{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# MultiREx - Quickstart\n", "#### Planetary transmission spectra generator\n", "##### [GitHub Repository](https://github.com/D4san/MultiREx-public)\n", "\n", " \"Open\n", "" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## External dependencies" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you are working in Google Colab use this to install dependencies. " ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [], "source": [ "import sys \n", "if 'google.colab' in sys.modules:\n", " !pip install -Uq multirex\n", " !mkdir resources/" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "> **NOTE**: After installing you should reset Colab session before importing the package. This is to avoid an unintended behavior of the package `pybtex`." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you have already reset the Colab session, let's import `MultiREx` and any other package required for this example:" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Loading MultiREx version 0.1.5\n" ] } ], "source": [ "import multirex as mrex\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import pandas as pd\n", "# This is for developing purposes\n", "%load_ext autoreload \n", "%autoreload 2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Creating a single system" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Components" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The central concept in `MultiREx` is that of a system. A system is made of a star, a planet and its atmosphere. Each component may have a wide range of properties useful for the purposes of the package. However, the key properties required for calculating a basic transmission spectra are defined below:\n", "\n", "- **Star**:\n", " - Effective temperature in Kelvins (attribute `temperature`).\n", " - Radius in solar radii (attribute `radius`).\n", " - Mass in solar masses (attribute `mass`).\n", "\n", "- **Planet**:\n", " - Radius in Earth radii (attribute `radius`).\n", " - Mass in Earth masses (attribute `mass`).\n", "\n", "- **Atmosphere**: \n", " - Surface temperature in Kelvins (attribute `temperature`).\n", " - Surface pressure in Pascals (attribute `base_pressure`).\n", " - Pressure at the top of the atmosphere in Pascals (attribute `top_pressure`).\n", " - Composition (attribute `composition`). This is provided as a dictionary whose keys are the name of the gasses (e.g. 'CO2', 'CH4') and the value are the $log_{10}$ of the mixing ratio of the corresponding gas. \n", " - Fill gass name (attribute `fill_gass`), i.e. the gass which fills the atmopshere (usually 'N2' for atmospheres of inhabited planets)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Available gasses" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you want to see the list of available gasses in the package use:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Available gases in the database:\n", "['CO2', 'CH4', 'O2', 'O3', 'H2O']\n" ] } ], "source": [ "mrex.Util.list_gases()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "`MultiREx` comes along with [ExoTransmit](https://github.com/elizakempton/Exo_Transmit/tree/master/Opac) opacities for these particular gasses. These opacities are low resolution and light-weighted. They should be used only for testing purposes. For larger scientific applications, `MultiREx` provides a larger database of high-resolution opacities (most of them from [ExoMol](https://www.exomol.com/data/search/)) for a larger number of gasses. This database is hosted in a Google Drive repository and can be obtained and loaded into the running instance of `MultiREx` using:\n", "\n", "> **WARNING**: Be careful with this command: it will use as much as 4 GB of disk space." ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "The directory to the opacity database already exists in the specified path: /tmp\n" ] } ], "source": [ "mrex.Util.get_gases(path='/tmp')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once downloaded, the list of available gasses are considerably larger:_" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Available gases in the database:\n", "['DMS', 'NO2', 'SO2', 'CO', 'CO2', 'CH4', 'NH3', 'HCN', 'O2', 'O3', 'C2H6', 'CH3Cl', 'H2O', 'N2']\n" ] } ], "source": [ "mrex.Util.list_gases()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Creating components of the system" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's create a star:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "star = mrex.Star(temperature=5777,radius=1,mass=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You may get the attributes of the star using:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(1, 5777)" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "star.mass, star.temperature" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You may also modify the mass of the star:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "star.set_mass(1.5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now create the planet:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "planet = mrex.Planet(radius=1,mass=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "And finally create the atmosphere:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "atmosphere = mrex.Atmosphere(\n", " temperature=288, # in K\n", " base_pressure=1e5, # in Pa\n", " top_pressure=1, # in Pa\n", " fill_gas='N2', # the gas that fills the atmosphere\n", " composition=dict(\n", " CO2=-4, # This is the log10(mix-ratio)\n", " CH4=-6,\n", " )\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once created we can integrate the three components in a system:" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "planet.set_atmosphere(atmosphere)\n", "system = mrex.System(star=star,planet=planet,sma=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "After ensembling the components you still have access to the properties independently:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "system.planet.radius" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can ensemble a system using a single command like:" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "system = mrex.System(\n", " star=mrex.Star(\n", " temperature=5777,\n", " radius=1,\n", " mass=1\n", " ),\n", " planet=mrex.Planet(\n", " radius=1,\n", " mass=1,\n", " atmosphere=mrex.Atmosphere(\n", " temperature=290, # in K\n", " base_pressure=1e5, # in Pa\n", " top_pressure=1, # in Pa\n", " fill_gas='N2', # the gas that fills the atmosphere\n", " composition=dict(\n", " CO2=-4, # This is the log10(mix-ratio)\n", " CH4=-6,\n", " )\n", " )\n", " ),\n", " sma=1\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### The transmission model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once we have a system we can create the transmission model:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "system.make_tm()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The transmission model is a `Taurex` class that allows us to create transmission spectra as desired. It encapsulates all the attributes and methods used to described the atmosphere that are taken into account when calculating the transmission spectra. `MultiREx` essentially simplify the interaction with the wide range of options of `TauREx` for specifying those attributes. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You may take a quick look to the attributes of the transmission model using:" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'_log_name': 'taurex.TransmissionModel',\n", " '_logger': ,\n", " '_param_dict': {},\n", " '_derived_dict': {},\n", " 'opacity_dict': {},\n", " 'cia_dict': {},\n", " '_native_grid': None,\n", " '_derived_parameters': {'logg': ('logg',\n", " 'log(g)',\n", " .wrapper of >,\n", " False),\n", " 'avg_T': ('avg_T',\n", " '$\\\\bar{T}$',\n", " .wrapper of >,\n", " False),\n", " 'metallicity': ('metallicity',\n", " 'Z',\n", " .wrapper of >,\n", " False),\n", " 'mu': ('mu',\n", " '$\\\\mu$',\n", " .wrapper of >,\n", " True)},\n", " '_fitting_parameters': {'planet_mass': ('planet_mass',\n", " '$M_p$',\n", " .wrapper of >,\n", " >,\n", " 'linear',\n", " False,\n", " [0.5, 1.5]),\n", " 'planet_radius': ('planet_radius',\n", " '$R_p$',\n", " .wrapper of >,\n", " >,\n", " 'linear',\n", " True,\n", " [0.9, 1.1]),\n", " 'planet_distance': ('planet_distance',\n", " '$D_{planet}$',\n", " .wrapper of >,\n", " >,\n", " 'linear',\n", " False,\n", " [1, 2]),\n", " 'planet_sma': ('planet_sma',\n", " '$D_{planet}$',\n", " .wrapper of >,\n", " >,\n", " 'linear',\n", " False,\n", " [1, 2]),\n", " 'atm_min_pressure': ('atm_min_pressure',\n", " '$P_\\\\mathrm{min}$',\n", " .wrapper of >,\n", " >,\n", " 'log',\n", " False,\n", " [0.1, 1.0]),\n", " 'atm_max_pressure': ('atm_max_pressure',\n", " '$P_\\\\mathrm{max}$',\n", " .wrapper of >,\n", " >,\n", " 'log',\n", " False,\n", " [0.1, 1.0]),\n", " 'T': ('T',\n", " '$T$',\n", " .wrapper of >,\n", " >,\n", " 'linear',\n", " False,\n", " [300.0, 2000.0]),\n", " 'CO2': ('CO2',\n", " 'CO$_2$',\n", " .read_mol of >,\n", " .write_mol of >,\n", " 'log',\n", " False,\n", " [1e-12, 0.1]),\n", " 'CH4': ('CH4',\n", " 'CH$_4$',\n", " .read_mol of >,\n", " .write_mol of >,\n", " 'log',\n", " False,\n", " [1e-12, 0.1])},\n", " 'contribution_list': [,\n", " ],\n", " '_planet': ,\n", " '_star': ,\n", " '_pressure_profile': ,\n", " '_temperature_profile': ,\n", " '_chemistry': ,\n", " 'altitude_profile': array([ 0. , 1011.27930182, 2022.87931573, 3034.80019431,\n", " 4047.04209025, 5059.60515631, 6072.48954536, 7085.69541037,\n", " 8099.22290441, 9113.07218063, 10127.2433923 , 11141.73669277,\n", " 12156.5522355 , 13171.69017404, 14187.15066203, 15202.93385322,\n", " 16219.03990146, 17235.46896068, 18252.22118493, 19269.29672835,\n", " 20286.69574517, 21304.41838973, 22322.46481645, 23340.83517987,\n", " 24359.52963461, 25378.54833541, 26397.89143709, 27417.55909457,\n", " 28437.55146287, 29457.86869713, 30478.51095255, 31499.47838445,\n", " 32520.77114827, 33542.3893995 , 34564.33329378, 35586.60298681,\n", " 36609.19863441, 37632.12039249, 38655.36841707, 39678.94286426,\n", " 40702.84389028, 41727.07165144, 42751.62630414, 43776.5080049 ,\n", " 44801.71691034, 45827.25317716, 46853.11696219, 47879.30842232,\n", " 48905.82771457, 49932.67499607, 50959.85042401, 51987.35415571,\n", " 53015.18634859, 54043.34716017, 55071.83674806, 56100.65526997,\n", " 57129.80288372, 58159.27974723, 59189.08601853, 60219.22185573,\n", " 61249.68741705, 62280.48286082, 63311.60834546, 64343.06402949,\n", " 65374.85007155, 66406.96663037, 67439.41386477, 68472.19193369,\n", " 69505.30099616, 70538.74121132, 71572.51273841, 72606.61573677,\n", " 73641.05036583, 74675.81678515, 75710.91515438, 76746.34563326,\n", " 77782.10838164, 78818.20355948, 79854.63132685, 