Day_2/2.3_interpretability_complete.ipynb

{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"provenance":[],"authorship_tag":"ABX9TyNqCCV3mogbyIizws6DADrY"},"kernelspec":{"name":"python3","display_name":"Python 3"},"language_info":{"name":"python"}},"cells":[{"cell_type":"code","execution_count":1,"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"amHHmKf0b8eb","executionInfo":{"status":"ok","timestamp":1689084003888,"user_tz":300,"elapsed":9,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"43c2cd54-0cba-4c3d-d7d0-cfc4d0bb73df"},"outputs":[{"output_type":"stream","name":"stdout","text":["fatal: destination path '5th_workshop_MachineLearning' already exists and is not an empty directory.\n"]}],"source":["!git clone https://github.com/icomse/5th_workshop_MachineLearning.git\n","import os\n","os.chdir('5th_workshop_MachineLearning/data')\n","data_dir = os.getcwd()"]},{"cell_type":"markdown","source":["# We'll use pymatgen and matminer in this module, so we need to install them"],"metadata":{"id":"COAjmbm9cW5K"}},{"cell_type":"code","source":["!pip install matminer"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ELpDnkZ1cam_","executionInfo":{"status":"ok","timestamp":1689084089810,"user_tz":300,"elapsed":85925,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"955ea034-50eb-421a-f736-4c3411cca572"},"execution_count":2,"outputs":[{"output_type":"stream","name":"stdout","text":["Collecting matminer\n","  Downloading matminer-0.9.0-py3-none-any.whl (1.4 MB)\n","\u001b[?25l     \u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.0/1.4 MB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K     \u001b[91m━━━━━━━\u001b[0m\u001b[90m╺\u001b[0m\u001b[90m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[32m0.3/1.4 MB\u001b[0m \u001b[31m7.7 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K     \u001b[91m━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[91m╸\u001b[0m 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modules"],"metadata":{"id":"teIDjNTFcSnK"}},{"cell_type":"code","source":["import pandas as pd\n","import numpy as np\n","import os\n","import json\n","import matplotlib.pyplot as plt\n","\n","from matminer.featurizers.composition.composite import ElementProperty\n","from pymatgen.core.composition import Composition\n","\n","plt.style.use(os.path.join(data_dir, 'configs', 'plot_style.mplstyle'))"],"metadata":{"id":"VS3g28l6cGOo","executionInfo":{"status":"ok","timestamp":1689084104413,"user_tz":300,"elapsed":14613,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":3,"outputs":[]},{"cell_type":"markdown","source":["# New dataset: (Al, Ga, In)2O3 alloys\n","- candidate transparent conducting oxides\n","- [Kaggle competition](https://www.kaggle.com/c/nomad2018-predict-transparent-conductors)\n","- [Paper on competition](https://www.nature.com/articles/s41524-019-0239-3)"],"metadata":{"id":"BdI4QJhCc4pg"}},{"cell_type":"code","source":["df = pd.read_csv(os.path.join(data_dir, 'nomad', 'nomad_train.csv'))\n","df.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":270},"id":"DZ6br6IHcR8o","executionInfo":{"status":"ok","timestamp":1689084104414,"user_tz":300,"elapsed":23,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"6153e6a8-9b3f-4095-cbab-8e0e02f6d3ff"},"execution_count":4,"outputs":[{"output_type":"execute_result","data":{"text/plain":["   id  spacegroup  number_of_total_atoms  percent_atom_al  percent_atom_ga  \\\n","0   1          33                   80.0           0.6250           0.3750   \n","1   2         194                   80.0           0.6250           0.3750   \n","2   3         227                   40.0           0.8125           0.1875   \n","3   4         167                   30.0           0.7500           0.0000   \n","4   5         194                   80.0           0.0000           0.6250   \n","\n","   percent_atom_in  lattice_vector_1_ang  lattice_vector_2_ang  \\\n","0            0.000                9.9523                8.5513   \n","1            0.000                6.1840                6.1838   \n","2            0.000                9.7510                5.6595   \n","3            0.250                5.0036                5.0034   \n","4            0.375                6.6614                6.6612   \n","\n","   lattice_vector_3_ang  lattice_angle_alpha_degree  \\\n","0                9.1775                     90.0026   \n","1               23.6287                     90.0186   \n","2               13.9630                     90.9688   \n","3               13.5318                     89.9888   \n","4               24.5813                     89.9960   \n","\n","   lattice_angle_beta_degree  lattice_angle_gamma_degree  \\\n","0                    90.0023                     90.0017   \n","1                    89.9980                    120.0025   \n","2                    91.1228                     30.5185   \n","3                    90.0119                    120.0017   \n","4                    90.0006                    119.9893   \n","\n","   formation_energy_ev_natom  bandgap_energy_ev  \n","0                     0.0680             3.4387  \n","1                     0.2490             2.9210  \n","2                     0.1821             2.7438  \n","3                     0.2172             3.3492  \n","4                     0.0505             1.3793  "],"text/html":["\n","\n","  <div id=\"df-552503eb-c96b-447c-b32b-7fbff53eaeef\">\n","    <div class=\"colab-df-container\">\n","      <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>id</th>\n","      <th>spacegroup</th>\n","      <th>number_of_total_atoms</th>\n","      <th>percent_atom_al</th>\n","      <th>percent_atom_ga</th>\n","      <th>percent_atom_in</th>\n","      <th>lattice_vector_1_ang</th>\n","      <th>lattice_vector_2_ang</th>\n","      <th>lattice_vector_3_ang</th>\n","      <th>lattice_angle_alpha_degree</th>\n","      <th>lattice_angle_beta_degree</th>\n","      <th>lattice_angle_gamma_degree</th>\n","      <th>formation_energy_ev_natom</th>\n","      <th>bandgap_energy_ev</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>1</td>\n","      <td>33</td>\n","      <td>80.0</td>\n","      <td>0.6250</td>\n","      <td>0.3750</td>\n","      <td>0.000</td>\n","      <td>9.9523</td>\n","      <td>8.5513</td>\n","      <td>9.1775</td>\n","      <td>90.0026</td>\n","      <td>90.0023</td>\n","      <td>90.0017</td>\n","      <td>0.0680</td>\n","      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    <td>0.250</td>\n","      <td>5.0036</td>\n","      <td>5.0034</td>\n","      <td>13.5318</td>\n","      <td>89.9888</td>\n","      <td>90.0119</td>\n","      <td>120.0017</td>\n","      <td>0.2172</td>\n","      <td>3.3492</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>5</td>\n","      <td>194</td>\n","      <td>80.0</td>\n","      <td>0.0000</td>\n","      <td>0.6250</td>\n","      <td>0.375</td>\n","      <td>6.6614</td>\n","      <td>6.6612</td>\n","      <td>24.5813</td>\n","      <td>89.9960</td>\n","      <td>90.0006</td>\n","      <td>119.9893</td>\n","      <td>0.0505</td>\n","      <td>1.3793</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-552503eb-c96b-447c-b32b-7fbff53eaeef')\"\n","              title=\"Convert this dataframe to an interactive table.\"\n","              style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" 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'x_Ga',\n","                        'percent_atom_in' : 'x_In',\n","                        'lattice_vector_1_ang' : 'a',\n","                        'lattice_vector_2_ang' : 'b',\n","                        'lattice_vector_3_ang' : 'c',\n","                        'lattice_angle_alpha_degree' : 'alpha',\n","                        'lattice_angle_beta_degree' : 'beta',\n","                        'lattice_angle_gamma_degree' : 'gamma',\n","                        'formation_energy_ev_natom' : 'E',\n","                        'bandgap_energy_ev' : 'Eg'})"],"metadata":{"id":"PN992EskdCtS","executionInfo":{"status":"ok","timestamp":1689084104570,"user_tz":300,"elapsed":160,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":5,"outputs":[]},{"cell_type":"markdown","source":["# Compute a couple features that may be helpful"],"metadata":{"id":"3WfDULuafS8P"}},{"cell_type":"code","source":["def get_volume(row):\n","    a, b, c, alpha, beta, gamma = row['a'], row['b'], row['c'], row['alpha'], row['beta'], row['gamma']\n","    alpha, beta, gamma = np.deg2rad(alpha), np.deg2rad(beta), np.deg2rad(gamma)\n","    return a*b*c*np.sqrt(1 - np.cos(alpha)**2 - np.cos(beta)**2 - np.cos(gamma)**2 + 2*np.cos(alpha)*np.cos(beta)*np.cos(gamma))\n","df['volume'] = df.apply(get_volume, axis=1)\n","\n","df['atomic_density'] = df['Natoms'] / df['volume']\n","df.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":0},"id":"D7JLXQV2fPmJ","executionInfo":{"status":"ok","timestamp":1689084104735,"user_tz":300,"elapsed":173,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"58d2430c-7b1f-4d5a-b130-cfd63cde6f70"},"execution_count":6,"outputs":[{"output_type":"execute_result","data":{"text/plain":["   id   sg  Natoms    x_Al    x_Ga   x_In       a       b        c    alpha  \\\n","0   1   33    80.0  0.6250  0.3750  0.000  9.9523  8.5513   9.1775  90.0026   \n","1   2  194    80.0  0.6250  0.3750  0.000  6.1840  6.1838  23.6287  90.0186   \n","2   3  227    40.0  0.8125  0.1875  0.000  9.7510  5.6595  13.9630  90.9688   \n","3   4  167    30.0  0.7500  0.0000  0.250  5.0036  5.0034  13.5318  89.9888   \n","4   5  194    80.0  0.0000  0.6250  0.375  6.6614  6.6612  24.5813  89.9960   \n","\n","      beta     gamma       E      Eg      volume  atomic_density  \n","0  90.0023   90.0017  0.0680  3.4387  781.052081        0.102426  \n","1  89.9980  120.0025  0.2490  2.9210  782.500110        0.102236  \n","2  91.1228   30.5185  0.1821  2.7438  391.227531        0.102242  \n","3  90.0119  120.0017  0.2172  3.3492  293.377334        0.102257  \n","4  90.0006  119.9893  0.0505  1.3793  944.713843        0.084682  "],"text/html":["\n","\n","  <div id=\"df-87e19d85-7844-4f55-8418-eeb9bf22c8ce\">\n","    <div class=\"colab-df-container\">\n","      <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe 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mole_fractions = [row[column] for column in columns]\n","    data = dict(zip(elements, mole_fractions))\n","\n","    for el in elements:\n","        orig_frac = data[el]\n","        data[el] = orig_frac*2\n","\n","    data['O'] = 3\n","\n","    formula = Composition(data).formula\n","    return formula\n","\n","df['formula'] = df.apply(get_formula, axis=1)\n","df.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":426},"id":"uFB4JHEPfUWf","executionInfo":{"status":"ok","timestamp":1689084105162,"user_tz":300,"elapsed":429,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"ba11950f-4d1e-4dcf-908f-658985b1093b"},"execution_count":7,"outputs":[{"output_type":"execute_result","data":{"text/plain":["   id   sg  Natoms    x_Al    x_Ga   x_In       a       b        c    alpha  \\\n","0   1   33    80.0  0.6250  0.3750  0.000  9.9523  8.5513   9.1775  90.0026   \n","1   2  194    80.0  0.6250  0.3750  0.000  6.1840  6.1838  23.6287  90.0186   \n","2   3  227    40.0  0.8125  0.1875  0.000  9.7510  5.6595  13.9630  90.9688   \n","3   4  167    30.0  0.7500  0.0000  0.250  5.0036  5.0034  13.5318  89.9888   \n","4   5  194    80.0  0.0000  0.6250  0.375  6.6614  6.6612  24.5813  89.9960   \n","\n","      beta     gamma       E      Eg      volume  atomic_density  \\\n","0  90.0023   90.0017  0.0680  3.4387  781.052081        0.102426   \n","1  89.9980  120.0025  0.2490  2.9210  782.500110        0.102236   \n","2  91.1228   30.5185  0.1821  2.7438  391.227531        0.102242   \n","3  90.0119  120.0017  0.2172  3.3492  293.377334        0.102257   \n","4  90.0006  119.9893  0.0505  1.3793  944.713843        0.084682   \n","\n","              formula  \n","0    Al1.25 Ga0.75 O3  \n","1    Al1.25 Ga0.75 O3  \n","2  Al1.625 Ga0.375 O3  \n","3      Al1.5 In0.5 O3  \n","4    In0.75 Ga1.25 O3  "],"text/html":["\n","\n","  <div id=\"df-aa363b63-b3f4-4567-991f-8bbc9ac9fcec\">\n","    <div class=\"colab-df-container\">\n","  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<td>0.3750</td>\n","      <td>0.000</td>\n","      <td>9.9523</td>\n","      <td>8.5513</td>\n","      <td>9.1775</td>\n","      <td>90.0026</td>\n","      <td>90.0023</td>\n","      <td>90.0017</td>\n","      <td>0.0680</td>\n","      <td>3.4387</td>\n","      <td>781.052081</td>\n","      <td>0.102426</td>\n","      <td>Al1.25 Ga0.75 O3</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>2</td>\n","      <td>194</td>\n","      <td>80.0</td>\n","      <td>0.6250</td>\n","      <td>0.3750</td>\n","      <td>0.000</td>\n","      <td>6.1840</td>\n","      <td>6.1838</td>\n","      <td>23.6287</td>\n","      <td>90.0186</td>\n","      <td>89.9980</td>\n","      <td>120.0025</td>\n","      <td>0.2490</td>\n","      <td>2.9210</td>\n","      <td>782.500110</td>\n","      <td>0.102236</td>\n","      <td>Al1.25 Ga0.75 O3</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>3</td>\n","      <td>227</td>\n","      <td>40.0</td>\n","      <td>0.8125</td>\n","      <td>0.1875</td>\n","      <td>0.000</td>\n","      <td>9.7510</td>\n","      <td>5.6595</td>\n","      <td>13.9630</td>\n","      <td>90.9688</td>\n","      <td>91.1228</td>\n","      <td>30.5185</td>\n","      <td>0.1821</td>\n","      <td>2.7438</td>\n","      <td>391.227531</td>\n","      <td>0.102242</td>\n","      <td>Al1.625 Ga0.375 O3</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>4</td>\n","      <td>167</td>\n","      <td>30.0</td>\n","      <td>0.7500</td>\n","      <td>0.0000</td>\n","      <td>0.250</td>\n","      <td>5.0036</td>\n","      <td>5.0034</td>\n","      <td>13.5318</td>\n","      <td>89.9888</td>\n","      <td>90.0119</td>\n","      <td>120.0017</td>\n","      <td>0.2172</td>\n","      <td>3.3492</td>\n","      <td>293.377334</td>\n","      <td>0.102257</td>\n","      <td>Al1.5 In0.5 O3</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>5</td>\n","      <td>194</td>\n","      <td>80.0</td>\n","      <td>0.0000</td>\n","      <td>0.6250</td>\n","      <td>0.375</td>\n","      <td>6.6614</td>\n","      <td>6.6612</td>\n","      <td>24.5813</td>\n","      <td>89.9960</td>\n","      <td>90.0006</td>\n","      <td>119.9893</td>\n","      <td>0.0505</td>\n","      <td>1.3793</td>\n","      <td>944.713843</td>\n","      <td>0.084682</td>\n","      <td>In0.75 Ga1.25 O3</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-aa363b63-b3f4-4567-991f-8bbc9ac9fcec')\"\n","              title=\"Convert this dataframe to an interactive table.