBERGSZzq8KaIyO19LwBFM0dq1atgqurK+RyuUbcnX/uYcfSvzCrxzwMsBuND3t+ge3f/omwkAhY2FiIcd6tvbRwFKTPOGiWyPCINUegS/E1h8VTNUdadqltJWY9Qo4qXVx2d3fH+fPni9S2dnaWcHC0Lnw5aL6IiMhwKZ7KG5kVrDlMTU2xatUqDBgwQCMmB1lIQskzR5k8NUjW1qHkWQWpZmDNYVxMdN0BAtSCCgDExxaVJv1JYcGQmpoKR0fHYkeuPh33rIJHVBAZutTUVI1lhUIBhaLoXRKBgYEIDAwsd7tr1qyBl5cXlixZAgDw9fXF6dOnsWzZMrH4PnDggMY2QUFBcHJywuXLl9G5c2ekpKRg3bp12LJlC15++WUAwPr16+Hr64tz586hffv2SEpKwpw5c/DXX3+he/fuYlvNmzcvd1/JOKmhEr8uK3c8mw/+/PNPWFtbIzMzs9S4Z0nA3EGGr7x5A2DuoJpHpSzMHSamJsjLySsxNheaOWHZsmW4evUqzp49i5ycnBLjiIio5lDmaeaNsjybE+bNm4cRI0agQ4cOaNy4MWSy/LplcMuRcJEU/0gJqZQ1BxGRIVM/XXOUMftSjipDYzkpKQm//vorhg0bBqVSCblcDqVSCROT8l/CkkqlgKAqO5CIiPTC03lDJq9YzTF27FhMmjQJgwcPxoEDB8p9vkoi5ZwwRDUVf7v1QMZ/z7C2MrGFpIz/EisHM43lvLy8YkcoPhv3NEtZ4Z0QoSnnK9JVokrLVsq18gIADw8P2Nraiq+FCxdqpY/BwcHo0aOHxrqAgAAEBweXuE1KSgoAwN4+f1acy5cvIy8vT6MdHx8f1K1bV2zn0KFDUKvViIqKgq+vL9zd3TFs2DA8fPhQK8dBNVeGsnDwhrVJrVJji8sH6enpRab1LC1vAMDttCvi15eSjpWnm0RaYQh5A2DuIP2XEl+YOwqmES+JKTRzgiAIOHbsmMZJpOLinvb03d6RNx9VpKtERKQHUp6kiV/bu9iVGf9sTjh69CgmTpyIJk2awNraGh06dEDDhg1LzR0RNwr/ntkw97eKd5qIiHQqJaFwBid7p9Jn0VDILDWWMzIyMGLECDRt2hS///47AMDExATffbsN82ZvF1+fzf1d41VApVIju5SbO4iISP9kZ+YgOzP/XFNtV7sy4wtqCVNTU8ydOxeCIMDBwQETJ04sNq44WWmFs9Ru/Xrnc/SaiPQVZ3zSAwm50XA194SJVA5HhRvickq+MODe2gHWzuZIi8sCintEqQSwdjKHe2uHEttwNiu8s+5hZlhluk6kUw8fPoSNTWERXdKsHRUVExMDZ2dnjXXOzs5ITU1FVlYWzM3NNd5Tq9WYNm0aOnbsiKZNm4ptmJqaws7Orkg7MTExAID79+9DrVbjq6++wvLly2Fra4s5c+agZ8+euHbtGkxNTbVyPFTzPMmJFr92MfMsNVYbeQMAbOS1xa/jsnkBmwxTVeUNgLmD9F/UvRjxa69mdRETUfJj6mrBEQqYazyy6FkKmKMWHEt8v15TD/Hrm+fuVrC3RESka4nRSchKz4a5lRnqNy+95gBKzx1ZWVkIDg6GAubohBYltuHqVfi3VNg/Ec/VbyIi0p3HYbHi115+dXD15K0SY+3N3aGQWWk87g4Abt68iREjRuCLL76Ar09zpET7QSIpvFlcrSicScrGprDODr0ZpY1DICKiahZ1NxoNWtRDnYauUJibIicrt8TYgppjzNhRcHV1FZ9w9Omnn+LHH39ETk5Omeer3Bu7iV/fuxquvQMhIp3jjE96IDKz8EJAA6umpcZKZRJ0n/XfSaJnZwD/b7n7rBaQFvOM7QLeVs3Erx9l8SIEGS4bGxuNlzYvYFfE5MmTcf36dfz6668V2k6tViMvLw//93//h4CAALRv3x5bt27F3bt3cewYZ9ShkqUpk5CSmwAA8LRsBBNJyQMdtJE3zGWWqGNeHwAQm/0QOeqSL4QT6TN9yRsAcwdVv9sXCv/ub9W9WSmR+Y/GboyWpcY0RstSH6H99D5uXWDNQURkaARBwO2L9wAAzp6OcK3vXGp8ZXOHRCJBy25NAOTf+R1xnbNZEhEZmluX7otft+jUuNRYiUQKX8fuJb5/8+ZNhIWoNQY9Patlq8KBuTdvR5cYR0RE+qug5pCZyNCss1+psQU1x5o1a8S6QiKRwMnJCW+88QaAcpyvevmp81Xneb6KqCbhwKcqZmJighEjRiDHPwKQFjfVBnAnLUT8uoVdpzLbbNyjDgZ+2x7WTpozB1g7mWPgt+3RuEedkvsjMUUTm3YAgBxVFiIySr7rgshYubi4IDY2VmNdbGwsbGxsiszYMWXKFOzZswfHjh2Du7u7Rhu5ublITk4u0o6LiwsAwNXVFQDg51f4x5yjoyMcHBwQGRmpzUOiGuhO+lUAgKnUDH42bUuNrUzeAIBmtv6QSfLvqHs6ZxFRIeYO0ndXj15HXm7+I7I7D2kPmYms1HgnSR00hz8U0Pz5VcAczeEPJ0npuaPb8MK65tLBf56z10REVFUKzleFbomAWln8+apLB0PEr7uN6Fhmm5XJHc27+KG2W/7jf68e/hcqpaocR0FERPok4sYjxEclAgBadfGFbW2rUuNdrBqhpccgKEysNdYr5DZo4TUUzrV8S92+e/fCuvjCJc7aQUSkb8pTc1w8ECJ+3W14+WqOlXN/1FgXGxuLk4dOlVlzOHo4oEnH/IG5kTcfIS7ySTmOgogMBR91V8WkUikaNWoEdXZaiTEx2Q8Qk/UALuaeqGfpAw/zhnhYxkxMjXvUQcNubnh05QnSn2TDysEM7q0dSp2xAwDa1OoKc5P8giM09QKUAp97TfQsf39/7Nu3T2PdoUOH4O/vLy4LgoD33nsPO3fuxPHjx+Hl5aUR36ZNG8jlchw5cgSDBw8GANy+fRuRkZFiOx07dhTXF1z4TkxMxJMnT+DpWfajBMi4XU06hbb2PQAAnRz64lrKmVLjnzdvSCBFR4e+4nJI8unKd570m1RAbuuHGOoxBTJZ6QMjqBBzB+m7jJRMnN97BZ1ebYfabvbo+loHHNl8qtRtnCR14Ci4IQnxyEU2TGGGWnAs9c45IH+2J69m+Y/XDj17u9TH6lHNIKgE3Nn1CDPXT2buIDIQBeerku6mlxhz7NczGPfV65BKpeg/KQDbv/0LeTmln0d63twxeNor4tdHt5aen4iISH8d334OQ6f1gdzUBK+M7YLN3+4tNd7Z1gdONo2QlPEQOcp0mJrbopZV3VJnegIAN7da8O/QEACQkJiOkH8eaO0YSD9JZGo06hgMX4evWXMQGYjy1BwX9l1FWlI6rGtZoetrHfDzJ1uR8Dix1HZ3zf8bA0e9gjre+TeIrpixFnUjm5VZcwya2gdSaX5+ObqV1zmIahrO+KQnziTsF7/u4/omJEWeR1SUVCZB3baO8Av0QN22jmVevFZILdDdeWjhPp+UXnRQDfHfBewBAwYYbUGQnp6OkJAQhISEAADCw8MREhIizowxe/ZsjBo1Sox/5513cP/+fcyaNQu3bt3CqlWrsG3bNkyfPl2MmTx5MjZt2oQtW7bA2toaMTExiImJQVZW/iPAbG1tMX78eMyYMQPHjh3D5cuXMXbsWPj7+6N9+/YAgEaNGmHAgAGYOnUqzp49i+vXr2P06NHw8fFBt27dqum7Q/qoPLMF3s8IRXRWBACgrmUjNLftUGa7Fc0bAPCCfTc4m3kAACIybiEqK6zcx0EGSgqoPJPRsmVLo80bAHMHGZ7y3EW38/8K//4f/cVwKMxLflRqAYlEAnuJE1wkdWEvcSrzJJJUJsWEr994ap/7SommmkJQA3H/MHcQ1TRxkU9wdtdFAEBtN3sMfb9fubaraO5o3tkP/v1fyN/nwyc4/ceFynWcDELBoFljPl9FZGgKao4bvz4ssebY89NRcda+QZN6wN7Ztsx2JRIp7K084WrXBPbW9coc9AQAE9/uCpksP27XX1egUhffH6o5pFIBzt7hrDmIapjc7Fzs+/EwAMDUzBTj5o+ocBuWEpsyaw7X+s7o/24AACAnKxd71x6ueGfJ4LDmMC6c8amKqVQq/Pvvv1A+cEROndQSh5qdij+LlxwGwMnMFV5WfnihVn8cjz+g1b4M8nwLNvJaAIB/ki/iTloUAIVW90F6qk4WWrZsqete6MylS5c0LgbPmDEDADB69GgEBQUhOjpa4/FAXl5e2Lt3L6ZPn47ly5fD3d0dP/30EwICAsSY1atXAwC6du2qsa/169djzJgxAIBly5ZBKpVi8ODByMnJQUBAAFatWqUR/8svv2D69Ono27cvpFIpunTpggMHDkAul2vzW0AGpuBOiLT0XECtANTFx/35+He83eB9AEA/t/EITQlDqjJZa/2obeqIPq6jxeXdUTuQoWTeIOPA3EGGpjx30V07cQNXDl9D6x7N4erlhLcWv4kVU9ZptR+vfzIIjdrUBwCEhUTg5PZgrbZPRETaUXC+yqmFHeL/TYZQQs2x4bPf4D+gLWQyKUbOGYxzey7j/jXtzaphaWuB99dNEpc3fbkDyjyl1ton/fX0oFkiMgxizXGv5JojNjIBBzadQd8xnWFhZYbp372JuWN+hCBob2DSy9390LmzDwAgMSkDv+++rLW2icorS2mCPGXlzsMolSX8AUZUQ5S35tj+7V/o+1ZPWNlZoteYrjj1xzmc26O9z3aZiQyzgqbA1Cz/BsBdK/YhOS5Fa+2T/mLNYVw441MVU6lU2L17N6xDXAB1yaNNVYIKvz1cLy4PdH8dfjYttNaP7k590a52JwBAlioLvz/apLW2ifRd165dIQhCkVdQUBAAICgoCMePHy+yzdWrV5GTk4OwsDDxgnSB4toTBEEjzszMDCtXrkRiYiIyMjLwxx9/wMXFRaMdGxsbrFu3DklJSUhISMAff/wBDw+PKvguUE10PeUKriVfAgBYy23xVoMZUEjNtNK2ucwCbzV4H+YyCwDAhYRTuJd+Uyttk55TA/JYS9y5cwdqtfGegGHuoJpqxZR1yMnKBQD0f7c3Xnmnl9bafmlwe7w5N3+GWZVKjeWT1mr1AgfpMQlQq6GV0ecOIkNScL6q0UB3SEqZCTYi9CF+X7YHQP4d2PN2zUJtN3ut9EFuaoI5v06HW4P8v3VCz9zCwZ+PaaVtIiLSnaCFu5EYm39B+YWXm2D8nAFaa9vH1w0z3g8Ul7//4QgyM3O11j7pL0EtQeIjN9YcRAakvDVHypNU/PRR4XXrjzb+D/Wbe2qtH1O+H4+mnfIHzEaHx2Hz/N+11jYR6Q8OfNIjd9JCcSjmLwCATCLDhPrT0Nz2hUq328u5Pwa6vy4u/xr5E5Jyn1S6XTIQvIBNZHBUKhVCQkKgeGhT4mxPBbY8+BGJ/32me1o2wGTvj2BlYl2p/dvI7fBew4/hZp4/kCIuOxrbH26oVJtkQNQS2F6og61bt0Kp5N32RIaiIHc4tbBDaU+GeHTnMVb+r3CWp6mrJuLV//Wp9P5ffr0TPt4yFVJp/s5/+ew33Dx/t9LtkmGQmkjQ5PV6zB1ENVTQnK24ffEeAMClnhOWHJ8nDlZ6XuZWZvh85yy8ENASAJCakIav31zB8xbGhINmiQyOWHM0ty215khPzsTiyeuhUuX/bg9+qxve+uxVSKWlP4aoLC1ae2LRN6/B/L9Hdh88cA1Hj/MmPWOhVkkReqQraw6iGmrv2sM4ueMcgPxZYb85PBe+LzasVJsyExmm/fA2XnmrJwAgL1eJha9/h6z07Er3lwwEaw6jwoFPeuavx7/hatJ5AIBcaoqJDaZjYJ3XIZeYVrgtaxNbTKg/Df3qvFbYftRvuJJ0Tmv9JQOgZxewc1QmyFZW7pWj4lM6qWYr72yBAJChSseae98iQ5k/zbiXVUPM9JmPRtZNnmvfTWxa4UOfBfCw8AIApOalYHXYYmSrs56rPaLKYt4gKp/y3kUHAPvXHcVv3+wSl9/9biw+2vg/WNtbVXi/5lZmeO/78Zi9aSpM5Pm/awfWH8WWr/6ocFtERKSf8nKVmDtgER6HxQAA6ni7YOXFr/Hy652eqz2fdt74/sLXaBfYCgCQnZmDuQO/QUxEnNb6TPqPg2aJDE9BzdGwv1uZNUfIqdtYMXOLuPzqhK5YsPldONWpVeH9mphI8fqYTlj03UhYWeXPdH7lSgSWLT1Q4baIiEh/LR7zPW4E3wEA2DrY4Nvj8zBkxiuQyio+nKGOtwuWHPscfSf2AACo1WosHvM9b9IzMqw5jAsHPukZAQKCwlfiQsJpcV13576Y02QxOjl0L9cjjKxNbNHHdTA+bbIELezaiut3R23F37F/Vkm/iYhId6KzH2LF3a+QkpsEALA3dcB7DT/GxPoz4GVZvrsivK18ManBLLzj/QFs5HYAgIScePzfnS/xJCe2qrpOREQ68tNHm7Fp/g5xufvIlxB0ZwVGzH4VNrXLnjnQwsYCr07tg/W3/w/93+0trt/zw99YNvGHKukzERHpTmJMMj7o9jkiQh8CAKzsLDF701QsPfEF2vZuKc74V5oGLevho43/w4pzC1HXpw4AIC0pHR8HLkDomVtV2n8iIqp+BzefwbLpG6FSqgAALTs1wtoDH2DCh33h5GZX5vZyUxP0DGyOHze9jbFvdYXMJD/XnDt3D3M+3o68PFVVdp+IiKpZdmYOZgcuwNWj1wEApgo53v52NNZcXYxuwztCblr2za2u9Z3x7vKx+PH6MjTpmP94u9ycPCwcuRzHfj1Tpf0nIt3i7e96SA0VNj5YjUdZ4ejnNhxyqRz2pg54re44vOo+ErdTr+N+xh3EZUcjU5UBCaSwltvA2cwN3la+aGDVGDKJTGwvLS8VWyJ/xPWUKzo8KiIiqkpRWQ/wze05GF3vXXG2p+Z2bdDcrg3is2NwK+1fPMyMQFJuAvLUuZBLTWFv6gAPCy/42jRHbYWjRnuhKSHY9GAN0pVpujgcIiKqBhvm/obwfyMx/Ye3YWVnCRt7K4xb8DpGfT4M107cwL+nbiLy5iMkx6cCAGzsreDe2A1NOvigdY9mMDUrnJU2OzMHP7y/AXt+OKSrwyEioioW/ygBUzt8gqmr3xJne2r2ki+avfQJEh4n4uLBENy5FIbYiHhkpmXB1MwUDnXs0aBlPbTu0Rz1mnhotHfnUhgWjPhOnEmKiIhqnr+3nEX0oyTMXP4mHN1qQWEmx+AJXfDquJdwKyQS1y5HIOJeLJKepEOtVsPCzhJ16taGTzN3tGnfAJZWhTeCq1RqbNl8Fr9sOA21WtDhURERUVXJTM3E7N7zMX7h6xj6fn8AgFfTuvh4yzSkJaXj0sF/cPP8HZhZKMRtmnRoDK9mnmjZrSl82nlrtBd9PxZfvf4dbl24V63HQUTVjwOf9NixuAO4kfIPBrqPRFPb/Om/TaUKNLNrg2Z2bcrcXiUoEfzkBPZGb+eFayIiI5Cal4zv7y7Ei7U7o6/rENiZ2gMAHM1c4GjmUq42EnLisefxNlxKOluVXSUiIj1xcnswrp+6ifFfjUT3NztDJpPCRG6C1j2ao3WP5uVrY8c5/PjhRsSE8xFFREQ1XWZaFha+sRzHfj2NiYveQF1fdwBAbTd79B77MnqPfbnMNlKepGLzgt+x+/sDUKvUVd1lIiLSsX/PheGd7gvx+rTe6DfmJZgq5JBKpfBrXQ9+reuVq41/rjzAmv87hDsP4qu2s0REpHMqpQprZ27Eqd/P450lo+Hn3wgAYF3LCt2Gd0S34R014p+eibxAVkY2di7fh60LdyI7I7ta+k1EusWBT3ouNicaP4R9C3dzT3RweBkt7NrCRm5b6jbx2TG4knwOZ+KPIikvoZp6SkRE+kCAgHMJJ3Ap8Qxa1/JHO/tO8Lb21ZgJ8FlKtRJ302/gfMJJhCRfgErgVOFERMYkMSYZi8etxKb5O9D37Z7oMtQfLvWcSt0m4XEiTv1xHnvW/I0HNx5VU0+JiEhfnNtzGRf2XUX7fm0QMKYb2vRqAYW5aYnxarUaN4Pv4PCmkzi86RQvPhARGZnM9Bz8NH83dqw/jd6vtUPXV1rCs2HpN+mlpWQi+PRd7N19FTeu/1dzKEo+v0VERDXLzXN3MLXjJ2jexQ99JvRA+1fawNLWotRtwv6JwLGtp7F/3VGkJnBSECJjwoFPVczExARDhgzBz+H/B0iff/rVR1kPsO3hemx/GAQXszqoY+EJe1MHmMssIAhqZKoy8CQnDpGZ95GY+0SLR0BERIZIKShxIfEULiSegkJqBk/LBnBWuMFGbgsTqRx56lyk5aUgOjsKkZn3kavO0XWXiYhIx6Lvx+KnDzfhpw83wa2BC7xbe8G1vjOs7CwhkQAZKZmIiYhH2NVwRN6K0nV3iYioEgrOV3352lKolc93vkqtVuPs7os4u/si5Ao5GrWpD88mHnCoYw+FhQLKXCWSYpPx6PZj3LpwD+nJGVo+CiIiMjTJCen4ddVR/LrqKBxcbOHd2hOu7vawrWUJqVSCzBwl4mKSEX43FuF3Y6GU8xIWEZGh0kbNAQDXTtzAtRM3IJVJ4d2yHrya1YWjhwPMrMygVqmREp+KqLvRuH0xDEmxydo7ACIyKPyrsYpJpVI0adIEuTnpWmlPgIDo7EeIzuZd1UREVD456mzcSQvFnbRQXXeFDIFUQHrTWAz1GAOZjHdSEhmrx2ExeBwWo+tukIEQVALC9j3GlBXjmTuIDETB+aqEG6laaS8vJw+hZ28j9OxtrbRHREQ135OYFMQfvamxTjDlJSsqnkSmRoMXL6KR/VzWHEQGQts1h1qlxp3L93Hn8n2ttEdENYtU1x0goir23wXswMBAFgREBqLgTojUNo8rNVsg0XORAtleKWjXrh3zBpEBKcgdN7dHVuouOqLnIaiB6IuJzB1ERFRuBYNmeb6KyHAU1By3fn/EmoOqnVQqwM3nrt7UHJl5plp5ERFR1WHNYVw48KmKqdVqhIaGwvSxFaDWdW/IKPECNpHBEWcLdEtnpiYionLRuIuO1yCIiKgMBeeravvZABJd94aMEQfNEhkesea4mcaag4iIysSag3SNNYdx4eXUKqZUKrFjxw7YXHYD1PxUJ8rOlWvlRUREVUQA5E/MERERAbVa96O2mTeIiAyABLD1tNSb3EFEZSs4X+U7tC6kJjxfRURERPpNUEuQHOPEmoPIgLDmIKLqxIFPRDWdnl3AJqKycbZA0imVBLbBHtiwYQOUSqWue0NE5cS76EiXpCYSNBvjxdxBRETlx0GzRAZHrDl8rVlzULVTq6T492AP1hxERFR+rDmMiomuO2BMMlSmECScA5aql0QpgWewBzYEb8Ds2bNhasrnRhPpO3G2QLjhQa8HEEyYO6j6SFQSOOi6E0RUYU/fRXf2q1Co85g7iIiISH89PWiW56uIDENBzeEz2B3Bi26x5iAiIiK9xprDuHDGJyIiIiIiIiIiIiIiIiIiPXXy5En069cPbm5ukEgk2LVrV5nbHD9+HK1bt4ZCoYC3tzeCgoKKxERFReGNN95A7dq1YW5ujmbNmuHSpUvaPwAiIqIqxIFPRERERERERERERERERER6KiMjAy1atMDKlSvLFR8eHo6+ffuiW7duCAkJwbRp0zBhwgQcPHhQjElKSkLHjh0hl8uxf/9+3LhxA0uWLEGtWrWq6jCIiIiqBB91R0RERERERERERERERESkpwIDAxEYGFju+DVr1sDLywtLliwBAPj6+uL06dNYtmwZAgICAACLFi2Ch4cH1q9fL27n5eWl3Y4TERFVA874RERERERERERERERERERUzVJTUzVeOTk5Wmk3ODgYPXr00FgXEBCA4OBgcfnPP//ECy+8gKFDh8LJyQmtWrXCjz/+qJX9ExERVScOfKpiMpkMAwYMwJPmTyBIBV13h4iIiIiIiIiIjFzB+ao7ux5BUPF8FREREVFFZCvlyMqr3CtbKQcAeHh4wNbWVnwtXLhQK32MiYmBs7OzxjpnZ2ekpqYiKysLAHD//n2sXr0aDRs2xMGDBzFp0iT873//w4YNG7TSBzJurDmIqDrxUXdVTCaToWXLlkjPS9d1V4iIiIjKJEgFJPokYpj7MMhkMl13h4iIDICgAsIPxWDiojeYO4gMRMH5qrh/knXdFSIiIqIySaQCvNpcRYNaM2tczfHw4UPY2NiIywqFotr2rVar8cILL+Crr74CALRq1QrXr1/HmjVrMHr06GrrB9VMrDmIqDpxxieiGq7gAnaPHj30oiDIU0qRp5RV8sWPLqrZOFsg6ZQUSK2fio4dOzJvEBkQ3kVHuiSoBUSdfaI3uYOIiPRfwaBZfTlfRURlK6g57v75mDUHVTupTA33pjdrZM1hY2Oj8dLWwCcXFxfExsZqrIuNjYWNjQ3Mzc0BAK6urvDz89OI8fX1RWRkpFb6QESkS6w5jAuvAlUxtVqNO3fuwDzOHFDrujdklPTsAjYRlU2cLdA9nZmaiIjK5em76ATWHUREVIaC81W1GloBEl33howRB80SGR6x5riWwpqDyAD4+/vjyJEjGusOHToEf39/cbljx464ffu2RsydO3fg6elZLX2kmo01B+kaaw7jwsupVUypVGLr1q1wvuQMiZqf6kRERKTnBMA02RRRUVFQq3kmk4iIykECWLmZM3cQGZCC81VNXq8HqQnPVxEREZF+E9QSpD2xN+qaIz09HSEhIQgJCQEAhIeHIyQkRJydafbs2Rg1apQY/8477+D+/fuYNWsWbt26hVWrVmHbtm2YPn26GDN9+nScO3cOX331Fe7du4ctW7Zg7dq1mDx5crUeG9VMrDmIqDrpdODTyZMn0a9fP7i5uUEikWDXrl0a748ZMwYSiUTj1bt3b42YxMREjBw5EjY2NrCzs8P48eORnp6uEXPt2jW89NJLMDMzg4eHB7755puqPjQi/cEL2FTDGEPu4GyBpEsSlQRuZ93w008/QalU6ro7RJVmDHkD4F10pFtSEwlaTmzA3EE1hrHkDiKd4qBZqkGMJW+INYc3aw6qfmqVFCF7ext1zXHp0iW0atUKrVq1AgDMmDEDrVq1wty5cwEA0dHRGo+o8/Lywt69e3Ho0CG0aNECS5YswU8//YSAgAAxpm3btti5cye2bt2Kpk2b4ssvv8R3332HkSNHVu/BGSFjyR1EOsWaw6jodOBTRkYGWrRogZUrV5YY07t3b0RHR4uvrVu3arw/cuRIhIaG4tChQ9izZw9OnjyJt956S3w/NTUVvXr1gqenJy5fvozFixfj888/x9q1a6vsuIj0CS9gU01jDLmDswUSEWmPMeQNgHfRERFpk7HkDiJd4qBZqkmMJW8U1Bx+wz1YcxDpQNeuXSEIQpFXUFAQACAoKAjHjx8vss3Vq1eRk5ODsLAwjBkzpki7r7zyCv79919kZ2fj5s2bmDhxYtUfDBlN7iDSJdYcxsVElzsPDAxEYGBgqTEKhQIuLi7Fvnfz5k0cOHAAFy9exAsvvAAAWLFiBfr06YNvv/0Wbm5u2Lx5M3Jzc/Hzzz/D1NQUTZo0QUhICJYuXarx4U9ERIaBuYOIiCqCeYOIiCqKuYOIiCqCeYOIiCqKuYOISLt0OuNTeRw/fhxOTk5o3LgxJk2ahISEBPG94OBg2NnZiR/oANCjRw9IpVKcP39ejOncuTNMTU3FmICAANy+fRtJSUnF7jMnJwepqakaLyIiMhzMHUREVBG6yBsAcwcRkSFjzUFERBXBmoOIiCqKNQcRUfnpdMansvTu3RuDBg2Cl5cXwsLC8PHHHyMwMBDBwcGQyWSIiYmBk5OTxjYmJiawt7dHTEwMACAmJgZeXl4aMc7OzuJ7tWrVKrLfhQsXYt68eVo/nkylAgIErbdLVBqJktMOk3Fh7iCqHOYNMja6yhtA1eUOIiKqWjWt5iAioqrFmoOo5snJM4Esr3KXWFV5Ki31hmoi1hxERBWj1wOfhg8fLn7drFkzNG/eHA0aNMDx48fRvXv3Ktvv7NmzMWPGDHE5NTUVHh4eVbY/ImOizpMBebLKt0FUAuYOopqFeYOqmq7yBsDcQURkqFhzEBFRRbDmICKiimLNQURUMXr/qLun1a9fHw4ODrh37x4AwMXFBXFxcRoxSqUSiYmJ4jNPXVxcEBsbqxFTsFzSc1EVCgVsbGw0Xs9LJpMhMDAQ0T4pEKScsYOIqLoZYu4gIiLdqa68ATB3EBHVFIZYcxScrwrb9xiCiueriIiqE2sOIiKqKNYcRESlM6iBT48ePUJCQgJcXV0BAP7+/khOTsbly5fFmKNHj0KtVuPFF18UY06ePIm8vDwx5tChQ2jcuHGJ079qk0wmQ7t27ZBUN9PAvttERDWDIeYOIl0SpALi66ehS5cukMk4UxIZH+YNoooTVEDk8TjmDjJahpg7Cs5XRV9MhKCu8t0REdFTDDFvEOmaRCqgbot/WXOQ0TLE3MGag4iqk06H4qSnpyMkJAQhISEAgPDwcISEhCAyMhLp6emYOXMmzp07h4iICBw5cgQDBgyAt7c3AgICAAC+vr7o3bs3Jk6ciAsXLuDMmTOYMmUKhg8fDjc3NwDA66+/DlNTU4wfPx6hoaH47bffsHz5co1p+ohqMl7ApprGGHIHZwsknZIC8d7p6Nq1K/MG1QjGkDcA3kVHuiWoBUSeiGPuoBrDWHIHkS5x0CzVJMaSN8SaY38Maw6qdlKZGp4t/2XNQTWGseQ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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Use the get_heterogeneous_map method to generate a WindRose that represents\n", + "# the information in the WindRoseWRG, rather than a set of WindRose objects\n", + "# but as a single WindRose object (for one location) and a HeterogeneousMap\n", + "# the describes the speed up information per direction across the domain\n", + "# This will allow running the optimization for a single wind speed while still\n", + "# accounting for the difference in wind speeds in location by direction\n", + "wind_rose_het = wind_rose_wrg.get_heterogeneous_wind_rose(\n", + " fmodel=fmodel,\n", + " x_loc=0.0,\n", + " y_loc=0.0,\n", + " representative_wind_speed=10.0,\n", + ")\n", + "\n", + "# Pull out the heterogeneous plot to show the underlying speedups\n", + "het_map = wind_rose_het.heterogeneous_map\n", + "wind_direction_to_plot = [0.0, 10.0, 45.0, 75.0, 90.0, 180.0]\n", + "\n", + "# Show the het_map for a few wind directions\n", + "fig, axarr = plt.subplots(1, len(wind_direction_to_plot), figsize=(30, 5))\n", + "axarr = axarr.flatten()\n", + "for i, wd in enumerate(wind_direction_to_plot):\n", + " het_map.plot_single_speed_multiplier(\n", + " wind_direction=wd,\n", + " wind_speed=8.0,\n", + " ax=axarr[i],\n", + " show_colorbar=True,\n", + " )\n", + "\n", + " axarr[i].set_title(f\"Wind Direction: {wd}\")" + ] } ], "metadata": { diff --git a/examples/examples_wind_resource_grid/000_generate_example_wrg.py b/examples/examples_wind_resource_grid/000_generate_example_wrg.py new file mode 100644 index 000000000..0b68abcf3 --- /dev/null +++ b/examples/examples_wind_resource_grid/000_generate_example_wrg.py @@ -0,0 +1,227 @@ +"""Example: Generate Example WRG File + +This first example demonstrates the content and structure of a +Wind Resource Grid (WRG) file. + +WRG files are Wind Resource Grid files, and their structure is +defined here: +https://backend.orbit.dtu.dk/ws/portalfiles/portal/116352660/WAsP_10_Help_Facility.pdf + +In the script, a synthetic WRG file is derived using the WindRose class. + +""" + +import matplotlib.pyplot as plt +import numpy as np +from scipy.optimize import curve_fit + +from floris import WindRose + + +# Define a function given the distribution of wind speeds in one sector, +# compute the A and k parameters of the Weibull distribution +def weibull_func(U, A, k): + return (k / A) * (U / A) ** (k - 1) * np.exp(-((U / A) ** k)) + + +def estimate_weibull(U, freq): + # Normalize the frequency + freq = freq / freq.sum() + + # Fit the Weibull distribution + popt, _ = curve_fit(weibull_func, U, freq, p0=(6.0, 2.0)) + A_fit, k_fit = popt + + return A_fit, k_fit + + +################################################## +# Parameters +################################################## +# Top line parameters +Nx = 2 # Number of grid points in x +Ny = 3 # Number of grid points in y +Xmin = 0.0 # Minimum value of x (m) +Ymin = 0.0 # Minimum value of y (m) +cell_size = 1000.0 # Grid spacing (m) + +# Other fixed parameters +z_coord = 0.0 # z-coordinate of the grid +height_above_ground_level = 90.0 # Height above ground level +num_sectors = 12 # Number of direction sectors + + + +################################################## +# Generating data +################################################## +# The above parameters define a 3x3 grid of points. Let's start +# by assuming the point at (0,0) has the wind rose as +# defined in inputs/wind_rose.csv +wind_rose_base = WindRose.read_csv_long( + "../inputs/wind_rose.csv", wd_col="wd", ws_col="ws", freq_col="freq_val", ti_col_or_value=0.06 +) + +# Resample to number of sectors +wind_rose_base = wind_rose_base.aggregate(wd_step=360 / num_sectors) + +## Generate the other wind roses +# Assume that the wind roses at other points are generated by increasing +# the north winds with increasing y and east winds with increasing x +x_list = [] +y_list = [] +wind_rose_list = [] + +for xi in range(Nx): + for yi in range(Ny): + # Get the x and y locations for this point + x = Xmin + xi * cell_size + y = Ymin + yi * cell_size + x_list.append(x) + y_list.append(y) + + # Instantiate the wind rose object + wind_rose = WindRose.read_csv_long( + "../inputs/wind_rose.csv", + wd_col="wd", + ws_col="ws", + freq_col="freq_val", + ti_col_or_value=0.06, + ) + + # Resample to number of sectors + wind_rose = wind_rose.aggregate(wd_step=360 / num_sectors) + + # Copy the frequency table + freq_table = wind_rose.freq_table.copy() + + # How much to shift the wind rose for this location + percent_x = xi / (Nx - 1) + percent_y = yi / (Ny - 1) + + # East frequency scaling + east_row = freq_table[3, :] + shift_amount = percent_x * east_row[:5] * .9 + east_row[:5] = east_row[:5] - shift_amount + east_row[5:10] = east_row[5:10] + shift_amount + freq_table[3, :] = east_row + + # North frequency scaling + north_row = freq_table[0, :] + shift_amount = percent_y * north_row[:6] * .9 + north_row[:6] = north_row[:6] - shift_amount + north_row[6:12] = north_row[6:12] + shift_amount + freq_table[0, :] = north_row + + # Add to list + wind_rose_list.append( + WindRose( + wind_directions=wind_rose.wind_directions, + wind_speeds=wind_rose.wind_speeds, + ti_table=wind_rose.ti_table, + freq_table=freq_table, + ) + ) + +################################################## +# Show the wind roses in a grid +################################################## + +fig, axarr = plt.subplots(Nx, Ny, figsize=(12, 12), subplot_kw={"polar": True}) +axarr = axarr.flatten() + +for i, wind_rose in enumerate(wind_rose_list): + wind_rose.plot(ax=axarr[i], ws_step=5) + axarr[i].set_title(f"({x_list[i]}, {y_list[i]})") + +fig.suptitle("Wind Roses at Grid Points") + + +################################################## +# Demonstrate fitting the Weibull distribution +################################################## + +freq_test = wind_rose_list[0].freq_table[0, :] / wind_rose_list[0].freq_table[0, :].sum() +a_test, k_test = estimate_weibull(wind_rose_list[0].wind_speeds, freq_test) +print(f"A: {a_test}, k: {k_test}") + +fig, ax = plt.subplots(1, 1, figsize=(6, 3)) +ax.plot(wind_rose_list[0].wind_speeds, freq_test, label="Original") +ax.plot( + wind_rose_list[0].wind_speeds, + weibull_func(wind_rose_list[0].wind_speeds, a_test, k_test), + label="Fitted", +) +ax.legend() +ax.set_xlabel("Wind speed (m/s)") +ax.set_ylabel("Frequency") +ax.grid(True) + + +################################################## +# Write out the WRG file +################################################## + +# Open the file +with open("wrg_example.wrg", "w") as f: + # Write the top line of the file + f.write(f"{Nx} {Ny} {Xmin} {Ymin} {cell_size}\n") + + # Now loop over the points + for i in range(Nx * Ny): + # Initiate the line to write as 10 blank spaces + line = " " + + # Add the x-coodinate as a 10 character fixed width integer + line = line + f"{int(x_list[i]):10d}" + + # Add the y-coodinate as a 10 character fixed width integer + line = line + f"{int(y_list[i]):10d}" + + # Add the z-coodinate as a 10 character fixed width integer + line = line + f"{int(z_coord):8d}" + + # Add the height above ground level as a 10 character fixed width integer + line = line + f"{int(height_above_ground_level):5d}" + + # Get the wind rose for this point + wind_rose = wind_rose_list[i] + + # Get the frequency matrix and wind speed + freq_table = wind_rose.freq_table + wind_speeds = wind_rose.wind_speeds + wind_directions = wind_rose.wind_directions + + # Get