80891.39184389,\n", " 81928.48527087, 82965.91176816, 84003.67149622, 85041.76461564,\n", " 86080.19128708, 87118.95167132, 88158.04592925, 89197.47422185,\n", " 90237.23671022, 91277.33355553, 92317.76491909, 93358.53096231,\n", " 94399.63184667, 95441.0677338 , 96482.8387854 , 97524.94516328,\n", " 98567.38702938, 99610.16454571, 100653.2778744 , 101696.72717769]),\n", " 'scaleheight_profile': array([8783.86040885, 8786.6460787 , 8789.43307384, 8792.22139511,\n", " 8795.01104336, 8797.80201942, 8800.59432413, 8803.38795835,\n", " 8806.18292292, 8808.97921867, 8811.77684646, 8814.57580713,\n", " 8817.37610152, 8820.1777305 , 8822.9806949 , 8825.78499557,\n", " 8828.59063336, 8831.39760912, 8834.20592371, 8837.01557797,\n", " 8839.82657276, 8842.63890893, 8845.45258733, 8848.26760882,\n", " 8851.08397426, 8853.90168449, 8856.72074037, 8859.54114277,\n", " 8862.36289254, 8865.18599053, 8868.01043761, 8870.83623463,\n", " 8873.66338247, 8876.49188196, 8879.32173399, 8882.15293941,\n", " 8884.98549909, 8887.81941388, 8890.65468466, 8893.49131228,\n", " 8896.32929762, 8899.16864154, 8902.00934491, 8904.8514086 ,\n", " 8907.69483347, 8910.53962039, 8913.38577023, 8916.23328388,\n", " 8919.08216218, 8921.93240603, 8924.78401629, 8927.63699383,\n", " 8930.49133953, 8933.34705426, 8936.20413891, 8939.06259434,\n", " 8941.92242143, 8944.78362106, 8947.64619411, 8950.51014146,\n", " 8953.37546399, 8956.24216258, 8959.1102381 , 8961.97969145,\n", " 8964.8505235 , 8967.72273514, 8970.59632725, 8973.47130071,\n", " 8976.34765642, 8979.22539526, 8982.10451811, 8984.98502586,\n", " 8987.8669194 , 8990.75019963, 8993.63486742, 8996.52092368,\n", " 8999.40836928, 9002.29720513, 9005.18743211, 9008.07905112,\n", " 9010.97206306, 9013.86646881, 9016.76226928, 9019.65946536,\n", " 9022.55805794, 9025.45804793, 9028.35943621, 9031.26222371,\n", " 9034.1664113 , 9037.07199989, 9039.97899039, 9042.88738369,\n", " 9045.7971807 , 9048.70838232, 9051.62098945, 9054.53500301,\n", " 9057.45042389, 9060.36725301, 9063.28549126]),\n", " 'gravity_profile': array([9.79839813, 9.7952917 , 9.79218577, 9.78908032, 9.78597537,\n", " 9.78287091, 9.77976694, 9.77666347, 9.77356048, 9.770458 ,\n", " 9.767356 , 9.76425449, 9.76115348, 9.75805296, 9.75495294,\n", " 9.7518534 , 9.74875436, 9.74565581, 9.74255776, 9.73946019,\n", " 9.73636312, 9.73326654, 9.73017046, 9.72707486, 9.72397976,\n", " 9.72088515, 9.71779104, 9.71469741, 9.71160428, 9.70851165,\n", " 9.7054195 , 9.70232785, 9.69923669, 9.69614602, 9.69305585,\n", " 9.68996616, 9.68687697, 9.68378828, 9.68070007, 9.67761236,\n", " 9.67452514, 9.67143841, 9.66835218, 9.66526644, 9.66218119,\n", " 9.65909643, 9.65601217, 9.65292839, 9.64984512, 9.64676233,\n", " 9.64368004, 9.64059823, 9.63751693, 9.63443611, 9.63135579,\n", " 9.62827595, 9.62519662, 9.62211777, 9.61903942, 9.61596156,\n", " 9.61288419, 9.60980731, 9.60673093, 9.60365504, 9.60057964,\n", " 9.59750474, 9.59443033, 9.59135641, 9.58828298, 9.58521004,\n", " 9.5821376 , 9.57906565, 9.57599419, 9.57292323, 9.56985276,\n", " 9.56678278, 9.56371329, 9.5606443 , 9.5575758 , 9.55450779,\n", " 9.55144027, 9.54837325, 9.54530671, 9.54224068, 9.53917513,\n", " 9.53611008, 9.53304552, 9.52998145, 9.52691787, 9.52385479,\n", " 9.5207922 , 9.5177301 , 9.51466849, 9.51160738, 9.50854676,\n", " 9.50548663, 9.502427 , 9.49936785, 9.4963092 ]),\n", " '_initialized': True,\n", " '_sigma_opacities': None,\n", " 'new_method': False,\n", " '_inital_mu': ,\n", " 'altitude_boundaries': array([ 0. , 1011.27930182, 2022.87931573, 3034.80019431,\n", " 4047.04209025, 5059.60515631, 6072.48954536, 7085.69541037,\n", " 8099.22290441, 9113.07218063, 10127.2433923 , 11141.73669277,\n", " 12156.5522355 , 13171.69017404, 14187.15066203, 15202.93385322,\n", " 16219.03990146, 17235.46896068, 18252.22118493, 19269.29672835,\n", " 20286.69574517, 21304.41838973, 22322.46481645, 23340.83517987,\n", " 24359.52963461, 25378.54833541, 26397.89143709, 27417.55909457,\n", " 28437.55146287, 29457.86869713, 30478.51095255, 31499.47838445,\n", " 32520.77114827, 33542.3893995 , 34564.33329378, 35586.60298681,\n", " 36609.19863441, 37632.12039249, 38655.36841707, 39678.94286426,\n", " 40702.84389028, 41727.07165144, 42751.62630414, 43776.5080049 ,\n", " 44801.71691034, 45827.25317716, 46853.11696219, 47879.30842232,\n", " 48905.82771457, 49932.67499607, 50959.85042401, 51987.35415571,\n", " 53015.18634859, 54043.34716017, 55071.83674806, 56100.65526997,\n", " 57129.80288372, 58159.27974723, 59189.08601853, 60219.22185573,\n", " 61249.68741705, 62280.48286082, 63311.60834546, 64343.06402949,\n", " 65374.85007155, 66406.96663037, 67439.41386477, 68472.19193369,\n", " 69505.30099616, 70538.74121132, 71572.51273841, 72606.61573677,\n", " 73641.05036583, 74675.81678515, 75710.91515438, 76746.34563326,\n", " 77782.10838164, 78818.20355948, 79854.63132685, 80891.39184389,\n", " 81928.48527087, 82965.91176816, 84003.67149622, 85041.76461564,\n", " 86080.19128708, 87118.95167132, 88158.04592925, 89197.47422185,\n", " 90237.23671022, 91277.33355553, 92317.76491909, 93358.53096231,\n", " 94399.63184667, 95441.0677338 , 96482.8387854 , 97524.94516328,\n", " 98567.38702938, 99610.16454571, 100653.2778744 , 101696.72717769,\n", " 102740.5126179 ]),\n", " 'deltaz': array([1011.27930182, 1011.60001391, 1011.92087858, 1012.24189593,\n", " 1012.56306606, 1012.88438905, 1013.20586501, 1013.52749404,\n", " 1013.84927622, 1014.17121167, 1014.49330047, 1014.81554273,\n", " 1015.13793853, 1015.46048799, 1015.78319119, 1016.10604824,\n", " 1016.42905923, 1016.75222425, 1017.07554342, 1017.39901682,\n", " 1017.72264455, 1018.04642672, 1018.37036342, 1018.69445475,\n", " 1019.0187008 , 1019.34310168, 1019.66765748, 1019.99236831,\n", " 1020.31723425, 1020.64225542, 1020.96743191, 1021.29276381,\n", " 1021.61825124, 1021.94389427, 1022.26969303, 1022.5956476 ,\n", " 1022.92175808, 1023.24802458, 1023.57444719, 1023.90102602,\n", " 1024.22776115, 1024.5546527 , 1024.88170076, 1025.20890544,\n", " 1025.53626682, 1025.86378502, 1026.19146013, 1026.51929226,\n", " 1026.84728149, 1027.17542794, 1027.5037317 , 1027.83219288,\n", " 1028.16081158, 1028.48958788, 1028.81852191, 1029.14761375,\n", " 1029.47686351, 1029.8062713 , 1030.1358372 , 1030.46556132,\n", " 1030.79544377, 1031.12548464, 1031.45568404, 1031.78604206,\n", " 1032.11655882, 1032.4472344 , 1032.77806892, 1033.10906247,\n", " 1033.44021516, 1033.77152709, 1034.10299836, 1034.43462907,\n", " 1034.76641932, 1035.09836922, 1035.43047888, 1035.76274838,\n", " 1036.09517784, 1036.42776736, 1036.76051704, 1037.09342698,\n", " 1037.42649729, 1037.75972807, 1038.09311942, 1038.42667144,\n", " 1038.76038424, 1039.09425793, 1039.4282926 , 1039.76248836,\n", " 1040.09684531, 1040.43136356, 1040.76604321, 1041.10088437,\n", " 1041.43588713, 1041.7710516 , 1042.10637789, 1042.4418661 ,\n", " 1042.77751633, 1043.11332869, 1043.44930329, 1043.78544022])}" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "system.transmission.__dict__" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Generating a transmission spectrum" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In order to create and manipulate a transmission spectrum, we need first to genereta a wave number grid:" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "wns = mrex.Physics.wavenumber_grid(wl_min=0.6,wl_max=10,resolution=1000)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The corresponding wavelength grid is:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(array([0.6 , 0.60169212, 0.60338901, 0.60509068, 0.60679716,\n", " 0.60850844, 0.61022456, 0.61194551, 0.61367132, 0.61540199]),\n", " array([ 9.74972472, 9.77722085, 9.80479454, 9.83244598, 9.86017541,\n", " 9.88798304, 9.91586909, 9.94383379, 9.97187735, 10. ]))" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "wls = np.sort(1e4/wns)\n", "wls[:10],wls[-10:]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's generate the transmission spectrum:" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "wns,spectrum = system.generate_spectrum(wns)\n", "wls = 1e4/wns" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The spectrum is an adimensional quantity given in terms of the fraction of the stellar area blocked by the planet and its atmosphere, in other words $(R_p/R_\\star)^2$. It is conventionally measured in parts per million (ppm) and conventionally called *transit depth*. In our case, if the planet was air-less it will produce a spectrum with a depth of:" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$84.050179 \\; \\mathrm{}$" ], "text/plain": [ "" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from astropy.constants import R_sun, R_earth\n", "1e6*(system.planet.radius*R_earth/(system.star.radius*R_sun))**2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once the spectrum has been calculated we can plot it:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Transit depth [ppm]')" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(wls,spectrum*1e6)\n", "plt.grid()\n", "plt.xlabel('Wavelength (micron)')\n", "plt.ylabel('Transit depth [ppm]')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can also plot the spectrum using the *absortion height*, namely the apparent size of the atmosphere as seen at a given wavelength and which is given by:\n", "\n", "$$\n", "h = R_\\star \\left(\\sqrt{S} - \\frac{R_p}{R_\\star}\\right)\n", "$$" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([0.07626681, 0.06778101, 0.11127472, 0.37537931, 0.50011134,\n", " 0.52420784, 0.45433174, 1.1838071 , 1.08375566, 1.17605428])" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "effalts = (np.sqrt(spectrum)*system.star.radius*R_sun.value - system.planet.radius*R_earth.value)/1e3\n", "effalts[:10]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is precisely the function of the routine `mrex.Physics.spectrum2height`:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "effalts = mrex.Physics.spectrum2altitude(spectrum,system.planet.radius,system.star.radius)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's plot it:" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Absortion height [km]')" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(wls,effalts)\n", "plt.grid()\n", "plt.xlabel('Wavelength (micron)')\n", "plt.ylabel('Absortion height [km]')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We have automated the spectrum plotting using the routine:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = system.plot_spectrum(wns,xscale='log')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Studying spectral contributions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In order to understand a given spectrum you can also calculate all the individual contributions:" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "wns, contributions = system.generate_contributions(wns)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Contributions are also calculated as transit depths. Contributions are given as a dictionary with two keys: *Absorption* and *Rayleigh* scattering. " ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Transit depth [ppm]')" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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K9ScIIg7RVSClpqZi4cKFWLhwodfHExMT8d133wWcp7y83OX+Bx98EPA5CQkJeP311/H6669rWSpBED4Qee8WJFGui8RTsUiCIOIP6sVGEER4CDwAQGRcy27IFiSRLEgEQcQhJJAIgggLMYBAIgsSQRDxCAkkgiDCQ5QEEhi304kSg0QCiSCI+IMEEkEQ4eEoy6FYjBwoQdvkYiMIIg4hgUQQRFgwsoXIzYIkspzjcb69l0QQBBE2JJAIgggLUfQegwSHBYkhCxJBEHEICSSCIMJDrnzPugskikEiCCJ+IYFEEERYMEqQtptA4iSBxJBAIggiDiGBRBBEePhwsTGKi40EEkEQ8QcJJIIgwkMOwnZrPK1YkEQSSARBxB8kkAiCCAvZxcb4DNImgUQQRPxBAokgiPAQvddBYhQLEqX5EwQRf5BAIggiLBQLkZuLjeEkCxJLLjaCIOIQEkgEQYSHw4LkkcXGUhYbQRDxCwkkgiDCQolBcquDxJIFiSCIOIYEEkEQYaHEGLkJJDkGiaUYJIIg4hASSARBhAXjw8XGGsiCRBBE/EICiSCIsPDlYmM4EwCAI4FEEEQcQgKJIIjwEL33YiMXG0EQ8QwJJIIgwsJpQXKtg8QqFiQSSARBxB8kkAiCCAvWZxabw4IEEkgEQcQfJJAIgggLxoeLjXMEaVMMEkEQ8QgJJIIgwsJ3kDZZkAiCiF9IIBEEERYMfFiQjFIMkoEsSARBxCEkkAiCCAtfFiTFxUYWJIIg4hASSARBhAXriEHy1WqEBBJBEPEICSSCIMKCUQSSa5o/Z5BdbCSQCIKIP0ggEQQRFnIQthyUrRwnFxtBEHEMCSSCIMLCVx0kgxykTQKJIIg4hAQSQRBhIWexsT6CtI0MD4EnkUQQRHxBAokgiLDwFaSdnJap3G5qrGvPJREEQYQNCSSCIMKChfcg7YTEZLSJkhWp6eyZdl8XQRBEOJBAIggiLJQYJI7zeKyBSQUAtDRUt+uaCIIgwoUEEkEQYeErBgkAWtgUAEBbQ027rokgCCJcSCARBBEWThebp0Bq5SQLkqWxtl3XRBAEES4kkAiCCAvO4WKT6x6paTOmAwDszSSQCIKIL0ggEQQRFqwfF5vdmAYAEFrr2nNJBEEQYUMCiSCIsFAEkpcgbd4sWZDQerY9l0QQBBE2JJAIgggLpwXJ4PGYaJYsSKy1sV3XRBAEES4kkAiCCAtODtL2YkGCoz8bI9jbc0kEQRBho6tA4nkes2bNQkFBARITE1FYWIi5c+dCFEVlzD333AOGYVz+jR492u+88+fPx8UXX4zU1FR069YNN998M/bv3+8y5pprrvGY96GHHorK+ySIjoxcSdubBYlhpcBtEkgEQcQbnme0dmTBggVYvHgx3n33XRQVFWHr1q249957kZ6ejscee0wZN3r0aCxdulS5bzab/c67du1aTJkyBRdffDHsdjueeeYZFBcXY+/evUhOTlbGPfDAA3j++eeV+0lJSRF8dwTROXDGIHk5ncgWJJEEEkEQ8YWuAmnDhg0YP348brjhBgBA79698f7772Pz5s0u48xmM3JzczXP++2337rcf+edd9CtWzds27YNV111lXI8KSkpqHkJgvCE8xOkDbIgEQQRp+gqkC677DIsWbIEBw4cQN++fbFz506sX78eJSUlLuN+/PFHdOvWDZmZmbj22mvxwgsvICsrS/Pr1NfXAwC6dOnicnzZsmV47733kJubi3HjxmHWrFk+rUgWiwUWi0W539DQAACw2Wyw2Wya10JoR95X2l990Lr/HKQ6SILoOVZkJC8+I9jp7xgk9PnXF9p/fYnm/mudkxHVAT/tjCAIeOaZZ/DSSy+B4zjwPI958+Zh5syZypgPPvgASUlJKCgoQFlZGZ555hmkpKRg48aN4LxdsXp5jZtuugl1dXVYv369cnzJkiXo1asX8vLysGvXLjz99NO45JJL8Mknn3id589//jPmzJnjcXz58uXkmiM6NeN33A0A+LjfIpiS0l0esx9eiwn1b2MTexEqh0zVYXUEQRCutLS04M4770R9fT3S0tJ8jtNVIH3wwQeYPn06/vrXv6KoqAilpaWYOnUqSkpKMHnyZK/POXz4MAoLC7F69WqMHDky4Gv88Y9/xDfffIP169ejR48ePsd9//33GDlyJA4dOoTCwkKPx71ZkPLz81FdXe13g4nQsdlsWLVqFa6//noYjZ5VmonoomX/BZ6H+cUcAEDVg78gM7u7y+PbP38Dw3+ZjZ0JF2PAk99Efc0dCfr86wvtv75Ec/8bGhqQnZ0dUCDp6mKbPn06ZsyYgYkTJwIABg0ahKNHj2L+/Pk+BVKfPn2QnZ2NQ4cOBRRIjzzyCL788kv897//9SuOAGD48OEA4FMgmc1mr8HhRqORvjxRhvZYX/ztvx3O6yuzOdFjHGeUvjOsyNPfMETo868vtP/6Eo391zqfrmn+LS0tYFnXJXAcB0EQfD7nxIkTqKmpQffu3X2OEUURjzzyCFasWIHvv/8eBQUFAddSWloKAH7nJQjCFZ53Bl8zrOfphHFksbGUxUYQRJyhq0AaN24c5s2bh6+++grl5eVYsWIFSkpKcMsttwAAmpqaMH36dGzatAnl5eVYs2YNxo8fj3PPPRejRo1S5hk5ciRee+015f6UKVPw3nvvYfny5UhNTUVFRQUqKirQ2toKACgrK8PcuXOxbds2lJeX4/PPP8fdd9+Nq666CoMHD27fTSCIOEZUXcx4iwl0CiS+3dZEEAQRCXR1sS1atAizZs3Cww8/jKqqKuTl5eHBBx/E7NmzAUgn3F27duHdd99FXV0d8vLyUFxcjLlz57q4u8rKylBdXa3cX7x4MQCpGKSapUuX4p577oHJZMLq1auxcOFCNDc3Iz8/HxMmTMCzzz4b/TdNEB0ItQXJW7NaljNJ/ycLEkEQcYauAik1NRULFy7EwoULvT6emJiI7777LuA85eXlLvcDxZ3n5+dj7dq1WpdJEIQP1O5wb3WQyIJEEES8Qr3YCIIIGYF3Ch+vFiSDFAzJkQWJIIg4gwQSQRAhIwpOgcR5aTWiWJBAFiSCIOILEkgEQYSMSxYbw3g8zhnkGCQSSARBxBckkAiCCBlRlGKQeJHxm+ZvIAsSQRBxhqYg7VdffTXoie+9916kpqYG/TyCIOIHOQZJAAtvjX/IgkQQRLyiSSBNnToVPXr00NT7DACOHz+OG2+8kQQSQXRwBMEpkLzBclKQtgEUpE0QRHyhOc1/69at6Natm6axJIwIonPgtCB5xh8BgEHOYoPv6vgEQRCxiKYYpOeeew4pKSmaJ33mmWfQpUuXkBdFEER8IFfS9mlBMkjXYBxZkAiCiDM0WZCee+65oCadOXNmSIshCCK+EARJ+PiyIMmVtA0Ug0QQRJxBWWwEQYSMXAdJYLyfSjijHINEAokgiPgi6FYjNTU1mD17Nn744QdUVVW5tBoAgNra2ogtjiCI2Ebk/QdpGzg5BokEEkEQ8UXQAmnSpEk4dOgQ7r//fuTk5HgtDkcQROdAEP3HIHFGycXGMSIEnvfar40gCCIWCVogrVu3DuvXr8eQIUOisR6CIOIIOYtN9BWD5MhiAwC73QYTCSSCIOKEoGOQ+vfvj9bW1mishSCIOEMMUAfJaHQKJN5ua5c1EQRBRIKgBdIbb7yB//mf/8HatWtRU1ODhoYGl38EQXQeAgkkTmVBstms7bImgiCISBC0iy0jIwMNDQ249tprXY6LogiGYcDzFIxJEJ0FuRebryw2o9Gs3BbIgkQQRBwRtEC66667YDQasXz5cgrSJohOjsBLdZB8xiBxHASRAcuIsNvJgkQQRPwQtEDavXs3duzYgX79+kVjPQRBxBNKJW3fwdd2cDDBTjFIBEHEFUHHIA0bNgzHjx+PxloIgogz5Ga1oh9Lst0hnngbCSSCIOKHoC1Ijz76KB5//HFMnz4dgwYNcslSAYDBgwdHbHEEEWvU11bjyFt3wV50G4bd+IDey9GdQL3YAIB3PMbzJJAIgogfghZIv/vd7wAA9913n3KMYRgK0iY6BXs/moURrZuArZsAEkgQBTkGybdAsjPSaUagLDaCIOKIoAXSkSNHorEOgogLuLY6vZcQUwTKYgMA3uFis1MMEkEQcUTQAqlXr17RWAdBxAeUtemCqFTS9i2QbJDc8LytrV3WRBAEEQmCFkgAsH//fixatAj79u0DAJx//vl49NFHKbON6HDUVp3CkR3fo99l45CSmg6RoVYZamQLkujHgmRnjIAI2C1UgZ8giPgh6Cy2//znPxg4cCC2bduGIUOGYMiQIdi+fTsGDhyI//znP9FYI0HoxrF/TMbQjVOw9+9/kA74EQKdEbmStq86SABgY6SGtWRBIggingjagvSnP/0JM2fOxPPPP+9y/LnnnsOf/vQnTJgwIWKLIwg9sbS14IK2zQCA8+p/kg6SQHLB2WrETx0k1gQIAG+ztNeyCIIgwibos/3p06dx9913exz//e9/j9OnT0dkUQQRC9RVOz/PTUyqdIMEkiti4DpIPCPFIAlkQSIIIo4I+mx/zTXXYN26dR7H169fjyuvvDIiiyKIWIC325XbKWIjAKBL7Q69lhOTyHWQ/MVm8azkYhOsJJAIgogfgnax3XTTTXj66aexbds2XHrppQCATZs24eOPP8acOXPw+eefu4wliHhFrvEDAGliE+prq3EeX6bjimIPLTFIskAS7eRiIwgifghaID388MMAgDfeeANvvPGG18cAUNFIIu6RG7ECAMeIqDq2D+k6ricW0ZLFpliQSCARBBFHBC2QBIdJnSA6OoKbwLc01uq0khhGCFwHSSALEkEQcQhFnBKED+RGrDLW5rM6rSR20RKDJHBmaQwFaRMEEUeEJJDWrFmDG2+8EYWFhSgsLMSNN96I1atXR3ptBKEr7hYke3OdPguJYUQNWWwiJ1mQwFMvNoIg4oegBdIbb7yB0aNHIzU1FY8//jgef/xxpKWlYezYsXj99dejsUaC0AV1kDYACK11bo+TuxkaLEiKQCIXG0EQcUTQMUh/+ctf8PLLL+ORRx5Rjj322GO4/PLL8Ze//AVTpkyJ6AIJQi/ckwzEtnq3x+0wOOJrIk2TxY5Ptp9A8YBc5KYnROU1IoGWLDZZIDFkQSIIIo4I2oJUV1eH0aNHexwvLi5GfX29l2cQRHwi8q7d59m2Opf70exO/9xnezD7sz2YsHhD1F4jIoiBLUgwSAKP4cmCRBBE/BC0QLrpppuwYsUKj+OfffYZbrzxxogsiiBiAdEtSNtgqXO5b7dFzyLyw/4qAMDJuhhv8OqIQYKfGCTGEaRNAokgiHgiaBfbgAEDMG/ePPz4448YMWIEAKlQ5E8//YQnn3wSr776qjL2sccei9xKCaKdcQ/S5uwtLvfVlbYjjW+5EVtoyWKDQXKxseRiIwgijghaIL399tvIzMzE3r17sXfvXuV4RkYG3n77beU+wzAkkIi4xj1I28C7WnPsUWy+6scgE1uIgesgMQbJgsQKJJAIgogfghZIR44cicY6CCLmcHexmQRXgaSutB154kQhyZl8fippM0YpBokEEkEQ8YSuhSJ5nsesWbNQUFCAxMREFBYWYu7cuRBFURlzzz33gGEYl3/egsTdef3119G7d28kJCRg+PDh2Lx5s8vjbW1tmDJlCrKyspCSkoIJEyagsrIy4u+RiF9ENxebWSALkgdKHSSyIBEE0bHQJJCmTZuG5uZmzZPOnDkTtbWB2zIsWLAAixcvxmuvvYZ9+/ZhwYIFeOmll7Bo0SKXcaNHj8bp06eVf++//77feT/88ENMmzYNzz33HLZv344hQ4Zg1KhRqKqqUsY88cQT+OKLL/Dxxx9j7dq1OHXqFG699VbN75Ho+AhuLjZ3gRRdC1J8IGrIYmONkkDiSCARBBFHaBJIr7zyClpaWgIPdPD666+jrq4u4LgNGzZg/PjxuOGGG9C7d2/cdtttKC4u9rD2mM1m5ObmKv8yMzP9zltSUoIHHngA9957LwYMGIA333wTSUlJ+Mc//gEAqK+vx9tvv42SkhJce+21GDp0KJYuXYoNGzZg06ZNmt8n0bER3QRQAlxbZfBRTPOPFwMSo7jYfK+YNcgCKXr7RRAEEWk0CSRRFNG3b1906dJF0z+t1qbLLrsMa9aswYEDBwAAO3fuxPr16zFmzBiXcT/++CO6deuGfv364Y9//CNqamp8zmm1WrFt2zZcd911zjfJsrjuuuuwceNGAMC2bdtgs9lcxvTv3x89e/ZUxhCEksLuIElsP4EULzhbjfi2IHGmRACAUSQLEkEQ8YOmIO2lS5cGPXFOTk7AMTNmzEBDQwP69+8PjuPA8zzmzZuHu+66SxkzevRo3HrrrSgoKEBZWRmeeeYZjBkzBhs3bgTHeZ6Uq6urwfO8x+vn5OTg119/BQBUVFTAZDIhIyPDY0xFRYXXtVosFlgszpiThoYGAIDNZoPNRj+U0UDeV7321+72uibG1aJktbRFbW1qe4xe71/L/stxWiIYn+MYzggAMIhW+q4Egd6f/84O7b++RHP/tc6pSSBNnjw5rMX44qOPPsKyZcuwfPlyFBUVobS0FFOnTkVeXp7ymhMnTlTGDxo0CIMHD0ZhYSF+/PFHjBw5Mirr8sb8+fMxZ84cj+MrV65EUlJSu62jM7Jq1SpdXtd6rAwX+3l8x/at+PVY4Fi7UGizcJBl0tdffx2V19CKv/3naqoBAI1NLT7X2VZ1EIMAcLxV9/cSj+j1+SckaP/1JRr7rzVkKOg0/0gyffp0zJgxQxFBgwYNwtGjRzF//nyfoqxPnz7Izs7GoUOHvAqk7OxscBznkZFWWVmJ3NxcAEBubi6sVivq6upcrEjqMe7MnDkT06ZNU+43NDQgPz8fxcXFSEtLC+p9E9qw2WxYtWoVrr/+ehiNxnZ//e1fnQR8e3MxuGgAzht6bVRee/6etai3ShbLsWPHRuU1AqFl/7dUfg+0Ailp6bjGxzoP79oAnJQscHq9l3hE789/Z4f2X1+iuf+yBygQugqklpYWsKxrGBTHcRD8dEk/ceIEampq0L17d6+Pm0wmDB06FGvWrMHNN98MABAEAWvWrFEa7A4dOhRGoxFr1qzBhAkTAAD79+/HsWPHlOrg7pjNZpjNZo/jRqORvjxRRq89ZiH6HyAKUVsXqwp61vvz5W//GcceMSznc0xCUoo0D2y6v5d4hM4x+kL7ry/R2H+t8+kqkMaNG4d58+ahZ8+eKCoqwo4dO1BSUoL77rsPANDU1IQ5c+ZgwoQJyM3NRVlZGf70pz/h3HPPxahRo5R5Ro4ciVtuuUURQNOmTcPkyZMxbNgwXHLJJVi4cCGam5tx7733AgDS09Nx//33Y9q0aejSpQvS0tLw6KOPYsSIEbj00kvbfyOI2ETwn8Yv8BSb4OzF5jvfw2CWCkWaRNovgiDiB10F0qJFizBr1iw8/PDDqKqqQl5eHh588EHMnj0bgGRN2rVrF959913U1dUhLy8PxcXFmDt3ros1p6ysDNXV1cr93/3udzhz5gxmz56NiooKXHDBBfj2229dArdffvllsCyLCRMmwGKxYNSoUXjjjTfa780TMY97JW2Px6NYB4mJl0qRYuBK2gaTJJCMIIFEEET8oKtASk1NxcKFC7Fw4UKvjycmJuK7774LOE95ebnHsUceeUSxKHkjISEBr7/+Ol5//XWtyyU6GbJAsooGjww2ABCo+SoYWSCxvtP8jQ6BZGJ4CDwP1kv2KUEQRKwRtEBqbm7Giy++iDVr1qCqqsojXujw4cMRWxxB6IrDfWSFESZ4EUj2aFqQojZ1ZBHkStq+LUimBGeWp9XSqsQkEQRBxDJBC6T/9//+H9auXYtJkyahe/fu8eMKIIggkS1IvI8ffzGKMUjx8rViNMQgmcyJym2LpY0EEkEQcUHQAumbb77BV199hcsvvzwa6yGI2MEhkOw+vibuvdo6J45MPz8CyWg0Kbdtllaf4wiCIGIJTa1G1GRmZqJLly7RWAtBxBSKBQneY2bEqPZiixMTkiMGyd96GZaFRZTSam0W7T0dCYIg9CRogTR37lzMnj07qOa1BBGXOH78fQqkKFqQ4sXFJuMvBgkALIwkkOzWNr/jCIIgYgVNLrYLL7zQJdbo0KFDyMnJQe/evT0KLm3fvj2yKyQIvXAIJIFh4bVmZBTT/OMGJc3fv6KzgQQSQRDxhSaBJFekJojOhaSKBF8WpGgGaUdt5sjCKDFIWgWSxe84giCIWEGTQHruueeivQ6CiDkYx2+/LwtSdF1scSKRlBgk/y42G2MCRMBupSBtgiDig6BjkPr06YOaGs8OnnV1dejTp09EFkUQsYAIR40fX18TsiABoqQcxQCCzu6IQeLJxUYQRJwQtEAqLy8Hz3u2YLBYLDhx4kREFkUQMYEou9h81EEK0IokLOJEITEa0vwBlUCykYuNIIj4QHMdpM8//1y5/d133yE9PV25z/M81qxZg4KCgsiujiD0RHGx+WiNQa1GFBEZSM/xrAngSSAR7cfRmmbc/+5W/OGqPvjtsHy9l0PEIZoFkhyozTAMJk+e7PKY0WhE79698be//S2iiyMIfQnQRiOKFqQ4MSBBUZFsAAsSKxWLFGwUg0S0D7M+24NDVU340793kUAiQkKzQJJ7rhUUFGDLli3Izs6O2qIIIiYI4GKDQN3plWa1ASSd4HCxRbO4JkGoabZQGQ4iPIJuNXLkyJForIMgYhA5ANm7i421NEbtldl4yWLTGIMkuymjmflHEGpE0VvxMoLQTtBB2gCwZs0a3HjjjSgsLERhYSFuvPFGrF69OtJrIwhdYQJYkDhrffReO270kbY6SLLIjGbtKIJQQ/KICJegBdIbb7yB0aNHIzU1FY8//jgef/xxpKWlYezYsXj99dejsUaC0AUR/lPYjVEUSPGCnMUWqG6TyDqM1WRBItoJMiAR4RK0i+0vf/kLXn75ZTzyyCPKscceewyXX345/vKXv2DKlCkRXSBB6Ibo38WWaI+iBSlOwrQVERngWktgpFMNWZCI9oL0EREuQVuQ6urqMHr0aI/jxcXFqK+nK2qiI+H9x39byjUAgCS+ob0XFHOwciXtgBYkh8gkCxLRXpAJiQiToAXSTTfdhBUrVngc/+yzz3DjjTdGZFEEERP4sCDZzRkAgGSxJWovHTcxSBqDtEXFgkQCiSCI+CBoF9uAAQMwb948/PjjjxgxYgQAYNOmTfjpp5/w5JNP4tVXX1XGPvbYY5FbKUG0O95jkERjMgDALFLRQ81B2hSDRLQzZD8iwiVogfT2228jMzMTe/fuxd69e5XjGRkZePvtt5X7DMOQQCLiG8cZ1iMGyeQQSLBCFAQwAYokhkK8NKvV2moEJJCIdkYgFxsRJlQHiSB84r1ZLeMQSBwjwmJtgzkhKeKvHB/yCIDGQpFkQSLaG9JHRLiEfOlrtVqxf/9+2O10wiM6JoyPGCTGnKLcbmtpbtc1xSoBLV6OPWQoi40giDghaIHU0tKC+++/H0lJSSgqKsKxY8cAAI8++ihefPHFiC+QIPTGvRcbY0yAXZSOWduiI5DixMOmiMiAQdqs0XEjev3rCEINWZCIcAlaIM2cORM7d+7Ejz/+iISEBOX4ddddhw8//DCiiyMIXZHdR+4CieXQBjMAwNLSFJWXjhuBBG1p/uAkFxtZkIj2gvQRES5BxyB9+umn+PDDD3HppZe6nBSLiopQVlYW0cURRCzgbkECw8LCmJCCVtgsnd3FJrshNQZpkwWJaCeoFxsRLkFbkM6cOYNu3bp5HG9ubo6bzBuC0IaPGCSWg4WRLEjW1ii52OIkTFt2sQX87jsKRTIUpE20E2p9RGKJCIWgBdKwYcPw1VdfKfflE+Pf//53pS4SQXQIlPgaT4Fkcwgku6U1Ki8dP9ca2gQS44hBIoFE6AEvkEAigiekXmxjxozB3r17Ybfb8corr2Dv3r3YsGED1q5dG401EoQ+yFlsrHsMEgurIpCiZUGKFzTWQZJjkEQSSET7IKqikOyCCIP3looE4ZOgLUhXXHEFSktLYbfbMWjQIKxcuRLdunXDxo0bMXTo0GiskSB0Qj7BuscgcbCzkkDirVFqNxInJiRGYx0kOQaJoRgkop1Qe9VsvOB7IEH4IGgLEgAUFhbirbfeivRaCCLG8B2DZOMSABvAW6LXjy0eUCppB6gmznDkYiPaF7VTjVxsRChoEkgNDdq7lqelpYW8GIKIJRTrCOspkHhWKnEhWKMUgxSVWSMPo7EXG0MWJKKdUbcasfEkkIjg0SSQMjIyNGeo8TydAImOhYcFiWHBc5JAEm2d24LkDNLWFoPEUgwS0U7YeXUMErnYiODRJJB++OEH5