\"\n","              style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","       width=\"24px\">\n","    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n","    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 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ElementProperty.from_preset('matminer')\n","\n","elprop"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":196},"id":"fvsowoDOfddY","executionInfo":{"status":"ok","timestamp":1689084105163,"user_tz":300,"elapsed":13,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"68384863-e845-4395-b577-6b6f0491611d"},"execution_count":8,"outputs":[{"output_type":"execute_result","data":{"text/plain":["ElementProperty(data_source=<matminer.utils.data.PymatgenData object at 0x7f8e00ef7190>,\n","                features=['X', 'row', 'group', 'block', 'atomic_mass',\n","                          'atomic_radius', 'mendeleev_no',\n","                          'electrical_resistivity', 'velocity_of_sound',\n","                          'thermal_conductivity', 'melting_point',\n","                          'bulk_modulus',\n","                          'coefficient_of_linear_thermal_expansion'],\n","                stats=['minimum', 'maximum', 'range', 'mean', 'std_dev'])"],"text/html":["<style>#sk-container-id-1 {color: black;background-color: white;}#sk-container-id-1 pre{padding: 0;}#sk-container-id-1 div.sk-toggleable {background-color: white;}#sk-container-id-1 label.sk-toggleable__label {cursor: pointer;display: block;width: 100%;margin-bottom: 0;padding: 0.3em;box-sizing: border-box;text-align: center;}#sk-container-id-1 label.sk-toggleable__label-arrow:before {content: \"▸\";float: left;margin-right: 0.25em;color: #696969;}#sk-container-id-1 label.sk-toggleable__label-arrow:hover:before {color: black;}#sk-container-id-1 div.sk-estimator:hover label.sk-toggleable__label-arrow:before {color: black;}#sk-container-id-1 div.sk-toggleable__content {max-height: 0;max-width: 0;overflow: hidden;text-align: left;background-color: #f0f8ff;}#sk-container-id-1 div.sk-toggleable__content pre {margin: 0.2em;color: black;border-radius: 0.25em;background-color: #f0f8ff;}#sk-container-id-1 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relative;background-color: white;}#sk-container-id-1 div.sk-parallel-item:first-child::after {align-self: flex-end;width: 50%;}#sk-container-id-1 div.sk-parallel-item:last-child::after {align-self: flex-start;width: 50%;}#sk-container-id-1 div.sk-parallel-item:only-child::after {width: 0;}#sk-container-id-1 div.sk-dashed-wrapped {border: 1px dashed gray;margin: 0 0.4em 0.5em 0.4em;box-sizing: border-box;padding-bottom: 0.4em;background-color: white;}#sk-container-id-1 div.sk-label label {font-family: monospace;font-weight: bold;display: inline-block;line-height: 1.2em;}#sk-container-id-1 div.sk-label-container {text-align: center;}#sk-container-id-1 div.sk-container {/* jupyter's `normalize.less` sets `[hidden] { display: none; }` but bootstrap.min.css set `[hidden] { display: none !important; }` so we also need the `!important` here to be able to override the default hidden behavior on the sphinx rendered scikit-learn.org. See: https://github.com/scikit-learn/scikit-learn/issues/21755 */display: inline-block !important;position: relative;}#sk-container-id-1 div.sk-text-repr-fallback {display: none;}</style><div id=\"sk-container-id-1\" class=\"sk-top-container\"><div class=\"sk-text-repr-fallback\"><pre>ElementProperty(data_source=&lt;matminer.utils.data.PymatgenData object at 0x7f8e00ef7190&gt;,\n","                features=[&#x27;X&#x27;, &#x27;row&#x27;, &#x27;group&#x27;, &#x27;block&#x27;, &#x27;atomic_mass&#x27;,\n","                          &#x27;atomic_radius&#x27;, &#x27;mendeleev_no&#x27;,\n","                          &#x27;electrical_resistivity&#x27;, &#x27;velocity_of_sound&#x27;,\n","                          &#x27;thermal_conductivity&#x27;, &#x27;melting_point&#x27;,\n","                          &#x27;bulk_modulus&#x27;,\n","                          &#x27;coefficient_of_linear_thermal_expansion&#x27;],\n","                stats=[&#x27;minimum&#x27;, &#x27;maximum&#x27;, &#x27;range&#x27;, &#x27;mean&#x27;, &#x27;std_dev&#x27;])</pre><b>In a Jupyter environment, please rerun this cell to show the HTML representation or trust the notebook. <br />On GitHub, the HTML representation is unable to render, please try loading this page with nbviewer.org.</b></div><div class=\"sk-container\" hidden><div class=\"sk-item\"><div class=\"sk-estimator sk-toggleable\"><input class=\"sk-toggleable__control sk-hidden--visually\" id=\"sk-estimator-id-1\" type=\"checkbox\" checked><label for=\"sk-estimator-id-1\" class=\"sk-toggleable__label sk-toggleable__label-arrow\">ElementProperty</label><div class=\"sk-toggleable__content\"><pre>ElementProperty(data_source=&lt;matminer.utils.data.PymatgenData object at 0x7f8e00ef7190&gt;,\n","                features=[&#x27;X&#x27;, &#x27;row&#x27;, &#x27;group&#x27;, &#x27;block&#x27;, &#x27;atomic_mass&#x27;,\n","                          &#x27;atomic_radius&#x27;, &#x27;mendeleev_no&#x27;,\n","                          &#x27;electrical_resistivity&#x27;, &#x27;velocity_of_sound&#x27;,\n","                          &#x27;thermal_conductivity&#x27;, &#x27;melting_point&#x27;,\n","                          &#x27;bulk_modulus&#x27;,\n","                          &#x27;coefficient_of_linear_thermal_expansion&#x27;],\n","                stats=[&#x27;minimum&#x27;, &#x27;maximum&#x27;, &#x27;range&#x27;, &#x27;mean&#x27;, &#x27;std_dev&#x27;])</pre></div></div></div></div></div>"]},"metadata":{},"execution_count":8}]},{"cell_type":"markdown","source":["## Let's see what these look like"],"metadata":{"id":"XJK7TQ4vfqBk"}},{"cell_type":"code","source":["some_formula = 'Al2O3'\n","elprop.featurize(Composition(some_formula))"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"MzfHeQ83fmvJ","executionInfo":{"status":"ok","timestamp":1689084105163,"user_tz":300,"elapsed":10,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"41004f60-3cfc-4290-d2f3-989b3ac8f782"},"execution_count":9,"outputs":[{"output_type":"execute_result","data":{"text/plain":["[1.61,\n"," 3.44,\n"," 1.8299999999999998,\n"," 2.708,\n"," 1.2940054095713818,\n"," 2,\n"," 3,\n"," 1,\n"," 2.4,\n"," 0.7071067811865476,\n"," 13,\n"," 16,\n"," 3,\n"," 14.8,\n"," 2.121320343559643,\n"," 2.0,\n"," 2.0,\n"," 0.0,\n"," 2.0,\n"," 0.0,\n"," 15.9994,\n"," 26.9815386,\n"," 10.9821386,\n"," 20.39225544,\n"," 7.7655446759905375,\n"," 0.6,\n"," 1.25,\n"," 0.65,\n"," 0.86,\n"," 0.45961940777125593,\n"," 80.0,\n"," 101.0,\n"," 21.0,\n"," 92.6,\n"," 14.849242404917499,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," 317.5,\n"," 5100.0,\n"," 4782.5,\n"," 2230.5,\n"," 3381.7381810246634,\n"," 0.02658,\n"," 235.0,\n"," 234.97342,\n"," 94.01594800000001,\n"," 166.15129868059472,\n"," 54.8,\n"," 933.47,\n"," 878.6700000000001,\n"," 406.26800000000003,\n"," 621.3135154251837,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," nan,\n"," nan]"]},"metadata":{},"execution_count":9}]},{"cell_type":"markdown","source":["# What do these numbers mean?"],"metadata":{"id":"SrAq8-nvfymh"}},{"cell_type":"code","source":["feature_values = elprop.featurize(Composition(some_formula))\n","feature_labels = elprop.feature_labels()\n","labels_to_values = dict(zip(feature_labels, feature_values))\n","labels_to_values = {k : v for i, (k, v) in enumerate(labels_to_values.items()) if v}\n","labels_to_values"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"pj4udQ8_ftAm","executionInfo":{"status":"ok","timestamp":1689084105164,"user_tz":300,"elapsed":8,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"27ae6763-4a85-464f-bdf2-cf5dcb52cb73"},"execution_count":10,"outputs":[{"output_type":"execute_result","data":{"text/plain":["{'PymatgenData minimum X': 1.61,\n"," 'PymatgenData maximum X': 3.44,\n"," 'PymatgenData range X': 1.8299999999999998,\n"," 'PymatgenData mean X': 2.708,\n"," 'PymatgenData std_dev X': 1.2940054095713818,\n"," 'PymatgenData minimum row': 2,\n"," 'PymatgenData maximum row': 3,\n"," 'PymatgenData range row': 1,\n"," 'PymatgenData mean row': 2.4,\n"," 'PymatgenData std_dev row': 0.7071067811865476,\n"," 'PymatgenData minimum group': 13,\n"," 'PymatgenData maximum group': 16,\n"," 'PymatgenData range group': 3,\n"," 'PymatgenData mean group': 14.8,\n"," 'PymatgenData std_dev group': 2.121320343559643,\n"," 'PymatgenData minimum block': 2.0,\n"," 'PymatgenData maximum block': 2.0,\n"," 'PymatgenData mean block': 2.0,\n"," 'PymatgenData minimum atomic_mass': 15.9994,\n"," 'PymatgenData maximum atomic_mass': 26.9815386,\n"," 'PymatgenData range atomic_mass': 10.9821386,\n"," 'PymatgenData mean atomic_mass': 20.39225544,\n"," 'PymatgenData std_dev atomic_mass': 7.7655446759905375,\n"," 'PymatgenData minimum atomic_radius': 0.6,\n"," 'PymatgenData maximum atomic_radius': 1.25,\n"," 'PymatgenData range atomic_radius': 0.65,\n"," 'PymatgenData mean atomic_radius': 0.86,\n"," 'PymatgenData std_dev atomic_radius': 0.45961940777125593,\n"," 'PymatgenData minimum mendeleev_no': 80.0,\n"," 'PymatgenData maximum mendeleev_no': 101.0,\n"," 'PymatgenData range mendeleev_no': 21.0,\n"," 'PymatgenData mean mendeleev_no': 92.6,\n"," 'PymatgenData std_dev mendeleev_no': 14.849242404917499,\n"," 'PymatgenData minimum electrical_resistivity': nan,\n"," 'PymatgenData maximum electrical_resistivity': nan,\n"," 'PymatgenData range electrical_resistivity': nan,\n"," 'PymatgenData mean electrical_resistivity': nan,\n"," 'PymatgenData std_dev electrical_resistivity': nan,\n"," 'PymatgenData minimum velocity_of_sound': 317.5,\n"," 'PymatgenData maximum velocity_of_sound': 5100.0,\n"," 'PymatgenData range velocity_of_sound': 4782.5,\n"," 'PymatgenData mean velocity_of_sound': 2230.5,\n"," 'PymatgenData std_dev velocity_of_sound': 3381.7381810246634,\n"," 'PymatgenData minimum thermal_conductivity': 0.02658,\n"," 'PymatgenData maximum thermal_conductivity': 235.0,\n"," 'PymatgenData range thermal_conductivity': 234.97342,\n"," 'PymatgenData mean thermal_conductivity': 94.01594800000001,\n"," 'PymatgenData std_dev thermal_conductivity': 166.15129868059472,\n"," 'PymatgenData minimum melting_point': 54.8,\n"," 'PymatgenData maximum melting_point': 933.47,\n"," 'PymatgenData range melting_point': 878.6700000000001,\n"," 'PymatgenData mean melting_point': 406.26800000000003,\n"," 'PymatgenData std_dev melting_point': 621.3135154251837,\n"," 'PymatgenData minimum bulk_modulus': nan,\n"," 'PymatgenData maximum bulk_modulus': nan,\n"," 'PymatgenData range bulk_modulus': nan,\n"," 'PymatgenData mean bulk_modulus': nan,\n"," 'PymatgenData std_dev bulk_modulus': nan,\n"," 'PymatgenData minimum coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData maximum coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData range coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData mean coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData std_dev coefficient_of_linear_thermal_expansion': nan}"]},"metadata":{},"execution_count":10}]},{"cell_type":"markdown","source":["# To save time, I generated these features for all formulas in this dataset and saved as a `.json` file"],"metadata":{"id":"AsGmLDzaf6xm"}},{"cell_type":"code","source":["with open(os.path.join(data_dir, 'nomad', 'nomad_train_composition_features.json')) as f:\n","    composition_features = json.load(f)\n","\n","some_formula = df.formula.values[1234]\n","print(some_formula)\n","composition_features[some_formula]"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"R-LyG7Jif12h","executionInfo":{"status":"ok","timestamp":1689084105305,"user_tz":300,"elapsed":147,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"97d06586-759f-43f5-b140-4f54f40761e8"},"execution_count":11,"outputs":[{"output_type":"stream","name":"stdout","text":["Al1.125 In0.25 Ga0.625 O3\n"]},{"output_type":"execute_result","data":{"text/plain":["{'PymatgenData minimum X': 1.61,\n"," 'PymatgenData maximum X': 3.44,\n"," 'PymatgenData range X': 1.8299999999999998,\n"," 'PymatgenData mean X': 2.7415,\n"," 'PymatgenData std_dev X': 1.1346870321068756,\n"," 'PymatgenData minimum row': 2,\n"," 'PymatgenData maximum row': 5,\n"," 'PymatgenData range row': 3,\n"," 'PymatgenData mean row': 2.625,\n"," 'PymatgenData std_dev row': 1.171787241425887,\n"," 'PymatgenData minimum group': 13,\n"," 'PymatgenData maximum group': 16,\n"," 'PymatgenData range group': 3,\n"," 'PymatgenData mean group': 14.8,\n"," 'PymatgenData std_dev group': 1.9445260654606864,\n"," 'PymatgenData minimum block': 2.0,\n"," 