the A and k parameters across all sectors + freq_table_ws = freq_table.sum(axis=0) + A, k = estimate_weibull(wind_speeds, freq_table_ws) + + # Write the A and k parameters + line = line + f"{A:5.1f}{k:6.2f}" + + # Add place holder 0 for the power density + line = line + f"{0:15d}" + + # Write the number of sectors + line = line + f"{num_sectors:3d}" + + # Get the frequency table across wind directions + freq_table_wd = freq_table.sum(axis=1) + + # Step through the sectors + for wd_idx in range(num_sectors): + # Write the probability for this sector + line = line + f"{int(1000*freq_table_wd[wd_idx]):4d}" + + # Get the A and k parameters for this sector + A, k = estimate_weibull(wind_speeds, freq_table[wd_idx, :]) + + # Write the A and k parameters + line = line + f"{int(A*10):4d}{int(k*100):5d}" + + # Write the line to the file + f.write(line + "\n") + + +# Show the plots +plt.show() diff --git a/examples/examples_wind_resource_grid/001_wind_rose_wrg.py b/examples/examples_wind_resource_grid/001_wind_rose_wrg.py new file mode 100644 index 000000000..1eccd1b4a --- /dev/null +++ b/examples/examples_wind_resource_grid/001_wind_rose_wrg.py @@ -0,0 +1,77 @@ +"""Example: WindRoseWRG + +`WindRoseWRG` is a type of WindData object, like `WindRose` and `TimeSeries`, that +is used to store wind data in a format that can be used by the FLORIS model. `WindRoseWRG` +is different that `WindRose` however because the internal data holds the information +of the WRG file and then a `WindRose` object is created for each turbine in a provided +layout. + +In this example the WRG file generated in the previous example is read in +using the `WindRoseWRG` object, and wind roses as points on the WRG grid, as will +as in-between interpolated points have wind roses calculated using the `get_wind_rose_at_point` +method. Finally, the wind roses are upsampled to 5 degree wind direction bins and plotted. + +""" +import matplotlib.pyplot as plt +import numpy as np + +from floris import WindRoseWRG + + +# Read the WRG file +wind_rose_wrg = WindRoseWRG("wrg_example.wrg") + +# Print some basic information +print(wind_rose_wrg) + +# The wind roses were set to have a higher concentration of faster north winds for +# increasing y, show that this is contained within the wind roses, even those interpolated +# between grid points +y_points_to_test = np.array([0, 500, 1000, 1500, 2000]) + +fig, axarr = plt.subplots(1, 5, figsize=(16, 5), subplot_kw={"polar": True}) + +for i in range(5): + wind_rose = wind_rose_wrg.get_wind_rose_at_point(0, y_points_to_test[i]) + wind_rose.plot(ax=axarr[i], ws_step=5) + if i %2 == 0: + axarr[i].set_title(f"y = {y_points_to_test[i]}") + else: + axarr[i].set_title(f"y = {y_points_to_test[i]}\n(Interpolated)") + +# Go through the axarr and delete the legends except for the middle +for ax in [axarr[0], axarr[1], axarr[3], axarr[4]]: + ax.legend().set_visible(False) + + +# Draw a horizontal line on each axis indicating the level of the lower wind speed +# bucket for the north wind from the first wind rose +for i in range(5): + axarr[i].axhline(y=0.036, color="red", alpha=0.5) + +fig.suptitle("Wind Roses at locations with increasing y. Note the location where the 5 m/s bin \ +transitions to 10 m/s for north wind at y = 0 is \nindicated by the red line to show \ +the increase in wind speed to the north as y increases.") + +# Since wind directions was not specified, the wind directions implied by the number of sectors +# in the WRG was used, however the wind directions can be set using the set_wind_directions method +# or passed in at initialization. Here we upsample from 12, 30-deg sectors, to 72 5-deg sectors +wind_rose_wrg.set_wd_step(5.0) + +fig, axarr = plt.subplots(1, 5, figsize=(16, 5), subplot_kw={"polar": True}) + +for i in range(5): + wind_rose = wind_rose_wrg.get_wind_rose_at_point(0, y_points_to_test[i]) + wind_rose.plot(ax=axarr[i], ws_step=5) + if i %2 == 0: + axarr[i].set_title(f"y = {y_points_to_test[i]}") + else: + axarr[i].set_title(f"y = {y_points_to_test[i]}\n(Interpolated)") + +# Go through the axarr and delete all the legends except for the middle +for ax in axarr: + ax.legend().set_visible(False) + +fig.suptitle('Wind roses with upsampling to 5-deg bins') + +plt.show() diff --git a/examples/examples_wind_resource_grid/002_set_floris_with_wrg.py b/examples/examples_wind_resource_grid/002_set_floris_with_wrg.py new file mode 100644 index 000000000..f763caf6b --- /dev/null +++ b/examples/examples_wind_resource_grid/002_set_floris_with_wrg.py @@ -0,0 +1,106 @@ +"""Example: Setting FLORIS with WindRoseWRG + +This example shows how to set a FLORIS model with a WindRoseWRG object. When a WindRoseWRG object +is set as the wind data in a FLORIS model, the wind roses for each turbine in the layout are +generated and stored in the WindRoseWRG object. The wind roses are then used to calculate the +expected turbine powers and farm power. +""" + +import matplotlib.pyplot as plt +import numpy as np + +from floris import ( + FlorisModel, + WindRoseWRG, +) + + +# Read the WRG file into a WindRoseWRG object +wind_rose_wrg = WindRoseWRG("wrg_example.wrg") + +# Print out some information about the +print(wind_rose_wrg) +print("=====================================") + +# Since we didn't specify the wind speeds or fixed ti, the default values are used +# and displayed in the above printout. Note the wrg file itself, does not specify +# turbulence intensity, or the wind speed bins FLORIS should use. These can be chosen +# at initialization of the WindRoseWRG object, or set later. We can update these values +# using the following methods +wind_rose_wrg.set_wind_speeds(np.arange(0, 26, 2.0)) # Use 2m/s steps +wind_rose_wrg.set_ti_table(0.07) # Use a fixed ti of 7% for all wind directions and wind speeds + + +# Select a turbine layout +# The original grid in example 000 was defined by having the wind rose rotate with increasing y +# and move to higher speeds with increasing x. Here we will define a turbine layout that +# has a line of turbine along the diagonals of the grid. +layout_x = np.array([0, 500, 1000]) +layout_y = np.array([0, 1000, 2000]) + +# Set the turbine layout in the WindRoseWRG object, note that until this is done, the +# wind_rose_wrg object contains no WindRose objects. +# Note that if the wind_rose_wrg is applied to a FlorisModel, the layout_x and layout_y +# will be set in the FlorisModel and the wind roses will be generated for each turbine +wind_rose_wrg.set_layout(layout_x, layout_y) + +# Plot the wind roses in the first figure +fig, axarr = plt.subplots(1, 3, figsize=(16, 5), subplot_kw={"polar": True}) +wind_rose_wrg.plot_wind_roses(axarr=axarr, ws_step=5) + +# Apply the wind_rose_wrg to a FlorisModel + +# Load the FLORIS model and set that layout +fmodel = FlorisModel("../inputs/gch.yaml") +fmodel.set(layout_x=layout_x, layout_y=layout_y) + +# Set the wind data as the wind_rose_wrg +fmodel.set(wind_data=wind_rose_wrg) + +# Run the model and get the expected turbine powers and farm power +fmodel.run() +expected_turbine_powers = fmodel.get_expected_turbine_powers() +expected_farm_power = fmodel.get_expected_farm_power() + +# Print the expected turbine powers, farm power, and the sum of the expected turbine powers +print("=====================================") +print("Expected turbine powers:", expected_turbine_powers) +print("Expected farm power:", expected_farm_power) +print("Sum of expected turbine powers:", expected_turbine_powers.sum()) +print("=====================================") + +# Now re-run using one of the turbine wind roses alone + +# Compare with the result if just using the first wind rose or the last wind rose +fmodel.set(wind_data=wind_rose_wrg.wind_roses[0]) +fmodel.run() +expected_turbine_powers_first = fmodel.get_expected_turbine_powers() + +fmodel.set(wind_data=wind_rose_wrg.wind_roses[-1]) +fmodel.run() +expected_turbine_powers_last = fmodel.get_expected_turbine_powers() + +# Print the results to show match of first and last turbine when using their respective wind roses +print("Expected turbine powers:") +print("All wind roses:", expected_turbine_powers) +print( + "First wind rose (1st power matches): (" + + str(expected_turbine_powers_first[0]) + + "), " + + str(expected_turbine_powers_first[1]) + + ", " + + str(expected_turbine_powers_first[2]) + + ")" +) +print( + "Last wind rose (Last power matches): " + + str(expected_turbine_powers_last[0]) + + ", " + + str(expected_turbine_powers_last[1]) + + ", (" + + str(expected_turbine_powers_last[2]) + + ")" +) + + +plt.show() diff --git a/examples/examples_wind_resource_grid/003_wrg_compar_layout_optimization.py b/examples/examples_wind_resource_grid/003_wrg_compar_layout_optimization.py new file mode 100644 index 000000000..2e30ba0e8 --- /dev/null +++ b/examples/examples_wind_resource_grid/003_wrg_compar_layout_optimization.py @@ -0,0 +1,217 @@ +"""Example: Layout optimization with WindRoseWRG comparison + +This example compares a layout optimization using a WindRoseWRG. In the example, two +turbine positions are optimized within a square grid. The optimization is run 3 times: + +1. Using a WindRoseWRG object generated using the example wrg file +2. Using a WindRose object created from the WindRoseWRG object +3. Using a WindRose object created from the WindRoseWRG object, but with the HeterogeneousMap + also generated by the WindRoseWRG object + + +Because the WRG file includes a speed-up for northern winds, optimizaitions (1) and (3) place both +turbines near the northern boundary of the grid, while optimization (2) places the turbines in the +furthest corners of the grid. The optimization illustrates that using the full WindRoseWRG object +produces a similar result to the WindRose object with the HeterogeneousMap, since they both +can represent the difference in resource for different locations. The HeterogeneousMap may have +advantage for larger cases since it is running with only 1 wind speed. For this example the results +and performance are similar. + +""" + +import matplotlib.pyplot as plt +import numpy as np + +from floris import ( + FlorisModel, + WindRoseWRG, +) +from floris.optimization.layout_optimization.layout_optimization_random_search import ( + LayoutOptimizationRandomSearch, +) + + +if __name__ == "__main__": + + # Parameters of layout optimization + seconds_per_iteration = 30.0 + total_optimization_seconds = 120.0 + min_dist_D = 3.0 + use_dist_based_init = False + + # Initialize the WindRoseWRG object with wind speeds every 2 m/s and fixed ti of 6%. Specify + # a wd_step of 4 degrees, which implies upsampling from wrg's 90 degree sectors to 12 + # degree sectors + wind_rose_wrg = WindRoseWRG( + "wrg_example.wrg", + wd_step=2.0, + wind_speeds=np.arange(0, 21, 1.0), # Use a sparser range of speeds + ti_table=0.06, + ) + + # Define an optimization boundary within the grid that is a square with a + # buffer to avoid the outer limits of the heterogeneous area + buffer = 100.0 + boundaries = [ + (buffer, buffer), + (1000 - buffer, buffer), + (1000 - buffer, 2000 - buffer), + (buffer, 2000 - buffer), + (buffer, buffer), + ] + + # Select and initial layout in the corners of the boundary + layout_x = np.array([500, 1000 - buffer]) + layout_y = np.array([900, 2000 - buffer]) + + ########################## + # Set up the FlorisModel + fmodel = FlorisModel("../inputs/gch.yaml") + + ########################## + # Use the get_heterogeneous_map method to generate a WindRose that represents + # the information in the WindRoseWRG, rather than a set of WindRose objects + # but as a single WindRose object (for one location) and a HeterogeneousMap + # the describes the speed up information per direction across the domain + # This will allow running the optimization for a single wind speed while still + # accounting for the difference in wind speeds in location by direction + wind_rose_het = wind_rose_wrg.get_heterogeneous_wind_rose( + fmodel=fmodel, + x_loc=0.0, + y_loc=0.0, + representative_wind_speed=9.0, + ) + + # Pull out the heterogeneous plot to show the underlying speedups + het_map = wind_rose_het.heterogeneous_map + wind_direction_to_plot = [0.0, 10.0, 45.0, 75.0, 90.0, 180.0] + + # Show the het_map for a few wind directions + fig, axarr = plt.subplots(1, len(wind_direction_to_plot), figsize=(16, 5)) + axarr = axarr.flatten() + for i, wd in enumerate(wind_direction_to_plot): + het_map.plot_single_speed_multiplier( + wind_direction=wd, + wind_speed=8.0, + ax=axarr[i], + show_colorbar=True, + ) + + axarr[i].set_title(f"Wind Direction: {wd}") + + # ########################## + # Run the optimization with the full WindRoseWRG first + fmodel.set(layout_x=layout_x, layout_y=layout_y, wind_data=wind_rose_wrg) + + # Set the layout optimization + layout_opt = LayoutOptimizationRandomSearch( + fmodel, + boundaries, + min_dist_D=min_dist_D, + seconds_per_iteration=seconds_per_iteration, + total_optimization_seconds=total_optimization_seconds, + use_dist_based_init=use_dist_based_init, + ) + + layout_opt.optimize() + x_initial, y_initial, x_opt_wrg, y_opt_wrg = layout_opt._get_initial_and_final_locs() + + # Grab the log array + objective_log_array_wrg = np.array(layout_opt.objective_candidate_log) + + # Normalize + objective_log_array_wrg = objective_log_array_wrg / np.max(objective_log_array_wrg) + + print("=====================================") + print("Objective log array (WRG):") + print(objective_log_array_wrg.shape) + print(objective_log_array_wrg) + + # ########################## + # Repeat using wind_rose_het + fmodel.set(layout_x=layout_x, layout_y=layout_y, wind_data=wind_rose_het) + + # Set the layout optimization + layout_opt = LayoutOptimizationRandomSearch( + fmodel, + boundaries, + min_dist_D=min_dist_D, + seconds_per_iteration=seconds_per_iteration, + total_optimization_seconds=total_optimization_seconds, + use_dist_based_init=use_dist_based_init, + ) + + layout_opt.optimize() + _, _, x_opt_het, y_opt_het = layout_opt._get_initial_and_final_locs() + + # Grab the log array + objective_log_array_het = np.array(layout_opt.objective_candidate_log) + + # Normalize + objective_log_array_het = objective_log_array_het / np.max(objective_log_array_het) + + # ########################## + # Repeat using single wind rose (without het) + wind_rose = wind_rose_wrg.get_wind_rose_at_point(0, 0) + fmodel = FlorisModel("../inputs/gch.yaml") + fmodel.set(layout_x=layout_x, layout_y=layout_y, wind_data=wind_rose) + + # Set the layout optimization + layout_opt = LayoutOptimizationRandomSearch( + fmodel, + boundaries, + min_dist_D=min_dist_D, + seconds_per_iteration=seconds_per_iteration, + total_optimization_seconds=total_optimization_seconds, + use_dist_based_init=use_dist_based_init, + ) + + layout_opt.optimize() + _, _, x_opt_wr, y_opt_wr = layout_opt._get_initial_and_final_locs() + + # Grab the log array + objective_log_array_wr = np.array(layout_opt.objective_candidate_log) + + # Normalize + objective_log_array_wr = objective_log_array_wr / np.max(objective_log_array_wr) + + fig, ax = plt.subplots(1, 1, figsize=(8, 8)) + layout_opt.plot_layout_opt_boundary(ax=ax) + ax.scatter(x_initial, y_initial, label="Initial Layout", s=80, color="k", marker="s") + ax.scatter( + x_opt_wr, y_opt_wr, label="Optimized Layout (Single Wind Rose)", s=60, color="b", marker="^" + ) + ax.scatter(x_opt_wrg, y_opt_wrg, label="Optimized Layout (WRG)", s=40, color="r", marker="o") + ax.scatter( + x_opt_het, + y_opt_het, + label="Optimized Layout (Single Wind Rose + Het)", + s=20, + color="g", + marker="h", + ) + ax.set_aspect('equal') + ax.legend() + + print("=====================================") + print("Objective log array (HET):") + print(objective_log_array_het.shape) + print(objective_log_array_het) + + fig, ax = plt.subplots(1, 1, figsize=(8, 8)) + for objective_log_array, label, color in zip( + [objective_log_array_wr, objective_log_array_wrg, objective_log_array_het], + ["WR", "WRG", "Het"], + ["b", "r", "g"], + ): + ax.plot( + np.arange(len(objective_log_array)), + np.log10(objective_log_array * 100.0), + label=label, + color=color, + ) + ax.set_xlabel("Iteration") + ax.set_ylabel("Objective") + ax.legend() + + plt.show() diff --git a/examples/examples_wind_resource_grid/wrg_example.wrg b/examples/examples_wind_resource_grid/wrg_example.wrg new file mode 100644 index 000000000..20707a2d0 --- /dev/null +++ b/examples/examples_wind_resource_grid/wrg_example.wrg @@ -0,0 +1,7 @@ +2 3 0.0 0.0 1000.0 + 0 0 0 90 9.5 2.25 0 12 116 106 273 86 93 228 61 76 220 54 74 220 66 79 220 121 98 244 177 107 279 84 89 232 43 70 195 36 75 188 53 100 201 98 111 267 + 0 1000 0 90 9.6 2.31 0 12 116 107 341 86 93 228 61 76 220 54 74 220 66 79 220 121 98 244 177 107 279 84 89 232 43 70 195 36 75 188 53 100 201 98 111 267 + 0 2000 0 90 9.7 2.36 0 12 116 106 409 86 93 228 61 76 220 54 74 220 66 79 220 121 98 244 177 107 279 84 89 232 43 70 195 36 75 188 53 100 201 98 111 267 + 1000 0 0 90 9.6 2.34 0 12 116 106 273 86 93 228 61 76 220 54 82 407 66 79 220 121 98 244 177 107 279 84 89 232 43 70 195 36 75 188 53 100 201 98 111 267 + 1000 1000 0 90 9.6 2.40 0 12 116 107 341 86 93 228 61 76 220 54 82 407 66 79 220 121 98 244 177 107 279 84 89 232 43 70 195 36 75 188 53 100 201 98 111 267 + 1000 2000 0 90 9.7 2.46 0 12 116 106 409 86 93 228 61 76 220 54 82 407 66 79 220 121 98 244 177 107 279 84 89 232 43 70 195 36 75 188 53 100 201 98 111 267 diff --git a/floris/__init__.py b/floris/__init__.py index f3ef231a7..fd8ca5ddf 100644 --- a/floris/__init__.py +++ b/floris/__init__.py @@ -18,5 +18,6 @@ from .wind_data import ( TimeSeries, WindRose, + WindRoseWRG, WindTIRose, ) diff --git a/floris/floris_model.py b/floris/floris_model.py index 91b3c4cb1..10f410225 100644 --- a/floris/floris_model.py +++ b/floris/floris_model.py @@ -41,6 +41,7 @@ TimeSeries, WindDataBase, WindRose, + WindRoseWRG, WindTIRose, ) @@ -168,7 +169,22 @@ def _reinitialize( flow_field_dict = floris_dict["flow_field"] farm_dict = floris_dict["farm"] - # + ## Farm + if layout_x is not None: + farm_dict["layout_x"] = layout_x + if layout_y is not None: + farm_dict["layout_y"] = layout_y + if turbine_type is not None: + farm_dict["turbine_type"] = turbine_type + if turbine_library_path is not None: + farm_dict["turbine_library_path"] = turbine_library_path + + ## If layout is changed and self._wind_data is not None, update the layout in wind_data + if (layout_x is not None) or (layout_y is not None): + if self._wind_data is not None: + self._wind_data.set_layout(farm_dict["layout_x"], farm_dict["layout_y"]) + + # Wind data if ( (wind_directions is not None) or (wind_speeds is not None) @@ -185,14 +201,18 @@ def _reinitialize( self.logger.warning("Deleting stored wind_data information.") self._wind_data = None if wind_data is not None: - # Unpack wind data for reinitialization and save wind_data for use in output - ( - wind_directions, - wind_speeds, - turbulence_intensities, - heterogeneous_inflow_config, - ) = wind_data.unpack_for_reinitialize() - self._wind_data = wind_data + + # Set the wind data to the current layout + wind_data.set_layout(farm_dict["layout_x"], farm_dict["layout_y"]) + + # Unpack wind data for reinitialization and save wind_data for use in output + ( + wind_directions, + wind_speeds, + turbulence_intensities, + heterogeneous_inflow_config, + ) = wind_data.unpack_for_reinitialize() + self._wind_data = wind_data ## FlowField if wind_speeds is not None: @@ -225,15 +245,7 @@ def _reinitialize( flow_field_dict["heterogeneous_inflow_config"] = heterogeneous_inflow_config - ## Farm - if layout_x is not None: - farm_dict["layout_x"] = layout_x - if layout_y is not None: - farm_dict["layout_y"] = layout_y - if turbine_type is not None: - farm_dict["turbine_type"] = turbine_type - if turbine_library_path is not None: - farm_dict["turbine_library_path"] = turbine_library_path + if solver_settings is not None: floris_dict["solver"] = solver_settings @@ -532,7 +544,7 @@ def get_turbine_powers(self): turbine_powers = self._get_turbine_powers() if self.wind_data is not None: - if type(self.wind_data) is WindRose: + if isinstance(self.wind_data, (WindRose, WindRoseWRG)): turbine_powers_rose = np.full( (len(self.wind_data.wd_flat), self.core.farm.n_turbines), np.nan @@ -558,6 +570,80 @@ def get_turbine_powers(self): return turbine_powers + def get_expected_turbine_powers(self, freq=None): + """ + Compute the expected (mean) power of each turbine. + + Args: + freq (NDArrayFloat): NumPy array with shape + with the frequencies of each wind direction and + wind speed combination. freq is either a 1D array, + in which case the same frequencies are used for all + turbines, or a 2D array with shape equal to + (n_findex, n_turbines), in which case each turbine has a unique + set of frequencies (this is the case for example using + WindRoseByTurbine). + + These frequencies should typically sum across rows + up to 1.0 and are used to weigh the wind farm power for every + condition in calculating the wind farm's AEP. Defaults to None. + If None and a WindData object was supplied, the WindData object's + frequencies will be used. Otherwise, uniform frequencies are assumed + (i.e., a simple mean over the findices is computed). + """ + + turbine_powers = self._get_turbine_powers() + + if freq is None: + if self.wind_data is None: + freq = np.array([1.0/self.core.flow_field.n_findex]) + else: + freq = self.wind_data.unpack_freq() + + # If freq is 2d, then use the per turbine frequencies + if len(np.shape(freq)) == 2: + return np.nansum(np.multiply(freq, turbine_powers), axis=0) + else: + return np.nansum(np.multiply(freq.reshape(-1, 1), turbine_powers), axis=0) + + def _get_weighted_turbine_powers( + self, + turbine_weights=None, + use_turbulence_correction=False, + ): + if use_turbulence_correction: + raise NotImplementedError( + "Turbulence correction is not yet implemented in the power calculation." + ) + + # Confirm run() has been run + if self.core.state is not State.USED: + raise RuntimeError( + "Can't run function `FlorisModel.get_farm_power` without " + "first running `FlorisModel.run`." + ) + + if turbine_weights is None: + # Default to equal weighing of all turbines when turbine_weights is None + turbine_weights = np.ones( + ( + self.core.flow_field.n_findex, + self.core.farm.n_turbines, + ) + ) + elif len(np.shape(turbine_weights)) == 1: + # Deal with situation when 1D array is provided + turbine_weights = np.tile( + turbine_weights, + (self.core.flow_field.n_findex, 1), + ) + + # Calculate all turbine powers and apply weights + turbine_powers = self._get_turbine_powers() + turbine_powers = np.multiply(turbine_weights, turbine_powers) + + return turbine_powers + def _get_farm_power( self, turbine_weights=None, @@ -591,36 +677,12 @@ def _get_farm_power( Returns: float: Sum of wind turbine powers in W. """ - if use_turbulence_correction: - raise NotImplementedError( - "Turbulence correction is not yet implemented in the power calculation." - ) - # Confirm run() has been run - if self.core.state is not State.USED: - raise RuntimeError( - "Can't run function `FlorisModel.get_farm_power` without " - "first running `FlorisModel.run`." - ) - if turbine_weights is None: - # Default to equal weighing of all turbines when turbine_weights is None - turbine_weights = np.ones( - ( - self.core.flow_field.n_findex, - self.core.farm.n_turbines, - ) - ) - elif len(np.shape(turbine_weights)) == 1: - # Deal with situation when 1D array is provided - turbine_weights = np.tile( - turbine_weights, - (self.core.flow_field.n_findex, 1), - ) - - # Calculate all turbine powers and apply weights - turbine_powers = self._get_turbine_powers() - turbine_powers = np.multiply(turbine_weights, turbine_powers) + turbine_powers = self._get_weighted_turbine_powers( + turbine_weights=turbine_weights, + use_turbulence_correction=use_turbulence_correction + ) return np.sum(turbine_powers, axis=1) @@ -660,7 +722,7 @@ def get_farm_power( farm_power = self._get_farm_power(turbine_weights, use_turbulence_correction) if self.wind_data is not None: - if type(self.wind_data) is WindRose: + if isinstance(self.wind_data, (WindRose, WindRoseWRG)): farm_power_rose = np.full(len(self.wind_data.wd_flat), np.nan) farm_power_rose[self.wind_data.non_zero_freq_mask] = farm_power farm_power = farm_power_rose.reshape( @@ -710,15 +772,21 @@ def get_expected_farm_power( n_turbines). Defaults to None. """ - farm_power = self._get_farm_power(turbine_weights=turbine_weights) - if freq is None: if self.wind_data is None: freq = np.array([1.0/self.core.flow_field.n_findex]) else: freq = self.wind_data.unpack_freq() - return np.nansum(np.multiply(freq, farm_power)) + # If freq is 1d + if len(np.shape(freq)) == 1: + farm_power = self._get_farm_power(turbine_weights=turbine_weights) + return np.nansum(np.multiply(freq, farm_power)) + else: + weighted_turbine_powers = self._get_weighted_turbine_powers( + turbine_weights=turbine_weights, + ) + return np.nansum(np.multiply(freq, weighted_turbine_powers)) def get_farm_AEP( self, @@ -758,11 +826,7 @@ def get_farm_AEP( The Annual Energy Production (AEP) for the wind farm in watt-hours. """ - if ( - freq is None - and not isinstance(self.wind_data, WindRose) - and not isinstance(self.wind_data, WindTIRose) - ): + if freq is None and not isinstance(self.wind_data, (WindRose, WindRoseWRG, WindTIRose)): self.logger.warning( "Computing AEP with uniform frequencies. Results results may not reflect annual " "operation." @@ -821,24 +885,26 @@ def get_expected_farm_value( float: The expected value produced by the wind farm in units of value. """ - - farm_power = self._get_farm_power(turbine_weights=turbine_weights) - if freq is None: if self.wind_data is None: freq = np.array([1.0/self.core.flow_field.n_findex]) else: freq = self.wind_data.unpack_freq() - + # If freq is 1d + if len(np.shape(freq)) == 1: + farm_power = self._get_farm_power(turbine_weights=turbine_weights) + farm_power = np.multiply(freq, farm_power) + else: + weighted_turbine_powers = self._get_weighted_turbine_powers( + turbine_weights=turbine_weights + ) + farm_power = np.nansum(np.multiply(freq, weighted_turbine_powers), axis=1) if values is None: if self.wind_data is None: values = np.array([1.0]) else: values = self.wind_data.unpack_value() - - farm_value = np.multiply(values, farm_power) - - return np.nansum(np.multiply(freq, farm_value)) + return np.nansum(np.multiply(values, farm_power)) def get_farm_AVP( self, @@ -892,6 +958,7 @@ def get_farm_AVP( if ( freq is None and not isinstance(self.wind_data, WindRose) + and not isinstance(self.wind_data, WindRoseWRG) and not isinstance(self.wind_data, WindTIRose) ): self.logger.warning( diff --git a/floris/heterogeneous_map.py b/floris/heterogeneous_map.py index ea6edb963..490b7773c 100644 --- a/floris/heterogeneous_map.py +++ b/floris/heterogeneous_map.py @@ -3,6 +3,7 @@ import matplotlib.cm as cm import matplotlib.pyplot as plt import numpy as np +import pandas as pd import scipy.spatial._qhull from scipy.interpolate import LinearNDInterpolator, NearestNDInterpolator from scipy.spatial import ConvexHull @@ -154,10 +155,20 @@ def __str__(self) -> str: else: num_dim = 3 + # Make a pandas dataframe of the data + df = pd.DataFrame( + data=self.speed_multipliers, + index=self.wind_directions, + columns=list(range(len(self.x))) + ) + return ( f"HeterogeneousMap with {num_dim} dimensions\n" f"Speeds-up defined for {len(self.x)} points and\n" f"{self.speed_multipliers.shape[0]} wind conditions" + + f"\n\n{df}" + ) def get_heterogeneous_inflow_config( diff --git a/floris/wind_data.py b/floris/wind_data.py index deb066fbe..fe83ad761 100644 --- a/floris/wind_data.py +++ b/floris/wind_data.py @@ -1,14 +1,20 @@ from __future__ import annotations +import copy import inspect from abc import abstractmethod from pathlib import Path +from typing import List import matplotlib.pyplot as plt import numpy as np import pandas as pd from pandas.api.types import CategoricalDtype -from scipy.interpolate import LinearNDInterpolator, NearestNDInterpolator +from scipy.interpolate import ( + LinearNDInterpolator, + NearestNDInterpolator, + RegularGridInterpolator, +) from floris.heterogeneous_map import HeterogeneousMap from floris.type_dec import NDArrayFloat @@ -87,6 +93,21 @@ def check_heterogeneous_inflow_config(self, heterogeneous_inflow_config): if "y" not in heterogeneous_inflow_config: raise ValueError("heterogeneous_inflow_config must contain a key 'y'") + def set_layout(self, layout_x=None, layout_y=None): + """ + Default implementation the explicitly does nothing. Only WindData objects that depend + on layout need to implement this method. + + Included so that FlorisModel can call this method on the WindData object when the layout + is updated. + + Args: + layout_x (list, optional): List of x-coordinates of the turbines. Defaults to None. + layout_y (list, optional): List of y-coordinates of the turbines. Defaults to None. + """ + # No operation performed + return None + class WindRose(WindDataBase): """ @@ -2671,3 +2692,674 @@ def to_WindTIRose( value_table, self.heterogeneous_map, ) + + +class WindRoseWRG(WindDataBase): + """ + The WindRoseWRG class is a WindData object the represents a wind resource grid (WRG) file + to FLORIS. As a WindData object it can be passed to the FlorisModel.set method. A WRG file + represents a wind resource as a grid of points where each point has a separate wind rose define + by the frequency of each wind direction and the Weibull parameters for each wind direction. + + WindRoseWRG objects are provided the layout of a wind farm and computes a wind rose at + each point in the layout. The wind rose at each point is computed by interpolating the weibull + parameter in the WRG file to the point in the layout and using them to compute a WindRose + object. Each WindRose object shares wind direction and wind speed, only the frequencies differ. + + When running a FlorisModel with a WindRoseWRG object, most behaviors are the same + except functions which compute an expected value, use separate frequencies for each + turbine to weight the individual power bins. + + Args: + filename (str): The name of the WRG file to read. + wd_step (float, optional): Step size to use resampling the wind directions given by the WRG + file. If None, wd_step and wind_directions are set by the number of + sectors in