XZ5eTlmzJiBe+65R8la27hxI959913Mnz8/OqskCD3wVSiS4yAYZIEUHQsSGycmJMZXnJYbrMPFxpKLjWgn1HFHdrIgESGgSSBdffXVyu3nn38eJSUluOOOO5RjN910EwYNGoQlS5Zg8uTJkV8lQeiJh3WEheiwICFKAiluaoo53BgBBZ1iQSILM9E+qAUSBWkToRB0FtvGjRsxbNgwj+PDhg3D5s2bI7IogogN5DR/9xgkBoIxUboTJYEUL2gN0mZZcrER7YvV7hRFFKRNhELQAik/P99rBtvf//535OfnR2RRBBET+CoUyXCAQRJIrL2TB2nLIjLAqUTOYiMLEtFeqAOzKUibCIWg0/xffvllTJgwAd988w2GDx8OANi8eTMOHjyI//znPxFfIEHohdM64lZhjmHAGGWB1NbOq4oxNLYaYQ0OCxJIIBHtgzowm4K0iVAI2oI0duxYHDx4EDfddBNqa2tRW1uLcePG4cCBAxg7dmw01kgQ+iB6rxLNsCwYoxSDxPLREUjxEoLEQPrhCZTFJrcaIRcb0R6IokgWJCJsQioU2aNHD8ybNy/SayGIGMO7QGIZVlUZOjpXpnHTrFZjLzbWIAkkjlxsRDvgLojsFKRNhEDQFiSC6DSIvlxsbPRbZ8SHPnISII1NSfMnFxvRDrhnrVGQNhEKugoknucxa9YsFBQUIDExEYWFhZg7dy5E0fuH+aGHHgLDMFi4cKHfeXv37g2GYTz+TZkyRRlzzTXXeDz+0EMPRfLtER0Gtx9/lgHjEE3REkjxoo+cFrRAdZAkQcmRi41oB9wFko0EEhECIbnYIsWCBQuwePFivPvuuygqKsLWrVtx7733Ij09HY899pjL2BUrVmDTpk3Iy8sLOO+WLVtcKnrv3r0b119/PW6//XaXcQ888ACef/555X5SUlKY74joSDAqFxsvMuAYR80fllOsSlETSHGikBiNlbRZgwkAwEXJJUkQasjFRkQCXQXShg0bMH78eNxwww0AJMvP+++/71FP6eTJk3j00Ufx3XffKWP90bVrV5f7L774IgoLC10KXgKSIMrNzQ3zXRAdFjlDC4AAFpzDPcQwrNOChM594nWKyEAuNspiI9oPDwsSBWkTIRC0QLr22mvxySefICMjw+V4Q0MDbr75Znz//fea57rsssuwZMkSHDhwAH379sXOnTuxfv16lJSUKGMEQcCkSZMwffp0FBUVBbtcWK1WvPfee5g2bZpHIOmyZcvw3nvvITc3F+PGjcOsWbN8WpEsFgssFotyX27ga7PZYLPZgl4XERh5X/XaX9Fh7RABiCqnF88Lyn1G4KOzPpWb2Wq16lJZW9P+O9YpiP7HyftlgJ2+LxrR+/Mfz7RYrC73Ldbgz9O0//oSzf3XOmfQAunHH3+E1Wr1ON7W1oZ169YFNdeMGTPQ0NCA/v37g+M48DyPefPm4a677lLGLFiwAAaDwcPlppVPP/0UdXV1uOeee1yO33nnnejVqxfy8vKwa9cuPP3009i/fz8++eQTr/PMnz8fc+bM8Ti+cuVKcs1FmVWrVunyuhktUiPayqoqCCqBtHPXTrDNVbgEgGCz4Ouvv474a9fUsJDjer76+htde7P52/8iR2+1/fv342iD731oqzuF8yBlsUVjvzoyen3+45mKFkD987Z1+w7geGhWJNp/fYnG/re0aGsyrlkg7dq1S7m9d+9eVFRUKPd5nse3336Lc845J4glAh999BGWLVuG5cuXo6ioCKWlpZg6dSry8vIwefJkbNu2Da+88gq2b98e8hX022+/jTFjxnjELv3hD39Qbg8aNAjdu3fHyJEjUVZWhsLCQo95Zs6ciWnTpin3GxoakJ+fj+LiYqSlpYW0NsI/NpsNq1atwvXXXw+j0djur1966F9AI5CTkwux0fn5u/DCoWg4dQCoAUwGNir1vz6s3IqDDbUAgNGjR8PAtX8+hZb9P7FzFiAA559/Ps6/zPc+nDq8FzgCGMBTvTSN6P35j2d+rWgEdm5U7g8cPBhjLwzu94n2X1+iuf+yBygQmgXSBRdcoGR7XXvttR6PJyYmYtGiRdpXCGD69OmYMWMGJk6cCEASKkePHsX8+fMxefJkrFu3DlVVVejZs6fyHJ7n8eSTT2LhwoUoLy/3O//Ro0exevVqn1YhNXJV8EOHDnkVSGazGWaz2eO40WikL0+U0WuPGUdQNsOyLi42g9EIzigFHTOiEJW1sareZgajEUYdBJKM//13BK4bDH73wZQgFdY0gKfvS5DQOSZ4RLekARFsyHtI+68v0dh/rfNpFkhHjhyBKIro06cPNm/e7BIIbTKZ0K1bN3Ac52cGT1paWlx+CACA4zgIjrLwkyZNwnXXXefy+KhRozBp0iTce++9AedfunQpunXrpimwu7S0FADQvXt3jasnOjyKRZ6BoEpjZ1hWymRD+wQdCz7KXsQCrJzFFiDN32CULi4MoDR/IvpQmj8RCTQLpF69egGAIl4iwbhx4zBv3jz07NkTRUVF2LFjB0pKSnDfffcBALKyspCVleXyHKPRiNzcXPTr1085NnLkSNxyyy145JFHlGOCIGDp0qWYPHkyDAbXt1lWVobly5dj7NixyMrKwq5du/DEE0/gqquuwuDBgyP2/oh4x5mhJahcvCzDAnJWVjuk+cewPoK8RwyrTSBxjAjebgdn0DWBlujgWO2U5k+Ej6az1Oeff44xY8bAaDTi888/9zv2pptu0vziixYtwqxZs/Dwww+jqqoKeXl5ePDBBzF79mzNcwCS4KmurnY5tnr1ahw7dkwRW2pMJhNWr16NhQsXorm5Gfn5+ZgwYQKeffbZoF6X6Og422ioXWxgGMWC1B5p/rEskFi5rlGAGEHZJQkANpuFBBIRVaiSNhEJNJ2lbr75ZlRUVKBbt264+eabfY5jGMalQGMgUlNTsXDhwoCVsdV4izvydqy4uNhnRe78/HysXbtW82sSnRXR8V/XGCSGddZBYtuh8GEsu9hk2AACyWRyxu/ZrBYkJCZHe0lEJ8YuUB0kInw0CSS1Wy2SLjaCiGVk8SNZkNQxSBwYVi58GKVmtSrBEcundsWCFqCStkFlQeJtnmVCCCKSkIuNiAQRSY2pq6uLxDQEEWOoYpCgjkFiwBqi26xWbY+JZQuS1kraHGeAIEpj7HYSSER0oSBtIhIELZAWLFiADz/8ULl/++23o0uXLjjnnHOwc+fOiC6OIHTFRxYbGE5xsXFRymKLlyBteZmBerExLAs7pD2zWy1+xxJEuLgLJLIgEaEQtEB68803kZ+fD0CqcLl69Wp8++23GDNmDKZPnx7xBRKEfjitI+4xSEpvsXaIQfIVSxcLMLIbMkAWGwDYHB59nixIRJSxuzerJQsSEQJBp5JUVFQoAunLL7/Eb3/7WxQXF6N3795KsUWCiATVdXWo/HUtfj3vPAwaMKDdX19xH4GBAGeNL5ZlnEHa0YpBUt2O5XO7VgsSANgY6XRDFiQi2lg9LEgx/CUiYpagLUiZmZk4fvw4AODbb79VCjmKohhUBhtBBGL3smfwh9a3kf1h4EKfUUH0XgcJDAu2PYO0Y9mCBG1p/gBgVyxI1PyTiC7uLjX3rDaC0ELQFqRbb70Vd955J8477zzU1NRgzJgxAIAdO3bg3HPPjfgCic5LYeNmAEB3planFTgtSGoXG8tySpB2tGKQ1KIoti1IzlpRgVAEko0sSER0cTcYUZo/EQpBC6SXX34ZvXv3xvHjx/HSSy8hJSUFAHD69Gk8/PDDEV8g0XmxsMloh04eAWEYNxcbo2410g4xSDGd6C+hxcXGMxwgUgwSEX0EgdL8ifAJWiAZjUY89dRTHsefeOKJiCyIIGRsXBLg8MaUHzuG3qqmxe2BOoVdZBinQYllwHLRFUjq03sMe9ic71+DQLIzRkkgUR0kIsq4B2VTkDYRCiHV+z948CB++OEHVFVVeRSODLZNCEH4gmecVpuWIz8D7SyQZGXCwK1QJMOC46Ru0FyUstjUoiiWBZIMywZ2sQmO041AMUhElHGvHUYCiQiFoAXSW2+9hT/+8Y/Izs5Gbm6uS+wBwzAkkIiIIaT3BFo3AQAMqV11WIE6zd8Jy3Jg2tGCFMuFIoOzIMkCiWKQiOji3nuNXGxEKAQtkF544QXMmzcPTz/9dDTWQxAKlsRc5bYgtH8wkmuVaNcLAbkOUvsEaceuQJJ3JVAvNgAQFIFELjYiusgWIwPLwC6IFKRNhETQaf5nz57F7bffHo21EIQLapEg6pGmK6otSOpCkRw4VhZI7VEoMuovETJae7EBAM9KbklysRHRRg7SNhukzyWl+ROhELRAuv3227Fy5cporIUgXGBU4kPUwYKkXonLPZZVXGwcI0ZFvMVLDJLTyhb4VCI4YspEnixIRHThHV8as9HR3oYsSEQIBO1iO/fcczFr1ixs2rQJgwYNgtFodHn8sccei9jiiE6OzhYk1xo/6jpIDAwG51eH53kYNLTaCJVYTvNXXGwagrR5RrYgkUAiooscg5Rs5lDbDLRY7TqviIhHghZIS5YsQUpKCtauXYu1a9e6PMYwDAkkIoKoBZIeFiTvQdoMw4LhnBcGPG+Dwe1CIfxXjpNCkaIgqSQtFiSHiw08udiI6CILpNy0BByvbUV1E4lyIniCFkhHjhyJxjoIwhO9LUjK6zMuXja5SKSMEIUWO2q3WlwEaWuwoImOuC1ysRHRRhZIOWkJAIAzjRaIoqip4jtByETPL0AQYaMSSKJ+FiTGPUibYcBxahdb5M338RKD5CxzoCUGSbIgiRGwIG14+ykcmnshGuv1akNDxDJqCxIAtNp4NFtjoCw/EVeEVCjyxIkT+Pzzz3Hs2DFYra5XgyUlJRFZGEHobkFyCCRJHKmz2FgXiwlvj4IFyUUcxrBCcqDlylyUXWwRiEG67PhbAICNn7+CEZPmhD0f0bGQg7RTE4xINnFotvI402hBijmknzyikxL0p2XNmjW46aab0KdPH/z6668YOHAgysvLIYoiLrroomiskei0qAWSDkGWSgiSq3WEZTkXC5IQhZgaFwtSxGePHEogu4YgbcXFJkRwv3gqOkl4Iqf5cyzQNdWM5poWnGm0oCA7WeeVEfFE0C62mTNn4qmnnsIvv/yChIQE/Oc//8Hx48dx9dVXU30kIrK4uJnaXyY4a/y4uthYllN6sQHRcbGpieUYJFZxQ2qIQeJM0g0K0iaijFwokmUZdE01A5DikAgiGIIWSPv27cPdd98NADAYDGhtbUVKSgqef/55LFiwIOILJDoxot51kNSVtJ3I7iS7KH19orE2l1YjMVzjzmlB0h6kHVGBFMPikdAPQVVJ2ymQ2vRcEhGHBC2QkpOTlbij7t27o6ysTHmsuro6cisjCDW6tBqRYT2CtAFAcHx9omJBcnGxxa4IYIKwIMERg8RQFhsRZRQLEsOga4pDIDWRBYkIjqBjkC699FKsX78e559/PsaOHYsnn3wSv/zyCz755BNceuml0Vgj0WlRByrr12rEPf5YtpbYwcEEe3TS/F3ee8SnjxiyQNLSi02xIEXybxnDe0PohxykzZGLjQiDoAVSSUkJmpqaAABz5sxBU1MTPvzwQ5x33nmUwUZEFvUPqd7Nar0IANmCFI3eYvGT5u9YnJZK4o76UUxEA+5jeHMI3fDuYiOBRARHUAKJ53mcOHECgwcPBiC52958882oLIwg1OhiQfJRB0lGcLiVhChk2LnEIMWwQmIZdTuWQINlC1IkxW7s7g2hH+og7axkSSDVNpNrlwiOoGKQOI5DcXExzp49G631EIQT3esgyTe8f014x9dHjEolbXWrkdgUAeq/ibYYJIcFKZICKUb3hogsq/dWovjltdh9sl7TeCXNn2GQ7Kh9RIUiiWAJOkh74MCBOHz4cDTWQhCu6J3Fpm414oWoBmmrlxHV2UNHLeI0CSTGURohon/LWN0dIpJ8sesUDlQ24dvdFZrGq2OQks3S567FQg1rieAIWiC98MILeOqpp/Dll1/i9OnTaGhocPlHEJFDHYgTey42HtKJV4hGqxH17Ri1kqjXpaUXG+MorhlJCxITo3tDRJa6FinOr6JBW6o+LzgFUpKJLEhEaGiOQXr++efx5JNPYuzYsQCAm266ySXuQG4EyEfB3UB0VvQVSEqQdgALUlTqIMVBkLYgyBIRPt2QLjCRd7HFcgkEInLUtUoCqTIEgaRYkKxkQSKCQ7NAmjNnDh566CH88MMP0VwPQThx0Uf6ZbFJFwI+grTF6FuQhBjVAC4uNg2tRuQgbYpBIoKlvkUKsA5FICUZpc+djRdhtQswGahHO6ENzQJJPhleffXVUVsMQbiiTvPXsZy0DxebKKf5R0O8xUGQthBkkDajpPmTlZkIjrOyi60+SIHEMEg0OdsCtVp5D4F0sq4VZ5utGHhOeoRWS3QUgpLSmlJ5CSJCuHza9HCxiSoLkpfPPu9wGYlRj0GK+PSRQVQLpGAsSOTqILTDCyIa2iSB1NBmR6uVR02TBf/adBRtNu9iWw7SZlkGJgMLEyf91DV7cbNd/uL3uHHRepRXN0fpHRDxSlB1kPr27RvwRFhbWxvWgghCwSXNX79ebKKPz7xSKDIKdZBcVhGjCinYIG1WSfOPpNiNzb0hIkdjm83lIqGioQ0LVx/AZ6Wn8NPBarw5aajHc9SFIgEgyczB2iL4jUNaf6gavbOTI7t4Iq4JSiDNmTMH6elkhiTaCZdIZf2CtBlVuLYaEbIFKfJrc3nrEZ89Mqhdi5rS/B1ZbCzFIBFBIGewyVTUt+Gz0lMAgG/3VIAXRHBuMXDqQpEAkGwyoK7FhsoGCwqyUzzGA8Dp+tZoLJ+IY4ISSBMnTkS3bt2itRaCcEOtEnSMW/EXpA1AjEol7diPQXKtgxTYxcZEI0g7ZuUjESnkDDaZqsY2pJoNaHTUNfrpUDWu6tvVZYw6BgkAkhxxSHf9/WdcVpiF5Q9IfUPVn+HTddrim4jOg+YYJIo/aj/abDysdh2DkmMFtYtNZwsSJ3r2WxPkGKRoCCTV736sZrG5BGlr6cXGSfsVWQtS5KYiYpOzLa4tQvaeblDEEQBsPerZ2UG+qHC62Jy2gA1lNcptq8r6e4osSIQbmgVSrMZBdDQm/2Mzzp/9LX46VK33UmIAnQtFyp95lkEy79niQIhqqxH17dj87gUfg+SwICG8v6Vr2xm6kOjo1Lu52DYcqnG57y1Q293FlmTkPMYAUuq/jNYMOaLzoFkgCYJA7rV2INnMQRSBsjNNei8lBlCbUXSsgwQW6YJnlXjRYUGKRpp//GWxaenFFpkYJEHPkg9Eu1PnZkHafcr1YsXiRSC5B2nLxSLdUVvqT9e3xezFCKEPVDErxijsmgIAKDtDKad6B2krMAxSGE/zuxyDhKi42FTuxRj1IwXbrJZVgrTD2y+X4HD6QevwyDFImUlGAJ4XDBYv4QjqNH8ASrsRd2wqF5vFLuBMoyXs9RIdB10FEs/zmDVrFgoKCpCYmIjCwkLMnTvXp4p/6KGHwDAMFi5c6HfeP//5z2AYxuVf//79Xca0tbVhypQpyMrKQkpKCiZMmIDKyspIvbWQcQoksiAxOrvYWNl9wzAo6/U7AEBZ3jjnkqJZKFJFrBpMgu7FFqE0/2jvNxFbyFls/XJTXY4XOFLyvQok3jVI292CZHcII/dYz+NnWyKwYqKjEFQWW6RZsGABFi9ejHfffRdFRUXYunUr7r33XqSnp+Oxxx5zGbtixQps2rQJeXl5muYuKirC6tWrlfsGg+tbfeKJJ/DVV1/h448/Rnp6Oh555BHceuut+Omnn8J/Y2HQp6v0pT9MFiS4utj0a1YLhkHh719Fy6HbUHjuVc4lyd3po1AoUk2sZrG5WHK0xCDJFiSEJ3BcYpD0tCwSUYcXRPywvwoAMLwgC5sOO+vsDeiehiPVzV5jkGQLEufDgrTg21/RMysZlxVmuRw/0+jqziM6N7pakDZs2IDx48fjhhtuQO/evXHbbbehuLgYmzdvdhl38uRJPProo1i2bBmMRqOmuQ0GA3Jzc5V/2dnZymP19fV4++23UVJSgmuvvRZDhw7F0qVLsWHDBmzatCmi7zFY+jgsSNVNFo/gxE6H7nWQ5P+zgDEBSecXA8YE55KULLYoB2lHfPbIEGy8hlwokg3zb8lHWZASscPKPRU4WtOCjCQj7ruiwKWg/YC8NAA+LEiOQ5xSB8nVgvTWuiOY9eluDwvSmSZysRFOdLUgXXbZZViyZAkOHDiAvn37YufOnVi/fj1KSkqUMYIgYNKkSZg+fTqKioo0z33w4EHk5eUhISEBI0aMwPz589GzZ08AwLZt22Cz2XDdddcp4/v374+ePXti48aNuPTSSz3ms1gssFicX56GBilo12azwWaLnJAxs0BOmhmVDRbsr6jDhfkZEZs77lD9kIqCPaL7rO31JQHAC4LX15az2Hg+sp8BABBU791m0+G9A8pr+npt+TgvMhA0rI937Bcr8mG9H4vFCrnesSiKuuxNexBo/zsD3/8qhT1MuDAPSQYgK9mE6iYr0hMNyEk1AQDarJ7fD95hZRR56bNmNngvU1Pb5BpbWFXf4rHvnXn/9SSa+691Tl0F0owZM9DQ0ID+/fuD4zjwPI958+bhrrvuUsYsWLAABoPBw+Xmj+HDh+Odd95Bv379cPr0acyZMwdXXnkldu/ejdTUVFRUVMBkMiEjI8PleTk5OaioqPA65/z58zFnzhyP4ytXrkRSUpLmtWkhnWFRCRafrdmI091i1X4QPewC0GQDzmlyxmGdra3B119/3a7rGOLIttq3by+O1HpepeZapS/ZiWPHUBnhtTU2cpBtWNu2bwd/VL/PwapVq7wetzafxe0ARDCa/jZtlQcwGABEe1h/S5ulGbc5btfX17X756K98bX/nYFfD7MAWDScOoyvvy5Dgih9LzI5G/buKgXA4fQZz3NDm0Uat379f3EwEThSwQDwzGRbs+5nl+Pb9x7C120HXMZ05v2PBaKx/y0t2mLNdBVIH330EZYtW4bly5ejqKgIpaWlmDp1KvLy8jB58mRs27YNr7zyCrZv3x5UocoxY8YotwcPHozhw4ejV69e+Oijj3D//feHtNaZM2di2rRpyv2Ghgbk5+ejuLgYaWlpIc3pi838PhzYfBwpeedibPF5EZ07HvjfkhdR2LgFTLLTnZqZkY6Lx45t13WcLp0BiEDRwIHod3Gxx+O/7F8CtADn5OViWITX9uqhn4BWKQ7twgsvxJiBuRGdXws2mw2rVq3C9ddf79W1febUEeAAIIDBWA3v/8D2ROAUYGRETeN9UV9bBeyVbqenpUV872OFQPvfGVh2egtw9iwuv/hCjB2Ui09rt+PE/moM69sDI4q64R8HdiApNQ1jx45wed4z29cAPI9rr7kGvbKSULPpGHDkV4/5C/oPAg7sVe4ndcnF2LEXAKD915to7r/sAQqErgJp+vTpmDFjBiZOnAgAGDRoEI4ePYr58+dj8uTJWLduHaqqqhTXGCBlvj355JNYuHAhysvLNb1ORkYG+vbti0OHDgEAcnNzYbVaUVdX52JFqqysRG6u9x8is9kMs9nscdxoNEb8j3dejpStcaSmpVN+MWe2/q/0yVSFAzAQ230vZElu4AzeX9sRmMxCiOraWI7T9XPg6zPuzFxjNK3PZJLit1iRD+v9cKqAcIbR9trxTDTOMfFCo0Wy4mamJMBoNOL87un4YX81LurVBckJkovNavc8N8itRswmae+sPsLeGiyu8YM1zVYIDAuzwWlV6sz7HwtEY/+1zqdrkHZLS4tHejDHcUohuEmTJmHXrl0oLS1V/uXl5WH69On47rvvNL9OU1MTysrK0L17dwDA0KFDYTQasWbNGmXM/v37cezYMYwYMcLXNO1GYTcpUPsQpfo70bHVCHxYL0VW+pIJ9ujGKMRqqxE5Rkvw0qfOG3KaPxtm9WuXNH/KYuvQNDhqIKUnSt+1x0aehw/+cCl+O6yHImK8BWkLbkHavj6htc2uWWvbj9Vh8J9XYu8pbRYGomOjqwVp3LhxmDdvHnr27ImioiLs2LEDJSUluO+++wAAWVlZyMpyTcM0Go3Izc1Fv379lGMjR47ELbfcgkceeQQA8NRTT2HcuHHo1asXTp06heeeew4cx+GOO+4AAKSnp+P+++/HtGnT0KVLF6SlpeHRRx/FiBEjvAZotzd9HRakozUtsNh5l6uZTosuP4SyMvF+HSGw0hUs7JFvUeBaSTs2FZJ8ISNqFEico9QGF26av7qCt55NjImoIwuktATps5Ng5HBpH+k3wWyQvpcWe+A0/4mX9MSKHSfxa0Wjy7izDoGUm5aAioY2x3wCPtxyDM+O7Qeic6OrQFq0aBFmzZqFhx9+GFVVVcjLy8ODDz6I2bNnBzVPWVkZqqudvctOnDiBO+64AzU1NejatSuuuOIKbNq0CV27Ojs+v/zyy2BZFhMmTIDFYsGoUaPwxhtvROy9hUO3VDPSEgxoaLPj8JlmnN89sjFO8YgeP4RKqxEfdlaRcwgkPgq1U1x6sTlvH61pRn5mklIhWFccC9MqkORebOFakKgOUueAF0SlKa1sQVKTYJS+mG0218+AKIqKi411WH/TE434dupVuOm19dh1wtmqpNbRxiQvwymQAKB7RmIE3wkRr+gqkFJTU7Fw4cKAlbHVeIs7cj/2wQcfBJwnISEBr7/+Ol5//XXNr91eMAyDvjmp2Hr0LA5UNpJAAnStg+TLQC9wjpg0e+Rrp6htRnKhyA82H8OMT37B74blY8FtgyP+msEiW3I0C6QIWZBcW42QBamjIluPACDNi0ByuthcPwNql7TB7UJCtjrJyBakjCSTy3E+Zv3aRHtCvdhiFDlQ+0BlY4CRnQQdXWw++4zJAikKFiSXXmyOmyWrpPTjD7cej/jrhYIYrIuNk37kuDD/li4WJGo70mFpaJMEUpKJg5Hz/A6ajbKLTXD5vqjFjbul1eQukBzFeE1u87dYqRgpQQIpZumbIwVqH6ikQG0g/P5dob2m/yBtOFxsDB8ZC9L2Y2ex4ZDkKvZmQfL2I6EnosN6I2gswcFw0hV/+BYkdQwSudg6KvVuAdruyBYkUQRsvHeBxHlYkFzjOWULktHAYlRRjnK82cKj7Ewz/m8fi9LjdaG/CSKuia0zLqEgB2ofJAsSgOB/COtbbLjptfX4+7rDob+mYkHyIQAMkgWJjYAFyc4LuPWNDbjz7z97tJiRdZr71a/e8LxDIGk8jXAGSVByYccgOa/uycXWcWlolf7OaQm+BJLzc6d2s/Eqa1IgF5sc42TiWLwy8ULcPrQHAMmC9Mj7pdhbx+LOt7eE8S6IeCa2zriEgpLJVtvitRljZ0MMUiAtWVeGXSfq8cJX+8J+bcaXC8khkBghfIGk7gHVaLG5BGbXNFsx5pV1OFIdWw2MBYdQ4b1UKPYGq1iQwk3zVz+fYkU6KoEtSM6fL3WgtouLjfEvkGRMBgYJRk7p79Zi5XHI0TBcbZ0iOhckkGKU7BQTMpOMEEXgUBW52YK1IKlPmHY+tB/kQHWQGIdFJBIWpNP1zgwaGy9CVP3wv/HDIew7HXt1WUS7JJA0W5AcMUgsI0LgQxf9IgVpdwpkgZSW6D2XiGEYr6n+wbjYZOQYpCRHU9sWK32uCBJIMQvDMEqg9sEqcrOFE2sysmRtSFkpgQWSw8UWAQtShUogtdl4FwuS7AaINeRsMq0CieWcP3Q8H/p7EgWqg9QZkIO0vWWwyTgFki8Lktt4o/fPqlERSNJnlIK0CYAEUkwjB2rvryALUrBZbOrz4tGaFpyub/U5NuBcAQVS+JW0Kxt8C6RYRXCIHJ7R5mKTC0UCAB9G9XHXQpEUpN1RUSxIPmKQAMBsdKT6qyzGgqpIpPt31z1bTTluIAsS4QkJpBiGArWdMEHGrbhrGvdYBG2v6b+SNmuUBBIXAQtSqyrOzFvrhFhE5IN1sTkFkj0sCxK1GukM1Dji8nzFIAGqYpEqF5vdYUHivHzntVqQmtpcP5/WOPlOEpGFBFIMIwsk9/L4nZFgLQXugigcgcT4qFrNGqXmq4YICCT1FbBkQYp9E5LsYhM1Z7E5f+h4e+gCSVC7UMjF1mHZfqwOAPwWylWKRaotSILTguRrvDvuFqRjtS0ujx+saqTikZ0QEkgxjHxiOFnX6pH63ekI1lLgdm68+x8/ezSmDDyF/zR/2YJkEMMXSOorYC0WpFgQULKLTdDoYjOoLEjhNPh1DdKmK/uOSHWTRUlOGV7Qxec4f0Ha3gWSDxebw4KUbJY+y3Y3MXTDq+sx4z+7tC6f6CCQQIph0hON6JEp9QTaG4NZTO1JsD+E7qn5Byqb8L8r9wc5h/9K2nLQcbDuP294WJACjI+F1GNRCdIOLs0fCDNIW/VZMPKxVfqAiAw/H64FAPTPTUVmssnnOG9B2vZQBJLB1cXmjY+3nQiwaqKjQQIpxhngsCJ1doFks9tx3M3s7Q9vRp+6lshakBiH5YSNgBVDfYLfe7ohYJB2awzUxlJikHy1YnGHYWATpT0TIpTFdr5tLzZ+8GLIcxGxyfZjZwH4tx4BTpeZulacOkjbY7xRm4vNFwK52ToVJJBiHLlw2d5TnUMg+XIdDbduwsaSiaht0tbWw5uk8VnwMeBkPgQSG0kLkvME/39rD7vUQfLG2SDdhdFAsSBpFUhwBnSHJ5BcxeGIX+fj8F6qdtyRkD/feRmJfsclGD0tSLKLzVvcoa8sNvcgbV9UNrb5fZzoWJBAinE6mwXJ3xXabw1rcWrvTyHPHWycdsAsNlY6HmkLEgCcbfYfo/Pq9wcxeuF/sfbAmbBfO1SEIF1sAMA79jKcIG1vVdXbVkwNeT4i9mh21CFKMvsXLEqQtheB5N5mBPCdxSZbkEwG1uvzZI7VaLdiE/EPCaQYR7YgHapq7BSppoFiUxi7tis4b2LIZ081X3MEyGJjWIeLLRIWJLurVcQaoPr3J9tP4teKRkz+x+awXztUZBebqDFIG1AJJD4yQdoy2bZTIc9HxA71rTb8e9sJVDRIluIUs//Plix41BZY/0Hazvm6pZqV2ybOOdafm+342dDrqRHxBwmkGOecjESkJRhg48VOUVFb8PLjp2bVmpWa5vHmTvNzYehjDtf/e+AIOo6Iiy0exa8QZAwSnEUlxQjFIMkkgFwfHYEnPizFUx/vxM7jdQCA5AAuLznoemv5Wfz2zY3YdvSs0qyW9fKxVHvY5AQYwLURtNrNdm6a62ctmDhIIv4hgRTjMAzTqeKQvP34qZnKL9U0j1cLUtCLkVuN+HKxRSZIu6bJgnUHq8OaQw+CrYMEqGOQwrEgee53omgJ+NkhYp/vf61yuZ8cwMWW4Ai6/nZPBTaX1+LOtzapXGyen0v1RyS/S5Jy26hSTmrL052FAp66/jz8dlgPACSQOhskkOKAorx0AMCeTiCQwkn/VuNNDAVbLDJgFluEXGxLfypXbqcE+EGIKYKsgwQAPOQstjCa1XopDmlkeFgsZEXqaAQSSO7fF4tdUAVpe45XRziqA8DVwdtVqkDsLmbgwasKcMV5XQEAx8+SQOpMkECKA4ocFqQ9p+p1Xkn0CeRi00wETEiKi81XocgICSSb6rI2MUCacSwhxwIFE4MUmSw274H8bc0d/wKis5Ec4PvQxUuNJH+VtNXVsLNTnDFIRpWLTV1jTP7qn5MhVc0/XU8ivDNBAikOGNwjAwDwy8l62AME78Y7YhiWBTWRtSD5KhTJuYwLlQRV4GiLJX66iDsFUvAxSOEIJPhoL9La3PEvIDobgSxI3gSSs1Ck5+fywp4ZjscYZKc4n+sr/V8mI0kaKzfQJToHJJDigD7ZyUg1G9BmE3Cgsknv5UQVQUMciZY2G960ULBB2opBPoCLjQvTgqQ+6Y48PyesudoT2dUlMNrdgnJJgEgHaQOApSW4JAaeF7D+6/dx/NiRkNdCRJdAQdreqmzzSqFIz/E5aQlY//RvsH3W9eiqsiCpg7Tlr/vwgkzlmNwwt7HNTj3ZOhEkkOIAlmUwOF+KQ9p5ok7fxUQZLS42PoCVyWoXsOlwjcfx4C1InrdcHncUimQRntXrrKPC99Oj+6OrKvU45pFFTjCFIh1j+TBcqe51kJpEKZbEEqSLbdNni3HF5oeQ+falIa+FiC5JAdL8uyT5cbH5+L73yExCeqIR2S5p/s7P8L8fGoEbB3fH/942SDkmCyQAaCArUqeBBFKcMMThZpPTXzsqWlwvgQK553+zD5scvZzUhFoo0lcdJLlQJBNm49izjkbEXVPNLleyMY8YSgySbEEKI4vNTSCdZaUrfVtrcBakhCOrAQApDMWVxCImA+uSXeYNdxcbxzJ+e7GpUccgqRnaqwteu/Mi5KYlKMeMHKvEQ5GbrfMQR2fjzs2Q/AwAwM4THTvOwlcArusY/9YHdVaYmpALRfoK0uYi42JrapNOuGkJhoA/CN7Q4nKMBnK8WChB2uG42ODmYmvhUgEEL5DEUFvPEFHBvVhqoo++aWrcXWwGlvEbpK0mQ2UVUluIfCGPUQukDYeqMfOTXWiKo9hBQjtxlFPcuZEtSAcqG9FitQfsGRSv8D4CcF3GBHCxmTjWayXqYH8OnYUiA7nYwhNILVbp/SSZDC4VfbXCCyIMITwvbES5knYwLjZHkHYYLjb3ODUblwjYAd7SHORMJJBiicY2V5GhRfi7Z7lZ7AJsfnqxqWFZBl8+egVabbzXWCZ30pNMOFXfhjqVQHplzUH8fKQWl/bJwvgLzgk4BxFfkAUpTshNT0BOmhm8IHboekhaLAuBXGy+4hZCzWLzFd0tZ8mwYWaxOftOcSG52HidLEgIJc0/ApW0ZWEmY+Okgn98W5AJDKSPYgp3gaQlFtqbdbfRYZHVctEw8Jx0XNy7i6b1pSdKF0RqC9IZR/PsM43ammgT8QUJpDhCtiLtOHZW34VEEU0utgClDnxlvgQbgyRnsTE+viYMFyELkkUSGsmm0FxsehWQVlydocQghROk7fiMtMCM6j+UgjdIAkm0duwMz46Oe/BzqNlisoAJ9oIoEBmJjlR/R1IFANQ2S7dloUR0LEggxRFDe0nBqFvL9RNINl7A6froNWzU4noJNMZXscVQs9h8PS9SMUiKBcnEhSSQ9LMgOVxsrHaBJLvjwgnSloPDj5j6IzuvALwxWTocpIuNYpBiC3cLUqifa1kgBYpBChb3GCQ7L6DOkWBR02SF1S7g852nyJrUgSCBFEdcXCCZgrcePatbYO5tb27EiPnfY3uUrFiiEL6LzVf13VCz2Hy52FjHjz3LiCH3AeMFEW026bnJZoNHwbq89ARvT/OYQxcc2WShuNjCiUESldeV/i6iw4LEBGlBInkUW8iuMRkhxM+1bIkyRFggZSRJAkkWRXL2KQBUN1nw7Z4KPPb+Dvxt5f6Ivi6hHySQ4oiBeelIMLKobbai7Iw+7gS5zMC/t52IyvxahEYg94yvAPaQK2n7+JqwnPN1AgWO+6LF6hR7SSbPGKRBPdIDzhHqD0m4MIqLLfggbYQRg2T45UMAzia5oilFWoYtSAtShF0wRHiEakFy/840tErzRNrFluZmQZLda4BkQZItR9VNVs8nE3EJCaQ4wmRgcYEj3X+Ljm42wNnoPtJoqaTty/rQZuPx+g+HcKLOe0PJYC8oOca/BYnhnJaTUC0icgYbxzIwe6n7oiXVWS8Xm9JqhNWeUSmGaUE6vHcLLrBsdczlqENlkixIrD3YRqIkkGKJBjcLktaP9fsPXIoLe2YoX1NZwEQ6s1OxIDnmr2l2utKqmyywOWIjbR28HVRnggRSnCFnXGw54lkIsb1gIUTNxafFxearmOSraw7ir9/tx/Ha8GOk1O/PV5o/pxZIIVpEmh31U5KMHBiGgdHtpG42BBZIelmQlGyyIFxsskBiNPydvdFY6WwLIscQMWbJgmQIWiARsYS7BUldqNEfQ3tlYsXDl+OK87oCAOpaJQtOpC1I7jFI7hYkq10SRvL/ifiHBFKcoQiko/oIpP8xvIdd5v+HdEtFVObnNVx9CT7GbDvq36r21rojaLNps1yos+kYL00vAYBVBSeH6mI7cVYSc3LbA7W7gGW0XQXrZUFSXGw+9scbQtjNap37wTqCtbkESSBxfJDCmFxsMYVsQbq4dyaG9srE3ycPC+r5qY7GtrKLLdJB2s4sNk+BZOUF1Dgy2ciC1HEggRRnXNQrEywDHK9txcm66GWT+eIBw9dIYdpwzZl/RecFRC0uNu8/rlp0wjsbyrUtA4EtSGqBFKrL6JeTUmX0gedIsUbqIG2OZTRltekdpB2KBQkaCoIGghMclgKzVEnbxJOLLZ6Rg5+vH5CD//zxMuU7oZVkR/0zWbiEkhHqD3cLUo1brNGpeqllDQmkjgMJpDgjxWzAYEc9pJ8OVeu2DibM4oi+0FIfx9cYLZaUozXafkTVweK+erFxBmfsjRCiBam8Wgos7pcjWUHMqpgjlmFcMnFmjumPcUPyPNeqkz5ilDT/IKq6K2n+oVmQRLszTsUgOn4IE6W9MwVrQSJiClnYZHhpQKuFFLMkYOS2H0k+sllDxRmDJK1TbUECoJQ/sfI6fSGJiEMCKQ658rxsAMD6g/oJJC2WnlDQVAfJhxgRNCgFrReVrhYkXy42lUAK0YIkn8zlDJm0BOecHMvAqHK5PXh1IRbdcaHHHPpZkEIoFMlI7y/UQpF2q1PgGgXJpWFMlCxIZjFYgUQWpFiizlGAMTNkgeT6OdSS4BAM8ne0zSagzcZ7CqQ6siB1NEggxSFXnCsJpJ8OVeuX4h2tIG0NrhdfLjYte8FpjDtRxyCJvuogqWJvAtVm8oUskOTq32mqppksw8CoIY5i3cEzeOnbX2Fv7xOzQyQzQRSKlC1IjBjafgkWlUByWJDMSZJAShDbgpqLrvNjC7muUGZS4Max3kgyu1oyfRWMDZVUs0EJW2totSlZbPKxGodgIoHUcSCBFIdc2DMTSSYONc1W/FoRXAfzyBElgaTh5OKrVpIWrchqDNwUVdWxvfV7AqTgbUF0PBaii03OYkt2nNxTVRYki53XFEcx67M9eOPHMvzffw+HtIZQYUQ5zT+IGCQ2PAuSoLIgGUTpB9WcJMWqJAYpkNSxZaG6SInIcbYlPBebe4HYSFuQWJZxiUOS6x11d8u2s1EWW4eBBFIcYjKwGO6oqr3+0BmdVhF7MUiaXGwhWJB8BWkDAO/4CvEhBh03O/qwpTgEkvqkbuNFGIIINP1ke3SKd/pCzmJjQgnSDjHNX7Q5BZIZ0g9UQrJkQUpiLODtQcyr+rPa7WG0PiHCxs4LSpp/qBakRLcCsZGOQQKcgdqHq5uVYr3uweRWsiB1GEggxSlyzY91esUhRc3FpiXN30eQthYXm+bUX3Wav+/nyLV4hGB+mFUoLjZH/IS7tcq9LpI/TtUFZ0EJF9mCFIyLTbE2hdpqRGVBMjlcbEkpacqx1hbtFlV1LzaeBJKuyMUXGcYpQoLF3YKUEGELEgBkONb25a7TEEXg/O5pyO+S5DKmI9RBslipnxygs0DieR6zZs1CQUEBEhMTUVhYiLlz5/osQvjQQw+BYRgsXLjQ77zz58/HxRdfjNTUVHTr1g0333wz9u937Y9zzTXXgGEYl38PPfRQpN5a1Lm6rxSH9PPhWuVHtj05cTa4tg5aETW4OnwFRLt3A/eGL3eZxzqCtCCF2otNblSbYvaeCRbpVOWIIvdECyqLTS4UGZpAYlQWJBMcLraEZMXV2dYchMuZLEgxgxygnZZgDMpqqsY95ijSMUiAM0bwi52nAABX9+0Ks1urE1ucZ7H99M7/QJjXA/s2r9F7Kbqj69l3wYIFWLx4MV577TXs27cPCxYswEsvvYRFixZ5jF2xYgU2bdqEvDzPNGd31q5diylTpmDTpk1YtWoVbDYbiouL0dzs+qP+wAMP4PTp08q/l156KWLvLdoUdk1B76wkWHkB/z3Q/m42NlouNg0WpOZW71c3lRq6aGsNoHSJQfJjQRIcX6GQW404XGzJPgTSsN6ZmucS2znsmHUEWgdlQXIIJC0V09UIvIAd80fi0oplyjEjI1uwWLRAigNpbW4IYlZVDFInFEgtVjv2nKrXrfG1mtrm8AK0Ac/vUDRcbO7xUVf1zfaodh/vQdqXl7+GRMYK+5oX9F6K7ugqkDZs2IDx48fjhhtuQO/evXHbbbehuLgYmzdvdhl38uRJPProo1i2bBmMxsBfoG+//Rb33HMPioqKMGTIELzzzjs4duwYtm3b5jIuKSkJubm5yr+0tDQfM8YeDMPg+gE5AIDVeyvb//V1jEE6efKY1+O+XGxyWQRACnzWto7Aaf4AIDgsUr4y6/xhsfNKvEKyKn5C7VYrykvHvx8agZ9mXBt4ze39OyeL2WCy2GRrU5AxW6ePHsCFjh5s3mhipFpIzWdDq/D+w0ev4qf1P4T03Hjlzrd+xg2vrscqHc4f7oQboA14BmVHw8WWnugqwgb3yIDZ6Hp+sAuifu1/wqS5sV65LbChi9WOQhC28chz2WWXYcmSJThw4AD69u2LnTt3Yv369SgpKVHGCIKASZMmYfr06SgqKgrpderrpT96ly5dXI4vW7YM7733HnJzczFu3DjMmjULSUlJ3qaAxWKBxeK0UDQ0SFeqNpsNNps+V5+/6ZuNt9Ydwfe/VqG1zRKyaToY5K8MA0TlfWtxdWSe/cXjtX2luLMM8MJN5+Pqv60DALRY7JrWbbXZkKzM7fs5sgXJZrEGvR+Hq6Qgz2QTh0SDqDzfyLGwOVyNNpsNQ85JVW77Q9QwJhjkuXzNKbvJRDCaX1eUxaafPfWGpc17gU95jrPGbsi1nUFDxRHta1GJ8ZsrXwMqX4NtuI61xdwItP/hUnq8DgDw723H8Zu+WVF5Da3UNEo1rNITDSG/XzPnKkqMjBjW3nnb/1RVraXMJCPMrAgD4ymGWixWD9dbPHB41zoMctxmBP1+24Dofv61zqmrQJoxYwYaGhrQv39/cBwHnucxb9483HXXXcqYBQsWwGAw4LHHHgvpNQRBwNSpU3H55Zdj4MCByvE777wTvXr1Ql5eHnbt2oWnn34a+/fvxyeffOJ1nvnz52POnDkex1euXOlTVEUbXgSSDRzqWm14/aPvcF569K9axjv+z0LA119/HfH5W0/ux9AAYxprqzxeW/JUeX6cU40iSjf8gNsKGPz7CIeyoyfw9dfeLVBq7JZWTHDcXrV6DTiD9yvbK0UWYIAtWzdjd9mpgPOq2VnDAODQxWjHN99843yA5yC7f7zvsfevrdUuYPGHX6NXalDLCMiqVau8Hu/uqEl08tRpVGr8LBgcFxYNdWeD+vy0VR9BHy/H5Tm6iJL199T+rTgtdNM0Z3qTZ7xSND7T4eJr/8NH+hzVVFXo+r4FEXhrj/SZb/Hy3dZKvRVQfze2/rwBp34Jf33q/T91SvrOAkAKY8XXX3+Ng5XOYzJfffMtEiJvwIoqogjg0DeKQEq3nI6J70M0Pv8tLdo6KugqkD766CMsW7YMy5cvR1FREUpLSzF16lTk5eVh8uTJ2LZtG1555RVs375dc3CtO1OmTMHu3buxfv16l+N/+MMflNuDBg1C9+7dMXLkSJSVlaGwsNBjnpkzZ2LatGnK/YaGBuTn56O4uFhX19w6y26s2HEK9WkFGDu2f/RfcIf0v3HcJtjGfhnx6XeuaQSq/I/JSDbj4rFjXY7VNluBzT96jE0wJ2Ds2Kth33ka/z7yC5IzsjF2bOAmmI11tcBe6fao4mKYEryL4IYd0lXiRRdcgIKiSwLOq+bY2sPAgUO46Nw8jB07SDn+wi8/osVRY2Ws2/sEgMc3rvQ5Z8luA76YMgL9c8NXSTabDatWrcL111/v1bW9b+8rgAXI71WAC72s0xtbqn4ATgLpqcm4VuNzAODXTd8Axz2Py/uz9fQqoGIjchLsGKZx3tJD/wLcNNKYMWNCPtdEmkD7Hy7y56igZz7Gjg3NOh8Jlv18DEcafwUAXFx0LsZed25I8zS22TF72/fK/eJrr0HPLqFfvHrb/5btJ/HZ0T0AgEEFuRg7dggsO07hw8O7XZ57zbXXoUty6O7C9qahrhb1b4xEH9H5JcsRqzF61GiwOiWKRPPzL3uAAqGrQJo+fTpmzJiBiRMnApCEytGjRzF//nxMnjwZ69atQ1VVFXr27Kk8h+d5PPnkk1i4cCHKy8v9zv/II4/gyy+/xH//+1/06NHD79jhw4cDAA4dOuRVIJnNZpjNZo/jRqMxKicvrYwbkocVO07h2z2V+PNNAyPewdof0XjfWhrDs4LN47UFxkcDW0jrzEyR/naNFl7TutV91kwmk8/nyC42BmLQ+3GkRnIrnJeT6vJckyro09uc2SlmVDf5Dkj/76FaDMrv4vPxYPH1GZeDtA2mBM3vneGkcQy0/R1keItn1uRJJhfnOOZgM3sAFYC5pULzvCw846AE3o6ERH0swr6IxjlGHUicZDboeg473SBdDGSnmPDIyPNgNIb2s5TOuT4vLUn759If6v3vkuIsCtkzKwVGoxFJCV5eg+V03dNgObzpM1wsul6BJDA2nDlbia7de/p4VvsQjc+/9nOEjrS0tLi0awAAjuMgOFKmJ02ahF27dqG0tFT5l5eXh+nTp+O7777zOa8oinjkkUewYsUKfP/99ygoKAi4ltLSUgBA9+7dQ39DOnDFuV2RnmjEmUYLfj5co/dywkZLujwruIqDtQfO4Mf9/jP50hwnsYY2jf5sMXAlbQDgHdcYoWSxyYXmzu2W4nI8UO2jfz80Ag9e3QfdUj0FOwCc0ZDNFwlkgcT6cD96f1Lwaf6iIMDWWu9ybHfixTDc87lyPyGrFwAg1aI9SJvxEije1HBW8/PjmXpVSQyTzqUk5DIldw7vhSRT6Nfs7heH0Ujzz1DVaMrvkggAHllsQPzVQhIPOVP6Dxr6og7SOan65EG9lhQT6PrNGDduHObNm4evvvoK5eXlWLFiBUpKSnDLLbcAALKysjBw4ECXf0ajEbm5uejXr58yz8iRI/Haa68p96dMmYL33nsPy5cvR2pqKioqKlBRUYHWVumKvaysDHPnzsW2bdtQXl6Ozz//HHfffTeuuuoqDB48uH03IUxMBhZjBuYCAO78+88uJ772pr7VhlZreC0btGSxsbxTADRb7Jj8j82Y+Yn3YAM5KitN1SJA0zpUKWEM4/trwjseE+xWn2N8cbpeKuzYI9PVYhGo9lHv7GTMHHM+ctxaHMi8s6EcFfXRLxrJOVp9sMYgBJJcBymILLbSl0bh4m1Puxw7575/IqeX8xxgSpUsZmZBW2wBAK8Nl1ub6rQ/P46R6w4B+ld+brHK1eQjK2gi3WoEANJVZQjyHd9bb8HY8ZTqLwoCCup/BgDsue6fOO/ZLagwSlajpsojei5Nd3QVSIsWLcJtt92Ghx9+GOeffz6eeuopPPjgg5g7d25Q85SVlaG62pl9snjxYtTX1+Oaa65B9+7dlX8ffvghAMllsnr1ahQXF6N///548sknMWHCBHzxxRcRfX/txa0XOd2HI/+2Vpc1tFjtGDJnJQb92bdlTwtamtWygvPk3mrzP17WOfLJsi3AeOfz1ALJjwXJ0Z1eCKFZrfzDlOCWJqy1OKS/vnKPvb8j6PUEC+sobWAIwoLEcMGl+YuCgAvbNnscz8jKdblvMEli0SRqv0DwJtLaGjuHBUluDAsg7IuacGly60cYDuqvajTCDdJdLEj+BFL8pPkf3rMFXXEWraIJ5w67DgDQnCjVG7RVH/UY/9MXS7H+i6Xg40gEhoquMUipqalYuHBhwMrYarzFHbkfC1T4LD8/H2vX6iMkosHFqmKC/mJTosmRailGxC6IEEUx5EBXLS42g0ogaem/BgAGh9vKrvHEpbZkMX4CowRH9kooFiS5qaW7IDJqTA/254nbXF4b9HqCxQCHi83o3dXnlSAradvtNniLFnD/m8gCyQjtfwfWi0CyNNdpfn48U6cWSBovGqKF3LDZVzX5YGAQrS6REurA67wM6TNn9mKpiicL0um1f0chgINJF2BwglTcxJ6WDzQATL1rxu+ZiuO4dOsT4BgRO375F/pP/RKJOmVxtwfxV6iB8IBhGKyedpVyX48rQpZhkIxWmGGFXCOtsc2GDzYfkzLMtKJBIHFqgRRwuLQY+WpSFnCBn6XVxRa6BUm+ynQXSCaN/df8XSG3R7A+JwZvQZILRWp1sdmsnq7CZni6Fg1m6SRtDMKC5M3FVndku/bnxzFnVS42rVbVaCELpOQw4o9kop2BaDZwWPen32D9079RYo+8WZCsvIAVO07gs9KTUV1PuOzYuR2XnPkPAMB02R+V40k9pKzavrU/oL7OaVWtOLgdnKPu04XWbfhl1T/RWF8Lq6Vj9m4jgdRBKOyagizH1c3e0/UBRkcezt6GPQn3Y4f5QdgdqmXGf37BjE9+wf3vbtE8jxYXm1H0bUEa3CNdCZ6U5nM8R2Vx0FLk1kVE+TnpCoxsQQou9ksURcXFZjKE6GLzs67Lz832+VikkAUSF4QFieGCi0GyWV331QYO9b9f7THO5LAgmaH97yAHmau54tDfcPAXT5deR0Mdg6S3BSmiLrawZwhMfpckl7hBbwKpqsGCJz7cicc/KNXdhemPxlUvwcTwOJByCfpfeatyvGjkJJxkuyML9djzn78ox5uO73F5ftKe5eBK+mP/34p9NhGPZ0ggdRAYhsGlfaRquF/tCq3dQjiYGw4DAJIYi+Kb/uqX0wCAHcfqtE+koRcbp7ISuAuk3LQE/PjUb5zTyc9RWWW0mL+19IQDnBYkMUgLkjpGwcPFplEgVTQ4rSvTR/XDLReeg98Ny5fWFWLz3GCQXWyGoIK0g7Mg2W2uFqRtfZ9A3rmDPMYZzI6MIsamuXEw6+NvXPPzB5qeH8/EUgxSs0UO0o5sDFJ74c3FdrTGWZZCr7CHQAiCiD5NUvstw+VTXB5jjSZUDZsOADj/+AfKd4qtlupVHeaksq0DrTuRxFgwyFqKbV+91V5LbzdIIHUgbhsqBWt/vPU4GrWms0cItWnbHs6VhBYXm+rK3314VorJxb0kW4LUFiRfPdvUyN0D5C7xvhCU5qvB7bc6c8j9CvSJ6/sCACZd2svvHEdrnBlbNw7ujpd/dwGu6tsVAGCzRz9I1CC72IKwILGONH9v8T/esLvFdnFm7wUw1YU8LZZWTXMzvkRwYrqm58czrhYkfeNlFBdbBLLYmHaxIbnizYJUrvpuxqpAOlJ+CD1QBV5kkD/kGo/HB1x7B6wih0w0oOK4lO6f2lgGAKjpfyfsouv77rV9gc+WQPEKCaQOxNV9u6KwazIaLXZ8uMVL2eEoog6a5cPonaMlzd+gFkhuFiT3ZpeKBYlVCzgNMUiOeQONFBQLUnDv2aaqk+JuMbogPwN75ozC8+P9Vzf+w1XSVdybv78IvbKSHXNJ73NzeS0+3RHd+AeDo9BiUBYkLjgLEm91E0iJ3qvWm81Ot6rVoq3EgbdCkQAgNEc/wF1v1GUg9IxBEkURzdYIBmnrYUHyJpCq1Rak4BM42oNTu34EABw3FsCYlOHxuDkhCccN0kXa6V83QxQE5NnKAQBZ/a/AYaNU8bwByWhAMrqhFsf3b0d1TQ2EOApS9wcJpA4EyzJ44ErpR3PpT+Xtmkkhqj5K9iDFgutEGrLY4BRIvJtASvJR+8SgFkgarFROgeT/jCvKFiR7sC42h8ma8R5QnWw2BAw4fXp0f2x99jqMHugsbqoWW1M/LAUAHKhsxO///jO2HY3cD78giDA6/g5GUxAxSEEGabu72AyJ3i1I6jVYNV7F+loD1+K/6GhH4FSdc1/1dLG12nglJjApbgVSfLrYxGObAAB12Rf5HFObej4AwHJ8B6orTyADTeBFBnmFg1DbXUoM+jV7FE4bJO9F5aaPkPHqudj45h99zhlPkEDqYNx84TnITjHjZF0r3t1Q3m6vqxYSj763VUn7D34iDS42lUByz0hzD3iWH2ZZBrIOsWtwsYkQHP8P5GJzWJCCdLFZ7N4DtIOBYxlkp7iKE2/xSw/8cyvWH6rGhMUbQ34td6y8EFIMklwHyVuAtDd4t+B3U5J3CxLDsmgTpYIANos2geQeg9QIyU1nssR/RfpAnKpzuiFbrMFnYEYKOUAb8H1xEwx6uNi8Vb4/pbLQ1cSoQOpWVwoAMBVc5nOMkCvF+yXW7EZlmTT+NJuLhKQUXHDHHGwfugCD73sVTUmSQOp/+lMYGAHdardGde3tBQmkDkaCkcOTxVIMyytrDvq9ehFFEZ+VnsSBSs+u5sEiqD5K+06dxR/+GdoXRIuLzejiYnN9zFMgOQcYHOJBk0AStLnYFAtS0EHa3msghYvBy8n65FltMTnBYLXzMDHS38ropUehL4wOC5CJ17Ym3ub6+TUl+44PsjKSUPNWGsAb7i62Pfl3AACSbB3bxdbQZkOjSpi06RiD1OII0E42cX4Ln2rlruFSBegrz4t+FqdMIEtvLLrYLDYbCnipCGTO+b4FUnqfiwEAea0H0VzpiD9KkBJBEpJScNG4h5CQlAprqrTvWZAyqDP5ai+zxR8kkDogvx2Wj6K8NDS22fG3lQd8jvvxwBk8/kEpil/+b9ivqa4bZACPQ44+YzJ7TtVj4pKN2H7Mf6ViLdljLi42wb8FSY1RroXkw/VY32rD/6z4BVvKa+GURgFcbGyIMUiOOKhI98HyJrj8lQMIFZsqNsho0C6QTClSUdNEoSnASAm7zfXHJcGfQHKUlLRrjUFy+6wZs6Um1an2Ok3Pj1fU1iNAsgb6+k5Em0im+APA9NH98Nbdw/DGXb7dRu3NmSYLbLyAA5WNmmqwtQenjx+GmbHBJnLocs65Psf1HDAMgsigG2ohVuwGAFgSunqMM3Tp7XI/G3VoqK/F8UO7I7ru9oYEUgeEYxk8N04K8P1gyzHsPum9LtLuE5Grl6ROK3/b9L/ohdMuj09csgmbDtfitsUb/M7jM7MIAO/IKDOCV0407kHa7gJB/Wibw621/pD3q5u/rdyPZT8fw+1vblTSWrW62CAEZ0GyRsDF5g13c/+hqsao9NqyqWKDgunFlpQm9UxLEbUJJPcK5YkpvgWSXHPbbtWYxeZmQcoqHAYAyBTrNJcKiEdkgVTYNVk51hal5qr7KxpxrMa3yzOSVbQBKR7o+gE5SE2IbPf3cKhpsuClb39F8cv/xaq9lXovBwBQe1xK16/kcsBwvvcqKSUDFWw3AEB2rdS+iE/yFEhJuZ4i68Rr45D/3uX4desaj8fiBRJIHZRLCrpg3JA8iCLw/Bd7o3/lokrtv4Atw1vGEpeHG9ukE2Eg75a/Hya7ozOOEXal1pL72/LIKFE9Llub/meF96saddyU1iw2kQ3NxWaNkovNfb7rSvxbB0VRDCmLyaWAI6v9xygpXXJ9pIrNmjJdBDcXW1KqH4HESkLNrjHNn3ML0u5eOAAAkMhYUX+248YhyQHaBdkpyrFIBWov/rEMk97+GRY7j7PNVoxa+F9c9dcffI6XM9giZUGKRaqbrNh3Wgpj2F8RfjhDJGipkNL26xN6BBgJ1BklQdTTXg4AYFO6eYzp0uM8j2MDbNJ5tv5w/FanJ4HUgZk5pj8SjCw2l9fiy12nPR6PZHaFu2uskDkV4kS+T9S8o+UHy4iwObLGPFxsfixIgVC7omThFTiLzSEOggzStvmooh0u3gJG/fHH97bjormrgv4s2NVxPn6uQN1JzZCKmXKMiMaGuoDj3SuUm82++z7ZHRYk3qbNxcbA9TNrTkxFPSTRUFNRrmmOeKTKUWC0e3pC0E2cA7Hg21+x7mA1Pis9haO1TsuRr/mb5BikCNRAilVqmizK96smmLZLUUSsOQIAaEv1X2sNAFrNkiCSYw4N6TkeY7qd0wc20fvfUGhs/8LFkYIEUgcmLyMRf7xaMn3O/3qfx1XiuxudnZrV2SShILhZflgmRIuVH4FkV/VWtjp+oN1dbP6CtNVYvbgU1h5QpXeL2lxsIVuQfDSqDZdg5/t2TwVarDw+Kw1O0NocsUF2cEHlVpsTUmAVpb9jU33gQE6PJsB+XsvusCDxmoO0PT8Dtawk4BrPHPN4rKMg/0h3STYh0SR9fiPdbuRP/96FKcuclgPZguxOpF1ssURBtuTCPNtiQ6VDlMZKyn9Co3TuZ7r0CTjWlpzr+tyMPI8xnMGIKtbT9QYAXHNsuBVDgQRSB+fBq/vgnIxEnKpvw5/+s8vnuIHPfYfvfw39g6ylh5rGiXw+xMN5hSIH7wbKYvOFu1isanD9UdXqkhQd7iUmyBikXysaAGhvTKsVQ4iCy1uxO3/YHa4vG4L8YWMYNDHSD0dLQ+BsMYHXfsVtZ6Vgca0Cyd3FBgBNJukkb6k5ofl14w25UW1WikmxIEXCxeb+nTmpCgZ3r+zf2GbDC1/uxfNf7AXQMV1shV2TlRpncmuXmhjJaMu0SJ/vRC+xQx6kdne5m5LlKZAA4KxJGufefcDUGr91xUggdXASjBxm3SjFVnyx8xR+Puw7tuK+d7aGHqsUoaBWf1lsvLoYpVX6gfawIGl0sbXYXAVNg9sVrpyVF8iCJHenF4MUSCv3OMRohDPMArnYPtrqrLBusTt/FIMXSNKJng9WIAFoZiU3VlujBoHkbkHyA+9wdwoaXWxqC5J8Um9LlNwH9gZPl3RHodZhQcpMclqQmiNQC8lfuQB3C9IXO0/j7+uPKJarYb0yw379WKNrqhnZKa4JDDXN+luQ7HYeubz0+c7K7x9wvDHzHJf7Gd3O8Tqutc8otMCMnalXuRxPtsZvyj8JpE7A6IG5uGmIpPof+2CHYu71xq9BBBGqxZS7iy1UGD91kAQwip9bro8juJmQjD4KRbojN8iUca86rmSxBRAwcpo/E2QMklyLSf67RAp1zzlv/Onfu2DjBfywv8qlmnKwsVDy/tuZ4AVSKycJpOTvZwYc6x6D5HdNnGRBEu3BC6TSgv8nzZEiuRO4po4vkLokm5BsCs+C9GtFA6Z/vBMnzrb4ddM3uFmQTtc7rUsrHr4Mk0b0Dun1Y5kuySbkZ7rGzMWCBani9AmkMG0QRAbZPfoGHJ+cla/ctooGpKVneR138e9mInHWSWDgrS7HM/j4TXjoeHZNwivzbx2EfacbcLCqCaMX/telm7eaYII1eUFUChNGLC3ajwWJE3nYGQOM4JUYGHcXW3aya00e0YcNyf0H4XitayrymcY29ISGIG82tDR/eZ/75XhvnREq7gLRG/+3tgz/u/IAzslw9i+zaehPp8ZqcViQQhBIyDoPqNiPPnw5WpobkZTsZw9ULrYjhj4o8DOt4IhBEjVakDhHmv8vQ2bhwpsel46l5wHHAXNL/MZNBKK2Wfruqy1ILSEKpNvf3IjGNjv2VzZi2vW+f2zdLUhyLM4T1/XFhT07nvUIALKSzcjvkoStR52132pbrOAF0Wt7ofai9sQB9ABQzXZBN1NCwPFpOc5A7lomA7l+LsIYzojkrq6B313EOlScOIzEpBSkd/HMgItlyILUSUg2G/D25IvRJdnkUxz5QxRFjxoe6j5oQhAxSP9Yf8SnFcufiy0BFikoGM4YGHcXW4/MRJf76oc/fmiEcts9JuIP/9rmcv/lVful52t0sTFBFoqUXQuJpghX0tZw4v1fR/FQdYyI2t2mBYsjlT4UgdT3D/9Ubh8/UOp3rOhwsVUx2eg+1Xe6OOAUSIJdmxtDtiBlDLxeqQVjSpfiKBJt/guaxiuiKCoxSJIFSfr7hdpuRBY+u07U456lW/yMc/1+nGmU/kZdU7UXGY03slJMyO/iakESRamy/V1/34S31x/RZV3NVYcBALWm7gFGSmR3dwqeRkNgMZuZ29vlPseIyP37hah57Trti4wRSCB1InpmJeHdey/xO8aXHWHFjpN4wK19iIvRKAgL0vNf7sXwv6zBxjIvplc/QiuZsShBwYJiQXJdsb92BRf37oJRRVKMiUvGmhec1Yb9Cw7GJJ0AGT642ALZguWt0WU4hJoVZwmy3YTFYUGSXYxBwXLYYx4CAKgrL/U7VK5QfixlCBJSMvyOFRwuNti01kGS3jOnKlOQkCl9PlL5jimQGlrtSmmMzGSj0iDW3eUcaWQhVdtsxaS3f8bqfVUA4BGj05HISjYj3+2CDQBe/f4gfjpUg7lf7tVhVYC9thwA0JIUuAYSAJjMCaiF1AOxxdgl4Pjs7r1QmnQZtqdcjWpkKMf7CEdRfza+4pFIIHUyBvVIx/4XRvt8XK03BEFUXE9//nyPx1i1BUlLixB35nzhOScTIEjc7gjElS1I7nWQ3HF/dOT50g/gJztO+n0e43imEEggGSWBxNo9f5T9uSvbFAtSZAVSqKZ7S5CVlJUyC0xoFYub06TCckLVr/4H8tqFmGByuOosDZrWILvYGM75N0jtIsWEZQj1MdMWIpLUOqxHKWYDzAZOiUGKdsNaOQni9R8OYd1B549kR7YgdUn2tCABcOls4B5D2R4Y6qVEDT4tP8BIJ2c5qcCrJSFwjzuGZXHBn77BRU99jnrOVVCdObY/iJXqDwmkTojZwOHI/LH41/2X4InrXOMG1MHKz362G1e+9AMe+OdWjywvAOBVcSuhxCB5Te0N0KxWTvXnbVbUNlsDX/m6nX8uP1f6gtcHcDMyGrPYWIcFieNdXYafffZvbJr7G2zastnr8+SMn8QIdDCPBMG42M40WvDJz5Kbzs55XiFrQUiS/g5Mw2nY/by2bEEStVTrdszJtWqz/sguNpZzfg4zukpuh2SmDS3NsVH1OJIoGWzJ0n4mOVxszRGqpO2LV9ccxGelJz1i/bJTOq5Ayk4xoacXgXRU1XqlWoestqRW6eKQywxcJFJGLn/hrc2I3+cZXQO6G04fDOr5ekMCqZPCMAyuPK8rJgx1TdlsaHX8IIkilv8sFcvz1T/IaneKplAEkvfUcs95REcFbTE9X0nlbmhuwUVzV2HKcv9l7N2DtFMcPwhWXvBaLFKG8XLL6zhHZWeD4BRIAi9g/I77cQ27E7b1r3o8hxdEpdVIrAgkLR3dqxrb8K9NRzH7s93IgNSWxWpMC+0FzVIm26XNa7Dh1bt9jwtCIHEp0snYZA1cPgAAOMguNqdASkrJQJsovVbdmY6XyXZWzmBLklxbcgXrYLPYRFHEnlPB9XJ8/INS7K90FZ0dxYIku+7VZCabkJPmGQStLspZWd/+AqmLVfpcJ+cUan5Oa67UpzCx9/CgXktw+95aq8qCer7ekEDq5PTITMLEi52m1g+2HEebjcfnOwNXVm5zxKFUNbbhi1LPwnocgr8qlZvV2lRFIU+OeRcYdj+YSZ8qaeWHK7T9CLqjbmnQrEpLzkhy/SI7LUj+4RwWJIPKgtTQ6PzhSOI8Z1C7MxKiIJC2Pnsdvnn8So/jV/f1ffXnzYLECyIO1jNostghiiJeXnUQsz7djW92VyCDkZrN2kwZIa2RMzsz165q+NK3wJZdbBramRhSpfeXaKvzOebQ3h1Y9+9F4HkenKPau9qCBIZBHZsBAGis7XgCqeyM9HfLTZd+uJU6SBor6dt5ASWrDuDZT3fjhlfXB/36R90a10bj868Hf719CF66bTDuvby3cszIsQFd3upyB+0Bz/PIEaT4y8xztAuk4ZNewNmH9+KC6+8M6vVSLFUu95n6oz5GxiYkkAi8OL4/lo42AxDx/a9V6D/rWzz+QWnA57U6BNLkf2zBwUrPq0kT/Lux5ABrURTxj/VHsOFQtRLsbYXzB5FPywduLAGyz3VmTWls7dHVzYSvrjStrvnkHi+k1cVmMEtVoU2iSiDVOHsP2bzE6Cz572HldrAFGrWQnWL2KB/AMsD/TRqqxJy4s/5gNeZ8sQe7T9bjh1+rIAgilm0+jtf2crjwhe9x8bw1eH+zs/1GukMg8eaMkNbIJbpank4fP+x1nFKhXIMFKTFDSiFO5n1bNnp9OBJX7n4WW754y7kWztXV28RJDXFbz8Z2D6k2G49mix31LTa8/sMhnDjbEvA5mxyFYi/uLcWGOLPYtF3MfL7zFF5dcxDLfu64rVhCIS3BiN8Oywfj5Xwx68YBGNIjHdNH9fN4zF9Numhw5vQxmBg77CKLrLzAbUZkGJZFpo8Ckf5ovvRJAFCCvJOajvsbHnNQHSQCWPEgfrPnE2wpHIlxZ6agws+XlhcZ5cpbFkj7TjfgatbTUmKGDa3wXWdDjk/88cAZPO/I6Hj/HNmCZALgWIeqWKPsYhO9tKBQn4A+/MOl+NuqA3h+fJHP17/jrU0of/EGR0d7VwuGVhebMUGyIBkFp6m8uc7pkmS8BG8v+v6Qcttf1l04sCyDK8/LRmVDG1Y8fDkA6Wp97Z9+g1Yrjyc+LHWpz3KwqgkHq5qw9KdyAMCCCYOw7Gfnyay6yQIOPF43voor2V1IZhxB8gkZIa3P4C6Q9m1EXi8vbQ+CsCAlOwRSuuBdIImCAKOj4abp4JfK8YTkFJdxLcYugB2w1sduLSRRFDFh8QbUNFkx8Jw0rN5Xhb9+tx/Pjy/C74f38vq5svMCtpRLf/NL+0juyCSNlbRFUcSzn+7Gh1vi6weuvZl4ST7+8dMRXNPPaa29/4oC3H9FAc42W/HX71yDlE/Xt69AOnvqEHIBnGGz0d0QWoJFMFxw/Z2oGjAC1Uf3osvKO5FpDbGJuU6QBYkA9nwCAOh6cg1WPXCei8sNAC7unYlXJl6Ajx8aAUH1kWmzWJVMH/fO6IAkkGQeuNKzxN/mI7XYe6oBe081YAS7B/lMJeQYJCujSv9VCSTBYUGyufXb6pWVhCm/cf7ADu+ThY8eHIH+uYFjZKy859plC1KgViCGBMmCZBadAqmlzmlW5twEUntmRv3zvkvw7eNXIdlsUALis1Ok4nV3XNLT73Of/s8vHkL5t9yPGM1tUcQRALRyoRW6NCW5/l0sx511qI4e3o+fPn8LAi8Ack0jLnA6eFqWFGCdyrQqdZrU1FQ63cApFkn8NCIRZsffUFlLkqPdSK0+7oDjtS345pfTfj8rZ5os2HOqARUNbUrKPADM/mwPPt4miRhRlLJQ5Xn2nm5Ak8WOtAQDzu8u7b/8uWgJkOywv7IRy34+plSAD4WXJgyGycDigvwMFGQnY94tA0OeK1bpm5OKHbOux9uTL/Z4LDPZ5FGxvqKdBVLjKSlI+qwxN8DIyNHtnAJk9zwfAJAjnFHaFMUDZEEiXEi1nMGLE4Zi5tjzcaquFakJBvRQlcu3MSzgiC2qrG9BbbMVRtgxlPXMTkhm2gBR6rP0PzcMwNKfyj1OsGNfXYc5w6x43zQPALBRuMnxOiZ40yhyQb+GZtcfQHsQlaDHDMzFN7sl98myn4/ixsGe7T4SIf0wWxn/QaSmBMn6kItqHKusRc+cLrA1OGssGXjXdTa0Oq/U594c3R8IhmF86rsBeYGFo7vbZQTrWbelGZ5ZOlowJae73L/s5FLs2XoLioZdDfO7o3E5U4u1p/fg6rOfAwAYDS621IxsxcLZUFOFrnmuWTqV5XsgJyn3tUtZePVMBjwkXmYfoAYwNugjkEaWrIXVLuCNOy7wqBQPSDF/87/2XR5hQ1kNfndxT/xz41E89/kePHvD+bjv8gKs3S99Li8pyFJiY2QLkntvQneqG8P/UbvlonMw8vxuSE0wBt3aJp7ITPYt5v913yX4/ds/Izc9AcdrW1HR0Ib//W4/vv7lNJY/cKkSGxYtxGMbAQANmQOi+jruZHfvBYtohJmxYW/pOjSd2IvMggtw3gWesZKxBAkkwhVHkHR6ohHpiZ4/SkYDBzj6Yz3/2U5Uf1aOeYZ3cZdhjcfY781P4Q7r/2DqqPsBAKunXY2xr67z+OHNrNyo3Lbz0mN21qQktDEqq5VoSgZagdZG11RuuTqwFl64eaAikP5nxW6Xq+frB+TgnIxEHNr0CwDAwvpPY++a4xRX5evfR88JU8A3Oeu8ZLQcxUff/YDbi68BwzA442ixkJpgwKRLtafZRpo+XZM9jv3y52LM/mwPVvioEZXDeKbPZ5lC++FMcBNIACB89ywwbB1yGSkA/+rTS5XHMvtdHnBOluNwhslAV5xFzenDHgKp8YSnwGvyUhk4IacQOASktHgmHrQHcnblkvVHsPsEhwV71yInLQEX9szE/opGbPTTcBpwFv18zlG77IWv9uG7PRUq95qzNo0WC9KxmhZ8t8d/PJaRYzza1cy6cQCKB+Tg5VUH0Dc3FUaORVYHTuvXwvA+Wdj5XDFKj9fhzrd+xoHKJmw9ehZWu4BPdpzA3SN64/kv9mDMwO74Tf/It+XIOysV+03se03E5/YHy3Go4HLRSziOAV9JvdrO7kyF9fxDMJmjKwrDoePKeCLqJDDSj6M3cSTzXvr/Ybgj3qF3djL2Pj8ah/8yFteqvvxHTztjPSxWSXzxrPNEyqjiKfhkyTSc5NYhOpheUqkJrsJv3tf7AAA5aWa89fuL8Jzxn3jVuAgA0CT4P6EnZOSg1uwIXjzjiC9ocf6A9WYr8duNN+Pn7VI5glhpsWA2cLjyPNeib6mOQFNfdIOnQCoaOSmk109M8RRIg2y7cOroIZdjvMjg1MRV6DfiBk3zVpkl12H9MdcipA0NZ1Gw5zWP8a0mz8rAmedIsWzd7P7dXNFA3fC19Hg97CKDigYLdp6oxzsbygOKIwBotHgmR8jiCHDGHwH+Y5BEUYQoirj6f3/AvzZ5WtOG9srEud1S8N79w7H3ec/is/mZicjvkoSS312Ah67WnjHV0UkyGZCXLl14VTdZFEG8Zl8V/rZyPz7aegL3vuO7bUuoVJw4jHzxFHiRQZ+h10d8/kA0XvUcjnLOi5ZMNGLfT5+3+zqCgQQS4UaAHwTVD8a48z1/5NzhvLTgYFkG/7jnYnz56BUAAKOqHEBbsyPA1qAWEE6BxKZJAsnbj7VWfJn3e3VJBvZ/BebnN9HFkaXVEEAgAcDRgjsAAOaGcmmNrZ4lCFq3LgcgxY4MY37FNcZ9oSw9orxz7yXYObsYz95wPr6behUAqfqvd0TkMHWuh25cCEOmtnYF7iSlOj87Wy9agP0mKZj+yDevuIzb3mMS8vr7b4+jpjlNikMTqlz3d9/3y5GDWpxmumFL/n3KcVuCZ2fynF6SQMpm6lG6fSPO1jeiurF90rG1ZKIFYn9FI576eKfXx3p2SVLijwBnoUh3C9I/N5aj8Jmv8cn2k/CmET+dcjk+fnAEVk+7Glecl+21xY36dQhXenZJwsBzXPdn+7Gz+EgVBF/VKMUntdl4jwKboXBs23cAgCPGQqRmBK6IHWkGXnM7ej27Ey1PHMLP2ZIVybrz3+2+jmAggUS4ErBliPNs+fTInjg8N8CViOA71X/gOem4uHcmDHBevcpuHHOK0/WRkuD0BBsz8lzG3TQkD6kJBiyZNDTAugMzIC8NOL3L5ZhJCPzDmJgrVSNPbjoKXhBhtHqKt6Q6KealqqYO/zY/j9m1M4B6fVw4MhzLID3JiP93ZR/0y5UicfrmpOD/XVHgEVSfilYkMW5iNzX0QE9zgip2iePQ2G8CAODyin+6jDv/9ueCm7irJG4S6lwL0pl/XQEAONbzZuRdfY9ynDe6ZrABgDE5E6fMksXjnM/vQHPJRbD+7wB8+Omnwa0lAIIgYkNZtVK8sb7FhkNVTT7Hq11j/qhusuLf2zw/W5f26YIvHr3CpTZPssqCpLaWzf5sDwQReNKH0CrISvbIlJt4cT6STBw+/MOl+OKRK7y22SAkWJbB4ruGokuyCQlGFudkJEIUXSuar95bhblf7sWwF1bjypd+wGelJ2G1C5j92W68vOqAx5y8IPq0eAqCCMPe/wAAaroGV+wxojAMktK7Iu3iiQCAi+u/Q8NzeTg253z8/MoknDgSoPVQO0MxSIQrclf6+hPAJ38Aht4DDP6t83H1F9DWCrYhQNqv3X+Wxht3DcWaBU4RciEjuVjMmecAjuScZLPTqpHeVXIBdWPqwLEMnh9fhLSEC4JOl09FC740PQPjOUPw14xnkWji8KfR/YAVrpaHPkzgtNSsXlLA40C2HMveW4Ih1jqPMTmtB9Fm47Fn9w7nwY/uBgqvBa58CjDGhh+eYRg8e6P0fvp1S8ZT/9kNAOjJSG5QwZgE1ua4mg2lUa0XMvPOQ/dzB6P6l0XIVlkGKyf/hJwgr3TTel8I7AV6t+5GU3MzkpOSsK90Ay5ok1wW+Vfeje59nKUfDBbvJQEy7vs3mhePQDeV1ex3pZPxmfE9XHz5deiengDGSwR8s8UOi11AeqIRJ862oFdWMhrabNh29CxG9MlSCiOerGvFkx+VYtPhWqQnGvH7S3ti6U/lfl3FH/xhBPrM/EoJ3F497WqcrGvF5H94b2fjzpXndfWIK5Sb1Qqi1I8vwchp6suWluj5t59/6yD8+aaiDlP8Mdrkd0nCt1OvRIuFx84TdR61555Z8YvL/bfXH8HPR2qVDgcD8tIwqki6SDlxtgV3/f1nZCWb8M59lyBNFUZwvLYF675+H3datsAmcug58sHovjEN9Bt2HSq+yUYuqpHGNCNNbEbPs5+j7Z1vsPM3SzDkmlv1XiIAEkixR1NVQFERNKIAHNsEmFOB7H5SWhjDAGA809iP/Beo+AX4bqZ0/+hPQNn30o84y7pahH6YDxzVUE338FogLQ9gOSltm2GBtnogsQu6shx+26MOcMSAGhjJgpUx5AYIjfvRVFuBxBRnGX858LY/exz/urwGGTsWA1nnAUldpHkZVvXeVPeV2ywABqsv3Ymc0irg9Cq8PHwCkNkbqNwO7PvCZemyq80f2fnOfnZ3Hf6Tcruyy8XIqZV+mHvjNEpeeBS9+Fbnt+7kNulf+Xrg+rlOt6LyN1Gn77kd83lf65jA847vbcfG7FMor2nEh6a5AAC295XAQclUj/TQ3Gsy+697B22VBzDkwmsAACdGvYbs7+4CAOxMGoEhBcFn+Z130W9Q83UGslAH/DUPVpHDuWAABtiZfAWGnDsIALAtfzIGHV+Grtc+7HWepJw+2NXrDgw+utTl+Pgtv8fSjaOwJ+M36NezOxJMBjS12XGm0YL0JCM2Ha5BY5sdgihCFIGMJBMEUUR9qx3JZg69uiSj2WrD0RrpoqA/A6ANWPNjGXoCEP3p/Mo9GMCdUPolnisew7npwIb7cnHPUmfMSqrZgEZVLJNc7PTi5AygytWimyiIOI+RrE3Pvf0fmA0sNpTV4Fw/6yjKSwdT7WnBYAAvVc80XrgEKKcR9HxBzekDux3Jlkqg9jBgMAQ5n7ax3RgG4IDevYDz7s7Hd7sr0C0tAYvXShbQHhmJuOey3pj39a+oPXkG/z0J9HBM/caK71F5rAd+OVGPY7XN4OvaUFUr4n/+XoEJF3ZHsonB7mNncLT0ezzBfggwwIHed6Lo3CFBbkTkYTkOzbf+E5v2rEXmecNhbToLw08lON+2B+f98BA27fkavCkNpuoKnOrfG7366bNmRuyILavbgYaGBqSnp6O+vh5paRH0tf/rVqDMd9Bzp+H/fQ9bzmB8/dVXGHvDDTAaHVdEdiuwaChQH91KvuLA28Ds/jfEK6eDGflswPFVnz6LbqWLlPstSEDSzDI0/rQElr3fIrv652gut/0Y85Lkxmo4DVxwR8Snrz1VhvKvX0b2Zb9HzwGXhjTH5r8/jktOvONybK9pELrd8y9k5zldh4KlBazZtxtItFtwZtvn6NJ7MHByG9gvHgUrRrfrPUFEi+qMIch66AswCYFjR/XAamnDry/fiMFtrgHqpVf/HRf85vaIvpbW328SSCESNYG0fCJw+IfIzScjW6XMaQ43mej8v8ADcjB1ah7QfMYzdsicDoi8ZI3K7iu54qocmUIpOdJ9g1mav/tgoP4kkJoDnD0K1B2T5uPtAGdwhjEJNihXWll9gMKRQPk6ILMAuOX/YBNEfP311xg7dqxTIAHAye3AN08DVXsBaxOQ2h0wJkrvRxSc/4d8X3VM/gdRsmKl5gEJadJtAOg2ADj3OuCSPwAVO4HuF0iWLw0IZw7hzLcvAnVHYbzwDnS5whEMbGlC3VezYfz1MxgYwNTncjBF44H93wB5FwGHVgNV+1R/E0DZJM33/Y0J9Lj3+yKkuAYuMQ1Mj2FA9yHA5VNjxh3oC95mxc4Vf4Pp+E+wGVOROGgc+l09EQwbfsgl/+s3aP7hZdjOnoBJbIMoimAd9absvAiWlZpN2AURLCSXpcnAwMSxsAuiEiciiCISTQYlCNS9sY0IKYvMYrECrAFmIweWkY7beQEG1rWphQDAxgswcaxy3CaIMHgxErsjiIDNziuvKf/dzQYWoig938S5rlQTmn9aNI4L6pdK65y+x4kQYbfbYTAYgrFbReR9y48wjvkEiLDxIgwsA46RytjaBQGCKLURAgCOAcCwsAmATWSlor4MBz6jNzKGTgBz6cPS+TeGsVrasGvlu7CfLAVsrahrsqDvTdPQp8iz8GY4kECKMlETSISCzWbzLpCIdoH2X19o//WF9l9forn/Wn+/KYuNIAiCIAjCDRJIBEEQBEEQbpBAIgiCIAiCcIMEEkEQBEEQhBu6CiSe5zFr1iwUFBQgMTERhYWFmDt3rs9qoA899BAYhsHChQsDzv3666+jd+/eSEhIwPDhw7F5s2sxtba2NkyZMgVZWVlISUnBhAkTUFlZ6WM2giAIgiA6E7oKpAULFmDx4sV47bXXsG/fPixYsAAvvfQSFi1a5DF2xYoV2LRpE/Ly8rzM5MqHH36IadOm4bnnnsP27dsxZMgQjBo1ClVVVcqYJ554Al988QU+/vhjrF27FqdOncKtt8ZG9U6CIAiCIPRFV4G0YcMGjB8/HjfccAN69+6N2267DcXFxR7WnpMnT+LRRx/FsmXLNKX7lZSU4IEHHsC9996LAQMG4M0330RSUhL+8Y9/AADq6+vx9ttvo6SkBNdeey2GDh2KpUuXYsOGDdi0aVNU3itBEARBEPGDrlWjLrvsMixZsgQHDhxA3759sXPnTqxfvx4lJSXKGEEQMGnSJEyfPh1FRUV+ZpOwWq3Ytm0bZs6cqRxjWRbXXXcdNm7cCADYtm0bbDYbrrvuOmVM//790bNnT2zcuBGXXupZwddiscBicTbrbGhoACDVarDZfDdkJUJH3lfaX32g/dcX2n99of3Xl2juv9Y5dRVIM2bMQENDA/r37w+O48DzPObNm4e77rpLGbNgwQIYDAY89thjmuasrq4Gz/PIyclxOZ6Tk4Nff5U6BVdUVMBkMiEjI8NjTEVFhdd558+fjzlz5ngcX7lyJZKSqGt1NFm1apXeS+jU0P7rC+2/vtD+60s09r+lpUXTOF0F0kcffYRly5Zh+fLlKCoqQmlpKaZOnYq8vDxMnjwZ27ZtwyuvvILt27d77ZzdnsycORPTpk1T7jc0NCA/Px/FxcVUSTtK2Gw2rFq1Ctdffz1VstUB2n99of3XF9p/fYnm/sseoEDoKpCmT5+OGTNmYOLEiQCAQYMG4ejRo5g/fz4mT56MdevWoaqqCj179lSew/M8nnzySSxcuBDl5eUec2ZnZ4PjOI+MtMrKSuTm5gIAcnNzYbVaUVdX52JFUo9xx2w2w2w2exw3Go305YkytMf6QvuvL7T/+kL7ry/R2H+t8+kapN3S0gLWrYEkx3EQBAEAMGnSJOzatQulpaXKv7y8PEyfPh3fffed1zlNJhOGDh2KNWvWKMcEQcCaNWswYsQIAMDQoUNhNBpdxuzfvx/Hjh1TxhAEQRAE0XnR1YI0btw4zJs3Dz179kRRURF27NiBkpIS3Hef1AU9KysLWVlZLs8xGo3Izc1Fv379lGMjR47ELbfcgkceeQQAMG3aNEyePBnDhg3DJZdcgoULF6K5uRn33nsvACA9PR33338/pk2bhi5duiAtLQ2PPvooRowY4TVAmyAIgiCIzoWuAmnRokWYNWsWHn74YVRVVSEvLw8PPvggZs+eHdQ8ZWVlqK6uVu7/7ne/w5kzZzB79mxUVFTgggsuwLfffusSuP3yyy+DZVlMmDABFosFo0aNwhtvvBGx90YQBEEQRPzCiL7KVhN+qa+vR0ZGBo4fP05B2lHCZrNh5cqVKC4uphgAHaD91xfaf32h/deXaO6/nGRVV1eH9PR0n+N0tSDFM42NjQCA/Px8nVdCEARBEESwNDY2+hVIZEEKEUEQcOrUKaSmpupegqCjIqt8stLpA+2/vtD+6wvtv75Ec/9FUURjYyPy8vI8EsXUkAUpRFiWRY8ePfReRqcgLS2NTlA6QvuvL7T/+kL7ry/R2n9/liMZXdP8CYIgCIIgYhESSARBEARBEG6QQCJiFrPZjOeee85rBXMi+tD+6wvtv77Q/utLLOw/BWkTBEEQBEG4QRYkgiAIgiAIN0ggEQRBEARBuEECiSAIgiAIwg0SSARBEARBEG6QQCJijvnz5+Piiy9GamoqunXrhptvvhn79+/Xe1mdlhdffBEMw2Dq1Kl6L6XTcPLkSfz+979HVlYWEhMTMWjQIGzdulXvZXUKeJ7HrFmzUFBQgMTERBQWFmLu3LmgfKbo8N///hfjxo1DXl4eGIbBp59+6vK4KIqYPXs2unfvjsTERFx33XU4ePBgu6yNBBIRc6xduxZTpkzBpk2bsGrVKthsNhQXF6O5uVnvpXU6tmzZgv/7v//D4MGD9V5Kp+Hs2bO4/PLLYTQa8c0332Dv3r3429/+hszMTL2X1ilYsGABFi9ejNdeew379u3DggUL8NJLL2HRokV6L61D0tzcjCFDhuD111/3+vhLL72EV199FW+++SZ+/vlnJCcnY9SoUWhra4v62ijNn4h5zpw5g27dumHt2rW46qqr9F5Op6GpqQkXXXQR3njjDbzwwgu44IILsHDhQr2X1eGZMWMGfvrpJ6xbt07vpXRKbrzxRuTk5ODtt99Wjk2YMAGJiYl47733dFxZx4dhGKxYsQI333wzAMl6lJeXhyeffBJPPfUUAKC+vh45OTl45513MHHixKiuhyxIRMxTX18PAOjSpYvOK+lcTJkyBTfccAOuu+46vZfSqfj8888xbNgw3H777ejWrRsuvPBCvPXWW3ovq9Nw2WWXYc2aNThw4AAAYOfOnVi/fj3GjBmj88o6H0eOHEFFRYXLOSg9PR3Dhw/Hxo0bo/761KyWiGkEQcDUqVNx+eWXY+DAgXovp9PwwQcfYPv27diyZYveS+l0HD58GIsXL8a0adPwzDPPYMuWLXjsscdgMpkwefJkvZfX4ZkxYwYaGhrQv39/cBwHnucxb9483HXXXXovrdNRUVEBAMjJyXE5npOTozwWTUggETHNlClTsHv3bqxfv17vpXQajh8/jscffxyrVq1CQkKC3svpdAiCgGHDhuEvf/kLAODCCy/E7t278eabb5JAagc++ugjLFu2DMuXL0dRURFKS0sxdepU5OXl0f53MsjFRsQsjzzyCL788kv88MMP6NGjh97L6TRs27YNVVVVuOiii2AwGGAwGLB27Vq8+uqrMBgM4Hle7yV2aLp3744BAwa4HDv//PNx7NgxnVbUuZg+fTpmzJiBiRMnYtCgQZg0aRKeeOIJzJ8/X++ldTpyc3MBAJWVlS7HKysrlceiCQkkIuYQRRGPPPIIVqxYge+//x4FBQV6L6lTMXLkSPzyyy8oLS1V/g0bNgx33XUXSktLwXGc3kvs0Fx++eUeZS0OHDiAXr166bSizkVLSwtY1vWnkeM4CIKg04o6LwUFBcjNzcWaNWuUYw0NDfj5558xYsSIqL8+udiImGPKlClYvnw5PvvsM6Smpiq+5vT0dCQmJuq8uo5PamqqR7xXcnIysrKyKA6sHXjiiSdw2WWX4S9/+Qt++9vfYvPmzViyZAmWLFmi99I6BePGjcO8efPQs2dPFBUVYceOHSgpKcF9992n99I6JE1NTTh06JBy/8iRIygtLUWXLl3Qs2dPTJ06FS+88ALOO+88FBQUYNasWcjLy1My3aKKSBAxBgCv/5YuXar30jotV199tfj444/rvYxOwxf/v737j4m6/uMA/jw6fh0/0uF1ID88UUHQPDOzoYvjNHdgGTFTQlrZlLA/yDWp2dDKyKKNUbOZkGwHI4iZNUeMg37srhCJkHlnKYLJr7nRGAYJiIrw/v7B+MzP8SN/8BWV52Nj4/P6fD6v9+vDGPfa+/3m7vvvxeLFi4Wrq6tYuHCh+PLLL6e6pGnj0qVLYseOHSIoKEi4ubmJ4OBgkZaWJq5evTrVpT2QLBbLmH/vX3nlFSGEEENDQ2LPnj1Co9EIV1dXsWbNGtHQ0HBXauP7IBERERE54B4kIiIiIgdskIiIiIgcsEEiIiIicsAGiYiIiMgBGyQiIiIiB2yQiIiIiBywQSIiIiJywAaJiO4p77//PpYuXTrVZUgUCgWOHj16y/c1NDTA19cXPT09dzS+VqvFZ599dkc5JsOuXbuQkpIy1WUQ3TVskIimoezsbHh5eeH69etSrLe3F87OzoiKipJda7VaoVAocP78+btc5d012Y3ZO++8g5SUFHh5ed1RntraWrz22muTVNXtS01NRX5+Ppqamqa6FKK7gg0S0TRkMBjQ29uLEydOSLHKykr4+vqipqYGV65ckeIWiwVBQUGYN2/eVJR6X2pra0NpaSm2bNlyx7nUajVUKtVt3Ts4ODhpH7I6a9YsGI1GHDx4cFLyEd3r2CARTUOhoaHw8/OD1WqVYlarFbGxsZg7dy5+++03WdxgMAAACgoKsHz5cnh5ecHX1xebN29GR0cHAGBoaAgBAQGjXkBPnjwJJycntLa2AgC6u7uxbds2qNVqeHt7Y/Xq1bDb7RPWm5ubi7CwMLi5uWHhwoX44osvpHMtLS1QKBT47rvvYDAYoFKpoNPpUF1dLctx6NAhBAYGQqVSIS4uDllZWZgxYwYAIC8vD3v37oXdbodCoYBCoUBeXp50b2dnJ+Li4qBSqbBgwQKUlJRMWO/hw4eh0+ng7+8vxfLy8jBjxgyUlpYiNDQUKpUKL7zwAi5fvoz8/HxotVrMnDkTb7zxBgYHB6X7HJfYuru7kZycDI1GAzc3NyxevBilpaWyMUpKShAeHg5XV1e0tbWhq6sLL7/8MmbOnAmVSoWYmBicO3duVG0VFRUICwuDp6cnoqOj0d7eLnuu9evXo7i4eMJnJ3pQsEEimqYMBgMsFot0bLFYEBUVBb1eL8X7+/tRU1MjNUgDAwNIT0+H3W7H0aNH0dLSIs2SODk5ISEhAUVFRbJxCgsLsWrVKsyZMwcAsHHjRnR0dMBsNqOurg7Lli3DmjVr8M8//4xZZ2FhId59913s27cP9fX1+Oijj7Bnzx7k5+fLrktLS0NqaipsNhtCQkKQkJAgLSFWVVVh+/bt2LFjB2w2G9auXYt9+/ZJ98bHx2Pnzp1YtGgR2tvb0d7ejvj4eOn83r17sWnTJpw6dQrr1q1DYmLiuPUCw7Nxy5cvHxW/fPky9u/fj+LiYpSXl8NqtSIuLg5lZWUoKytDQUEBcnJycOTIkTHzDg0NISYmBlVVVfjqq69w5swZZGRk4KGHHpKN8cknnyA3NxenT5/GI488gi1btuDEiRMoKSlBdXU1hBBYt24dBgYGZPdlZmaioKAAv/76K9ra2pCamiobf8WKFbhw4QJaWlrGfXaiB8Zd+UhcIrrnHDp0SHh4eIiBgQFx6dIloVQqRUdHhygqKhKRkZFCCCF+/vlnAUC0traOmaO2tlYAED09PUIIIU6ePCkUCoV0/eDgoPD39xcHDx4UQghRWVkpvL29xZUrV2R55s2bJ3JycoQQQrz33ntCp9PJzhUVFcmuT09PFxEREUIIIZqbmwUAkZubK50/ffq0ACDq6+uFEELEx8eLZ555RpYjMTFRPPzww9Kx47gjAIjdu3dLx729vQKAMJvNY/5MhBBCp9OJDz74QBYzmUwCgPjrr7+kWHJyslCpVNLPTwghjEajSE5Olo7nzJkjPv30UyGEEBUVFcLJyWncTzMfGcNms0mxxsZGAUBUVVVJsc7OTuHu7i4OHz48bm0HDhwQGo1Glv/ff/8VAITVah332YkeFJxBIpqmoqKi0NfXh9raWlRWViIkJARqtRp6vV7ah2S1WhEcHIygoCAAQF1dHdavX4+goCB4eXlBr9cDGN5zAwBLly5FWFiYNIv0yy+/oKOjAxs3bgQA2O129Pb2wsfHB56entJXc3PzmJvA+/r6cP78eWzdulV2/Ycffjjq+iVLlkjf+/n5AYC0/NfQ0IAVK1bIrnc8nsiNuT08PODt7S3lHkt/fz/c3NxGxVUqlWwvl0ajgVarhaenpyw2Xm6bzYaAgACEhISMO7aLi4us3vr6eiiVSjz55JNSzMfHB6Ghoaivrx+3Nj8/v1F1uLu7AxiebSJ60CmnugAimhrz589HQEAALBYLurq6pGZn9uzZCAwMxPHjx2GxWLB69WoAw82K0WiE0WhEYWEh1Go12traYDQace3aNSlvYmIiioqKsGvXLhQVFSE6Oho+Pj4Ahv9TznHv04iR/UA36u3tBTC8f+jGF3gAsmUlAHB2dpa+VygUADBpG5RvzD2Sf6Lcs2bNQldX103luZXcIw3KRNzd3aXnvxVj1SGEkMVGlhXVavUt5ye637BBIprGDAYDrFYrurq68NZbb0nxyMhImM1m/P7773j99dcBAGfPnsXFixeRkZGBwMBAAJD9F9yIzZs3Y/fu3airq8ORI0eQnZ0tnVu2bBn+/vtvKJVKaLXa/6xPo9Fg9uzZaGpqQmJi4m0/Z2hoKGpra2Uxx2MXFxfZ5ug78dhjj+HMmTOTkutGS5YswYULF9DY2DjhLNKNwsLCcP36ddTU1GDlypUAgIsXL6KhoQHh4eG3NP6ff/4JZ2dnLFq06JZrJ7rfcImNaBozGAw4duwYbDabNIMEAHq9Hjk5Obh27Zq0QTsoKAguLi74/PPP0dTUhJKSEqSnp4/KqdVqsXLlSmzduhWDg4N47rnnpHNPP/00IiIi8Pzzz+OHH35AS0sLjh8/jrS0tDGbLWB4g/THH3+M/fv3o7GxEX/88QdMJhOysrJu+jlTUlJQVlaGrKwsnDt3Djk5OTCbzbKZFq1Wi+bmZthsNnR2duLq1as3nd+R0WhEdXX1pDVcI/R6PSIjI7Fhwwb8+OOPaG5uhtlsRnl5+bj3LFiwALGxsUhKSsKxY8dgt9vx0ksvwd/fH7Gxsbc0fmVlJZ566qmbmskiut+xQSKaxgwGA/r7+zF//nxoNBoprtfr0dPTI70dADC8rJKXl4dvvvkG4eHhyMjIQGZm5ph5ExMTYbfbERcXJ3sxVSgUKCsrQ2RkJF599VWEhITgxRdfRGtrq2z8G23btg25ubkwmUx49NFHodfrkZeXh7lz5970c65atQrZ2dnIysqCTqdDeXk53nzzTdk+oQ0bNiA6OhoGgwFqtRpff/31Ted3FBMTA6VSiZ9++um2c4zn22+/xRNPPIGEhASEh4fj7bff/s9GzGQy4fHHH8ezzz6LiIgICCFQVlY2alntvxQXFyMpKelOyie6byiE4yIzEdE0kJSUhLNnz6KysvL/kv/AgQMoKSlBRUXF/yX/3WY2m7Fz506cOnUKSiV3Z9CDj7/lRDQtZGZmYu3atfDw8IDZbEZ+fr7sDScnW3JyMrq7u9HT03PHHzdyL+jr64PJZGJzRNMGZ5CIaFrYtGkTrFYrenp6EBwcjJSUFGzfvn2qyyKiexQbJCIiIiIH3KRNRERE5IANEhEREZEDNkhEREREDtggERERETlgg0RERETkgA0SERERkQM2SEREREQO2CAREREROWCDREREROTgf/Rf0Ea5+OUlAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(wls,spectrum*1e6)\n", "plt.plot(wls,contributions['Absorption']['CO2']*1e6)\n", "plt.grid()\n", "plt.xlabel('Wavelength (micron)')\n", "plt.ylabel('Transit depth [ppm]')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We have devised a special method to plot all contributions at once:" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = system.plot_contributions(wns,xscale='log')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's save this beautiful figure: " ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "fig.savefig('resources/contributions-transmission-spectrum.png')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Observations" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once you have a theoretical transmission spectrum you may generate an observed spectrum. In the present version of `MultiREx` we use a very simplified model for error which is independent of wavelength and signal strength (transit depth). It simply adds a gaussian error to a spectra according to a constant noise which depends on a provided value of the signal-to-noise ratio (SNR)." ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Warning: 'params' attribute not found in the DataFrame.\n", "Warning: 'data' attribute not found in the DataFrame. The DataFrame will be considered as having 'data' attribute.\n" ] }, { "data": { "text/html": [ "
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noiseSNR10.09.9718773490336929.9438337864171259.9158690897328859.8879830371890689.8601754076175089.8324459804720079.804794535826622...0.61540199071239470.61367131717351720.61194551074742660.61022455774651190.60850844452165440.60679715746212120.60509068299545580.60338900758737110.60169211774164270.6
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1 rows × 1002 columns

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" ], "text/plain": [ " noise SNR 10.0 9.971877349033692 9.943833786417125 \\\n", "0 1.641670e-07 10 0.000084 0.000084 0.000084 \n", "\n", " 9.915869089732885 9.887983037189068 9.860175407617508 9.832445980472007 \\\n", "0 0.000084 0.000084 0.000084 0.000084 \n", "\n", " 9.804794535826622 ... 0.6154019907123947 0.6136713171735172 \\\n", "0 0.000084 ... 0.000084 0.000085 \n", "\n", " 0.6119455107474266 0.6102245577465119 0.6085084445216544 \\\n", "0 0.000085 0.000084 0.000084 \n", "\n", " 0.6067971574621212 0.6050906829954558 0.6033890075873711 \\\n", "0 0.000084 0.000084 0.000085 \n", "\n", " 0.6016921177416427 0.6 \n", "0 0.000085 0.000085 \n", "\n", "[1 rows x 1002 columns]" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "observation = system.generate_observations(wns, snr=10)\n", "observation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Observations are returned as a `pandas` dataframe which is more convenient for manipulation of large sets of spectra. You may obtain wavelengths and transit depths from a dataframe using:" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [], "source": [ "noise, wls, spectra = mrex.Physics.df2spectra(observation)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now you may plot the resulting observed spectrum:" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Transit depth [ppm]')" ] }, "execution_count": 31, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.plot(wls,spectra[0]*1e6,'k.')\n", "plt.errorbar(wls,spectra[0]*1e6,yerr=noise[0]*1e6,color='k',alpha=0.2)\n", "plt.plot(wls,spectrum*1e6,color='r',alpha=0.5)\n", "plt.grid()\n", "plt.xlabel('Wavelength [μm]')\n", "plt.ylabel('Transit depth [ppm]')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Random systems" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The superpower of MultiREx is its ability to generate random realizations of a system of star, planet and atmosphere. \n", "\n", "Let's assume for instance that all key parameters of the system components (stellar radius, planetary mass, atmospheric surface pressure, etc.) are physically and statistically independent. If we instantiate a system setting those parameters with a tuple `(min,max)` the properties of the system will be choosen as a uniformly-deviated random value in the interval `[min,max]`. See for instance:" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "system=mrex.System(\n", " star=mrex.Star(\n", " temperature=(4000,6000),\n", " radius=(0.5,1.5),\n", " mass=(0.8,1.2),\n", " ),\n", " planet=mrex.Planet(\n", " radius=(0.5,1.5),\n", " mass=(0.8,1.2),\n", " atmosphere=mrex.Atmosphere(\n", " temperature=(290,310), # in K\n", " base_pressure=(1e5,10e5), # in Pa\n", " top_pressure=(1,10), # in Pa\n", " fill_gas=\"N2\", # the gas that fills the atmosphere\n", " composition=dict(\n", " CO2=(-5,-4), # This is the log10(mix-ratio)\n", " CH4=(-6,-5),\n", " )\n", " )\n", " ),\n", " sma=(0.5,1)\n", ")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can check the value of the key properties:" ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.9244951537961904 301.8283868885127 183797.44925195604 {'CO2': -4.117306805006798, 'CH4': -5.541121549062225} 0.7957096722128167\n" ] } ], "source": [ "print(system.star.mass, \n", " system.planet.atmosphere.temperature, \n", " system.planet.atmosphere.base_pressure,\n", " system.planet.atmosphere.composition,\n", " system.sma)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You may notice that the values are completely random. If you reshuffle the system:" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "system.reshuffle()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The values of the key parameters are entirely different:" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0.9595311585587656 307.4104332416186 499527.31319022086 {'CO2': -4.618295704432816, 'CH4': -5.33741778980745} 0.9244681334482363\n" ] } ], "source": [ "print(system.star.mass, \n", " system.planet.atmosphere.temperature, \n", " system.planet.atmosphere.base_pressure,\n", " system.planet.atmosphere.composition,\n", " system.sma)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Having a realization of the system with different parameters is like living in a multiverse where everything is the same except for the particular value of the parameters of this system." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Synthesizing spectra in the multiverse" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Our last step is to generate a full set of synthetic theoretical and observed spectra for single realizations of the set of key parameters. " ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Exploring universes: 100%|██████████| 100/100 [01:01<00:00, 1.63it/s]\n", "/home/jzuluaga/MultiREx-public/multirex/spectra.py:1346: FutureWarning: The behavior of array concatenation with empty entries is deprecated. In a future version, this will no longer exclude empty items when determining the result dtype. To retain the old behavior, exclude the empty entries before the concat operation.\n", " final_spectra_df = pd.concat([all_header_df, all_spectra_df], axis=1)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Generating observations for 100 spectra...\n" ] } ], "source": [ "system.make_tm()\n", "wns = mrex.Physics.wavenumber_grid(wl_min=0.6,wl_max=10,resolution=300)\n", "\n", "n_universes = 100\n", "n_observations = 10\n", "data = system.explore_multiverse(wns,snr=10,\n", " n_universes=n_universes,\n", " n_observations=n_observations,\n", " path='/tmp/')\n", "\n", "spectra, observations = data.values()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's analyse the output of this code:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- `data`: A dictionary containing both, spectra and observations.\n", "\n", "- `spectra`: A dataframe containing the theoretical spectra corresponding to each realization of the system key parameters. The number of rows of this dataframe is equal to the `n_universes` parameter. \n", "\n", "- `observations`: A dataframe cointaining the observed spectra made `n_observations` times in each parallel universe. The number of rows of this dataframe is equal to `n_universes*n_observations`. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you want to compare 3 observed spectra, made at the universe number `n` we use:" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "n = 5\n", "fig, ax = plt.subplots(figsize=(10,5))\n", "ax.plot(1e4/wns,spectra.data.iloc[n]*1e6,label=\"True Spectrum\",linewidth=0.7)\n", "for i in range(3):\n", " ax.errorbar(x=1e4/wns,\n", " y=observations.data.iloc[n*n_observations+i]*1e6,\n", " yerr=observations.params[\"noise\"][n*n_observations+i]*1e6,\n", " label=f\"Observed Spectrum {i}\",fmt=\"o\",markersize=2,alpha=0.2)\n", " \n", "ax.set_xscale(\"log\")\n", "ax.set_xlabel(r\"Wavelength [$\\mu$m]\")\n", "ax.set_ylabel(r\"Transit depth [ppm]\")\n", "ax.set_title(\"Theoretical and observed transmission spectra for different observations of a system\")\n", "ax.legend()\n", "ax.margins(x=0)\n", "\n", "from matplotlib.ticker import FuncFormatter\n", "formatter = FuncFormatter(lambda y, _: '{:.16g}'.format(y))\n", "ax.xaxis.set_major_formatter(formatter)\n", "formatter = FuncFormatter(lambda y, _: '{:.1g}'.format(y))\n", "ax.xaxis.set_minor_formatter(formatter)\n", "\n", "text = ax.text(0.01,0.98,system.__str__(),fontsize=8,verticalalignment='top',transform=ax.transAxes)\n", "text.set_bbox(dict(facecolor='w',alpha=1,edgecolor='w',boxstyle='round,pad=0.1'))\n", "\n", "fig.tight_layout()\n", "fig.savefig(\"resources/synthetic-transmission-spectra.png\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Since in the last command you provided a value for the `path` variable, a `parquet` version of the dataframes are stored on disk in the `path` directory. \n", "\n", "> **WARNING**: Be careful when using this options since this files can become extremely large depending on the number of universes and the number of observations per universe. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For more examples and real use-cases of `MultiREx` see the [GitHub repository](https://github.com/D4san/MultiREx-public/tree/main/examples)" ] } ], "metadata": { "kernelspec": { "display_name": "base", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.12" } }, "nbformat": 4, "nbformat_minor": 2 }