'PymatgenData maximum block': 2.0,\n"," 'PymatgenData mean block': 2.0,\n"," 'PymatgenData minimum atomic_mass': 15.9994,\n"," 'PymatgenData maximum atomic_mass': 114.818,\n"," 'PymatgenData range atomic_mass': 98.8186,\n"," 'PymatgenData mean atomic_mass': 30.126761185,\n"," 'PymatgenData std_dev atomic_mass': 34.41510682280223,\n"," 'PymatgenData minimum atomic_radius': 0.6,\n"," 'PymatgenData maximum atomic_radius': 1.55,\n"," 'PymatgenData range atomic_radius': 0.9500000000000001,\n"," 'PymatgenData mean atomic_radius': 0.88125,\n"," 'PymatgenData std_dev atomic_radius': 0.462768639823807,\n"," 'PymatgenData minimum mendeleev_no': 79.0,\n"," 'PymatgenData maximum mendeleev_no': 101.0,\n"," 'PymatgenData range mendeleev_no': 22.0,\n"," 'PymatgenData mean mendeleev_no': 92.675,\n"," 'PymatgenData std_dev mendeleev_no': 13.500587555088257,\n"," 'PymatgenData minimum electrical_resistivity': nan,\n"," 'PymatgenData maximum electrical_resistivity': nan,\n"," 'PymatgenData range electrical_resistivity': nan,\n"," 'PymatgenData mean electrical_resistivity': nan,\n"," 'PymatgenData std_dev electrical_resistivity': nan,\n"," 'PymatgenData minimum velocity_of_sound': 317.5,\n"," 'PymatgenData maximum velocity_of_sound': 5100.0,\n"," 'PymatgenData range velocity_of_sound': 4782.5,\n"," 'PymatgenData mean velocity_of_sound': 1741.25,\n"," 'PymatgenData std_dev velocity_of_sound': 2610.5470095897335,\n"," 'PymatgenData minimum thermal_conductivity': 0.02658,\n"," 'PymatgenData maximum thermal_conductivity': 235.0,\n"," 'PymatgenData range thermal_conductivity': 234.97342,\n"," 'PymatgenData mean thermal_conductivity': 60.615948,\n"," 'PymatgenData std_dev thermal_conductivity': 126.85495272899654,\n"," 'PymatgenData minimum melting_point': 54.8,\n"," 'PymatgenData maximum melting_point': 933.47,\n"," 'PymatgenData range melting_point': 878.6700000000001,\n"," 'PymatgenData mean melting_point': 302.262,\n"," 'PymatgenData std_dev melting_point': 471.8796590201114,\n"," 'PymatgenData minimum bulk_modulus': nan,\n"," 'PymatgenData maximum bulk_modulus': nan,\n"," 'PymatgenData range bulk_modulus': nan,\n"," 'PymatgenData mean bulk_modulus': nan,\n"," 'PymatgenData std_dev bulk_modulus': nan,\n"," 'PymatgenData minimum coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData maximum coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData range coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData mean coefficient_of_linear_thermal_expansion': nan,\n"," 'PymatgenData std_dev coefficient_of_linear_thermal_expansion': nan}"]},"metadata":{},"execution_count":11}]},{"cell_type":"markdown","source":["# Let's consider only the \"mean\" stat for each feature"],"metadata":{"id":"2MVx7J4qgMcu"}},{"cell_type":"code","source":["mean_features = [f for f in feature_labels if 'mean' in f]\n","mean_features"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"Aiizkhk3gHNV","executionInfo":{"status":"ok","timestamp":1689084105305,"user_tz":300,"elapsed":7,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"6cc52d57-8765-41f4-ddab-7b12e9734a9b"},"execution_count":12,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['PymatgenData mean X',\n"," 'PymatgenData mean row',\n"," 'PymatgenData mean group',\n"," 'PymatgenData mean block',\n"," 'PymatgenData mean atomic_mass',\n"," 'PymatgenData mean atomic_radius',\n"," 'PymatgenData mean mendeleev_no',\n"," 'PymatgenData mean electrical_resistivity',\n"," 'PymatgenData mean velocity_of_sound',\n"," 'PymatgenData mean thermal_conductivity',\n"," 'PymatgenData mean melting_point',\n"," 'PymatgenData mean bulk_modulus',\n"," 'PymatgenData mean coefficient_of_linear_thermal_expansion']"]},"metadata":{},"execution_count":12}]},{"cell_type":"markdown","source":["# Add these to our `DataFrame`"],"metadata":{"id":"tI9hjDPHgZGN"}},{"cell_type":"code","source":["def add_feature_to_df(feature, df, composition_features):\n","    formulas = df.formula.values\n","    feature_values = [composition_features[formula][feature] for formula in formulas]\n","    df['_'.join(feature.split(' ')[-2:])] = feature_values\n","    return df\n","\n","for feature in mean_features:\n","    df = add_feature_to_df(feature, df, composition_features)\n","\n","df.head()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":0},"id":"ZWlQjrAbgRgK","executionInfo":{"status":"ok","timestamp":1689084105306,"user_tz":300,"elapsed":5,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"341fe6a8-8cbb-4ccb-ca74-b203e76cb191"},"execution_count":13,"outputs":[{"output_type":"execute_result","data":{"text/plain":["   id   sg  Natoms    x_Al    x_Ga   x_In       a       b        c    alpha  \\\n","0   1   33    80.0  0.6250  0.3750  0.000  9.9523  8.5513   9.1775  90.0026   \n","1   2  194    80.0  0.6250  0.3750  0.000  6.1840  6.1838  23.6287  90.0186   \n","2   3  227    40.0  0.8125  0.1875  0.000  9.7510  5.6595  13.9630  90.9688   \n","3   4  167    30.0  0.7500  0.0000  0.250  5.0036  5.0034  13.5318  89.9888   \n","4   5  194    80.0  0.0000  0.6250  0.375  6.6614  6.6612  24.5813  89.9960   \n","\n","   ...  mean_block  mean_atomic_mass  mean_atomic_radius  mean_mendeleev_no  \\\n","0  ...         2.0         26.803475             0.86750             92.750   \n","1  ...         2.0         26.803475             0.86750             92.750   \n","2  ...         2.0         23.597865             0.86375             92.675   \n","3  ...         2.0         29.175902             0.89000             92.500   \n","4  ...         2.0         44.253090             0.91750             92.700   \n","\n","   mean_electrical_resistivity  mean_velocity_of_sound  \\\n","0                          NaN                 1876.50   \n","1                          NaN                 1876.50   \n","2                          NaN                 2053.50   \n","3                          NaN                 1842.00   \n","4                          NaN                 1057.75   \n","\n","  mean_thermal_conductivity  mean_melting_point  mean_bulk_modulus  \\\n","0                 63.115948             311.684                NaN   \n","1                 63.115948             311.684                NaN   \n","2                 78.565948             358.976                NaN   \n","3                 78.715948             355.896                NaN   \n","4                 19.565948             173.070                NaN   \n","\n","   mean_coefficient_of_linear_thermal_expansion  \n","0                                           NaN  \n","1                                           NaN  \n","2                                           NaN  \n","3                                           NaN  \n","4                                           NaN  \n","\n","[5 rows x 30 columns]"],"text/html":["\n","\n","  <div id=\"df-5949e89f-3fc3-49cd-ae08-b3cebe28a5c5\">\n","    <div class=\"colab-df-container\">\n","      <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>id</th>\n","      <th>sg</th>\n","      <th>Natoms</th>\n","      <th>x_Al</th>\n","      <th>x_Ga</th>\n","      <th>x_In</th>\n","      <th>a</th>\n","      <th>b</th>\n","      <th>c</th>\n","      <th>alpha</th>\n","      <th>...</th>\n","      <th>mean_block</th>\n","      <th>mean_atomic_mass</th>\n","      <th>mean_atomic_radius</th>\n","      <th>mean_mendeleev_no</th>\n","      <th>mean_electrical_resistivity</th>\n","      <th>mean_velocity_of_sound</th>\n","      <th>mean_thermal_conductivity</th>\n","      <th>mean_melting_point</th>\n","      <th>mean_bulk_modulus</th>\n","      <th>mean_coefficient_of_linear_thermal_expansion</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>1</td>\n","      <td>33</td>\n","      <td>80.0</td>\n","      <td>0.6250</td>\n","      <td>0.3750</td>\n","      <td>0.000</td>\n","      <td>9.9523</td>\n","      <td>8.5513</td>\n","      <td>9.1775</td>\n","      <td>90.0026</td>\n","      <td>...</td>\n","      <td>2.0</td>\n","      <td>26.803475</td>\n","      <td>0.86750</td>\n","      <td>92.750</td>\n","      <td>NaN</td>\n","      <td>1876.50</td>\n","      <td>63.115948</td>\n","      <td>311.684</td>\n","      <td>NaN</td>\n","      <td>NaN</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>2</td>\n","      <td>194</td>\n","      <td>80.0</td>\n","      <td>0.6250</td>\n","      <td>0.3750</td>\n","      <td>0.000</td>\n","      <td>6.1840</td>\n","      <td>6.1838</td>\n","      <td>23.6287</td>\n","      <td>90.0186</td>\n","      <td>...</td>\n","      <td>2.0</td>\n","      <td>26.803475</td>\n","      <td>0.86750</td>\n","      <td>92.750</td>\n","      <td>NaN</td>\n","      <td>1876.50</td>\n","      <td>63.115948</td>\n","      <td>311.684</td>\n","      <td>NaN</td>\n","      <td>NaN</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>3</td>\n","      <td>227</td>\n","      <td>40.0</td>\n","      <td>0.8125</td>\n","      <td>0.1875</td>\n","      <td>0.000</td>\n","      <td>9.7510</td>\n","      <td>5.6595</td>\n","      <td>13.9630</td>\n","      <td>90.9688</td>\n","      <td>...</td>\n","      <td>2.0</td>\n","      <td>23.597865</td>\n","      <td>0.86375</td>\n","      <td>92.675</td>\n","      <td>NaN</td>\n","      <td>2053.50</td>\n","      <td>78.565948</td>\n","      <td>358.976</td>\n","      <td>NaN</td>\n","      <td>NaN</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>4</td>\n","      <td>167</td>\n","      <td>30.0</td>\n","      <td>0.7500</td>\n","      <td>0.0000</td>\n","      <td>0.250</td>\n","      <td>5.0036</td>\n","      <td>5.0034</td>\n","      <td>13.5318</td>\n","      <td>89.9888</td>\n","      <td>...</td>\n","      <td>2.0</td>\n","      <td>29.175902</td>\n","      <td>0.89000</td>\n","      <td>92.500</td>\n","      <td>NaN</td>\n","      <td>1842.00</td>\n","      <td>78.715948</td>\n","      <td>355.896</td>\n","      <td>NaN</td>\n","      <td>NaN</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>5</td>\n","      <td>194</td>\n","      <td>80.0</td>\n","      <td>0.0000</td>\n","      <td>0.6250</td>\n","      <td>0.375</td>\n","      <td>6.6614</td>\n","      <td>6.6612</td>\n","      <td>24.5813</td>\n","      <td>89.9960</td>\n","      <td>...</td>\n","      <td>2.0</td>\n","      <td>44.253090</td>\n","      <td>0.91750</td>\n","      <td>92.700</td>\n","      <td>NaN</td>\n","      <td>1057.75</td>\n","      <td>19.565948</td>\n","      <td>173.070</td>\n","      <td>NaN</td>\n","      <td>NaN</td>\n","    </tr>\n","  </tbody>\n","</table>\n","<p>5 rows × 30 columns</p>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-5949e89f-3fc3-49cd-ae08-b3cebe28a5c5')\"\n","              title=\"Convert this dataframe to an interactive table.\"\n","              style=\"display:none;\">\n","\n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","       width=\"24px\">\n","    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n","    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n","  </svg>\n","    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Visit the ' +\n","            '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n","            + ' to learn more about interactive tables.';\n","          element.innerHTML = '';\n","          dataTable['output_type'] = 'display_data';\n","          await google.colab.output.renderOutput(dataTable, element);\n","          const docLink = document.createElement('div');\n","          docLink.innerHTML = docLinkHtml;\n","          element.appendChild(docLink);\n","        }\n","      </script>\n","    </div>\n","  </div>\n"]},"metadata":{},"execution_count":13}]},{"cell_type":"markdown","source":["# **Hands-on**: Play with this data for a minute.