the WRG file. Defaults to None. + wind_speeds (NDArrayFloat, optional): Wind speeds to use in the wind rose. Defaults to + np.arange(0.0, 26.0, 1.0). + ti_table (float, optional): Turbulence intensities table to use for each WindRose object. + As in the WindRose ti_table, this can be a single value or an array of values. If an + array of values is provided, it must be (len(wind_directions) x len(wind_speeds)). + Defaults to 0.06. + + """ + + def __init__( + self, filename, wd_step=None, wind_speeds=np.arange(0.0, 26.0, 1.0), ti_table=0.06 + ): + # Read in the WRG file + self.filename = filename + self.read_wrg_file(filename) + + # If wd_step is None, then use the wind directions in the WRG file + if wd_step is None: + self.wind_directions = self._wind_directions_wrg_file + self.wd_step = self.wind_directions[1] - self.wind_directions[0] + else: + self.wind_directions = np.arange(0.0, 360.0, wd_step) + self.wd_step = wd_step + + # Initialize the layouts which will need to be specified + self.layout_x = None + self.layout_y = None + + # Save the wind speeds and ti_table + self.wind_speeds = wind_speeds + self.ti_table = ti_table + + # Initialize the flat arrays, these will depend on the specified wind speeds + self.wd_flat = None + self.ws_flat = None + self.non_zero_freq_mask = None + + def read_wrg_file(self, filename): + """ + Read the contents of a WRG file and store the data in the object. + + Args: + filename (str): The name of the WRG file to read. + + """ + + # Read the file into data + with open(filename, "r") as f: + data = f.readlines() + + # Read the header + header = data[0].split() + self.nx = int(header[0]) + self.ny = int(header[1]) + self.xmin = float(header[2]) + self.ymin = float(header[3]) + self.grid_size = float(header[4]) + + # The grid of points is implied by the values above + self.x_array = np.arange(self.nx) * self.grid_size + self.xmin + self.y_array = np.arange(self.ny) * self.grid_size + self.ymin + + # The number of grid points (n_gid) is the product of the number of points in x and y + self.n_gid = self.nx * self.ny + + # Finally get the number of sectors from the first line after the header + self.n_sectors = int(data[1][70:72]) + + # The wind directions are implied by the number of sectors + self._wind_directions_wrg_file = np.arange(0.0, 360.0, 360.0 / self.n_sectors) + + # Initialize the data arrays which have the same number of + # elements as the number of grid points + x_gid = np.zeros(self.n_gid) + y_gid = np.zeros(self.n_gid) + z_gid = np.zeros(self.n_gid) + h_gid = np.zeros(self.n_gid) + + # Initialize the data arrays which are n_gid x n_sectors + sector_freq_gid = np.zeros((self.n_gid, self.n_sectors)) + weibull_A_gid = np.zeros((self.n_gid, self.n_sectors)) + weibull_k_gid = np.zeros((self.n_gid, self.n_sectors)) + + # Loop through the data and extract the values + for gid in range(self.n_gid): + line = data[1 + gid] + x_gid[gid] = float(line[10:20]) + y_gid[gid] = float(line[20:30]) + z_gid[gid] = float(line[30:38]) + h_gid[gid] = float(line[38:43]) + + for sector in range(self.n_sectors): + # The frequency of the wind in this sector is in probablility * 1000 + sector_freq_gid[gid, sector] = ( + float(line[72 + sector * 13 : 76 + sector * 13]) / 1000.0 + ) + + # The A and k parameters are in the next 10 characters, with A stored * 10 + # and k stored * 100 + weibull_A_gid[gid, sector] = float(line[76 + sector * 13 : 80 + sector * 13]) / 10.0 + weibull_k_gid[gid, sector] = ( + float(line[80 + sector * 13 : 85 + sector * 13]) / 100.0 + ) + # Save the x_gid and y_gid form for iteration in het map + self.x_gid = x_gid + self.y_gid = y_gid + self.weibull_A_gid = weibull_A_gid + self.weibull_k_gid = weibull_k_gid + + # Save a single value of z and h for the entire grid + self.z = z_gid[0] + self.h = h_gid[0] + + # Index the by sector data by x and y + self.sector_freq = np.zeros((self.nx, self.ny, self.n_sectors)) + self.weibull_A = np.zeros((self.nx, self.ny, self.n_sectors)) + self.weibull_k = np.zeros((self.nx, self.ny, self.n_sectors)) + + for x_idx, x in enumerate(self.x_array): + for y_idx, y in enumerate(self.y_array): + # Find the indices when x_gid and y_gid are equal to x and y + idx = np.where((x_gid == x) & (y_gid == y))[0] + + # Assign the data to the correct location + self.sector_freq[x_idx, y_idx, :] = sector_freq_gid[idx, :] + self.weibull_A[x_idx, y_idx, :] = weibull_A_gid[idx, :] + self.weibull_k[x_idx, y_idx, :] = weibull_k_gid[idx, :] + + # Build the interpolant function lists + self.interpolant_sector_freq = self._build_interpolant_function_list( + self.x_array, self.y_array, self.n_sectors, self.sector_freq + ) + self.interpolant_weibull_A = self._build_interpolant_function_list( + self.x_array, self.y_array, self.n_sectors, self.weibull_A + ) + self.interpolant_weibull_k = self._build_interpolant_function_list( + self.x_array, self.y_array, self.n_sectors, self.weibull_k + ) + + def __str__(self) -> str: + """ + Return a string representation of the WindRose object + """ + + return ( + f"WindResourceGrid with {self.nx} x {self.ny} grid points, " + f"min x: {self.xmin}, min y: {self.ymin}, grid size: {self.grid_size}, " + f"z: {self.z}, h: {self.h}, {self.n_sectors} sectors\n" + f"Wind directions in file: {self._wind_directions_wrg_file}\n" + f"Wind directions: {self.wind_directions}\n" + f"Wind speeds: {self.wind_speeds}\n" + f"ti_table: {self.ti_table}" + ) + + def _build_interpolant_function_list(self, x, y, n_sectors, data): + """ + Build a list of interpolant functions for the data. It is assumed that the function + should return a list of interpolant functions, length n_sectors. + + Args: + x (np.array): The x values of the data, length nx. + y (np.array): The y values of the data, length ny. + n_sectors (int): The number of sectors. + data (np.array): The data to interpolate, shape (nx, ny, n_sectors). + + Returns: + list: A list of interpolant functions, length n_sectors. + """ + + function_list = [] + + for sector in range(n_sectors): + function_list.append( + RegularGridInterpolator( + (x, y), + data[:, :, sector], + bounds_error=False, + fill_value=None, + ) + ) + + return function_list + + def _interpolate_data(self, x, y, interpolant_function_list): + """ + Interpolate the data at a given x, y location using the interpolant function list. + + Args: + x (float): The x location to interpolate. + y (float): The y location to interpolate. + interpolant_function_list (list): A list of interpolant functions. + + Returns: + list: A list of interpolated data, length n_sectors. + """ + + # Check if x and y are within the bounds of the self.x_array and self.y_array, if + # so use the nearest method, otherwise use the linear method of interpolation + if ( + x < self.x_array[0] + or x > self.x_array[-1] + or y < self.y_array[0] + or y > self.y_array[-1] + ): + method = "nearest" + else: + method = "linear" + + result = np.zeros(self.n_sectors) + for sector in range(self.n_sectors): + result[sector] = interpolant_function_list[sector]((x, y), method=method) + + return result + + def _weibull_cumulative(self, x, a, k): + """ + Calculate the Weibull cumulative distribution function. + + Args: + x (np.array): The wind speed values. + a (np.array): The Weibull A parameter values. + k (np.array): The Weibull k parameter values. + + Returns: + np.array: The cumulative distribution function values. + """ + + exponent = -((x / a) ** k) + result = 1.0 - np.exp(exponent) + + # Where x is less than 0, the result should be 0 + result[x < 0] = 0.0 + + return result + + # Original code from PJ Stanley + # if x >= 0.0: + # exponent = -(x / a) ** k + # return 1.0 - np.exp(exponent) + # else: + # return 0.0 + + def _generate_wind_speed_frequencies_from_weibull(self, A, k, wind_speeds=None): + """ + Generate the wind speed frequencies from the Weibull parameters. Use the + cumulative form of the function and calculate the probability of the wind speed + in a given bin via the difference in the cumulative function at the bin edges. + Args: + + A (np.array): The Weibull A parameter. + k (np.array): The Weibull k parameter. + wind_speeds (np.array): The wind speeds to calculate the frequencies for. + If None, the frequencies are calculated for 0 to 25 m/s in 1 m/s increments. + Default is None. + + Returns: + np.array: The wind speed frequencies. + """ + + if wind_speeds is None: + wind_speeds = self.wind_speeds + ws_steps = np.diff(wind_speeds) + if not np.all(np.isclose(ws_steps, ws_steps[0])): + raise ValueError("wind_speeds must be equally spaced.") + else: + ws_step = ws_steps[0] + + # Define the wind speed edges (not half-open interval in np.arange) + wind_speed_edges = np.arange( + wind_speeds[0] - ws_step / 2, wind_speeds[-1] + ws_step, ws_step + ) + + # Get the cumulative distribution function at the edges + cdf_edges = self._weibull_cumulative(wind_speed_edges, A, k) + + # The frequency is the difference in the cumulative distribution function + # at the edges + # NOTE: The probability mass associated to each discrete wind speed (ws) is taken as the + # cumulative mass under the continuous Weibull distribution from ws - ws_step/2 to + # ws + ws_step/2, where ws_step is the step between the provided wind_speeds. + freq = cdf_edges[1:] - cdf_edges[:-1] + + # Normalize the frequency + freq = freq / freq.sum() + + return wind_speeds, freq + + def get_wind_rose_at_point(self, x, y, wind_directions=None, wind_speeds=None, ti_table=0.06): + """ + Get the wind rose at a given x, y location. Interpolate the parameters to the point + and then generate the wind rose. + + Args: + x (float): The x location to interpolate. + y (float): The y location to interpolate. + wind_directions (np.array): The wind directions to calculate the frequencies for. + If None, use self.wind_directions. Default is None. + wind_speeds (np.array): The wind speeds to calculate the frequencies for. + If None, use self.wind_speeds. Default is None. + ti_table (float): The ti_table to use in the wind rose. + Default is 0.06. + """ + + if wind_speeds is None: + wind_speeds = self.wind_speeds + + # If wind directions is