\n","- Our goal will be to predict the total energy, E, and band gap, Eg, using the other columns in the `DataFrame`\n","- Do you notice anything we should take care of first?"],"metadata":{"id":"fd6gz-L0g1OW"}},{"cell_type":"code","source":["all_columns = list(df)\n","all_columns"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"xaJcDC58hdRr","executionInfo":{"status":"ok","timestamp":1689084105450,"user_tz":300,"elapsed":148,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"9d81ccfd-4ac0-415d-f70d-109404f39373"},"execution_count":14,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['id',\n"," 'sg',\n"," 'Natoms',\n"," 'x_Al',\n"," 'x_Ga',\n"," 'x_In',\n"," 'a',\n"," 'b',\n"," 'c',\n"," 'alpha',\n"," 'beta',\n"," 'gamma',\n"," 'E',\n"," 'Eg',\n"," 'volume',\n"," 'atomic_density',\n"," 'formula',\n"," 'mean_X',\n"," 'mean_row',\n"," 'mean_group',\n"," 'mean_block',\n"," 'mean_atomic_mass',\n"," 'mean_atomic_radius',\n"," 'mean_mendeleev_no',\n"," 'mean_electrical_resistivity',\n"," 'mean_velocity_of_sound',\n"," 'mean_thermal_conductivity',\n"," 'mean_melting_point',\n"," 'mean_bulk_modulus',\n"," 'mean_coefficient_of_linear_thermal_expansion']"]},"metadata":{},"execution_count":14}]},{"cell_type":"code","source":["targets = ['E', 'Eg']"],"metadata":{"id":"z5G1wktEhfyf","executionInfo":{"status":"ok","timestamp":1689084105450,"user_tz":300,"elapsed":8,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":15,"outputs":[]},{"cell_type":"code","source":["non_features = ['formula']"],"metadata":{"id":"LZCrkERjhiDM","executionInfo":{"status":"ok","timestamp":1689084105450,"user_tz":300,"elapsed":8,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":16,"outputs":[]},{"cell_type":"code","source":["possible_features = [f for f in all_columns if f not in non_features + targets]"],"metadata":{"id":"D-9HCvLZhkQL","executionInfo":{"status":"ok","timestamp":1689084105451,"user_tz":300,"elapsed":8,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":17,"outputs":[]},{"cell_type":"code","source":["no_variance_features = [col for col in possible_features if isinstance(df[col].values[0], float) if df[col].mean() == df[col].max()]\n","no_variance_features"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"CMDudVq5hWul","executionInfo":{"status":"ok","timestamp":1689084105451,"user_tz":300,"elapsed":8,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"1ee1beaf-9ad0-48ac-cd98-bb0c479c0602"},"execution_count":18,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['mean_block']"]},"metadata":{},"execution_count":18}]},{"cell_type":"code","source":["df.isna().sum()"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"b27dGWZ3gRIr","executionInfo":{"status":"ok","timestamp":1689084105451,"user_tz":300,"elapsed":6,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"5f65adbe-2f10-4094-ccd6-a580d304fa30"},"execution_count":19,"outputs":[{"output_type":"execute_result","data":{"text/plain":["id                                                 0\n","sg                                                 0\n","Natoms                                             0\n","x_Al                                               0\n","x_Ga                                               0\n","x_In                                               0\n","a                                                  0\n","b                                                  0\n","c                                                  0\n","alpha                                              0\n","beta                                               0\n","gamma                                              0\n","E                                                  0\n","Eg                                                 0\n","volume                                             0\n","atomic_density                                     0\n","formula                                            0\n","mean_X                                             0\n","mean_row                                           0\n","mean_group                                         0\n","mean_block                                         0\n","mean_atomic_mass                                   0\n","mean_atomic_radius                                 0\n","mean_mendeleev_no                                  0\n","mean_electrical_resistivity                     2400\n","mean_velocity_of_sound                             0\n","mean_thermal_conductivity                          0\n","mean_melting_point                                 0\n","mean_bulk_modulus                               2400\n","mean_coefficient_of_linear_thermal_expansion    2400\n","dtype: int64"]},"metadata":{},"execution_count":19}]},{"cell_type":"code","source":["nan_features = ['mean_electrical_resistivity', 'mean_bulk_modulus', 'mean_coefficient_of_linear_thermal_expansion']"],"metadata":{"id":"2E3jRDk9hZMV","executionInfo":{"status":"ok","timestamp":1689084105451,"user_tz":300,"elapsed":5,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":20,"outputs":[]},{"cell_type":"code","source":["good_features = [f for f in possible_features if f not in nan_features+no_variance_features]"],"metadata":{"id":"jRINAbcUh3OZ","executionInfo":{"status":"ok","timestamp":1689084105451,"user_tz":300,"elapsed":5,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":21,"outputs":[]},{"cell_type":"code","source":["good_features"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"rYXyY5eYh8q6","executionInfo":{"status":"ok","timestamp":1689084105451,"user_tz":300,"elapsed":5,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"3dabe020-4e01-4ec2-f2e5-6aa0dab33815"},"execution_count":22,"outputs":[{"output_type":"execute_result","data":{"text/plain":["['id',\n"," 'sg',\n"," 'Natoms',\n"," 'x_Al',\n"," 'x_Ga',\n"," 'x_In',\n"," 'a',\n"," 'b',\n"," 'c',\n"," 'alpha',\n"," 'beta',\n"," 'gamma',\n"," 'volume',\n"," 'atomic_density',\n"," 'mean_X',\n"," 'mean_row',\n"," 'mean_group',\n"," 'mean_atomic_mass',\n"," 'mean_atomic_radius',\n"," 'mean_mendeleev_no',\n"," 'mean_velocity_of_sound',\n"," 'mean_thermal_conductivity',\n"," 'mean_melting_point']"]},"metadata":{},"execution_count":22}]},{"cell_type":"markdown","source":["# **Hands-on**: Determine which features are important for predicting `E` and `Eg`\n","\n","## Guidelines:\n","- Use any model you would like\n","- Are the same features important for predicting both quantities?\n","- Can you show why you observe any disparities in importances?"],"metadata":{"id":"E250LHMYiArw"}},{"cell_type":"code","source":[],"metadata":{"id":"O83fGoRnh-I-","executionInfo":{"status":"ok","timestamp":1689084105452,"user_tz":300,"elapsed":5,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":22,"outputs":[]},{"cell_type":"markdown","source":["## Import some sklearn modules. I'll use KFold CV and a GradientBoostingRegressor"],"metadata":{"id":"ztZTMFnQjFSm"}},{"cell_type":"code","source":["from sklearn.model_selection import train_test_split, KFold, cross_val_score\n","from sklearn.inspection import permutation_importance\n","from sklearn.ensemble import GradientBoostingRegressor"],"metadata":{"id":"MriSz4iIjGlc","executionInfo":{"status":"ok","timestamp":1689084105578,"user_tz":300,"elapsed":131,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":23,"outputs":[]},{"cell_type":"markdown","source":["## I want to keep track of both targets, but each will have the same feature matrix"],"metadata":{"id":"WmemhaNxjPuR"}},{"cell_type":"code","source":["y = {'E' : df['E'].values,\n","     'Eg' : df['Eg'].values}\n","X = df[good_features].values"],"metadata":{"id":"CTqPKW1RjOo4","executionInfo":{"status":"ok","timestamp":1689084105579,"user_tz":300,"elapsed":3,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":24,"outputs":[]},{"cell_type":"code","source":[],"metadata":{"id":"XWPAMAqfjPBn","executionInfo":{"status":"ok","timestamp":1689084105751,"user_tz":300,"elapsed":174,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":24,"outputs":[]},{"cell_type":"markdown","source":["## Split the data"],"metadata":{"id":"hkDrL9KtjVHS"}},{"cell_type":"code","source":["def get_splits(X, y, target, test_size=0.2, random_state=44):\n","    X_train, X_test, y_train, y_test = train_test_split(X, y[target], test_size=0.2, random_state=44)\n","    return X_train, X_test, y_train, y_test\n","\n","splits = {'Eg' : get_splits(X, y, 'Eg'),\n","          'E' : get_splits(X, y, 'E')}"],"metadata":{"id":"CMqTENjyjWOf","executionInfo":{"status":"ok","timestamp":1689084105752,"user_tz":300,"elapsed":11,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":25,"outputs":[]},{"cell_type":"code","source":["len(splits['Eg'])"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"yNxkmTmXjZJb","executionInfo":{"status":"ok","timestamp":1689084105752,"user_tz":300,"elapsed":10,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"f404ba3c-6fce-4872-c580-27a4c478c508"},"execution_count":26,"outputs":[{"output_type":"execute_result","data":{"text/plain":["4"]},"metadata":{},"execution_count":26}]},{"cell_type":"markdown","source":["## Initialize my models (you could tune hyperparameters)"],"metadata":{"id":"BT-YcP9jjyIg"}},{"cell_type":"code","source":["models = {'Eg' : GradientBoostingRegressor(learning_rate=0.1, n_estimators=50),\n","          'E' : GradientBoostingRegressor(learning_rate=0.1, n_estimators=50)}"],"metadata":{"id":"zwIfrFfVj_AI","executionInfo":{"status":"ok","timestamp":1689084105752,"user_tz":300,"elapsed":6,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":27,"outputs":[]},{"cell_type":"markdown","source":["## Run 5-fold CV"],"metadata":{"id":"BJocInWGj1yG"}},{"cell_type":"code","source":["kfold = KFold(n_splits=5, shuffle=True, random_state=44)\n","\n","results = {}\n","for target in splits:\n","  X_train, X_test, y_train, y_test = splits[target]\n","  model = models[target]\n","  scores = cross_val_score(model, X_train, y_train, cv=kfold, scoring='neg_mean_absolute_error')\n","  model.fit(X_train, y_train)\n","  results[target] = {'scores' : [abs(v) for v in scores],\n","                     'fit_model' : model,\n","                     'splits' : splits[target],\n","                     'model' : models[target]}\n"],"metadata":{"id":"Dz3p1AErjuFO","executionInfo":{"status":"ok","timestamp":1689084115561,"user_tz":300,"elapsed":9814,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":28,"outputs":[]},{"cell_type":"code","source":["for target in results:\n","  print('\\ntarget = %s' % target)\n","  print('MAE = %.3f +/- %.3f %s' % (np.mean(results[target]['scores']),\n","                                    np.std(results[target]['scores']),\n","                                    'eV/atom' if target == 'E' else 'eV'))"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"RgOkrgLZksoZ","executionInfo":{"status":"ok","timestamp":1689084115561,"user_tz":300,"elapsed":15,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"211485aa-9c94-4b36-c6db-bacd6faf288b"},"execution_count":29,"outputs":[{"output_type":"stream","name":"stdout","text":["\n","target = Eg\n","MAE = 0.147 +/- 0.010 eV\n","\n","target = E\n","MAE = 0.030 +/- 0.002 eV/atom\n"]}]},{"cell_type":"markdown","source":["## Now, let's interpret"],"metadata":{"id":"uYDk6Mijll66"}},{"cell_type":"code","source":["for target in results:\n","  fit_model = results[target]['fit_model']\n","  X_train = results[target]['splits'][0]\n","  y_train = results[target]['splits'][2]\n","  importances = permutation_importance(fit_model, X_train, y_train, random_state=44)['importances_mean']\n","  results[target]['PFI'] = importances\n"],"metadata":{"id":"CT6XcSSskzKn","executionInfo":{"status":"ok","timestamp":1689084117110,"user_tz":300,"elapsed":1561,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":30,"outputs":[]},{"cell_type":"markdown","source":["## Use the same `plot_importances` function from 2.2"],"metadata":{"id":"YHlnpqqTmLCi"}},{"cell_type":"code","source":["def plot_importances(features_and_their_importances, ylabel='importance'):\n","    \"\"\"\n","    Args:\n","        features_and_their_importances (dict):\n","            {feature (str) : importance (float)}\n","    Returns:\n","        matplotlib bar chart of sorted importances\n","    \"\"\"\n","    axis_width = 1.5\n","    maj_tick_len = 6\n","    fontsize = 14\n","    bar_color = 'lightblue'\n","    align = 'center'\n","    label = '__nolegend__'\n","\n","    n_features = len(features_and_their_importances)\n","    sorted_features = sorted(features_and_their_importances,\n","                             key=features_and_their_importances.get,\n","                             reverse=True)\n","    sorted_importances = [features_and_their_importances[f] for f in sorted_features]\n","\n","    ax = plt.bar(range(n_features), sorted_importances,\n","                 color=bar_color, align=align, label=label)\n","    ax = plt.xticks(range(n_features), sorted_features, rotation=90)\n","    ax = plt.xlim([-1, n_features])\n","    ax = plt.ylabel(ylabel, fontsize=fontsize)\n","    ax = plt.tick_params('both', length=maj_tick_len, width=axis_width,\n","                         which='major', right=True, top=True)\n","    ax = plt.xticks(fontsize=fontsize)\n","    ax = plt.yticks(fontsize=fontsize)\n","    ax = plt.tight_layout()\n","    return ax"],"metadata":{"id":"nMnZcSJDmEEM","executionInfo":{"status":"ok","timestamp":1689084117110,"user_tz":300,"elapsed":6,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":31,"outputs":[]},{"cell_type":"code","source":["Eg_features_and_importances = dict(zip(good_features, results['Eg']['PFI']))\n","E_features_and_importances = dict(zip(good_features, results['E']['PFI']))\n","\n","\n","fig = plt.figure(figsize=(10,5))\n","ax1 = plt.subplot(211)\n","ax1 = plot_importances(Eg_features_and_importances)\n","ax2 = plt.subplot(212)\n","ax2 = plot_importances(E_features_and_importances)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":0},"id":"nJ621PB9mNqo","executionInfo":{"status":"ok","timestamp":1689084122236,"user_tz":300,"elapsed":5129,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"37f90bb5-d27c-4382-ac77-40b6ea4686e7"},"execution_count":32,"outputs":[{"output_type":"stream","name":"stderr","text":["<ipython-input-31-fab45f8ad698>:31: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n","  ax = plt.tight_layout()\n","/usr/local/lib/python3.10/dist-packages/IPython/core/events.py:89: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n","  func(*args, **kwargs)\n","/usr/local/lib/python3.10/dist-packages/IPython/core/pylabtools.py:151: UserWarning: Tight layout not applied. tight_layout cannot make axes height small enough to accommodate all axes decorations.\n","  fig.canvas.print_figure(bytes_io, **kw)\n"]},{"output_type":"display_data","data":{"text/plain":["<Figure size 3000x1500 with 2 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2jD333DP23HPPGDBgQFxwwQXx4IMPRiqViuXLl8fll18en3zySQwaNKi2DoH17Ntvv81Ybt68eY4qKWyuZxWu++67L/r165eeCb4m5yOVnYvMnz8/TjrppLjrrrviJz/5Sc2LhgSAGlu+fHny+OOPJ4ceemhSVFSUpFKppKioqNwtlUqlb0VFRUnTpk2T008/PXn55ZdzfQh1TsOGDTPG4qqrrsp6n1dddVW6v1QqlTRu3DjrfdY1s2bNSqZMmZK+XX755UlJSUm5x1C7du2SU089Nbn++uuT4cOHJ6+//noyYcKE5OOPP07Gjh2bvPTSS8mDDz6YXHzxxcn++++fFBcXl3tc7rzzzslLL72UTJkyJZkwYULyyiuvJI8//nhyySWXJHvuuWfGY3XV/ouKipKTTz4513dVXjnvvPMy/vZLSkqSZcuWVWnff/3rXxn3c9nP1157bYXb33bbbeW232ijjZLly5fX5iHVC08++WSFf+MbbrhhcuuttybffPNNetvf//73GWNcVFRUrr1ly5Ylb7zxRnLuuecmLVq0KPc3MWDAgPV5eAWhsvOF6t5WPb+o6LmrNtqobNxZs/vuu6/C+3LrrbdOhg8fnrFtVR5nSZIkM2bMSK6//vqkc+fO5bbv379/smLFivVxaPXKl19+mVxzzTVJp06d1vgYW/13W265ZTJw4MBkxowZuT6EgnTnnXcmrVq1qvAxVLZut912S8aNG1er/S5dujT59a9/Xe71xOo1/OAHP0gmTpxYq33XV0uWLEn22GOPKr+Wrs7/e2vbZ9KkSbk+/IJx9tlnZ/y/06RJk6S0tLRK+/7zn/+s8Jz/nnvuqXD7p59+OikuLs7YvkWLFsnixYtr85AgL/Xq1avc42XjjTdO3nnnnXLbVvX8scykSZOS/fffv9w+11xzTbYOp0476aSTMu7Lhg0bJnPmzFnrfqvf/9V5rXzmmWdm7N+5c+eaHAKrWbx4cfL8888nl1xySbL77runrydW91yj7HdNmjRJDjrooGTAgAHJG2+8kaxcuTLXh5h31naOty636pxDVncf10XWzS9+8YtKH0c/+clPkunTp69z29OnT09+8pOfVPjYLCoqSi666KJaPJL6Yd68eclWW2211tdmu+yyS3L66acnN9xwQzJ48OBk6NChyYsvvpgMHTo0GTx4cHLDDTckp59+erLLLrtU+lxatn6rrbZK5s2bl+tDLwj77rtvuXOJ2267LddlsRbjxo0rd47fpEmTSq8rVfc8v8w999xT7nnwN7/5TW0eSr22ruOyrlZ/vdGhQ4es9ldXuZ5VmEaOHJk0bNhwjecPLVq0SA466KDkF7/4RXLnnXcmjz76aPLcc88lzz//fPLoo48md911V/KrX/0qOfjgg9PvM1TWXklJSTJq1KhcHzZ1gCA2QC2bMmVK8rvf/S7ZbLPN1npxYdXfbb/99slNN92UzJ07N9eHUCc0adIk44T4ggsuyHqfP//5zzNO5EtKSrLeZ121dOnSpG/fvuUeN7169Uqef/75ar9x8dVXXyUDBw5M2rRpk/G422CDDZJ///vfFe7z7rvvJkcffXS5F9Vl/44ZM6Y2DrVOOOKIIzLun5122qnK+5588snl7ts999yz2vsMGzaspodR73Tv3r3cBYQuXbokU6ZMKbdtdS8wzZs3L/nxj39cbp8zzzwzW4dTkPLhzcbq7OsNx+opLS1NunbtWu4iXY8ePSp8c6m6j7Ply5cnl19+ebmw6KGHHlrlD8NQPaWlpclzzz2XHHPMMZVeBKzoXL+kpCQ57rjjkueeey7Xh1Bwpk2blvzwhz9c42uqkpKS5Morr6yVD2W9+uqrybbbbpvR/up9NmvWLLn55purfMGetVv13K6iMd5ss82S7t27V/gBlAMOOCDZZ599km233TbZaKONKvy/reznrl27JgcccEDG7fPPP8/14ReMQw89NOP+32233aq8b+/evcuN3Q9/+MM17rP6hz2LioqSxx57rKaHAXlt8uTJ5Z6/GjRokLz22msVbr+uQYArrrii3H633nprbR5KvbDTTjtl/L+13377VWm/1e/76gSxVw0zplLff5Ca7Jk7d27yxBNPJOeee27StWvXSl9Dr+n19Kq/a9WqVXLUUUclN998c64PLW+MGjWqRrehQ4cmO+64Y7nnzlQqlWywwQbJYYcdllx66aXJ3XffnTz66KPJ888/nw5m3H333cmll16aHHbYYckGG2xQ4ZjttNNOydNPP53RJ9Xz9ddfJ40bNy73OGnatGkydOjQWutn6NChSdOmTcv106RJk+Trr7+utX7qgxNPPLHS12dt27ZN/vCHPySfffZZtdqcMmVKMmDAgKRdu3YVvs4uKipKTjjhhOwcUB3TuXPnjPtuo402cn2iAPz1r38tdw542WWXVbp9TQK/q/dVXFxc6esJqmd9BrFXrlyZtG/fPuPx3qNHj6z1V5e5nlV4vvnmm2SLLbao9HykZ8+eyT/+8Y9kyZIlVW7zu+++Sx555JHkoIMOqrTdTp06ZUxSButCEBsgS1auXJkMHTo0OeKII5IGDRpUOajRpEmT5NRTT01eeumlXB9CQWvbtm3GCW6fPn2y3mffvn0zTqxbt26d9T7rohUrViRHHHFExuOjZcuWyeOPP17jtmfPnp0ce+yxGePUqFGjSsPYSfL9RYuKLgweeeSRNa6nrthhhx0y7pu+fftWed+NN9643H37yCOPrHGfCRMmlHsR+9vf/ramh1GvmIEhP6z6DQDrchs1alSlbzjutNNOyTnnnJP8/e9/T1588cXkrbfeSiZNmpRMmjQpeeutt5IXX3wx+fvf/56cc845yU477VTpG45l3xxQdqPq3nzzzXJj07p16+TLL7+scPt1fZy98MIL6Tc1y/Y744wzavNQqMCMGTOSP/zhD+lZotZ2rl+23KlTp+T3v/998tVXX+X6EArKXXfdtdbZsbt165a8++6769T+4sWLkwsuuCA9Y0llF2N79eqVfPrpp7V8dPXbf/7znwrHtVGjRsnFF1+cTJ48Ob1tVZ4np02blvzzn//MeD2x6nPwQw89tD4Pr05Z9UMKRUVFyY9//OMq7bdy5cqkVatW5c4JV/9miNVNmTKl3HhffPHFtXEokLfuuuuucn/355xzTqXb1yQIcOmll5a7NvLBBx/UxmHUG23atKnyWK2qJkHs1b+NzyQQ69cXX3yR3H///clpp52WMQlLdYLZ2Q7t1Cfjxo1Ltthii3L39ZFHHpkMGzasWh/UXL58eTJs2LDkyCOPLDeenTp1St57770sHkndtmogsGycGjRokPznP/+p9b5GjBhRbhbKoqKi5JZbbqn1vuqq0aNHV/q6+6KLLkoWLlxYo/YXLlyYXHjhheX+Lyz7d/To0bV0JHVX8+bNM+6zk046KdclUQUnnHBCuXD0mj7QUNPA7wEHHJCx/7777lvDIyBJ1m8Q+5prrinXV79+/bLWX13melbhWfXvf9X7v3379rUSan/iiSeSzTbbrML8x9VXX10LR0B9JogNsB588cUXyVVXXZX+5FZlb+yv/ruuXbsmN9xwg0/sr4Pddtst4yR3q622ynqfW221VcZ4br/99lnvsy76zW9+kzF2G220UYVfwbuuSktLk/79+5cLZXzxxReV7nPttdeWu2BcVFSUzJgxo9bqKmTt2rXLuF/OP//8Ku1XURi4efPmydKlS9e6b5cuXTL6POKII2p6GPWKGRgK3wsvvJC0bt064/FTUlKSnH/++cn7779f7fbef//95Pzzz09KSkoyzk/atGmzxg+rULk//elP5R43AwcOrHT7mjzOnnjiiXL7/utf/6qNw6AKRowYkZx44olJo0aN1hrILvt9w4YNk969eyfPPPOMmYuq6IsvvkgOO+ywNb6WatiwYfK73/2uWrPCv/jii8mWW25ZLti9atutWrVK7rzzziweXf3Vq1evcueDG2+8cYXn/9V9npw0aVKy//77l9vnmmuuydbh1Gmrf9j55z//eZX2q+iDSRtssEGVvuVoxx13zOjzkEMOqeFRkG2ffPJJrksoaBV9q9D48eMr3b4m54+lpaXJLrvskvHYPPzww2vjMOqN1b+Z5oorrqjSfjUJYl9yySWC2Hlk4sSJya233poce+yxGTMqry2YLYhdc++88046GFN2n3fp0iUZMWJEjdseMWJE0qVLl4zHWqtWrZKxY8fWvPB66Kijjir3vPfLX/4ya/2t/s0BRUVFyVFHHZW1/uqaVWf+LLsPGzZsmAwaNKhW+7nnnnvS/4+uOla9e/eu1X7qokaNGgn3FaBdd90147mpa9eua9y+ovP86nzA6PXXXy+3/7hx42p6GHXa1KlTk5deemmNt5/+9KcVfoBkbfut7TZq1Kjk2WefTR566KHkiiuuSHbfffcKzx/vvvvuXN9NBcn1rMKybNmyZMMNNyz399+1a9dqfyPHmkydOjXjG21XzaXUxjdvUn8JYgOsR6Wlpcnw4cOT3r17V+vrzBs3bpz07ds3K7ME1FWrz05dVFSUfPjhh1nrb9KkSeX6O/roo7PWX101ceLEpEGDBhn3Yza+rmfFihXJbrvtlvG4O/HEE9e4z+67715ujP/xj3/Uem2FqEWLFhn3y+9+97sq7XfLLbeUu0+PPfbYKu27+gwCa7twRSYzMBS25557LikpKck4X9hrr70qndG8Oj788MNkr732Kvfm/gsvvFALldcvq7/Z2LBhw2TmzJmVbl/Tx9lxxx2Xsf/OO+9c00Ogmr7++uvkT3/6U7LtttuuMYCx+u+22GKL5Jprrlnjh8L4n0GDBiWtW7euNJBdVPT9jP5jxoxZYzsLFixIzjrrrEoD2GXr/+///s/YZMnkyZPLvaHRoEGDSj+wta7Pk1dccUW5/W699dbaPJR6YfWZ16oaOKzog0mnnHJKlfY9+eSTM/bt0qVLTQ6BLPn222+Te++9N9l///2T4uLiXJdT0Fa/7tC5c+c1bl/R8+KKFSuq3N/zzz9f7nXhRx99VNPDqDdW/1aaSy+9tEr71SSIfdZZZ2Xs36ZNm3Utn1pWWlqajBkzJrnuuuuSH/7wh0nTpk0rPP8XxK65uXPnJu3bt8+4X3v06JHMnj271vqYPXt2sscee2SM22abbZbMnTu31vqoL8o+9FrVayM1NXPmzPT7C1X9/5Tvffvtt+mQ76rPV9dee21W+lt9tstU6vtv6Pj222+z0l9dsfqkOFV9XUZulX2DQ9m4nXzyyWvcfsCAAeXOHRYtWlStPjt06JCx/+9///uaHEKdd9VVV1V4HXdNGY41ffiuJrfV206lUknTpk2T+fPn5/puKkiuZxWWYcOGlfv7b9WqVTJt2rRa72vq1KkVznr+9NNP13pf1B9FAcB6k0ql4vDDD48nn3wypk2bFr///e+jU6dOkSRJRET631Qqlb4lSRJLly6NRx55JA4++ODYfvvt47bbbotvvvkml4eS9/bee+9y62677bas9fe3v/2t3Lo999wza/3VVX/+859j5cqVEfH946Bnz55x/PHH13o/xcXFcfPNN2c89p544on45JNPKt3n0ksvLbdu5MiRtV5bIVqyZEnGcsOGDau036uvvlpu3UEHHVSlfbfYYouM5fnz51dpP7738ccfZyx36dIlOnXqVK02VqxYUeVtBw4cmLH82muvxXvvvVet/vje559/HieeeGIsX748Ir5/rvy///u/+M9//hNdu3atcfvbbrttjBw5Mo444ohIkiRSqVQsX748TjjhhPjiiy9q3H59MnXq1Izl7bbbLtq2bVutNsrGuSquuuqqjOXx48fHa6+9Vq3+qJkNN9wwfvWrX8WHH34Yo0aNipNPPjkaNWqUPt8os+p5fpIkMW3atLjqqquiU6dOcdRRR8W//vWvcvvwP2eeeWaMHz8+DjvssArv2yRJYvz48bH33nvHr3/961i2bFm5Nv71r3/F9ttvH/fcc0/6uS6VSqV/nyRJtGnTJh544IEYNmxYbLbZZlk/rvropZdeSv9cNg5nnXVWha/lauLqq6+OSy65JN1HkiTxi1/8Ij788MNa7aeu++677zKWV33MrElF5/wHHnhglfbdfPPNM5YXLFhQpf1YP0aPHh1nnHFGbLLJJvHTn/40Ro8e7f+vGpo7d276eSqVSkX37t2r3cbqj9U1Ofjgg2OjjTZKLydJEkOHDq12n/VVixYtMpbnzJmT9T6nTJmSsbzJJptkvU+qJpVKxS677BI/+MEPYp999okdd9zRc2KWXHLJJTFjxoz0uUjbtm3jmWeeyXg+q6mNNtoonnnmmWjXrl163fTp0+Oyyy6rtT7qi5kzZ0bE/87399tvv2pfG6mOtm3bRs+ePTMef2U1sGZvvfVW+vVz2f233XbbxW9+85us9Peb3/wmtttuu4x1y5cvj7feeisr/dUV22yzTcbf96xZs3JYDVU1d+7cjOW1ncM1atSo3LrqnOdHROy3337p596IcJ24Csqu1a7pti77VPcW8b9rLmVj2K9fv2jVqtV6vT/qCtezCsuIESPSP5f9/Q8cODA6dOhQ63117NgxBg4cWO6xvWoNUF2C2AA5sskmm8RvfvObeOKJJ6Jbt24ZbwqvfqK96vqJEyfG+eefH506dYrrrrsuFi9enOMjyU8/+tGP0j+X3X933HFHTJ48udb7mjx5ctx+++3lTtxXrYG1W7lyZQwZMiQ9XhERp5xyStb623fffTPCvEmSxGOPPVbp9kcddVS5ix/jx4/PWn2FZPX75dtvv63Sfi+//HK5x83+++9fpX2bN2+esbxw4cIq7cf3Vn+Df/fdd1/j9hVdmKjOhb+99tqr3IWHYcOGVXl//ueiiy6KRYsWpcdkq622ikceeSSaNGlSa300btw4Hnnkkdhqq60i4vvxX7RoUVx00UW11kd9MGfOnIzH2a677rrG7Wv6ONtxxx1j6623zlj3zDPPVHl/alfPnj3jwQcfjC+//DJuvPHG2H777Ss9zy/7O1m5cmUMHz48jj766OjYsWNcddVV8eWXX+b4SPLTZpttFs8880wMGjQoWrVqlXGxtOw+XbFiRVx//fWx6667xptvvhkR3z8uTznllDj66KPjq6++ynhDqkySJHHcccfFBx98EKeeeup6Pa76ZvTo0eXWnXfeeVnpa+DAgdGtW7eI+P5vZNmyZfGrX/0qK33VVaufa6yPc/5mzZplLC9atKhK+5E906ZNi2uvvTa6dOkSB/5/7N13WBPZ1wfw79BBpFgQO3YF7IAFxYId29or2Ota19WfHcWyuq511w4I9t4LNlBRsWEFKxZUFKT3Pu8fvhkzSYAEEpKQ83keH5khM/dOwkzu3Hvm3A4d4Ovri+TkZAo2lBPRAI2CHgTS09MTW5eRkSF1eVpaWmjfvj3v+zAwMFDq7TVdtWrVeP25jx8/Vmh5OTk5CAoK4t1j1KxZU6FlkoI9ffoU69evh4uLC8zNzeHk5ITly5fj4cOHAH4FD0gb8EHyFxERAV9fX955sGHDBpQtW1buZZUrVw7r16/nnec+Pj6IiIiQe1klmeiDsXXr1lV4maJlyPKQuyZ7+/Ytb5lhGLi5uUFLSzHhJNra2hg1apRYO1K0HoRP8OCy4HuF3i/1INpGLyigVvSBP0D2h0oqVqzI/cyyrELGx0si4f5aSf9kfX1h/wlr1qwZ1qxZU1xvQYlD/Vnq5dGjR7zlUqVKYdSoUQorz83NTezzEq0DIbKgQGxCCFGC1NRUeHl5oWXLlmjevDmXFVQ0KEOYaKBGbGwsFixYgLp161KQjQS1a9cWCyzMyspCnz59EB0dLbdyYmJi0LdvXy4zrOAzrF+/Ppo0aSK3cjTBs2fPEBcXx1vXtm1bhZbZpk0b3oCjpGAQAX19fdjb2/M634sj25E6EO00kmZA4vXr1/j27Rtvnbm5OWxtbaUqU7QDPTc3V6rtyE+UgUE9vXv3DidPnuQNOG7evFmuQdgCRkZG2Lx5M2/mgJMnT4plUyd5Ez3Pypcvn+/rDQwMxNaJzjhQkJYtW/LOM8oipHzm5uaYMWMGnj9/jsDAQLi5ucHIyIj7fV4PX379+hUeHh6oUaMGBg0aRNfMPIwePRovXrxAjx498syO/fLlS7Rp0wajRo2CtbU1Dh06lGcWbAsLCxw7dgxHjx5VaJY28lNoaChvuXr16rCxsZFpH4LZdArCMAzWrFnD+zvx8/Oj7zUZiLb5P3/+XOA2T548Efs+rFChAmrXri1VmaLtTQr2VY709HTs378fnTp1Qs2aNeHu7o73799z31kUYCg/oskWChOg8ePHD5nKFA72FiSAINIRzeL59OlThc7WFRgYKBY00KxZM4WVRyR7//49du3ahcGDB8PCwgLNmjXDn3/+iUuXLnEPpki6Pgo/kCmpj4VI59ixY7w+QXNzc4XMpigwYMAAlClThlvOysrKN5EHESf6XVUc91miZYgm9CCSSfoO69atm0LLlLR/mvkyf/369eN+ZlkWt2/fpoRdakD0WlhQn6+kdr6ss1WKXvsoe7p6EG5L6unpYerUqbh16xa1H4uA+rPUy/v373ljoB07dlTIGKiAkZERnJ2defEfHz58UFh5pOSjQGxCCClGwcHBmDRpEipWrIjx48fj/v37ErPiAeJT2QgTDtSIiIhAr169sHDhwmI/HlU3c+ZMsSl8Xr9+jS5dusilAfXhwwd06dIFr1694g06MgyDP/74o8j71zSigRgAUKlSJYWWKbx/QaBOfurVq8dbpkDsnwQDEsIBTwU5d+4c97Pg5sbR0VHqMkVvgEWfViX5owwM6unYsWO8NoGlpSW6du2qsPK6desm9rkdO3ZMYeWVNKLBgZLOI2EmJiZi675//y5TmcIPVbAsS1lxVIy1tTWaNm2KypUr887l/LJkZ2dn4/jx42jbti26d++O4OBgZVVfZVWqVAnnzp2Dt7e3xOzYwM/zce/evfjx44dYFmzB+z9ixAiEhobyBjWJYonO0GFnZyfzPmR5MKxTp068KetZlsXp06dlLlNTlStXjjcoERISUuA2wjOgCLaV5WFb0TZ/Qd+lRL7u3LmDCRMmwNLSEq6urvD390dubi4vuJACsOVLNFiioAyektqP0gwqCzMzM+Mty9r+1GRt2rThLefm5mLnzp0KK2/9+vVi66TNyEYKLzIyEgcPHsS4ceNQo0YN1KlTB5MmTcKxY8cQHR0tMfBa9CFLhmFgb2+P//3vf7hy5YrY9xuRnvA04QzDoEOHDtDR0VFYebq6uujYsSPvHsLf319h5ZVEotPIF0d/uug5Vq1aNYWXWRJoa2uLrROd4VDeJO1fUj3ILy1atICDgwO3nJmZCU9PTyXWiEhDdPwlISEh39dLSughaz+vaOIrWRN+aCrR+Iz84jWkeb00/4Cf94IVK1ZEs2bNMHr0aGzfvh0RERHYsmWLxAQuRHrUn6VeRB/IEp7dXFFEyxC9fhIiCwrEJoQQBUtOTsb27dvRvHlz2NvbY9euXUhKSpIYbAH8bMzp6upiyJAhuHHjBj5//ozly5ejRo0aYo184U7dv/76C//8849SjlFVDRs2jJcZRvB+PXnyBI0aNcKmTZsKdeOZnp6OzZs3o3Hjxnjy5Am3XtAQt7W1VegUKSWVpEzliuxIl7T/grKlm5ub85YL6izRFLa2trxr09OnTwvsVD9y5IjYug4dOkhdpuj+JQ1Ak7xRBgb1dOPGDQC/vm/at2+v0OAXQRnSzhxA+ESvSwVNeSfpPJM1kEa0U5YeGFINt27dgqurKypXroxZs2ZxGXjzmw1HeL3gHsDPzw8tWrTA3LlzxaZ3Jj+nEQwJCYGLiwsvm7/w+ygpC3aVKlVw/vx5+Pr6irX1iGKJDkoIZ2WVRE9PT2yd6MNl+dHS0hL7XgsMDJR6e03XuHFj3nJoaGiB7cFDhw6JXd9kafOLZvYt6OFBUnQRERFYvXo16tevj7Zt28LT0xOJiYkFZr8WXHetra2Lu8olimj7saA+B+EsrQLv37+XqUzRMqSdppkAvXr14s4HQVtjw4YNCmmD3759G+fOneOdf2ZmZmjfvr3cy9J0SUlJOHfuHGbOnImGDRuiUqVKGDFiBLy9vfHp0yepAq9ZlkX9+vXx+++/4+TJk4iJicG9e/ewatUqODs7UzBNEYSGhnLvNSAe5KsIwmVIG7xDfmnUqBGv/V0cGQYF34WCckXbsUQy0YezAPBm9FIESRkuJdWD8G3YsIH33ePh4SHXmYCJ/FlZWfHG0AqaxUbSzLGy9l8IZuMWoNkB8rd06VLk5ubm+8/DwwMAePcABW0jzb+cnBwkJCTgy5cvePjwITw9PTFhwgTqp5QT6s9SL6J9vcXRLhD9fGjshRQFBWITQoiCBAUFYezYsahYsSKmTp2Kx48fS+ykBX49LWllZYW//voLX758wYEDB9C2bVtUrlwZixYtwrt373Dx4kX07NmT20ZAcLO9ePFifPv2TSnHq4oYhsHu3bslTteTkpKC2bNno1KlSpg2bRpOnz6d73sXGRmJM2fOYPr06ahUqRJmzZrFTTcp3BDX19eHt7c3tLToK1ZWkrLZff36VaFlRkRE8JYLCuQQzbqsq6sr9zqpI9GpcHNzc7F9+/Y8X//gwQM8ePBA7CbW2dlZ6jJDQkJ4nR2U2UQ2lIFBPYnOwFBQwJo8iE5VLmn2AiKZaAdRQedZhQoVxNbJOjW8aNCHLJliiXzFxMRg/fr1aNCgAdq3b4/9+/cjLS1N4v2AYJ2xsTFq1aqV58OXwM/Mzv/88w+6d+9OgVISVKxYEWfPnsX69et5mU4A8K6fgt9NnDgRISEh6N69u7KqrNFEp08uzAwdBQ1eihL9XpP1OqvJmjZtKrZu06ZNeb7+ypUrEmfKkaXN/+zZM96DFMWRBUcTZWZm4vDhw+jevTuqV6+ORYsW4c2bN3n2YQkIfl+lShX8+eefePz4MZ4/f66koygZqlWrxmsDFBTQKynw/fbt2zKVKdq+V+SUvyVNpUqV0LlzZ95nFhUVhZEjR8p16uno6GgMGTKEWxacl6NGjaKsoXKQmZmJgIAALF68GK1bt0bZsmXRp08fbNmyBSEhIVIHXlepUgWjRo3C3r178fXrV4SEhGDz5s3o06cPBV7IkehD/cUxQ55oIColFpCN8L0Wy7Lw9/dHYmKiwspLSEjA9evXee2Wbt26Kay8kqRu3bpi6xQ9PiNpTE5SPQhfq1atsGjRIu67KTo6Gj169KB+IhVWv359AL/G80WDpEVZWlpyM3oJtrl27ZrUD6NHRUXh7t27vGth2bJlC1l7QtQb9WepF9G2d3HM2iU6AzT1i5CioCgxQgiRo/j4eGzZsgWNGjWCo6Mj9uzZg5SUlDyz3bEsCy0tLfTp0wcXL15EWFgY5s6dy5suWVjXrl1x5swZPHr0CI6OjmKd+hkZGTQFlYgmTZpgx44dvHXCneUJCQnYunUr+vXrhypVqqBMmTKoWbMmmjVrhubNm6NWrVooU6YMKlWqhN9++w3//fcf4uPjxTJBCT7LHTt2iAWlEulICqx49OiRQst8+PAh75ws6InwpKQk3rKiM0KoC+EOdcG5tXr1ajx+/FjstRkZGZg2bZrY+ho1aqBhw4ZSlZeSksIFzQiug7Vq1SpM1TUWZWBQT6KZTRQ9a4CkMijDsvRq1qzJe2CroA4jSdfAW7duyVSm6PcmzRZQ/K5fv44hQ4ZwQWmvX78u8GHMJk2acNNNvnnzBrdu3YKbmxsMDAzynA0nICAAU6dOVdZhqrSTJ09izZo1YvddovdOpUqVQuvWrWlqSCUSbQtkZWXl+3pJ1zRZZw4QfUimODrzS4revXuLZX7dtGkTLl68KPba+Ph4XptfcP7Z2tqiTp06UpUXHx+PsLAw3jpq88vXgwcPMGXKFFSsWBHDhg3D5cuXkZOTI1Xwtbm5OSZOnIgbN27g06dPWLNmDWWblAPRAI0XL17k+/pq1apxAZ6Cba5fv47c3FypyktMTMTt27d5n3NefZJEsgULFnA/Cz4DPz8/9O7dW+yBo8J49+4d2rZtKxYIZ2BggFmzZhV5/5pszZo16NKlC8zNzeHs7IxVq1bh3r17yM7OlirwukyZMhgwYAC2bduGN2/e4NOnT/Dy8sLw4cNRsWJFZR9eiSV6Xik6SBQQT+Qhj3Nbk/Tp04cX/JeRkZFvAo+i2r59Oy9QsUyZMujbt6/CyitJmjRpIjYLkaT+fXkKDg7mLevp6UkMmCPi3N3dMW7cOO776uHDh3BwcCgwwJcoh+j4SlhYWIHfJ6JxALGxsfDx8ZGqvBUrVnAZXQV/IzR7EdFU1J+lXiwsLAD8SqoiKShe3l6/fi2xDoQUBgViE0KIHAhPNz5z5ky8ePGiwICLihUrYsmSJfj48SNOnjyJrl27Sl1ekyZNcPPmTYwaNUosoODatWtyPbaSYOTIkdi6datYlmpJnejx8fH4+PEjnjx5gsePH+PDhw9c4HVeU/GyLAttbW1s374dI0eOLO7DKzGsrKzE1h06dEhh5b148YKbSlJwHhX0RKpoRl+aFuonW1tbXgcpwzBITU1F27ZtsWzZMjx48ADv3r3DmTNn4OTkhPv37/OuiQzDwM3NTeryHjx4IDawLBiwJtKhDAzqSTS7sTIGHKX9zAn/uiTNeVa2bFlUqlQJwK/zzN/fX+whoLx8/PhRbLYBSdnsifxFRUXhr7/+Qp06ddC5c2ccPXoUGRkZeQaysSwLAwMDuLm5ISgoCMHBwZgwYQKXzc3R0RHe3t6IiIjAunXrYGlpKXE2nL179+Lp06fFfryqKiYmBkOGDMGAAQMQGRmZ7/0YwzBITk7GqFGj0KtXL7FrHSkeooHVBc0cUKZMGbF1gmnHpSVaBmUMk16NGjV4A8EMwyA7Oxu9e/fG6NGjcfToUVy9ehWbN29G06ZN8ebNG961j2EYjB49Wury7t69K7aOBo6LLjIyEuvWrYOtrS1atmyJHTt2IC4uTmJ/h/B3D8uyMDQ0xJAhQ3DmzBl8//4d27ZtQ9u2bZV1KCWSjY0Nb/n169cFTonr4ODA+6wiIiJw/PhxqcrbuHEjdx0UfP7SDi6Tn5ycnDB48GDetZFlWVy4cAG2trY4fPhwofabnJyMv/76Cw4ODnj9+rVYO2bOnDmoUqWK3I5DE82fPx/Xrl3jzVqT18w1LMvCyMgI3bt3x7p16/D48WP8+PEDR44cwcSJE1G7dm1lH47GENwzCT4fRQeJAuKBqMWRhbskMTIywty5c3kzFrm7uytkxrWQkBC4u7vzMlDOmzePshpKydjYGB07duQlFTh48KBCy9y/fz/3M8Mw6NixI51jMti5cyf3N88wDF6+fAk7OzsMHToUN27cKPBhZ1J82rVrx1tmWbbABBxDhw7lfhZc1+bMmVNgH7O3tzf+++8/sYdqO3ToIGOtiSgzMzNUr14d1apV4/4nqo/6s9RL7dq1uc+KZVncuXNHoX333759Q2BgIK/9SP0ipEhYQgghhRIdHc3+888/bP369VktLS1WS0uLZRiG+ydYJ/w7LS0ttkuXLuyJEyfY7OzsItchPT2dLV++PK8MS0tLORxdyXTx4kW2QoUKEj8fSZ+XtK+rVKkSe/XqVWUfntr7/v077z1nGIbV1tZmb968qZDyunbtypUn+H/8+PH5btO6dWteHZ2dnRVSN3V07Ngxsfczr3NI9HM2NTVlo6OjpS5r2rRpYmUEBAQo8OhKnq1bt/LeQ21tbTYlJSXfbfr27Sv2vu/YsUOq8iR9Zr1795bHoWgUc3Nz3rlTr149hZdZt25dXpnm5uYKL7Ok8PT0FPu7T0hIyHebYcOGiW2zatUqqcobMmSI2LaDBw+Wx6GQPFy8eJHt168fq6enJ9W9AMMwbP369dmNGzeycXFxUpeTlpbGzp8/X+J36YwZMxR2fOrkyJEjrIWFRZ6fQ17LgnVmZmasl5eXsg9D47Rt25b3OQwZMiTf13/69EnsOufq6ipTmaL3ACYmJkU5BI3j7+8vVZtf0jlXoUIFNjk5WeqyxowZI1bG3bt3FXh0JVdWVhZ7/PhxtmfPnqyurm6B31mSPt/9+/cXeL9Aiu7Ro0di731BfSLCbU7h8+3Lly/5bufn58e1YYTLW716tTwPSSPExsayNWrUyPM6WLFiRXbq1Kns/v37JX7Gf/zxB/v48WP26tWr7L///ssOGDCAu/eTdJ46ODjIpV9Z0+X3/cUwDKunp8c6OTmxy5YtYwMDA9msrCxlV5mwLNuoUSOxc+jly5cKKy80NJRXHsMwbMOGDRVWXkmVk5PD61cXjGMFBwfLrYzg4GDW0tKSd263adOGzc3NlVsZmuDSpUu8z0lHR4e9ffu2QsoKDAxktbW1eeezn5+fQsoqaUaPHs3716BBA4n3Z4aGhmyLFi3YXr16sSNHjhTbrjD/xowZo+zDV1sVKlSQaTwyLS2NNTMzE2urGBkZscuXL2c/fPjAe/2jR4/YkSNHShyD09fXL/D+gJCSjPqz1Ie7u7vY+zdt2jSFlTdr1iyx8pYuXaqw8kjJR4HYhBAio2vXrrGDBw9mDQwMpA64KF++PPvnn3+y7969k3t93NzceI0DfX19uZdRkkRHR7MTJ05kdXV1pQq0zuuf4L2eNm2aTIE0JH8ODg5iNzg1a9Zkv379Ktdy/vrrL7FytLS02NOnT+e5TW5uLmtsbMx7/bhx4+RaL3XXs2dPsfNK+Bop6QZWS0uLXbNmjdRl5ObmspaWlrx96OrqsqmpqQo8spInJCRE7Mby0qVL+W5z+PBhsc+vdOnS7NOnT/PdzsvLS2JQx4YNG+R4RJqhefPmYp/b/fv3FVbevXv3xAYcmzVrprDySpqwsDCxz+v48eP5bnP+/Hmx80xPT4+9ePFivtsJd04Jl7d9+3Z5HhJhWfbLly/s8uXLWSsrqzw7aEWveXp6euzgwYNZf3//IpW9bds2sXOyefPm8jkwNRUVFcX2798/z8+BYX4+bPTHH3+wHh4erL6+fr4d7N26dWPDw8OVfVgaY/z48by/aVtb2wK3ER6EZBiGrVKlCpuTkyNVeQkJCVx7Xvheg8hGeEAprza/pLaft7e31GVkZmaKPYBmYGDAZmZmKu7ASqDg4GB2+vTpbLly5SR+Vnl9bwn/XvA/KR65ubm8AFwtrYIfukpISGANDQ3FPkcLCwvW19dX7F75x48f7OLFi1l9fX2x9qO2tjb7+vVrBR5hyfXixQvuobD8BvILumYWtF2NGjXYb9++KftwSwRJ76+uri47ZswY1s/Pjx4+UVGjR48W+47q2bOnwspzcXERK2/UqFEKK68ki46OZm1tbXnvp7GxMbt69Wo2IyOj0PvNyMhgV61axRobG4vdW8iS+IP80qNHD957WatWLbl/93z9+pWtWbMm71qsyHO5pMlrPFqWtkZh/tG9QdGMGjWKd25VqFChwAe9NmzYkG/wqLGxMVulShXWyMgoz78FLa2Cg74J0QTUn6UehMclhfsqrly5Ivey/P39uYfChD/ze/fuyb0sojkoEJsQQqQQGRnJrl69mq1du7bUARcMw7Bt2rRh9+/fX6SOpIIsWbKEBsgKITw8nF28eDFbr149iYGi+f2ztrZmly9fLvfgYCKeyUnwd21lZcU+efKkyPvPyspi586dK/GcrV69er5BHHfv3hU71/77778i16kkSUxMZFu0aCF15x7DMDJnRRbNyqGlpcW2atVKQUdUslEGBvUzZcoUsSDMVq1aKSS7T05ODtuqVSux823y5MlyL6skq169Ou/9Gz58eL6vz8rKYitWrCh2nmlra7Njxoxh/f392R8/frDZ2dlsZGQke/z4cdbJyUnieVa6dGk2JiammI60ZMvJyWHPnDnD9urVS6pMooL1VlZW7KpVq9jIyEi51UV0Np6yZcvKbd/q5sCBA1xwYV6fQ4MGDXgZR549e8Z7qEXS52ZiYkIPMRSTjRs38r5ndHV1C7x37tKli9h305EjR6Qqb9myZWLbdu3aVR6HolGysrLY3r17y9Tml7X9cOTIEbHPqmPHjgo6opLlx48f7IYNG9jGjRtLHFjMrw9LV1eX7dmzJ9urVy/qZ1KiQYMG8d7/6tWrF7jNokWL8gzQMDIyYm1sbNg2bdqwDRo0YHV0dPIM0BgwYIDiD7AECwkJEQsqy2uAv6B/kravV68e+/HjR2UfZokhKZhJcO/VvHlzdt68eezly5fZtLQ0ZVeVCDlx4oTE69e6devkXtbff/8tsayCHrAmeUtISOC1IwX/V61alV2wYIFM/f9Pnjxh58+fz1atWlXsOtunTx82MTFRgUdSskVGRoo9fG5lZcU+f/5cLvt/9uwZ118m2H/NmjXl2ndS0on2D0vTRyWvf3RvUHh+fn5in5GPj0++2+Tk5LBNmzaVOG4qTTtScP7GxsYW01ESorqoP0t9NGjQQOJY9NmzZ+VWhp+fH1u6dGmx66q1tbXcyiCaiWFZlgUhhJA8eXp6YsqUKcjOzobwJZNhGN7rBL8zMTHByJEjMWnSJNjY2Ci8fitXrsTixYvBMAxYlgXDMMjJyVF4uSXJx48fcf/+fYSEhODz58+Ijo5GWloaAMDQ0BDlypVDtWrVYGtrixYtWqBq1apKrnHJlZOTg0aNGuHVq1e89SzLQltbG+PHj8ecOXNQs2ZNmfabnZ2NM2fOYMGCBXj79i13rgj2zTAM9uzZg5EjR+a5j7lz52LdunW8c+3hw4do2rSp7AdagiUlJeGPP/6Ap6cnd10Uvl4Kr5s0aRI2btwIXV1dqfffuXNnXL9+nbdu2bJlWLRokRxqr1lGjx4NHx8f7m/awsICX758gY6OTp7bbNy4EbNnz+adB8Lnk5GREczMzBAbG4v09HQAkHi+jR07Fjt37lT8QZYwV65cQdeuXcXez2nTpmHjxo1yLWvGjBnYsmWLWFkXL15Ely5d5FpWSfb7779j69at3LliamqKiIgIGBoa5rnNvn374Orqmud5Jomk8+yPP/7A2rVr5X5MmuTTp0/w9PSEt7c3IiIiAEDid5sAy7LQ0tJCjx49MGnSJHTv3j3fz60wpk6dim3btnF/F9ra2sjKypJrGaouMjISkyZNwpkzZ/Jsa2hra+OPP/7AsmXLoK+vz9s+JycHa9asgYeHBzIzM3m/E95f+/bt4enpCSsrK8UekAYLDg6GnZ0d7zoXEBCAtm3b5rmNl5cXxo0bx7vmWVhY4NGjR6hcuXKe212+fBm9evVCdnY2tx3DMFi5ciX+97//yffANEB2djbWrl2LVatWITU1lVsv+CwFSpUqhSVLluDPP/+Uaf8ODg549OgRb93ff/+N2bNnF63iJVROTg7Onz8Pb29vXLhwocD+KwHBa5o2bQpXV1cMGzYM5cuXp34mJTt58iT69+/Pe/9PnDiBPn365LlNeno6rK2t8enTJ9560b+DvP4uWJZF2bJl8ejRI1SrVk2OR6N54uLiMHnyZBw5cqTAc0+goHY+AAwcOBA7duyAmZmZ3Oqq6bS0tPLs3xder6enh5YtW6JTp05wdnaGg4MDtLS0irWu5JecnBzUqFEDX79+5dYJrpX/+9//4OHhUeTPJzc3F4sWLcKaNWt461mWRZUqVfDhwwdoa2sXqQx1tnz58iLv48iRIwgNDeV9NwnOu1KlSqFhw4aoU6cOTExMYGJiAgBITExEYmIi3r59i+fPnyMlJQWA+HedtbU1Bg4cyCtvyZIlRa6zpgkLC0P37t3x7t077nPS0dHBpEmTsGDBAlhaWsq8z8jISKxcuRI7duzg9WPUqVMHFy9elHnMR5NJ+g4rDnRvUDQ5OTmoWLEioqOjuXXW1tZ48eJFvttFRkaiXbt2ePPmjUyfu6CNf+XKFTRp0qSw1SakRKH+LPUgPEYmIBwrsmLFCpQpU6ZQ+05ISMCSJUuwbds2ZGdni42r+fj4YMSIEXI5DqKh5BrWTQghJZBgqve8no4T/K558+bsrl27in3awhUrVlCmIlKiBAcHswYGBhLPNcHPLVq0YJcuXcoeP36cffXqFRsVFcWmpaWxubm5bEJCAvvlyxf2zp077Pbt29kxY8awZcuW5Z2vovvu169fvnXKzs7msmsI9lOuXDmpp0HXRM+fP2cXLFjA2tvbs5aWlqyenh5bpkwZtmnTpuysWbPYkJAQmff56NEjiU/3P378WP4HoAEoA4N6Es6GK3xtHD58uFyy/SQmJrLDhg2T2OZp0KCBHI5AswQGBoq10zZv3lzgdp07dy7SedakSRPK3FZI2dnZ7PHjx9muXbty09Ll9V4L/65ixYrsokWL2PDwcIXWT1JGX03i6+vLa9dJ+jxsbW3Z+/fvF7ivkJAQ1sHBId/P1djYmN2yZUsxHJlmys3N5abrFHwOM2bMyHebhIQE1tDQUOzzsrCwYH19fdnU1FTe63/8+MEuXryY1dfXl5jx8vXr1wo8wpIvKiqK3blzJztw4EC2ZcuWbN26ddlmzZqxv/32G7tp06ZCTQfv7+8v8buOPitxz58/Z2fPns3NdFPQd5bw7ytXrszOnTuXffHihdh+qZ9JudLT01kTExPeZ9myZcsCtwsNDWUtLS3z/dzz+p2hoaFCpvnVZFevXmVbt25d4DmZX/Y1hmHYRo0asefPn1f24ZRIpUqVkjqDqPB6U1NTtnfv3uymTZsK1bdFis7X11fse0rwv62tbZHOmXPnzrE2NjZi9xuCnwvqN9MEsl7P8rvOSXPO5XeNlLQPSa8nhRMXF8cOGzZM7DzT0dFhO3XqxG7evJm9efMmGxcXJ3H7+Ph49ubNm+zmzZvZTp068WblEO7PzGt7krf8+ggV/Y/OqaLJzMxk09PTef+k8e3bN9bFxUWq66TgNc2aNWPfv3+v4CMiRD1Rf5bqa9u2bZ5tPTMzM3bChAlsQEAAm5mZWeC+srKy2Js3b7KTJk1iy5Qpk2db38nJqRiOjJR0lBGbEEIKsGzZMixbtkxihgwjIyMMHjwYkydPhp2dnVLqJ8hUJMDQ08ikBDh+/DiGDBmC3Nxc3npWiqxekrASMtoI1rds2RJXr16FkZFRntsfOHBA7OnHMWPGYPfu3VLXgRRdeHg4Pnz4wFvHMAycnJyUVCP1RhkY1NOFCxfQs2dPidmSy5Urh6VLl2LkyJEoXbq0TPtNSkqCr68vli9fjujoaIkZls+cOQMXFxdFHFaJ1rhxY0RFRXHL1atXR1BQUL7bpKSkoGvXrrhz547M51nt2rVx5coVVK9evdB11mQeHh5wd3cHUHD2a4Zh0KFDB0yePBl9+/Ytlqxompql9Nu3b5gwYQIuXLiQZxZsHR0dzJ07F0uWLIGenp5U+83NzcW6devg7u6OjIwM3u+Ey2nTpg28vLxQq1YtOR0RERg8eDCOHj3K/U1Xq1YNHz9+zHebxYsXY+XKlRK/Cw0MDFCjRg2Ym5sjJiYGb9++RW5ursTvtX79+uHo0aPFcJREFgkJCYiPj+etYxiGsvT+v7i4OBw4cADe3t54/PgxgILvkwW/L1WqFH777Te4urrC2dk5zzaGpn7XqJLw8HBupjaBevXqFbjdy5cvMWTIEDx//lyqNiTLsqhUqRJOnjwJe3v7QteX5O3Zs2c4cOAALl26hOfPn4tlw5akcuXK6NGjB4YNG4Z27doVQy01U3Z2Nu7du4dr167h2rVrCAoK4mVoFW1rChP+XYUKFdCxY0cuYzbNpFg8+vfvj5MnT4q1B4Gfn0/FihUxcOBAODo6onHjxqhdu7bEfuF3797h6dOnuH37No4dO4aIiIg87wP79OmDEydOFM8BqjCt/8/EK8/wAkmfjbxeT+0Y2Ylmpv7y5Qv3HuZ1fujq6qJ06dIwMjJCamoqkpKSxGbvEt6WZVno6urmO6uRNBiGQVhYWJH2oY5Gjx6t1PK9vb2VWr4mu3jxInbt2oUrV65wMwMI09HRQatWrTBlyhQMGjRIKZnTCdFU1J8lX58/f4aDgwNvbA0Qb4vo6Oigfv36qFevHkxNTWFiYgKGYZCYmIj4+Hi8ffsWL1++5NoleY0tWFhY4OHDh6hSpUpxHB4pwSgQmxBCCiAciC24ZDZo0ACTJk2Cq6srTE1NlVxDQkqm8+fPY/jw4UhMTJS5M1ZUXoPRLi4uOHToEEqVKpXv9rt27UJoaChvnaurK5o2bSpTPQhRNVlZWWIPPOjr6xe43ffv3zFu3DhcuHABgHRTKTdt2hTHjh1DjRo1ilBjAgC///47tm7dmueAo76+Prp27coNOOY3natgwNHPzw8ZGRl5DqhMnDgRW7duLd4D1XApKSmYN28eduzYgZycHKnOsz59+sDLywvm5ubFVc0SJ6+HMIFf73OZMmUwatQoTJw4EXXq1CnW+mlicJy3tzf++OMPJCQk8IJpBViWRcOGDeHt7Y1mzZoVqoxXr15hzJgxCAoKyrPdaWhoiBUrVmDmzJk0kCVHJ0+eRP/+/Xl/0ydOnECfPn3y3CY9PR3W1tb49OkTb71oMGpewamCh8MePXpEgyFEbVy4cAF79uzB2bNnkZmZKdVDyizLQktLC+3bt4erqyv69+9f4L0voJnfNSVJbm4uduzYgV27duHJkyd5vq5q1aqYMmUKpk2blu+D6UR+UlJS8Pz5c3z69Anfv39HamoqcnJyYGBgAHNzc1SrVg3W1tZFDkojhZOamopbt25xgdlPnjzJN7GDMOHf165dG87OznB2dkbHjh3p3kxBUlNT0alTJ7H2e37fj6VKleL1i4gGsOXXdpQmkYemEARiqwNqxxSOcLC96MOsAoUJLxHdXnjfhUWfL9FUmZmZePnyJSIjIxETE4NSpUqhfPnyaNiwIYyNjZVdPY32/v17hISEIDY2FgkJCUhKSpLrdWrJkiVy2xchqu7x48fo0qULYmNjxX6X3z2ZLK8T9BNfvnyZ4j6IXFAgNiGEFEAQjKGnp4d+/fph0qRJlH2VkGISERGBqVOn4vTp0wBky4KdF5ZlUaZMGfz9999KzxxAiLqjDAzKkZOTg4EDB+LUqVN5DgjL+l7nN8Dcp08fHD9+HFpaWkWoNSmsFy9ewNPTE+fOnZOY5cfS0hKdO3fGlClT0KJFCyXUsGSRFIgtOD9atWqFSZMmYdCgQVI9tKII+/btg6enJ2+dv7+/UuqiaF+/fsX48ePh5+eXZ6YKXV1dzJ8/HwsXLoSurm6RymNZFuvXr8eSJUuQlpYm8W+AYRi0bNkSXl5eUmUmJQXLyMiAhYUFkpKSuHUtWrTA3bt3893u5cuX6Nixo1hWFKDgbPYGBgY4c+YMOnXqVMTaE1J8JGWfzO+hoQYNGmDkyJEYMWKEzNl8KBC75Pjy5QsePXokFqDRrFkz+h4jpACxsbHw9/fnArPfvn3L/U7awGyGYdCkSRMuW3bbtm1hYGCg+MpriJSUFAwZMgTnz5/P9ztRWnnto0ePHjh06BAFtv0/RWTEViRqx8hOONhe0udclP5dee6P2qmEEFWQlZWFU6dOwcfHB7dv30ZiYqJCy6NrHtE0YWFhGDlypMQEKgKyzqYivF2rVq3g6+tLM2ESuaFAbEIIKYCXlxd+/PiBMWPGoHz58squDiEa6fz589i0aROuX7/OZe+VtoNOuKljYWEBNzc3zJkzh85nQuSIMjAUv9zcXEyfPp3LjC2qqAOOgu0nTZqELVu2QFtbu/CVJXKTkJAgdp5VrFhR2dUqUURnwyldujSGDx+OyZMno2HDhsqunkYxNTVFcnJynlmwmzRpAm9vbzRu3Fiu5b558wZjxozBnTt38rw2GhgYwN3dHXPmzKGHVOQgPDwcaWlpvHXSBAi+fPkSQ4YMwfPnz6W6N2BZFpUqVcLJkydhb29f6PoSogySsk+KzoxSrlw5DBkyBK6urrCzsyt0WRSITQgh4r58+cIFZV+/fh0RERHc76QNzNbT00OrVq3QqVMnLFiwQPGV1hCenp6YN28eYmNj5ZYAgGVZmJubY82aNRg3bpxc9llStG/fXu0SLZTUh5cVRV2ynlM7lRCibIcOHcKsWbO4JAGKDr2jax7RVLm5uVizZg1WrlyJ1NTUIrdTWJaFkZERFi1ahLlz51L/PpErCsQmhBBCiNoIDw/H/v37cefOHTx48EBiBjxh2trasLGxgYODA7p3745evXpBR0enmGpLCCGKd+3aNUyePBnv3r2T64BjzZo1sW3bNnTu3Fku+yREXQgCsZs0aYJJkyZh+PDhKFWqlLKrpZHyCjrU1dXFokWLMH/+fIW161iWxaZNm7Bo0SKxzl3hbMt2dnbw9vaGtbW1QupBCpabm4sdO3Zg165dePLkSZ6vq1q1KqZMmYJp06bRlPJELeV1TdTT00PPnj3h6uqKHj16yOW6SIHYhBBSsFevXnGB2QEBAYiPj+d+J6ntKIyuq/IXHR0NDw8P7Nu3D3FxcQAKP1OYmZkZRowYgUWLFsHCwkLudSVE1alTMBJdTwkhypCdnY3hw4fj2LFjBc5aJS90b07Iz0RFXl5e2L59O2/GIiD/rNfC6tSpg8mTJ2P06NEwNTVVWF2J5qJAbEIIIYSora9fv+Lbt29ISEhAfHw8MjIyYGJiAjMzM5ibm6NmzZowNDRUdjUJIUShMjIysHXrVuzevRsvX77k1hdm5oB69eph/PjxmDJlCk2ZTDTS9evXUapUKbRo0ULZVdF4okGHLMuiefPm8Pb2hq2tbbHUISwsDGPGjMGtW7fyzHSor68vls2ZKMeXL1/w6NEjsZkDmjVrJlWGbUJUmeCaKJwFm2EYODk5Ydq0aejVqxd0dXXlUhYFYhNCiGxYlsWjR4+4wOzbt28jLS0tz9mr6LqqOBkZGTh+/DhOnjyJ+/fv4/Pnz1JtV6VKFTg4OKBv374YMGAA9YcQjebj46PsKsjEzc1N2VUghGgQlmUxdOhQHDlyBED+YzDyDsWjNiQhv7x69QpBQUEICgrCixcvEBsbi/j4eO6hTEGsSJkyZWBjY4NWrVqhZcuWqF+/vpJrTko6CsQmhBBCCCEqJSYmBhcuXMCdO3cQGRmJjIwMVKpUCXXr1sWAAQNQo0YNZVeREJV1584dbsAxODgYKSkp+b7eyMgIzZo14wYc27RpU0w1JYSQ/AkHHerr62PJkiWYO3cutLW1i70uW7ZswYIFC5CSkiIWHE6DIISQ4iB8TRQQvh6ZmZlh0KBBcHV1RatWrYpUFgViE0JI4eXk5CAgIAAeHh64efMm79pN19XiFxUVhWfPniEmJgbx8fFc5nJTU1OYmZmhbNmyaNiwISwtLZVbUUIIIYSohd27d2PChAl5PnAH/GzzVa1aFebm5jAxMZHrTAP+/v5y2xchhBD5o0BsQggpwMqVK7FkyRJumWEYZGdnl5jyCCFEHliWFcsGqa2tDX19fan3kZOTA3d3d2zcuBGpqal5vs7FxQXbtm1D5cqVC11fQjRBbm4u3r9/n++AY61atdRqylFCiOYQXJscHBzg7e2NBg0aKLU+Hz58wNixYxEQEMANtlAgDSGkuIjOEgCIZ9cS/L5mzZpwdXXFiBEjCvUQKwViE0KIbJ49e8Zlw7558yb3QLSk6zRdVwkhhBBC1FNqaipq1aqFqKgo3nqWZWFoaAhXV1cMGTIEdnZ2KFWqlJJqSQghRJl0lF0BQghRB8X9zAo9I0MIUTdbtmzBrFmzeOtmz56Nv//+W6rtMzIy0LNnT1y/fr3Aa+C5c+dw8+ZNXLx4scjZ3ggpybS0tFC7dm3Url1b2VUhRG18/vwZHz584K1zcnIqMeWpEwMDAyxfvhyzZ89WiQdGatSogevXr2Pbtm2YN28ekpOTlV0lQord8uXLlVq+8EPrmmbMmDE4evQokpKSAPwM5ssrMDssLAzu7u5wd3dH69at4erqikGDBsHU1LTY600IISXRhw8fcPXqVVy7dg3+/v6Ijo7mfiepTyu/KesJIYQQQoh6uHDhAiIjI3kJGgCgTZs22Lt3L6pXr67M6pFCyM7OxrNnz/DkyROEhIQgJiYGiYmJSEpKktuDkwzD4Nq1a3LZFyFE9VEgNiGESEl0CtiSVh4hhBTF4cOHedcsXV1dzJgxQ+rtf//9d+5GtKABKpZlkZiYCBcXF9y6dQs2NjaFqzQhhBAiwtfXt1hnpynu8tTJkydPULduXWVXQ8zkyZPRo0cPjBs3jjrRicZxd3dXajCZJgdi7969G1u2bMHRo0exZ88e3Lhxg8uqKiD8s+De7M6dO7hz5w5mzJiBnj17YuTIkejRowe0tbWL/RgI0VSJiYmIjY2V+4A+QA/wFZeoqChcv36dy3r96dMn7nd5zU4gSvh1JiYmiqkoIYQQQtSer6+vXPZjbW0NOzs7ueyL/HTx4kXuZ8H9ePPmzeHn5wdDQ0Ml1ozI6tGjR9i9ezeOHDnCzSSrCKL9NoSQko8CsQkhhBBSon358gW3b99GZGQkMjIyUKlSJdStWxf29vbKrlqJER0djaCgIN4Uqz169ECVKlWk2v7WrVvw9PSUeDMqPFAl+L3g//j4eIwePRr379+Xw1EQQgghP9FsOKpBFYOwBapXr44rV65g586dmDt3rrKro7bOnTuHEydOcMsMw8DT07PElFeSKeO6RQNX4KY6dnV1xadPn+Dt7Q1fX198/PgRACQGZQs+q/T0dBw/fhzHjx9H2bJlMXToUIwcOZIG5glRgG/fvmH//v24efMmnjx5gq9fvyqkHHqAT3GSk5MREBDABV6HhIRwvytM4LWBgQFatWoFZ2dnODs7U58kIYQQUgIJsumKqlq1KmrUqCH1fkaNGiWX+9/y5cvj5cuXMDc3L/K+yE+PHj0SW7d9+3YKwlYj0dHRmDNnDvbu3QtAsf1b1I9FiGaiQGxCCCGElEhXr17FokWL8ODBA4m/r1atGqZNm4ZZs2bRzVARBQUFiT3V27t3b6m3X7Rokdg6lmWho6ODVq1aoUqVKoiMjERgYCAyMzN55Tx69Aienp4YO3Zs0Q6C5EsRmbuqVasmt30Ros4oQ55qotlwiDQmTJiAHj16KLsaauvp06fYs2cP72E+RQZGF3d5JVlx3z/R9VFc9erV4e7uDnd3d/j7+8Pb2xsnTpxAamoqAPGHWIFf72N0dDT+/fdf/Pvvv6hXrx5cXV0xfPhwVK1atfgPhJAS5M2bN/jjjz9w6dIl5ObmAqDrl7rIysrCnTt3uMDrBw8ecPdl0gZeC79WW1sbzZs35wKvHR0doa+vr7gDIIQQovbklQW5OLi6uiq7CionLi4Ojo6OSEpK4q0vV65cnmOUBSlqO/LHjx9YsmQJtmzZUqT9kF+ioqJ4bUFra2s0a9ZMiTUisggLC4OzszM+f/7MnV8UH0AIkTcKxCaEEBUj6KgX0NLSUlJNCFGOs2fPwsPDg7eud+/eEoN18+Lu7s7tI6/Oik+fPuHPP//EkSNHcPr0aVSoUKHwldZw9+7dE1vn4uIi1bYvX77ErVu3eBnbGIaBvb09Dh8+DCsrK+613759w/DhwxEQEMB7/b///kuB2HKSmZmJM2fO4NatW3j8+DFCQkKQkJAg98FjytxFNBllyCOkZJF2BpAXL14gODiYt44GL4m6kkfbsKDZcIj0OnTogA4dOmDr1q04dOgQ9uzZgzt37gCQnCUb+PVev3r1CgsXLsSiRYvQrl07jBw5EomJicV7AISUAGvWrIG7uzsyMzMlzuwlb3S9LLpHjx5xgde3b99GWloa97vCZL22sbHhAq/btWsHExMTxVScEEJIiSSvLMjFgfoyxK1fv17sPkpLSwsHDhwodEKaov49sCyLXbt24c8//6SkOHIiyHguGMd0dHRUco2ItL5//w4nJyd8+/YNAPVJEUIUhwKxCSFExaSkpPCWjY2NlVQTQpTDy8sLDx8+5GWq27p1q9Tbb926FcuXL+eWC8pUc//+fXTt2hU3btyAqalpkequqd6+fctbrlixIiwsLKTadt++fWLrzM3NceHCBZQtW1Zsv+fOnYOdnR1ev37N/Y08e/YML168gK2tbeEPQsMlJCTA3d0de/fuRVxcHLeeOh4IkR/KkEeIZjt9+jSWLFnCW0eDl0TdODk5ySU4IDs7G7Gxsfjx4weio6O59cL3gFZWVjRYLCNjY2OMGzcO48aNw7t37+Dl5YW9e/dyD33lF5TNsiwCAgIQEBBQ3NUmRO3NmzcP69ato6xqasbe3p73kL8waQKvraysuMDrjh07St0PRgghhORH1fsKqZ0jLi4uDlu2bBFLNjR9+nQ4OzsXer/yaFtmZWXhn3/+waZNmwq9D/KLvr4+L/EJtf/Ux4wZM/Dt2zex80lwnpmZmaFhw4aoU6cOTE1NYWxsTMkSCSGFQoHYhBCiYj5+/MhbLl26tHIqQogSpKam4tKlS9wAPAC0aNECdnZ2Um3/4cMHzJ49W+qOCUE5z58/x+TJk3HgwIFC112TCV+3GIZB48aNpd72zJkzYh1U06ZNEwvCFjAyMoKHhwcGDhzI+5yvXLlCgdiFdPbsWUycOBGRkZEyTblbWKremUyIIlCGPJIX0azlOjrUTVOSCdo6gv8JUTeKCNL9+PEjAgICsHXrVt4DuVFRUVi6dCk9sFBItWvXxqpVq7By5UpcvnwZ3t7eOH36NDIyMgBIDsrOr/3w7ds3VKxYUbGVJkQNHTx4EH///TcYhslzUJ+otvzaZcKfoYWFBTp27MgFXwvP4EYKr2PHjhLXMwyDa9euybRNccivXoQQIg+q3FdAbRvJfHx8kJiYyPvsKleujFWrVsll/4V53wVtU5Zl4ePjg9WrV8PIyEgu9dFkFhYW+PDhA7csuL8mqu3x48c4evSoxPu1nj17Yvbs2XBycqLAazWQnZ2N58+fczM6x8bGIiEhAUlJScjJyZFLGdTeJ0VFI3yEEKJCcnNzcfPmTV5DkAa6iCZ5+PAhMjIyuHOAYRj89ttvUm8vCHITDXBhWRZ6enooW7YsYmNjxcpgWRaHDx/GxIkT0a5dO/kfWAn39etX3nsubea6qKgohISEiN38jhs3Lt/t+vTpAxMTEyQlJXHrHj9+LHvFCY4fP46hQ4dygYCq3NFLpJOZmYnXr18rpAMCoOythUEZ8kh+RKctpYcwCSGaxsrKCqNGjcKoUaNw5swZjB8/HtHR0UhJScHo0aPx+fNnLFy4UNnVVFsMw6Br167o2rUr4uPjceDAAezZswcPHz7kfi/8WgHhdgvLsqhatSqcnJwwfPhw9O/fH2ZmZsV6HISooqSkJMyePVtsvaBvxMnJCX369EGTJk14mdXofkC1SLr2AYCJiQnatWvHBV7b2Ngoo3olXkBAgMSgmPzOE0nbFAd6mJJoivDwcKWWT7PiEHVz9OhR7mfBd8XKlSthYGBQ5H0zDIN+/fqhZ8+eUm9z4MABXLlyhfvOSkpKwokTJzBixIgi10fT2dra4v3799xyVFSUEmtDpHXs2DHeMsuy0NXVhZeXF4YPH66kWhFZPHnyBLt27cKhQ4cQHx+vsHKovU/kgQKxCSFEhaxcuRLfv3/nBTTKklmWEHUXFBQktq53795Sbfvjxw8cPHiQF2ANAGXKlMHGjRsxYMAA6OvrIycnB6dOncL06dPx/ft33j7++usvCsQuhJSUFN6yiYmJVNsJZ9QTDHY1a9YMlStXznc7HR0dODg44OrVq7ys5kQ2T548wbBhw5CdnS3xxpIyXKiPBw8ewMfHB7du3cKrV6/EMuzKEwViy4Yy5JGCvH79mrdMgdiEKE56ejpv2dDQUEk1IXnp3bs3mjdvjjZt2iA8PBwsy2LJkiUoW7YsJk2apOzqqT0zMzNMmTIFU6ZMQWhoKLy8vLB//35ERkYCEH9YTLitkpubixs3buDGjRuYOnUqunXrhuHDh6N3797Q19cv1uMgRFWcPn0akZGRYlnlmzZtih07dkg9uxtRLsHnZmBggNatW3OB13Z2dpQVrxgV5sHl4rynpoAMokmsrKyU9jfPMIxC+zVVHfUVqp+vX78iKCiId85YWVnJNei5adOmcHNzk/r1dnZ2aNSoEW/dsWPHKBBbDjp16sTN8suyLO7du6fsKhEpCGc3FsTfeHh4UBC2GkhKSsKff/6