None, use the values stored + if wind_directions is None: + wind_directions = self.wind_directions + wd_step = self.wd_step + else: + # Calculate wd_step for these directions + wd_step = wind_directions[1] - wind_directions[0] + + # Get the interpolated data + sector_freq = self._interpolate_data(x, y, self.interpolant_sector_freq) + weibull_A = self._interpolate_data(x, y, self.interpolant_weibull_A) + weibull_k = self._interpolate_data(x, y, self.interpolant_weibull_k) + + # Initialize the freq_table + freq_table = np.zeros((self.n_sectors, len(wind_speeds))) + + # First fill in the rows of the table using the weibull distributions, + # weighted by the sector freq + for sector in range(self.n_sectors): + wind_speeds, freq = self._generate_wind_speed_frequencies_from_weibull( + weibull_A[sector], weibull_k[sector], wind_speeds=wind_speeds + ) + freq_table[sector, :] = sector_freq[sector] * freq + + # Normalize the table + freq_table = freq_table / freq_table.sum() + + # First build the wind rose using the wind directions in the wrg file + wind_rose = WindRose( + wind_directions=self._wind_directions_wrg_file, + wind_speeds=wind_speeds, + freq_table=freq_table, + ti_table=ti_table, + compute_zero_freq_occurrence=True, + ) + + # Now upsample or downsample the wind rose to the specified wind directions + if wd_step == (self._wind_directions_wrg_file[1] - self._wind_directions_wrg_file[0]): + # If the wind directions are the same, return the wind rose + return wind_rose + elif wd_step < (self._wind_directions_wrg_file[1] - self._wind_directions_wrg_file[0]): + # If the wind directions are smaller, upsample + return wind_rose.upsample(wd_step) + else: + # If the wind directions are larger, downsample + return wind_rose.downsample(wd_step) + + def set_wd_step(self, wd_step): + """ + Set the wind directions for the WindRoseWRG object. + + Args: + wind_directions (np.array): The wind directions to use for the wind roses. + """ + + self.wind_directions = np.arange(0.0, 360.0, wd_step) + self.wd_step = wd_step + + # Update the wind roses if the layout has been set + if self.layout_x is not None: + self._update_wind_roses() + + def set_wind_speeds(self, wind_speeds): + """ + Set the wind speeds for the WindRoseWRG object. + + Args: + wind_speeds (np.array): The wind speeds to use for the wind roses. + """ + + self.wind_speeds = wind_speeds + + # Update the wind roses if the layout has been set + if self.layout_x is not None: + self._update_wind_roses() + + def set_ti_table(self, ti_table): + """ + Set the fixed turbulence intensity value for the WindRoseWRG object. + + Args: + ti_table (float): The ti_table value to use in the wind roses. + """ + + self.ti_table = ti_table + + # Update the wind roses if the layout has been set + if self.layout_x is not None: + self._update_wind_roses() + + def set_layout(self, layout_x, layout_y): + """ + Set the layout for the WindRoseWRG object. + + Args: + layout_x (np.array): The x coordinates of the layout. + layout_y (np.array): The y coordinates of the layout. + """ + + # Confirm that layout_x, layout_y, and wind_roses are the same length + if len(layout_x) != len(layout_y): + raise ValueError("layout_x and layout_y must be the same length") + + # If the current layout is the same as the new layout, return + if self.layout_x is not None and self.layout_y is not None: + if np.allclose(np.array(layout_x), self.layout_x) and np.allclose( + np.array(layout_y), self.layout_y + ): + return + + # Save the layouts + self.layout_x = np.array(layout_x) + self.layout_y = np.array(layout_y) + + # Update the wind roses + self._update_wind_roses() + + def _update_wind_roses(self): + # Initialize the list of wind roses + self.wind_roses = [] + + # Loop through the turbines and get the wind rose at each location + for i in range(len(self.layout_x)): + wind_rose = self.get_wind_rose_at_point( + self.layout_x[i], + self.layout_y[i], + wind_directions=self.wind_directions, + wind_speeds=self.wind_speeds, + ti_table=self.ti_table, + ) + self.wind_roses.append(wind_rose) + + # Save also the wd_flat and ws_flat from the first wind rose as this could be needed + # for unpacking and non_zero_freq_mask + self.wd_flat = self.wind_roses[0].wd_flat + self.ws_flat = self.wind_roses[0].ws_flat + self.non_zero_freq_mask = self.wind_roses[0].non_zero_freq_mask + + def unpack(self): + """ + Implement the unpack method for WindRoseByTurbine by + calling the unpack method for each of the WindRose objects in wind_roses. + Mose of the variables can be passed as is but freq_table_unpack are combined + and stacked along the 1th axis + + Returns: + Tuple: Tuple containing the unpacked wind rose data. + """ + + if self.layout_x is None: + raise ValueError("WindRoseByTurbine must be initialized to a layout before unpacking") + + # Initialize freq_table_unpack + freq_table_unpack = np.zeros((len(self.wd_flat), len(self.layout_x))) + + # Loop over remaining wind roses and stack freq_table_unpack + for i, wind_rose in enumerate(self.wind_roses): + ( + wind_directions_unpack, + wind_speeds_unpack, + ti_table_unpack, + freq_table_unpack_0, + value_table_unpack, + heterogeneous_inflow_config, + ) = wind_rose.unpack() + freq_table_unpack[:, i] = freq_table_unpack_0 + + return ( + wind_directions_unpack, + wind_speeds_unpack, + ti_table_unpack, + freq_table_unpack, + value_table_unpack, + heterogeneous_inflow_config, + ) + + def plot_wind_roses( + self, + axarr=None, + wd_step=None, + ws_step=None, + ): + """ + Plot the wind roses for each turbine in the WindRoseByTurbine object. + + Args: + axarr (NDArrayAxes, optional): Array of axes to plot the wind roses on. + Defaults to None. Must have length equal to the number of wind roses. + wd_step (float, optional): Step size for wind direction. Defaults to None. + ws_step (float, optional): Step size for wind speed. Defaults to None. + """ + + if self.layout_x is None: + raise ValueError("WindRoseByTurbine must be initialized to a layout before plotting") + + # If axarr is not defined, create a new figure + if axarr is None: + _, axarr = plt.subplots(1, len(self.wind_roses), subplot_kw={"polar": True}) + + # Test that axarr is the correct length + if len(axarr) != len(self.wind_roses): + raise ValueError("axarr must have the same length as the number of wind roses") + + # Plot the wind roses for each turbine + for i, wind_rose in enumerate(self.wind_roses): + wind_rose.plot(ax=axarr[i], wd_step=wd_step, ws_step=ws_step) + axarr[i].set_title(f"Turbine {i}\n ({self.layout_x[i]:.1f}, {self.layout_y[i]:.1f})") + + def get_heterogeneous_wind_rose( + self, + fmodel, + wind_speeds=None, + x_loc=None, + y_loc=None, + representative_wind_speed=8.0, + ): + """ + Get the heterogeneous map at each location in the grid, with the speeds ups + defined relative the location indicated by gid_norm_index. + + Args: + fmodel (FlorisModel): The FlorisModel object to use to generate the power curve. + wind_speeds (np.array): The wind speeds to calculate the frequencies for. + Default is np.arange(0.0, 25.0, 1.0). + gid_norm_index (int): The index of the turbine to normalize the speed ups to. + Default is 0. + representative_wind_speed (float): The representative wind speed to use + in the power curve. + + Returns: + HeterogeneousMap: The heterogeneous map object. + """ + ############################ + # Compute the power curve for combining the wind speeds + ############################ + + if wind_speeds is None: + wind_speeds = self.wind_speeds + + # Get a local copy + fm = copy.deepcopy(fmodel) + + # Get the power curve for the turbine + # TODO: Maybe the power curve could be directly extracted + fm.set( + layout_x=[0], + layout_y=[0], + wind_data=TimeSeries( + wind_speeds=wind_speeds, + wind_directions=270.0, + turbulence_intensities=0.06, + ), + ) + fm.run() + turbine_power = fm.get_turbine_powers().flatten() + + ############################ + # Identify the point on the original wrg grid closest to the x_loc and y_loc + ############################ + + if x_loc is None or y_loc is None: + # Simply use the first point + gid_reference = 0 + + else: + # Find the closest point + gid_reference = np.argmin((self.x_gid - x_loc) ** 2 + (self.y_gid - y_loc) ** 2) + + # Assign x_loc and y_loc to this point + x_loc = self.x_gid[gid_reference] + y_loc = self.y_gid[gid_reference] + print(f"Using point {gid_reference} at ({x_loc}, {y_loc}) as reference location") + + ############################ + # Get the wind rose at this point + ############################ + wind_rose = self.get_wind_rose_at_point( + x=x_loc, + y=y_loc, + ) + + # Subset to the representative wind speed + + # Check the represenative_wind_speed is valid + if representative_wind_speed in wind_rose.wind_speeds: + ws_idx = np.where(wind_rose.wind_speeds == representative_wind_speed)[0] + else: + raise ValueError("representative_wind_speed must be in original set") + + # Create a new wind rose with only the specified wind speeds + wind_rose = WindRose( + wind_rose.wind_directions, + wind_rose.wind_speeds[ws_idx], + wind_rose.ti_table[:, ws_idx], + wind_rose.freq_table[:, ws_idx], + wind_rose.value_table[:, ws_idx] if wind_rose.value_table is not None else None, + wind_rose.compute_zero_freq_occurrence, + wind_rose.heterogeneous_map, + ) + + ############################ + # Calculate speed multipliers + ############################ + + speed_multipliers = np.zeros((self.n_sectors, self.n_gid)) + + for direction_sector in range(self.n_sectors): + for gid in range(self.n_gid): + _, freq = self._generate_wind_speed_frequencies_from_weibull( + self.weibull_A_gid[gid, direction_sector], + self.weibull_k_gid[gid, direction_sector], + wind_speeds=wind_speeds, + ) + + # Record the expected power + speed_multipliers[direction_sector, gid] = np.sum(turbine_power * freq) + + # Normalize the speed ups + speed_multipliers[direction_sector, :] = ( + speed_multipliers[direction_sector, :] + / speed_multipliers[direction_sector, gid_reference] + ) + + # Take the cube root of the speed ups to place in the frame of wind speed ups + speed_multipliers = np.cbrt(speed_multipliers) + + # Create the heterogeneous map + heterogeneous_map = HeterogeneousMap( + x=self.x_gid, + y=self.y_gid, + wind_directions=self._wind_directions_wrg_file, + speed_multipliers=speed_multipliers, + ) + + # Return the wind rose with the heterogeneous map + return WindRose( + wind_directions=wind_rose.wind_directions, + wind_speeds=wind_rose.wind_speeds, + freq_table=wind_rose.freq_table, + ti_table=wind_rose.ti_table, + heterogeneous_map=heterogeneous_map, + ) diff --git a/tests/floris_model_integration_test.py b/tests/floris_model_integration_test.py index 7b3f7d140..686357aa7 100644 --- a/tests/floris_model_integration_test.py +++ b/tests/floris_model_integration_test.py @@ -5,7 +5,11 @@ import pytest import yaml -from floris import FlorisModel, WindRose +from floris import ( + FlorisModel, + TimeSeries, + WindRose, +) from floris.core.turbine.operation_models import POWER_SETPOINT_DEFAULT @@ -390,6 +394,84 @@ def test_get_farm_aep(caplog): expected_farm_power = fmodel.get_expected_farm_power(freq=freq) np.testing.assert_allclose(expected_farm_power, aep / (365 * 24)) +def test_expected_farm_power_regression(): + + fmodel = FlorisModel(configuration=YAML_INPUT) + + wind_speeds = np.array([8.0, 8.0, 8.0]) + wind_directions = np.array([270.0, 270.0, 270.0]) + turbulence_intensities = np.array([0.06, 0.06, 0.06]) + + layout_x = np.array([0, 0]) + layout_y = np.array([0, 1000]) + + fmodel.set( + wind_speeds=wind_speeds, + wind_directions=wind_directions, + turbulence_intensities=turbulence_intensities, + layout_x=layout_x, + layout_y=layout_y, + ) + + fmodel.run() + + expected_farm_power = fmodel.get_expected_farm_power() + + # Assert the expected farm power has not inadvetently changed + np.testing.assert_allclose(expected_farm_power, 3507908.918358342, atol=1e-1) + +def test_expected_farm_power_equals_sum_of_expected_turbine_powers(): + + fmodel = FlorisModel(configuration=YAML_INPUT) + + wind_speeds = np.array([8.0, 8.0, 8.0]) + wind_directions = np.array([270.0, 270.0, 270.0]) + turbulence_intensities = np.array([0.06, 0.06, 0.06]) + + layout_x = np.array([0, 0]) + layout_y = np.array([0, 1000]) + + fmodel.set( + wind_speeds=wind_speeds, + wind_directions=wind_directions, + turbulence_intensities=turbulence_intensities, + layout_x=layout_x, + layout_y=layout_y, + ) + + fmodel.run() + + expected_farm_power = fmodel.get_expected_farm_power() + expected_turbine_powers = fmodel.get_expected_turbine_powers() + + # Assert the expected farm power is the sum of the expected turbine powers + np.testing.assert_allclose(expected_farm_power, np.sum(expected_turbine_powers)) + +def test_expected_farm_value_regression(): + + # Ensure this calculation hasn't changed unintentionally + + fmodel = FlorisModel(configuration=YAML_INPUT) + + wind_speeds = np.array([8.0, 8.0, 9.0]) + wind_directions = np.array([270.0, 270.0, 270.0]) + values = np.array([30.0, 20.0, 10.0]) + time_series = TimeSeries( + wind_directions=wind_directions, + wind_speeds=wind_speeds, + turbulence_intensities=0.06, + values=values, + ) + + layout_x = np.array([0, 0]) + layout_y = np.array([0, 1000]) + fmodel.set(layout_x=layout_x, layout_y=layout_y, wind_data=time_series) + fmodel.run() + + expected_farm_value = fmodel.get_expected_farm_value() + assert np.allclose(expected_farm_value,75108001.05154414 , atol=1e-1) + + def test_get_farm_avp(caplog): fmodel = FlorisModel(configuration=YAML_INPUT) diff --git a/tests/wind_rose_wrg_test.py b/tests/wind_rose_wrg_test.py new file mode 100644 index 000000000..278d6a771 --- /dev/null +++ b/tests/wind_rose_wrg_test.py @@ -0,0 +1,200 @@ +import math +from pathlib import Path + +import numpy as np +import pytest + +from floris import WindRoseWRG + + +WRG_FILE_FILE = ( + Path(__file__).resolve().parent / "../examples/examples_wind_resource_grid/wrg_example.wrg" +) + + +def test_load_wrg(): + WindRoseWRG(WRG_FILE_FILE) + + +def test_read_header(): + """Test reading the header of a WRG file. + + The header of a WRG file is the first line of the file and contains the + number of grid points in x and y, the minimum x and y coordinates, and the + grid size. + """ + + wind_rose_wrg = WindRoseWRG(WRG_FILE_FILE) + + assert wind_rose_wrg.nx == 2 + assert wind_rose_wrg.ny == 3 + assert wind_rose_wrg.xmin == 0.0 + assert wind_rose_wrg.ymin == 0.0 + assert wind_rose_wrg.grid_size == 1000.0 + + # Test x and y arrays + assert np.allclose(wind_rose_wrg.x_array, np.array([0.0, 1000.0])) + assert np.allclose(wind_rose_wrg.y_array, np.array([0.0, 1000.0, 2000.0])) + + # Test number of grid points + assert wind_rose_wrg.n_gid == 6 + + # Test number of sectors + assert wind_rose_wrg.n_sectors == 12 + + +def test_read_data(): + """Test reading the data of a WRG file. + + The data of a WRG file is the information about each grid point, including + the x, y, z, and h coordinates, the frequency of each sector, and the Weibull + parameters for each sector. + """ + + wind_rose_wrg = WindRoseWRG(WRG_FILE_FILE) + + # Test z and h values + assert wind_rose_wrg.z == 0.0 + assert wind_rose_wrg.h == 90.0 + + # Test the first and last gid for sector_freq, weibull_A, and weibull_k + assert wind_rose_wrg.sector_freq[0, 0, 0] == 116 / 1000.0 + assert wind_rose_wrg.sector_freq[-1, -1, -1] == 98 / 1000.0 + + assert wind_rose_wrg.weibull_A[0, 0, 0] == 106 / 10.0 + assert wind_rose_wrg.weibull_A[-1, -1, -1] == 111 / 10.0 + + assert wind_rose_wrg.weibull_k[0, 0, 0] == 273 / 100.0 + assert wind_rose_wrg.weibull_k[-1, -1, -1] == 267 / 100.0 + + +def test_build_interpolant_function_list(): + + wind_rose_wrg = WindRoseWRG(WRG_FILE_FILE) + + # Initialize the values + x = np.array([0.0, 1000.0]) + y = np.array([0.0, 500.0, 1000.0]) + n_sectors = 3 + data = np.ones((2, 3, 3)) + + # For the first sector, the point at (1000, 0) is 2.0 + data[1, 0, 0] = 2.0 + + # For the second sector, the point at (1000, 500) is 3.0 + data[1, 1, 1] = 3.0 + + function_list = wind_rose_wrg._build_interpolant_function_list(x, y, n_sectors, data) + + # Length of the function list should be n_sectors + assert len(function_list) == n_sectors + + # Test the interpolation in the first sector + test_value = function_list[0]((500, 0)) + assert test_value == 1.5 + + # Test the interpolation in the second sector + test_value = function_list[1]((1000, 250)) + assert test_value == 2.0 + + # Test using linear method + test_value = function_list[0]((500, 0), method="linear") + assert test_value == 1.5 + + # Test using nearest method + test_value = function_list[0]((1001, 0), method="nearest") + assert test_value == 2.0 + + +def test_interpolate_data(): + wind_rose_wrg = WindRoseWRG(WRG_FILE_FILE) + + sector_freq = wind_rose_wrg.sector_freq + + # Test that interpolating onto the point 0,0 returns the 1st row of the sector_freq + test_value = wind_rose_wrg._interpolate_data(0, 0, wind_rose_wrg.interpolant_sector_freq) + assert np.allclose(test_value, sector_freq[0, 0, :]) + + # Test the interpolating just out of bounds of 0,0 also yields the 1st row of the sector_freq + test_value = wind_rose_wrg._interpolate_data(-1, -1, wind_rose_wrg.interpolant_sector_freq) + assert np.allclose(test_value, sector_freq[0, 0, :]) + + # Test that value at x=500, y0, this is the average of the rows at [0,0] and [1,0] + test_value = wind_rose_wrg._interpolate_data(500, 0, wind_rose_wrg.interpolant_sector_freq) + assert np.allclose(test_value, (sector_freq[0, 0, :] + sector_freq[1, 0, :]) / 2) + + # Test that value at x=0, y=500, this is the average of the rows at [0,0] and [0,1] + test_value = wind_rose_wrg._interpolate_data(0, 500, wind_rose_wrg.interpolant_sector_freq) + assert np.allclose(test_value, (sector_freq[0, 0, :] + sector_freq[0, 1, :]) / 2) + + +def test_generate_wind_speed_frequencies_from_weibull(): + wind_rose_wrg = WindRoseWRG(WRG_FILE_FILE) + + wind_speeds_in = np.array([0.0, 5.0, 10.0, 15.0]) + wind_speeds, freq = wind_rose_wrg._generate_wind_speed_frequencies_from_weibull( + 10.0, 2.0, wind_speeds=wind_speeds_in + ) + + # Test that the wind speeds are the same + assert np.allclose(wind_speeds, wind_speeds_in) + + # Test that freq is the same length as wind_speeds + assert len(freq) == len(wind_speeds) + + # Test that the frequencies sum to 1.0 + assert np.allclose(np.sum(freq), 1.0) + + # Test the correctness of the frequencies by reversing the process + wind_speeds = np.arange(0.0, 100.0, 1.0) + A_test = 9.0 + k_test = 1.8 + wind_speeds, freq = wind_rose_wrg._generate_wind_speed_frequencies_from_weibull( + A_test, k_test, wind_speeds=wind_speeds + ) + + # Test that the mean value matches theory + mean_value = np.sum(wind_speeds * freq) + assert np.allclose(mean_value, A_test * math.gamma(1 + 1 / k_test), rtol=0.1) + + +def test_get_wind_rose_at_point(): + wind_rose_wrg = WindRoseWRG(WRG_FILE_FILE) + + wind_speeds = np.arange(0.0, 26.0, 1.0) + n_wind_speeds = len(wind_speeds) + + wind_rose = wind_rose_wrg.get_wind_rose_at_point(0, 0) + + # Test that there are 12 wind directions at n_wind_speeds wind speeds + assert wind_rose.freq_table.shape == (12, n_wind_speeds) + assert len(wind_rose.wind_speeds) == n_wind_speeds + assert len(wind_rose.wind_directions) == 12 + + # Test that freq table generated at (0, 0) is the same at that of (-1 , -1) + wind_rose2 = wind_rose_wrg.get_wind_rose_at_point(-1, -1) + assert np.allclose(wind_rose.freq_table, wind_rose2.freq_table) + + # Test that uneven spacing in wind_speeds is not allowed + with pytest.raises(ValueError): + _ = wind_rose_wrg.get_wind_rose_at_point(0, 0, wind_speeds=np.delete(wind_speeds, [2])) + +def test_wind_rose_wrg_integration(): + + wind_rose_wrg = WindRoseWRG(WRG_FILE_FILE) + + # Set a layout with two turbines + layout_x = np.array([0, 1000]) + layout_y = np.array([0, 2000]) + + # Apply the layout + wind_rose_wrg.set_layout(layout_x, layout_y) + + # Get a wind rose at the second turbine + wind_rose = wind_rose_wrg.get_wind_rose_at_point(1000, 2000) + + # Also take the second wind rose from the wind_roses list + wind_rose2 = wind_rose_wrg.wind_roses[1] + + # Show these are the same by compare the freq_table + assert np.allclose(wind_rose.freq_table, wind_rose2.freq_table)