J3bt3g2VZhX5PUnufyAsFYhNCNFp4eDg+fvyY72uEp5gRuHXrVpG/6FmWRVpaGmJjY/H69WucP38ejx8/FvuSb9GiRZHKIUSdhIaG8pZNTU1Rr149qbY9ePAgL6CUZVno6Ojg8uXLaNq0Kfc6bW1t9O/fH02aNIGDgwPi4+O5m+arV6/i+/fvsLS0lN9BaYDU1FTesrGxsVTbBQYG8pYZhkH37t2l2rZu3bq4evUqtxwTEyPVduSXP/74A1lZWRIDLkxNTdG3b184ODigQYMGMDc3h4mJCQ1Cqpi7d+9i6tSpePr0KQDFd9ZTR4RsKEMeKUhiYiKXzU3wd1GjRg1lV4uQEuvHjx+8ZXrwQTVVrlwZly5dgp2dHVJTU8GyLGbMmIE2bdrA1tZW2dUrMaytrbFu3TqsWbMGFy5cwJ49e3Du3DlkZWUBEM8QK/iuAn7OwHL27FmcPXsWxsbG6Nu3L4YNG4bOnTvT/QLRKCdPnuR+FpwndnZ2uHbtmtT9IkR5tLS0YG9vzwVet27dmh4sUaLC3AfTvTMhikMBwcXP29tb2VUghXD8+HHe/RLDMPj999+V+h1lY2ODnj174uzZs1y9rl27hpycHGhrayutXiXBgAEDMGfOHO6++fXr13j37h1q166t5JqR/AhmdRYwNzfHH3/8ocQaEWl8//4dTk5OCAsLo9lmiVqhQGxCiEbz9vbG8uXLpXqt4AueZVm0b99e7nWR1IAwMDDAgAED5F4WIapK+MEIhmHQsGFDqbcVnlpI0OHh5ubGC8IWVqtWLSxatAh//PEHd97l5ubi3LlzGDduXOEOQEOJdsyKZhvMi2ggNgA4OTlJta3oVNgJCQlSbUd+unfvHvz9/cUCLIyMjLB06VLMmDEDenp6SqwhKcjcuXOxfv16safAFdURQQMwsqMMeSQ/sbGxGDNmDFJTU3nnbZMmTZRXKUJKuEePHvGWzc3NlVQTUpB69eph1qxZWLFiBRiGQVZWFmbMmMHLYkTkQ1tbG7169UKvXr0QHR2Nffv2wcfHh3vQT3hWD9F7B+Dng2f79u3Dvn37UL58eQwaNAibN28u/gMhRAlCQ0N55wXDMPDy8qIgbDURFxdHD2WpiML0N1AfBSGKpYxAJ00/r2XJeExUx927d3nLWlpaGDp0qJJq80v//v1x9uxZbjk1NRUPHjxAy5YtlVgr9WdpaYnRo0djx44d3HVy+fLl8PX1VXLNSH4EiRkEsQNdunShhxJUXFJSEjp37ox3794BkNwu0fR2A1FdFIhNCNF4qtTRJxyowzAMxo8fD1NTU4WURYgqCg8P5z05XqdOHam2S01Nxb1798Qa4lOmTMl3uzFjxmDevHnIycnh1gUHB8tecQ1nYmKC2NhYbjkuLq7AbeLj4/Hs2TPeZ6ajowNHR0epytTV1eUti2blJvk7f/48b5llWZiYmODSpUvUGacG/vzzT/zzzz/cMj0FrpooQ57quXHjBm7cuJHva27evCm2TtoHN/MjOhvOvXv3JM5K0K5duyKXRQgR9+DBAzx69Ih3r2Ftba3sapF8zJw5E6tXr0Zubi4AICAgAI8fP87zQVtSdOXKlcPMmTMxc+ZMPHnyBF5eXjh48CA3+5BowKmAoI8sKioK//33HwViE43x/ft3AL/OATs7O9jY2CizSkQGFIStGpYuXVos2xBCVIPo2Cr1aRJ1JzzTNcMwaNmypUrMuOvi4iJ2ft2/f5/GfuRg9erVOHXqFKKiosCyLA4cOIDBgwfDxcVF2VUjedDX1+eymANA9erVlVgbIo2VK1ciJCRE4ozOAGBoaAhbW1ua0ZmoJArEJoQQFHyzr4zOgWbNmmHNmjUKL4cQVZKYmMhbFs16nJdbt26JBTNZWVkVOEhvamoKe3t73L17l9v2yZMnMtWZ/HwfhQOxBU+o5ufKlSvIzc3lTXHdtGlTGBoaSlVmfHw8b9nIyEj6ChP4+/tzPwuCkVavXk0dcWrgxIkT+Oeffwp8AlxbWxvGxsbUAaFElCFP9QQEBGDZsmVSteWFZ8NZtmyZ3OsiaTac8uXLo2fPnnIvixBN9uHDB5w/fx4eHh5iv6OAXtVWpkwZtGjRAnfu3OHWHT9+nD63YtKkSRNs3rwZ//zzD06fPg0fHx9cunQJOTk5Yt+jorN/EKIp0tLSuJ8ZhoG9vb0Sa0OIeqJAbEJUU3Eko1JkOYQUh5SUFLx9+xbArzEWaWd8VbSyZcuiSpUq+PLlC7cuJCREiTUqOczMzHDixAk4OzsjIyMDubm5GDx4ME6dOoVOnTopu3pEAgsLCyQnJ3PLlA1btX379g2bNm2SGITdsGFDLFiwAL1795Y6noCQ4kaB2IQQogKEOxv09fUxbtw4/P3339DX11dirQgpfqJZjU1MTKTaLjAwkPtZ0OEh7dPHDRo04KYPY1kW3759k7K2RKBWrVp4//49F1R9//595OTk5HszK5wpFvjZCStLFlDhwG8AFNgoo69fv/JuYsuUKYNJkyYpsUZEGllZWZg3b57YesF1r2vXrhgyZAgcHBxQt25d6lBSMsqQp7pkHehTxMCgaCZRhmGwfPlyOm9JibFp0yZs2rQp39ckJCSIratZs2aRyxZkoI+Pj+cy3gjOM2F9+/YtcllEsWxsbHDnzh3us7t9+7aSa6R5dHV1MWDAAAwYMADfv3+Hr68vfHx88PLlSwCUxZBoNlNTU0RHR3PLZcuWVWJtCCGEEPn48OGDXPaTnZ2N2NhY/PjxA/fv30dAQAA3C5mgDWltbY3du3erRAZhQmQVEhIi1tfg4OCgxBrx1atXD58/f+bqJ00CJSKdVq1a4ezZs+jbty9SUlKQmpqKbt26YdasWViwYAHMzc2VXUUipGHDhggLC+OWIyMjlVgbUpCzZ88iIyOD9/AWwzCYNWsW1q5dS+MnROVRIDYhhEA5wRgMw8DY2BilS5eGpaUlGjdujBYtWmDgwIHUQCcaS3hqIOBnZ500JA3ISxvUa2FhwVsWzcpNCta0aVNcuXKFW05KSsKFCxfQq1cvia+PjY3FqVOnxAbtnZ2dpS7z48ePvOUKFSpIX2GCHz9+APh1A+vs7ExBFGrg8uXLCAsLE8seU69ePezZswctWrRQZvWICMqQp7pUaTYcQVmTJ0/GhAkTFFYOIcUtPj5erL2WF+FsaNJuIyvRzvuWLVvSwzFqQPhejWVZvH79Wom1IZaWlpg7dy7mzp2L+/fvw8vLC4cPH5b4UAUhmqBWrVrcvTUg+QEjQgghRN1Ur15dbvuqVasWAKBHjx4AgBcvXmDJkiXc2EBoaCj69++PS5cuwdbWVm7lEuV78eIFgoODeetcXV2VVBvFEH4gT0DwN68KrKysuJ9ZlkVERITyKlMCOTs74969exg0aBBCQ0ORm5uL9evXY9u2bRg4cCA6duwIe3t7WFhYwMzMjGYtVaIOHTpw3zssy+Lx48fKrhLJx8WLF7mfBf24Q4YMwT///KPEWhEiPQrEJoRotKVLlxY4ld3KlSuxePFirnHGMAxycnKKqYaEaJbSpUvzBq6kCYrOzMxEUFCQWJCUtFOAGRgY8JaTkpKk2o784ujoyFtmWRYLFy5E586dxd5fAFi1ahXS09N5n5mRkRHatm0rVXmCG2Xh67IqdXCpA9GHHqpVq6akmhBZiHZAAECdOnVw8+ZNlC9fXlnVInmgDHmqTZYHKxU5Va6dnR3mzZuH/v37K6wMQpRJlR58EDAwMMCuXbsUXg4pOtEHc+Pi4pRUEyLKwcEBDg4O2LhxI06cOAEfHx9cu3aNppcnGsXOzo7XH/X582cl14gUh+TkZO77yNzcnGZoI4QQGdja2uLEiRPYuXMnpkyZwgWHtmvXDnfv3kXdunWVXUUiJ6dPn8aSJUt460paIHZ8fLzYuipVqhR/RfJQunRp3rLwA4Sk8CRl4xV++D81NRW+vr7w9fWVe9kMw0idwIz8MmjQIMyZM4d77x4/fowvX76o1PlKfnn9+jWvf1hbW5uCsIlaoUBsQgghhKgMExMTXiC2NNPgBQYGigX11qlTR+qgRNHAaz09PSlrSwS6d++OsmXLIjY2lguODgkJgYuLCzw9Pbkn73Nzc7Fp0yZs2LBBLCthv379YGhoKFV5r169QnJyMu8zr127ttyPqyQzMzPjdbxJ+94T5bp79y5vmWEYbN26lYKwVRRlyFM9VlZWBc6Y8enTJ3z8+JH3sI+0D3flR0tLS+JsODTISEjxEASHVqpUCQcOHIC1tbWSa0SkIZqxi6YfVT0GBgYYNmwYhg0bhs+fP0s92KwJGfJIyffbb7/h33//BfDze+b69evIzc2lbHclRHJyMvz9/REUFISgoCC8ePECcXFxYglatLW1YWZmBltbW7Rq1QotW7ZEhw4dKECbEELyMWHCBOTk5GDq1KlgGAZxcXHo2bMnnj59Sv3UJYigX03wf0kjqa+3VKlSRd5v69atee9XYZPoiNYlNTW1SPUiP+X18DHDMGIzmRLVUKFCBYwdOxbbt2/nPiN3d3fs3r1byTUjkojO6Ozo6AhLS0sl14oQ6VEgNiGEEEJURuXKlREeHi7T9ECnT5/mfhY0ygsKshImmlWNBkpkp6Ojg7Fjx2Lt2rVcZwPLsggICEDt2rVRr149mJub482bN4iJiZHY8TZ58mSpyxPOCizQrFmzIh+HJqlbty6ioqK4ZeGfieqKiorinTs1a9aEs7OzEmtE8kMZ8lSPm5sb3Nzc8n2NYDYcYf7+/oqsFiElmqyDT4oYrNLX10fTpk0xYsQIjBgxAiYmJnIvgyjG9evXeW0fevhMtVWtWhULFy6U6rWakCGPlHzt27dHgwYN8OrVKwA/g3FOnDiBAQMGKLlmpChevnyJf//9F/v27UNycjK3Pq82SnZ2NqKjo3Hjxg3cuHEDwM/AJ1dXV0ydOhUNGjQolnoTQoi6mTx5Ms6cOQM/Pz8AQFhYGJYuXYq1a9cquWaESEfSjL7yeHg4MDCwyPsAfo7bCcvMzJTLfon4bG4sy3JtReGAbHmi4O6i8fDwwJkzZ/Dt2zewLAsfHx/89ttvcHFxUXbViAjRh1waNmyopJoQUjgUiE0IIQUwMzND9erVlV0NQjRC06ZNeRlfv379iuDg4DyDbLOysnD48GGxm9qOHTtKXea3b994y2XKlJGhxkRg0aJF2L9/P5e1ThCMzbIsXr58yS0Lfgf8Cpzv1asXWrZsKXVZhw8fFlvXunVrORyF5mjVqhUCAwO5z+Lt27dKrhGRRnR0NADINUsvURzKkEcI0WR9+/blZkXJy9mzZ3HixAlehiwvL68ily2agb5+/fpiA5BE9R09ehRfv37l/X1UrFhR2dUiclTSM+SRko9hGKxatQq//fYb97c8b948uLi4UDZPNZSSkoKZM2dybRHRYJeCrlPCr09OTsa2bduwbds2jB07Fhs2bJBLhkxCCClpVqxYAT8/P+57dOvWrfjf//5HYzRELUiaXTctLU1lvvPT09N5yzQbsOLQ/azqK1u2LA4dOoSuXbsiPT0dOTk5GDRoEA4fPoyePXsqu3pESKlSpXgPupQtW1aJtSFEdjQKQQghBZg6dSqmTp2q7GoQohHs7e3F1i1fvhynTp2S+HovLy+xDLFaWloyBWI/evSIN/hbs2ZNmetNfmYS379/P3r06IG0tDQA/IDrvAbXK1SogG3btkldzvv37/HgwQPevqpWrYrKlSsX8Qg0S79+/fD3338D+Pn53L59G6mpqTAyMlJyzUh+RDNqUDCSaqMMeeqNsowQUjSNGzdG48aN833Nly9fcOLECd66grLWE80QFhaGmTNnit0/0ENohBBV06dPH4wZMwZeXl5gGAYfP35Ev379cPbsWXoISI3cvXsXI0aMwMePH8WSCEhLUmZEAPD09MT169exb98+mZIQEEKIJmjevDmqVavGzSKXlpaGo0ePYuLEiUquGSEFk/Tg3Y8fP1QmEFuQ1EWAxn7kh/qN1VObNm1w+vRp9O/fH8nJyUhLS+Pu5xYuXFhgQglSPKpWrYqQkBBuWTRDNiGqjnqCCCGEEKIy+vTpA319fWRmZnLB0WfPnsX8+fOxatUq3qDGgwcPMG/ePLHsyh07dpR6yuovX76IBXLXqlVLvgelQZycnHD27FkMHTqU975KGrxiWRZVqlTBmTNnZAom3bJlC28fDMOgW7duRa+8hmnRogUcHBzw4MEDAD+npfP09MS0adOUXDOSn7Jly+LLly/ccm5urhJrQwpCGfLUU+PGjSkQlBBClOj48eOYPn06vn37JnYfQVPGEkJU0bZt2xAZGYnz58+DYRhcvnwZ7dq1g6+vL/UxqQE/Pz/069cP6enp+WboLyjgRnQ74f7K9+/fw9nZGSdPnkSXLl3kU3FCCCkh2rZti/3793PXzcuXL1MgNlEL5cqVE1sXHh6uMsGcHz9+5C1Lqi+Rnb+/v7KrQIqgU6dOuH//PgYOHIgXL16AZVl4eXlhz5496NixI9q1awc7OzuUL18eZmZmYsmRCqtatWpy2Y8maNKkCV68eMG1CwQzcROiLigQmxBCCCEqw8zMDH379sXhw4fBMAwXuLZ27VocOXIE3bp1g7m5OUJDQ3H+/HlkZWWJDXSMGzdO6vIk3TA3atSoyMehyTp06IDXr1/Dw8MDhw4dkniDVKZMGYwbNw5z586VaZrBuLg47N69GwB/AIymjSqcDRs2oG3btgB+vp8eHh4YOnQodcipMBsbGy5DDPAzwwZRbZQhT/307NmTvlcIKWaUSUhzJScnIzY2Fi9fvsS9e/dw+PBhvHr1ihcIJ/jZzs6Oa7sSQogq0dXVxYkTJzB16lTs3r0bDMPg7t27aNiwIYYOHYpx48bBwcFBboP4RH6ePXuGAQMGIC0tjeuHFCb4DrKyskKTJk1Qv359mJmZwcTEBAzDICEhAQkJCXj9+jWePHmC9+/fiwVzC35OS0vDgAEDcOfOHdja2hbrcRJCiCqztLTkfmZZFs+fP1dibQiRXvXq1cXWPX78WGVmcnr27BlvNmAKBJWPdu3aKbsKpIjq1auH4OBgLFiwAOvWrQMA5OTk4OrVq7h69arcy2MYBtnZ2XLfb0nVo0cP7Nu3D8DPdsGNGzeUXCNCZEMjv4QQQghRKatXr8aZM2eQnp4OAFxHwYcPH7B9+3budZIG5xs2bIiBAwdKXdaRI0fE1rVq1aqIR0BMTU2xbt06rFu3DqGhofj8+TNiY2NhbGyM6tWro2HDhjJP8Qr8GiATxjAMOnXqJK+qa5RWrVph0aJFWL58ORiGQXR0NHr06AF/f3+VmT6P8LVv3x6XLl3irovBwcHKrhKRAmXII4QQyUaOHIk2bdoouxpEBooOIhQE5UvKKrp+/XqFlk0IIUWhq6uLnTt3wtnZGbNmzcL379+Rnp6OPXv2YM+ePTA0NESjRo3kmlmNYRh4enrKofaaKTs7G8OHD0dKSorEAOxatWph7NixGD58OKpWrSrVPiMiIrBv3z54eXnhzZs3YgHZycnJGDZsGIKDg+nBXEII+X9GRka85e/fvyupJoTIRlK/7p07dzBjxgwl1IYvLCxMbDbgOnXqKLFGhKiOiIgILF68GAcPHuTN7EyJIlRDnz59UK5cOcTExAAAoqKicOvWLUrOQNQG3ekTQgghRKVYWVlh7dq1mDZtGu8GCOBnyxMdJNHV1eUFahckPj4ely9f5u3HzMwM1tbWRak+EWFtbS2397Rdu3b0tLmcubu7IyIigsva9fDhQzg4OODgwYOUHV4FDRw4EAsWLOCuhU+fPsW3b99QsWJFJdeM5Icy5BFCiGTVqlWjjExqpjgGpYTvzwTlbdq0CY6OjgovmxBCisrBwQEuLi7w9PTkDeanpqbi3r17citHkJCAArELb9u2bQgJCRH73ilVqhSWLl2KGTNmQFdXV6Z9VqpUCXPnzsXs2bOxefNmuLu7IyUlhfeakJAQbNu2DdOmTZPLcRBCiLoTBFoJZGRkKKkmhMimTJkyqFmzJj58+MC1+/z8/JCVlSVzG0LeTp06JbbOzs6u+CtCiIrZu3cvpkyZgtTUVLGYg8IkECsIBXfLztDQEP/73/8wZ84c7to6f/58BAYGKrtqhEiFArEJIYQQonKmTp2KlJQUzJ8/n7de0k0Qy7LQ0dHBzp070bJlS6nL8Pb2RlZWFm9qro4dOxa57oSom507d6JKlSpYvnw5AODly5ews7ND//79MWnSJLRu3VrpHYfkpxo1amDAgAFcNn+WZbFmzRps3LhRuRUjBaIMeYQQQkoKRQxMScKyLIyMjLBu3TpMmjSpWMokhJDCSk1NxYIFC7Bt2zZkZ2eLJRYAaBBelbAsi7Vr14p9PuXLl8eFCxfQvHnzIu1fR0cHs2fPRocOHdCjRw9ERUUB+JVp7++//8bvv/9ebN+phBCiyh4+fMhbLlOmjJJqQojsWrdujffv33Pf6UlJSTh8+DBGjBih1Hp5eXmJtTPo4Wai6datW4d58+bxZmMTnn2bqI6ZM2fi6NGj3MPMd+/exZIlS7hxbEJUGcNS7w8hhBBCVNTt27cxY8YMBAcH5/kaBwcHrF+/Hq1bt5Z6v9nZ2ahZsya+fv0K4FcmIS8vL7i5uRW53oQUtzFjxhR5H0FBQXj16pVY54O+vj4aNWoECwsLmJmZyWX6XAoQLbyvX7/CxsYGSUlJYFkWenp6uHXrFuzt7ZVdNSKFDx8+YNWqVWIZ8gD5BrYJzuGcnBy57ZMQUjQrV67E4sWLed+zdI4SdaOlpaXQASrB96K2tjZ69uyJ9evXo0aNGgorjygPXRNJSfL161e4uLjg+fPnYsHWirpm0nlTNNevX0enTp14M/Dp6+vj/v37aNiwoVzLev78ORwcHJCZmcmVxTAMrly5QgkhCCEa7927d6hXrx6AX/cCtra2ePbsmTKrReRAU9r7x44dw6BBg3j9vDY2Nnj69Cm0tLSUUqdTp06hX79+vHZO3bp18erVK6XUhxBVcPHiRfTs2TPPwGtFhk2W1Oufon3//h2tWrVCeHg497ktXLgQ7u7uSru+EiINyohNCNE4eWUYZBgG2dnZMm1THPKrFyElnaOjIx4+fIi3b9/iypUr+Pz5M2JjY2FsbIzq1aujffv2aNSokcz7vXTpErS1tXlToTMMAxcXF3lWn5Bis2fPHrkO8Ap3HKanp+P+/fty2z9NoVw0lStXhq+vL/r16wcAyMzMhIuLC/z9/WFjY6Pk2pG8UIY8QgghJYWivq8qVqyI5s2bw8nJCcOHD0fFihUVUg4hhMhTQkICunTpgpcvXwLIO/Ca2vqq5fLly9zPgj6KxYsXyz0IGwAaNmyIRYsWccFoAn5+fhSITQjRaLm5uZg2bRovKI5hGDRu3FjJNSNEet27d0epUqWQmprKjamEhoZi06ZNmDVrVrHXJyUlBbNnz+YFYTMMg0GDBhV7XQhRFVlZWZg6darEIGyWZWFlZYXevXujcePGqFu3LkxMTGBsbEzBvkpmaWmJwMBAdO3aFaGhoWBZFitXrsSVK1fg7u6Orl27KruKhEhEgdiEEI1TmI5v6iwnRLnq1KmDOnXqyG1/PXv2RM+ePeW2P0JUhTy+rwSdEaIBovRdqDp69+4Nb29vjB07Fjk5OYiOjoaDgwPWrl2LSZMmKfUBMiJO2gx58s6ITX66efNmnr9zcnKSeZvikFe9CNFE379/R2BgIO7cuYPg4GD8+PEDcXFxiIuL4zJLenh4YMGCBUquqWbw9/eX2760tLRQunRpmJiYoEyZMjAzM5PbvgkhpLj8+eefePnypcQBfeBnG79KlSo0oK9iHjx4wFvW09PDlClTFFbe1KlT4eHhgaysLG7dw4cPFVYeIYSouuTkZIwfPx5+fn5i36Hdu3dXUq0IkV2pUqXg5uaGrVu3cmMqLMtiwYIFcHR0hIODQ7HWZ+zYsfj48SPvvNLR0cHEiROLtR6EqJJTp07xzgvBvVr16tWxceNG9OnTR5nVIxIIj8+sXbsWc+fO5YKx7927hx49esDKygrt27eHvb29XGd0Bmh8hhQNBWITQjRSXp3jsmxTHCiIhhBCiCwU9V1FAaKqZ+TIkahcuTKGDx+OqKgopKWlYfr06fjrr78wbtw4dOzYEfb29jAwMFB2VTUaZchTvvbt20t83/ObdSavbYoDzYZDyE+XL1/Gpk2b4Ofnx7tG5vdAS16Cg4Px+++/89Z17NgRK1askE9lNUi7du2UXQVCCFEZYWFh8PT0lNjP3LRpU0yfPh29e/eGubm5kmpI8hIWFsYFSjEMg/bt2yv0gSAzMzN06NCBCzhkWRZhYWEKK48QQlRVeHg4Dh8+jE2bNuHbt29ivzczM6MEOkTtzJ49G7t27eL68xiGQUZGBrp3744rV66gWbNmxVKPyZMn48iRI2LZsIcOHYrKlSsXSx0IUUWnTp3ifhb0K9arVw/+/v6wtLRUUq1IfvIb0xEkDvvw4QM+fvyIPXv2yLVsGp8hRUWB2IQQQgghhJQAFMipGWrWrMlbzsrK4jpVWZbF169fsXz5cixfvhzAz6wc8noSnGEYGiyWEWXIUx00Kw4h6uHNmzcYMWIEHj16BEDyeSiawaYgzZo1Q1xcHN68ecNt9/z5cyxYsABGRkZyqjkhhBBNs2fPHt701oKfV69ejblz5yrtwT5SsJiYGN5yrVq1FF6maBmidSCEEFUxZswYue0rNzcXycnJiI2NxcuXLxEVFQWA3y8mWGYYBosWLYKJiYncyiekONSsWRO///47NmzYwP1NMwyDuLg4ODk5YevWrXB1dVVY+dHR0XB1dYWfn5/Y74yMjLBq1SqFlU2IOnj48KHYzKS7d++mIGw1INr3K3z/Len3hKgCCsQmhGgkCsQghBBSkri5uSm7CqSYCKZQEx2wEP5ZuM2SnJyM5ORkuZRNgQSyoQx5qqUwHXTF/TdP9xtE0+3atQuzZs1CWlqaxO+5opg1axYmTZrE7S81NRVHjx6lNhQhhJBCE54uWTAg/Mcff2DevHlKrBWRRlpaGm+5bNmyCi9TtIz09HSFl0kIIYWxZ88ehfSHCPd5SNp/hw4dMG3aNLmXS0hxWLZsGU6fPo0PHz5w6xiGQWpqKkaPHo39+/dj9erVcs2OnZ6ejp07d2LZsmWIj4/P8wHBSpUqya1MQtTR9+/fecvW1tZwdHRUUm2ILCSN6Qj3Gcu7vULjM0QeKBCbEKJx/P39i2UbQgghPz158gRBQUG4d+8eQkJCEBcXh/j4eCQkJCAnJ6fI+2cYBqGhoahbt64caquevL29lV0FUsyEp+ACFNv5ILx/Ij3KkEcIIdJbsWIFli5dKjEAO7+s2NIaOXIkZs+ezQu8On78OAViE0IIKbTXr1/zvo9KlSoFd3d35VWISM3Q0BCpqanc8o8fPxReZnR0NG/ZwMBA4WUSQkhRyLsvMK97OJZl4ejoiDNnzshlRj9ClMHY2BiHDx9G27ZtkZGRwa0X9OFfvXoVV69eRZs2bTB8+HD07NmzUAHSOTk5CAoKwtGjR3HgwAHExMTkmWG+b9+++P333+VzgCWUtra2xPUMwyA7O1umbYpDfvUieRP0BQrOjTZt2ii5RqQwaDyNqAtqzRJCNE67du2KZRtCCNFkaWlp8PHxwX///YfQ0FBuPQVzEiI/1PGg2ihDnuqg2XAIUW0HDx7EkiVLAIgHYGtra6Nt27ZwcnJCnTp1UKZMGbi4uMhchqGhIbp164YTJ05wA6E3btxATk6OUgfRCCGEqK+4uDgAv9r6nTp1gpGRkZJrRaRRrlw5hIeHc8thYWEKL1O0jOLIwk0IIUWh6H5HlmVhYGCApUuXYs6cOXRfRtRe8+bNcfDgQQwcOJCXgEh4dsvAwEAEBgZi8uTJqFWrFpo0aYL69eujcuXKqFChAoyMjKCnp4fc3FxkZGQgLi4O379/x/v37xESEoJHjx4hJSUFAPKdSax169bYv39/MRy1eqM+Y81QunRpxMfHc8sWFhbKqwyRGp1rRF1RIDYhhBBCCJGr+/fvY+jQofj48aNcMhjmh27EiCaiv3v1QBnyVENubm6xbEMIKZxv375hypQpAMSDsMeOHYuFCxfCyspKLmUNGDAAJ06c4JaTk5MRFBRE05ESQggpFF1dXV5Gulq1aimxNkQWtWrVwqdPn7jAqICAAMTGxqJMmTIKKS8uLg7+/v5ceQzD0N8LIUSlKbrv0draGm5ubnB1dUWFChUUWhYhxalPnz44ePAgRo4cKZYZG+CfW+/evZP5YTDh7SWNs7Esi3bt2uH06dM0+4aURN9Haa5/ykiQQ2NChVe9enVeILbgYQaiumh8hqgzCsQmhBBCCCFy4+npiSlTpiA7OzvfJ/IFCnqNogO5CVE33t7eyq4CkRJlyCOESEIDJ3zLli1DQkICb1DSyMgI+/btQ9++feValpOTk9i6+/fvUyA2IYSQQilbtiy+fPnCLVNbX33Y29vj+vXr3HJ2djb+/fdfboYOedu6dSuysrJ4/Vn29vYKKYsQQorKzc1NbvvS0tJC6dKlYWJigjJlysDGxgbNmzdX2IMvhKiC/v37o3Llyhg0aBC+fPnC+/4vTNCvsILG0caPH49///0Xurq6MtaakJKrcePGePLkCXf+REREKLlGhJCSjAKxCSGEEEKIXPj7+2Py5MnIzs4GwzBiWQ3zk1fAtaR9UAAT0WTyHAwhikUZ8gghwhYuXIiFCxcquxoqJS4uDnv27OEFYWtra2P//v3o06eP3MurVKkSypcvj+joaG7dy5cv5V4OIYQQzVC/fn18/vyZW46MjFRibYgsunTpgjVr1gAAl6V61apV6NOnDxo3bizXsl68eAEPDw+xwKmuXbvKtRxCCJEXSgJBSNG1bNkSL168wOzZs7Fnzx7k5uZKDKKWR9IhlmVRtWpVbN26FS4uLkXen6YpzHgjjVGqFxcXF/j4+AAANxsOIYQoCgViE0IIIYSQIouPj8fAgQO5IGwBlmVhbGyMXr16oUOHDqhYsSJOnjwJLy8v3pSs169fR2ZmJmJjYxEdHY3g4GDcuXMHr1+/BvCrQ4phGNjZ2cHDwwP6+vpcOdWqVSveAyaEkAJQhjxCCMnfqVOnkJmZyWsTurm5KSQIW6BJkya4cuUK17Z89eqVwsoihBBSsjk5OfG+U0JDQ5VcIyKt9u3bo2rVqtz9GsMwyMzMROfOnXHhwgXY2dnJpZynT5+ie/fuXHtHoEqVKujQoYNcyiCEEEKIajIxMcHu3bsxY8YMLF26FGfPnkVOTg6AogdgCwKBK1eujNmzZ2PKlCm88TIiHX9//2LZhihX7969YWlpyT04GxkZiatXr6JTp05KrhkhpCSiQGxCCCGEEFJkmzdvRmxsLC+jIQAMGDAAW7ZsQYUKFbjXPnnyRGz7du3aSdzvw4cPsXHjRhw8eJDb98OHDzF37lycP38elStXlvOREEKIfFCGPEIIyZ9oBhqGYbBs2TKFllmpUiXuZ5ZlNXo60ps3b+b5OycnJ5m3KQ551YsQQpRhwIABWLJkCYCf3yl3795FTEwMypYtq+SakYIwDIM5c+ZgxowZvAf/o6Oj0aFDByxevBizZs2Crq5uofafk5ODzZs3w93dHUlJSby+MkHZhBBCCNEMDRs2xIkTJxAREQEfHx+cPXsW9+/fR25urthrpZlltmzZsujWrRsGDRoEFxcXaGlpKazuJV1e45Ly3oYol56eHhYvXoypU6dyySDmzJmD4OBgOn9IoX3+/BkfPnzgraN+SwJQIDYhhBBCCCmitLQ0bN68WWxgafTo0di9e3eR9m1nZ4d9+/Zh9OjRGD16NL5+/QqWZfHs2TM4OjoiKCgIlpaW8jgMQgiRK8qQRwgh+Xv+/DlvuUmTJgp/yM7MzIy3nJiYqNDyVFn79u3znBo5Oztbpm2KQ371IoQQZahXrx569uyJs2fPAgByc3OxZs0arF27Vsk1I9KYPHkydu3ahZCQEG4dwzBISUnB/PnzsXPnTowdOxZDhw6FlZWVVPv8/PkzDhw4AC8vL7x7947rHxPev42NDSZPnizvwyGEEEKIiqtUqRLmz5+P+fPnIy4uDo8ePcLjx4/x7t07fPnyBVFRUUhLS0N6ejq0tbVhaGiI0qVLo3LlyqhWrRpsbGzQrFkz2NjYUPAoITKaPHkyzpw5Az8/PzAMg+fPn2P06NHw8fFRdtWImvL19eUezAao35L8QoHYhBCiBFlZWQgODkZkZCQyMjJQqVIl1KlTBxYWFsquGiGEyOzWrVu8bNgAUKdOHfz3339yK8PZ2RmBgYFo27Ytvnz5ApZlER4ejj59+uDu3bvU8aQgYWFhePDgAR48eIBPnz4hLi4O8fHxSE5OhrGxMczMzGBmZoZq1arB3t4eDg4OqF27trKrTYhKoAx5hKiO9+/fIyQkBLGxsUhISEBSUhI3Haw8CHe6EumFh4dzmWgYhkHz5s0VXqapqSlvOSkpSeFlqrq8smzJextCCCmJNm3ahOvXryM1NRUsy2Lz5s3o378/WrRooeyqkQLo6Ohg//79cHR0REpKCrde0DZ5//49Fi1ahEWLFqFKlSpo0qQJ6tWrB1NTU5iYmIBhGCQmJiI+Ph5v377FkydPEB4eDuDX96RoVktjY2McOHAAOjo0NEsIIYRoMnNzc3Tq1AmdOnVSdlUI0RhHjx6Fs7MzHjx4AADYt28fkpOTsXPnThqzIYVC/aNEErrbJ4SQYvTy5UssW7YM586dQ1paGu93DMPA0dERM2bMQL9+/ZRUQ0IIkd2tW7e4nwWBNAsWLIC+vr5cy6lWrRouXbqEpk2bIisrCyzL4uHDh9i4cSNmz54t17I0WXh4OHbv3g1vb29ERESI/V74xlJSRsSKFSti9OjRGDt2rNRZowgpiShDnvoaM2YMRo8ejbZt2yq7KqSQsrKycOrUKfj4+OD27dsKz3pMgdiFIxoEXaFCBYWXmZGRwVuWNBWwppFm6uP8tikONLBBCFFVVlZW2Lt3LwYMGAAAyMzMRI8ePeDn5wc7Ozsl144UpGHDhjh69Cj69euH9PR0br3wjG/Az0zXX758wblz5/LcV359JSzLwsDAAEePHoWtra08D4EQQgghhBAiBWNjYwQEBMDV1RXHjx8Hy7I4deoUAgMDMXXqVIwbNw6VKlVSdjWJmhE8yEuIAAViE0KIFG7duoUtW7bw1rVt2xbTpk2Teh/e3t6YPHkyFzwoimVZ3Lp1C4GBgfjtt9/g4+ODUqVKFbnuhBCiaHfv3uUtGxoaYvDgwQopq0GDBpg1axbWrFnD3dz8/fffmDZtGnR1dRVSpqaIjIzEzJkzcfToUbAsm++No+C9l/SaiIgIrFq1CqtXr0b//v2xceNGVKxYUZFVJ0RlUYY89bRnzx74+PigRo0acHNzw8iRI+nBEjVy6NAhzJo1C1FRUQAUH8BZ3AGpJYnoe1cc0zfGxsbylo2MjBReJiGEkJKtb9++OHDgANzc3JCRkYG4uDg4Ojpi4cKFmD17NoyNjZVdRZKPrl274urVqxgxYgQ+fPjAa5/I8rBSXm1ClmVRs2ZN7Nu3Dy1btpRPpQkhhBBCFODFixcIDg7mrXN1dVVSbQiRn+XLl3M/N2zYEC9evMDr16/Bsix+/PiBZcuWYdmyZahVqxaaN28OCwsLmJmZQVtbWy7lUxIPQjQHBWITQogUduzYgWPHjvGmTZ44caLU2584cQJjx47llvPrmGVZFidPnkR8fDwuXLgAPT29ItefEEIU6du3b9x1jWEYNGnSROZs2BkZGVJvM3PmTF5G2aioKFy8eBG9e/eWqUzyy+7duzF37lwkJCRInEJXkvx+L/g+O3bsGC5fvow1a9ZgwoQJcq0zIeqAMuSpt/fv38Pd3R3Lli1D27ZtMXr0aAwYMIACN1VUdnY2hg8fjmPHjhU4e4O8ULaLoilVqhTi4+O55ZiYGIWX+eXLF95y+fLlFV6mKivM3zD93RNCiLhBgwahVq1aGDFiBN68eYOsrCwsW7YM//zzDwYPHoz27dvzBvTpQS7V0qpVKzx79gyzZ8/G7t27uf5/YbJ+ZoJ9TJgwAf/88w8lXCGElHjJycmIi4sDAJibm9ODSISoodOnT4sFjFIgNikJ3N3dJbbnRWfCeffuHcLCwuRePgViE6I5tJRdAUIIUXWZmZk4c+YMb1oJGxsbODs7S7V9VFQUxowZA+BnYy6/TlvB71mWhb+/P+bMmVP0AyCEEAUTZBYUXCMLmmZVS0u8CSo8BWxBKlSogBYtWvCCQC5fviz19uQXlmUxYcIETJw4EfHx8dxAoaTvKkFwtaR/ooS/zxISEjB58mSMGzeOAneIRhJkyBM8XCfIkLd8+XIkJycruXYkP4LrWG5uLm7evInRo0fD0tISo0ePRkBAgLKrR4SwLIsRI0ZwszoIvodk/T6T9R8pmipVqgD4NegREhKi0PJYlsXdu3d5D1jXqFFDoWWqstzcXIn/cnJyZN6mOP7lVy9CCFEWbW1t7p+DgwPevHkD4Fc7MikpCZ6enhg5ciSsra1Rrlw56Ojo8LYr7D8dHcqzJE+lSpXCjh078PLlS0ybNg0mJiYytfuEX2tiYoLp06fj5cuX2L59OwVhE0JKlOTkZJw9exYLFy6Es7MzKlSoAD09PZiamsLKygpWVlYwNTWFnp4eLCws0LFjRyxcuBBnz56lfjBC1ICg3UP9XqQkEm3fCyemEh7XpP5jQkhhUU8NIYQU4PHjx0hOTuZle+3fv7/U269atQqJiYm8J+qEg7qFCZfBsiy2bduGMWPGoEmTJkU/EEIIURBBpgsBc3PzfF8vaQAqJSUFpqamUpdpY2ODoKAg7rr55MkTqbclv4wfPx5eXl4AJGd3EnxX6erqol69erCwsICJiQlKlSqFlJQUJCYmIioqCq9fv0ZWVpbYfoS/+7y9vcGyLDw9PRV9WCVaeHi4UsuvVq2aUstXV5QhT32JZsVITk6Gr68vfH19Ub16dbi5ucHV1VWjgzlVgaenJ44cOZLvdxnDMKhatSrMzc1hYmIi8cEwUrzq16+P58+fc/e/Dx8+RFpaGgwNDRVS3qNHjxAfH8/7O6F7bUIIIUWR18C68ANhNPiuXurWrYtNmzZh9erVuHnzJoKCghAUFIQXL14gNjZWLJGAgYEBypQpAxsbG7Rq1QotW7aEk5MTzaJDCClxXr58iX///Rf79u3jBVTn9T2XnZ2N6Oho3LhxAzdu3ADwc1zA1dUVU6dORYMGDYql3kS5qB1ECFEl0oy7yHNshq6BhGgeCsQmhJACBAUFia3r06ePVNsmJiZi586dYg02fX19LFy4EMOGDUOVKlUQGRmJw4cPw93dHampqdzrcnNzsXLlShw9erRoB0EIIQqko6PDBeECKDB4pnTp0mLrvn79ikqVKkldZoUKFbifWZbF+/fvpd6W/LRjxw54eXnlGbRWt25dDB06FH379oW1tTV0dXXz3FdWVhZCQ0Nx6tQpHDx4EG/evBELyGZZFnv27IGdnR0mT56skGPSBFZWVkoL0mUYBtnZ2UopW11pa2tLXC+aIU8RDyjQ51V45cqVQ3R0NAD+g5ICgg7Ujx8/Yvny5Vi+fDnatGmD0aNHY+DAgZTxrpilpqZi8eLFYtdGlmVhaGgIV1dXDBkyBHZ2dvTZqJjWrVvz7nWzsrLg6+uLiRMnKqS8zZs3i61r27atQsoihBCiOSS1QUQzq8kbDegrnpGREbp164Zu3brx1mdmZnIJCczMzKCvr6+M6hFCSLFJSUnBzJkzuWQeot9BBX3PCb8+OTkZ27Ztw7Zt2zB27Fhs2LCB7tPVzNWrV9GpU6cCX7dw4UIsXLiwGGpEiOp5/vy52MN8cXFxSEhIAACYmprC3Nwc5ubmsLW15R7ma9iwoZJrXvLRfRQhRNEoEJsQQgrw/Plz3nKpUqWkzpp19OhRpKeni2XDPnnyJLp27cq9rkqVKvjjjz/g5OSEdu3aISMjgwvQOXfuHOLj42FmZiavQyKEELkqXbo00tLSuOXExMQCXy/q8+fPsLe3l7pM0ZtlQQcGkU5kZCTmzp0rccC4WrVq+OuvvzBkyBCp96erq4vGjRujcePGWLp0KQ4dOoT//e9/CA8PF5vt4X//+x/69evHC6YnsqHOIvVBGfLUU0REBC5cuAAfHx+cP38emZmZAPIPyg4MDERgYCCmTZuGfv36wc3NDR07diz+ymugCxcuIDIyUuycatOmDfbu3Yvq1asrs3okHy4uLpg1axaAX+2EtWvXwtXVVe5ZsV++fIlDhw7xzl8jIyN07txZruUQQmRD7SBSEtHsNiWbnp4e9WcQQjTG3bt3MWLECHz8+JH3kJEsJPU/Az9ntrp+/Tr27duHli1byqfCGmLYsGHYuXMnjI2Ni63M3NxcLFq0CGvXrqXED4RIEBcXh927d2Pbtm349OkTt17SPW9sbCxiY2MB/Jy9zcfHBwBQvXp1TJkyBWPHji1w5mEiGycnJ7pPI4QUCwrEJoSQAnz8+JH7mWEY2NjYSL3tkSNHuJ8FQdj9+/fnBWELs7e3x5w5c7BixQquMZiZmYmzZ89i5MiRhTsAQghRsLJlyyIqKopbjo+Pz/f1kgKiHj9+jH79+kld5rdv33jLOTk5Um9LgI0bNyIpKUksaM3Z2RknT54scifukCFD0LNnT/z222+4du0ar4MjOTkZGzZswF9//VWkMjSZMjqMKEim8ChDnvrR0dFB79690bt3b8TGxuLAgQPw9fXFw4cPAfA/U9HraEpKCvbt24d9+/ahatWqcHNzg6urK2rVqlX8B6IhLl68yP0suOdq3rw5/Pz85B7MS+Srdu3aaNmyJYKCgrhz6ePHj5g8eTL27Nkjt3JSU1MxYMAAZGdncwHfDMNgyJAhlMWSEDmjDHlEE1HbW/3MnDkTN2/e5K3bvHkz2rRpo6QaEUKI6vHz80O/fv2Qnp7O3UNJUtD3oOh2wv0o79+/5/qju3TpIp+Ka4BDhw7h4cOHOHz4MJo2barw8r58+YKhQ4fi9u3bFMhIiAiWZbFq1SqsWrWKu16Kyu/6Kfz6jx8/Yt68eVi6dCkWLlyI+fPn0zknJwEBAcquAiFEQzAs9RIRQki+6tSpg/fv33MdDa6urvD29i5wu6ysLJiZmSE9PR3Ar6CAgICAfKc/joqKQqVKlbjGN8MwmDZtGjZu3CivQyKEELnq168fTp06xXUIODs74/Lly3m+Pi0tDaVLl+Zd55ycnODv7y91mQ0aNMCbN28A/Ly+VqhQQSw4m+StUqVKiIyMBPDr+6l9+/a4dOkSdHV15VZOdnY2unTpgoCAAF4nO31ehaelpaWwzrf8phYV/J3QQw+yUeTnlR/6vBTj5cuX2LNnD/bv34+IiAgAkjvShc8lwe9bt26N0aNHY9CgQcWasUgTNGnSBM+ePeMF2D548ADNmjVTdtWIFM6cOYO+ffuKzSI1ceJE/Pvvv9DS0hLbRnBtFbzWw8MDCxYskLj/mJgY9OvXD7du3eKVoaOjg2fPnqF+/fqKOzhClIQy5BFSfG7cuKHU8tu1a6fU8tVVzZo1uUyF1EdBCCHinj17BkdHR6SkpOTZ78EwDKysrNCkSRPUr18fZmZmMDExAcMwSEhIQEJCAl6/fo0nT57wxlgl7cvY2Bh37tyBra1tcRye2hPcE+vp6WHt2rWYNm2awso6e/YsRo8ejbi4OOpv1AArV67E4sWLeX0u9Hnn7d27d3B1dcW9e/cKPWuAKOH9tGjRAnv37qUEH4SoILpekrxQRmxCCClAQkICb1naqWDu3r2LtLQ0XoO7QoUK+QZhA4CFhQWaNGmC4OBgbtsnT57IVmlCCClGwgEsLMsWeM0yNDRE7dq18fbtW+4GJTAwEJ8+fZKYLVvUnTt38Pr1a25bADQtrAyeP3+O79+/876fSpcujT179sg1CBv4mVV2z549aNiwIZKTk7n1UVFReP78ORo2bCjX8jSFop6lFc3sS8/syge9jyVHgwYNsGbNGqxevRpXr17Fnj17cPr0aaSlpQH4dQ6JPsQA/PzuunPnDqZPn47ffvsNbm5uUmUMJQWLiorivefW1tYUhK1GevfuDWdnZ24GDUH7bseOHXjy5AnWr19fqGmqWZbF4cOHMX/+fISHh4sFeo8fP56CsEmJRRnyCCk+FAitngRB18LJAQghhPyUnZ2N4cOHSwzCZlkWtWrVwtixYzF8+HBUrVpVqn1GRERg37598PLywps3b8RmGktOTsawYcMQHBwMHR0KX5FWRkYGZs6cievXr8Pb2xtmZmZy23dWVhb+/PNPbNmyJd+M6IRoqsePH6NLly6IjY1V2KwBQUFBaNmyJa5cuYImTZrIpd6EEEIUi1qyhBBSgNTUVN6yqampVNsJT28oaIC7uLhIta2trS2Cg4O5bT9//ixlbQkhpPg1b96ctxwTE4OvX7+icuXKeW7TvXt3Xqdrbm4uFi9eDF9f33zLysrKEsvwwDBMoQJ0NNWLFy+4nwXfT0OHDpW641xW1apVw9ChQ7Fz505epxIFYhfOhw8f5LKf7OxsxMbG4sePH7h//z4CAgK4tovgc7K2tsbu3bthaWkplzI1kSyZ/on60NLSQpcuXdClSxckJSXh8OHD8PX1RWBgIACIDSgCvzrdU1NTceDAARw4cABVqlSBq6srXF1dUadOneI/kBIiJiYGwK/vNEdHRyXXiMjKy8sLzZs35z5LQTB2UFAQHB0dYW9vjwEDBqB169YSg6dzc3MRHx+PmJgYvHr1CgEBATh9+jTCwsLEMhIxDIPatWvj77//Lr4DJEQJwsLC0Lp162LNkEcIIeqqZs2ayq4CIYSojG3btiEkJETsIfNSpUph6dKlmDFjhszJPCpVqoS5c+di9uzZ2Lx5M9zd3ZGSksJ7TUhICLZt26bQtmtJI7h3PnPmDJo2bYoDBw6gVatWRd5vWFgYBg8ejMePH1MQNiEShIeHo3v37rx+LGGCvih9fX1YW1vnO2tASEgIN7u6aJ8yy7KIiYlB9+7dce/ePVSrVq2YjpAQQkhhUSA2IYQUICMjg7ecm5sr1XZ37twRW9e+fXupthUNeEpMTJRqO0IIUYb27duLdTScP38eEyZMyHOb4cOHY9OmTQB+dSjs378fVapUgYeHB7S1tcW2iYuLw9ChQ/H48WOx8iirqPQiIyPF1g0aNEihZQ4ePBg7d+4ssB6kYNJkjZeWYEq7Hj16APgZpL9kyRKcOnUKDMMgNDQU/fv3x6VLl2hq0EKiDHklX+nSpTFu3DiMGzcO79+/h4+PD/bu3YuPHz8CyD9L9ufPn7Fq1SqsWrUKLVu2xOjRozFo0CCYmJgU+3GoM319fWRnZ3PLFhYWSqwNKYyqVavi2LFj6NGjBy/DPMuyYFkW9+/fx4MHD3jbCM/esHTpUixdulTi70XPvTJlyuD06dMwMjJS5CERohIoQx4hhEhmYmKC6OhobtnAwECJtSGEENXBsizWrl0rdh9Vvnx5XLhwQSwhi6x0dHQwe/ZsdOjQAT169EBUVBSAX/d/f//9N37//XdqW8pA8N59+vQJ7dq1g4eHB+bNm1fo/R06dAiTJk1CUlKSxHa+oD+ZEE02YsQIsRn6gJ/XSzMzMwwaNAgjRoxAy5YtC8zyn5OTg/v372Pv3r04fPgw4uLieP3JLMsiMjISI0aM4CUBJIQQopq0lF0BQghRdaVKleItJycnF7hNTk4OAgMDxRrg0gbjiA4KUyA2IUSVlS1bFo0aNeJ1zB0/fjzfbezs7HjTZAs6FNasWQNra2u4u7vj2LFjuHbtGo4cOYLp06ejVq1auHLliti+qlSpgr59+8r1mEqyzMxMsXV169ZVaJmS9p+VlaXQMonsbG1tceLECWzfvp07lyMiItCuXTu8efNGybUjRPXVrFkTy5Ytw/v37xEQEIBRo0bB2NiYCyYVYBiG+yf4XVBQECZOnIhKlSop8QjUk2jgteiDtEQ9ODk54fz58zA3N+cFUQtnlRc9lwSEfyf4J7yt4DUWFha4fPmyxKzahJREohny7t69K5f9hoWFoVWrVhSETQhRWzVq1OC1KYSDsgkhRJP5+/vj69ev3DLLstDX18fVq1eLHIQtrGnTprh8+TL09PR4679+/Uqzy0lh4cKFYplzGYZBdnY2FixYgG7duuHHjx8y7TM9PR3jx4/H8OHDkZiYKNbOZ1kWgwcPxqNHj+R2HISoo71790qMAdHS0sKUKVMQFhaG7du3o02bNgUGYQOAtrY2WrVqha1bt+L9+/f4/fffoaX1K4xPUM7t27exd+9e+R4MIYQQuaOM2IQQUgATExMkJSVxy58+fSpwm/v37yM5OZnXCK9WrRqqVKkiVZmiU3JJygxLCCGq5LfffsPTp08B/OyUCwgIQERERL4BZf/99x8cHR25ZUGgwNu3b+Hh4SH2etHMhoLOwMWLF0vVoUF+Kl26tNg6RWcPlbR/Y2NjhZZJCm/ChAnIycnB1KlTwTAM4uLi0LNnTzx9+hSGhobKrh4hasHJyQlOTk7477//cPz4cfj6+uL69evIzc0VGywTYFmWywZMpGdra4v3799zy4KMWkT9tGvXDvfv38fIkSNx9+5diRnlAYgFYxcUBMqyLFq1aoUDBw7IdWYJdaeOmZScnJyUXQW1QxnyCCFEXKNGjXD//n3uGvb582cl14gQQlTD5cuXuZ+F+94bNmwo97IaNmyIRYsWYfHixbw2pZ+fHzp27Cj38koSDw8PtG/fHiNGjEBkZKRY9twrV66gcePG2L9/Pzp06FDg/kJDQzF48GCEhoZKDMA2NDTEpk2bMG7cOIUdEyHqYuXKlbxlwTly5MgRuLi4FGnfpqam2Lx5M3r06IGBAwciNTUVwK9ze9WqVRg5cmSRyiCEEKJYFLFCCCEFsLS0xJcvX7hGriDQMD9nzpzhfhbctMoyYBgXF8dbpmA1QoiqGzp0KNzd3bnAmOzsbKxfvx7r1q3Lc5uWLVvizz//5E13KBxkLUpSkM2gQYOoA1BGVatWFVsXExMDS0tLhZUZGxsrtq5atWoKK48U3eTJk3HmzBn4+fkB+Jn5cOnSpVi7dq2Sa0aIejE0NMSIESMwYsQIfP36Fb6+vvD19cXr1695r6NsooXXqVMnnDlzhrtfu3fvnrKrRIqgZs2aCAwMhJeXFzw8PBAeHg4AeT7AkBdBW7J8+fJYunQpJk2axMsoRID27dur1bVHkOGNFGzhwoVYvXq12IOsggx5/v7+2Lt3L8qXLy/1PtPT0zFt2jR4eXmJ7Rf4lSFv586dcjwSQghRjM6dO2P37t0AfiUTyM7Opof8CSEa78GDB7xlPT09TJkyRWHlTZ06FR4eHryZEx8+fKiw8koSZ2dnPH36FMOHD8e1a9fEgrG/f/+OLl26YMGCBXB3d8/z3s/T0xMzZsxAWlqaxCBsa2trHD58GDY2NsVyXISosnv37uHNmze8cUwtLS2cPXtWrg+QdOvWDWfOnEHnzp15Y6Vv3rxBUFAQWrZsKbeyCCGEyBeNQBBCSAGaNGnCW37//r1Y4IQwlmVx6NAhsZtaaZ46FoiMjOQtm5ubS70tIYQoQ506dTBt2jQMHjwYgwcPxqBBg3izCeTlr7/+wrRp0yRmNhT9J4xlWfTr1w/e3t5yPQ5N0KhRI7F1Hz58UGiZwplKBRo3bqzQMknRrVixAsCvDvytW7dKDKonhEincuXKmD9/Pl6+fImgoCB07twZAAVhF9WAAQN40xm/fv0a7969U2KNSFExDIOxY8ciLCwMp06dwqBBg2BmZgaWZaX6p6Ojg86dO8Pb2xvh4eGYMmUKBWHnQ9r3VRX+Eel4eHjAz88PFhYWvPdNNEOetNO+h4aGwt7engvCFr4/Y1kWBgYG2LlzJw4ePChx9h1CCFE1PXv25PW3JyUl8RKrEEKIpgoLC+PajAzDoH379jAzM1NYeWZmZujQoQNXHsuyCAsLU1h5JY2FhQUuX76M5cuX8+55Be31nJwcrFixAh06dEBERARv2+TkZAwbNgwTJkxAamqqxCDsMWPG4MGDBxSETcj/u3jxIvez4JyZPn26QrL4d+jQAdOnTxfrCxGuA5G/t2/fYu/evZg3bx7Gjx+PAQMGwNnZGc7OzhgwYADGjx+PuXPnwtfXF2/fvlV2dQkhKoge7yaEkAI0b96cy5AhsHbtWnh6ekp8/bFjx/Dp0yexgIpOnTpJXeaTJ094nR01atSQveKEEFLMNm3aVOjt2rZtizlz5nBZD4G8p6EvV64cFi5ciBkzZhS+shqsWrVqaNCgAV69esWtO3nyJFq1aqWwMk+cOMFbrl+/vsTM3ES1NG/eHNWqVeOmaU5LS8PRo0cxceJEJdeMEPWVlJSEQ4cOwcfHB3fv3uW1+UnhWFpaYvTo0dixYwf3Pi5fvhy+vr5KrhkpKm1tbfTu3Ru9e/dGbm4uXr16hWfPnuHTp0/4/v07UlNTkZOTAwMDA5ibm6NatWqwtrZGs2bNYGhoqOzqqw11uP5QELbsKEMeIYTkzdDQENOmTcPy5cu56+LcuXPRs2dP3gN+hBCiaWJiYnjLtWrVUniZomWI1oHkj2EYLFq0CO3atcOwYcPw9etXsbb/zZs30aRJE+zZswc9evRAcHAwhgwZgrCwMIlt/NKlS2P79u0YOnSosg6LEJUUFBTEW9bS0sLcuXMVVt7cuXOxefNmXp8IzQQofw8ePMB///2H8+fPy5yIqEyZMujZsyemTJkCe3t7BdWQEKJOKB0MIYQUoE+fPtDW1gbw66Z1z5492LFjh9hrP378iJkzZ/IyAzEMgxYtWqBKlSpSlRcVFcUFPAkUR2cHIYQo04ABA/D69WucOnUKY8eORePGjVGhQgXo6OjA1NQUtWvXxuDBg+Hp6YkPHz5QEHYRjRkzhpdpxNfXF/Hx8QopKy4uDr6+vrxgwzFjxiikLCJ/bdu25XXIX758Wck1IkT9sCwLPz8/DBs2DJaWlpg0aRLu3r1LGV7laPXq1ahQoQKAn+/3gQMHcP78eSXXisiTlpYWrK2tMWTIEMybNw8bNmzAjh07sHv3bvz777/w8PDA+PHj4ejoSEHYxUxeWasp+7X8UYY8QgjJ2/z581G3bl0AP6+LHz58wNChQ5Gbm6vkmhFCiPKkpaXxlsuWLavwMkXLSE9PV3iZJVHbtm3x9OlT9OjRQ2xWHACIjo5Gr1690K9fPzg6OuLdu3cS2/jNmjVDcHAwBWETIsG7d+9441xt2rSBpaWlwsqztLSEk5MTbyyPZgGUn1u3bqFly5Zo2bIl9u7di5iYGJlnbouJiYGvry+3n1u3bin7sAghSkYZsQkhpACWlpbo0qULLl68yA1WsSyLKVOm4ODBg3BxcYG5uTlCQ0Ph7e2NhIQEsUxCY8eOlbo8SQ00GtQihGgCfX19LushUayJEydi48aNXMDFjx8/MGXKFBw4cEDuZU2ZMgU/fvzgvhsrVaqESZMmyb0cohjCHYksy+L58+dKrA0h6iU0NBQ+Pj7Yv38/vn37BgASB8NI0ZmZmeHEiRNwdnZGRkYGcnNzMXjwYJw6dUqmmYkI0TTyDHgWHcCXdVvhB9rlXTdNRhnyCFGsmzdvKrV8JycnpZavzvT19XH27Fm0bt0asbGxYFkWp06dgouLC3bt2iV1UhVCCClJDA0NkZqayi3/+PFD4WVGR0fzlg0MDBReZklVpkwZnDt3DuvWrcPChQuRnZ0NALx7rdOnT0ucmY1lWUybNg3r1q2Drq5usdedEHUQFRXFW65Xr57Cy6xXrx4CAgLyrAORXVZWFhYsWICNGzciNzeX638qbF+9YPv79++jY8eOmDVrFlasWEEz7RCioSgQmxBCpLBy5UpcvnyZy4ghGKy6desWL3Ba0s2rlZUV3NzcpC7r6NGjYutatWpVyJoTQggh4oyNjbFr1y707NkTwM/vr8OHD8PY2Bjbt2/nZcwrrNzcXEyaNAmHDx/mvje1tbXh6emJUqVKFXn/pHgYGRnxlr9//66kmhCiHmJjY3Hw4EH4+Pjg0aNHAAoOvhb8vn79+jLdNxC+Vq1a4ezZs+jbty9SUlKQmpqKbt26YdasWViwYAHMzc2VXUVCVEpRM37ev38fY8eORUhICG9gX1dXF127doWjoyMaN26MOnXqwMTEBKampgCAhIQEJCYm4u3bt3j69Clu374NPz8/ZGVl8QKybWxs4OnpSVO7yokgQ56rqysuXLggFowtyJDXp08fXLx4ERkZGdzvBQQZ8g4fPkwztxHy/9q3b6+0h+sYhuECrEjh1KlTB3fu3IGLiwuXGfTy5cuwsbHBpEmTMHr0aNSvX1/Z1SSEkGJTrlw5hIeHc8thYWEKL1O0jOLIwl3SzZkzB23btsWQIUPw6dMnsba/aBvf3NwcXl5e6NOnj7KqTIhaEJ01QDA7nyJZWFjkWwcim7i4OHTr1g0PHz6UOgC7oNcJ94nl5OTgn3/+wc2bN3Hp0iWYmZnJr/KEELXAsJRehBBCpLJo0SKsWrUq3yxPor/T0tLC6dOn4eLiIlUZqampsLCw4BrRLMvC2NgY8fHxcgmKI4QQQoTt2rULkydP5qbRYhgGrVq1wqZNm9C8efNC7/fRo0eYMWMG7t69C+DXd+K2bdswfvx4eVWfFIPff/8dW7du5TrqdXV1ucAcUnTv379HSEgIYmJikJiYiKSkJOTk5Mht/0uWLJHbvkjecnJycP78efj4+OD8+fPIysqSOvjazMwMgwcPxqhRo9CiRYtiq3NJFhoaikGDBiE0NBTAz/ff0NAQAwcORMeOHWFvbw8LCwuYmZnRPRYhheTt7Y3JkycjKysLwM9rmpmZGRYtWoRRo0ahTJkyMu0vLi4O3t7eWLlyJeLi4rjrpq6uLrZv345Ro0bJ+xA0mmiGPAHh6Y4pQx4h0tHS0uLOm+LGMIxc7x00ja+vL/dzcnIyVq9ejYiICLFACysrKzRr1gwNGjSAmZkZTE1N5XIddHV1LfI+CCFE3jp16oTr16/z+gG/ffsmc/teWnFxcbC0tER2djbXBm3fvj2uXbumkPI0TXx8PJo2bcoF1wu38wU/N2vWDCdPnqSZIAiAn4npFi9ezLsvpPbmL8bGxkhLS+Pem6lTp2Lz5s0KLXP69On4999/uc/E0NAQKSkpCi2zpEpPT0e7du3w4MEDAPn32TMMA0tLS5iZmcHExAQMwyAhIQEJCQn49u1bvsHZgr8Pe3t73LhxA/r6+go8KqIsdL0keaGM2IQQIqUVK1YgNjYW27dv5z09LImg8bVixQqpg7AB4ODBg0hNTeV9YTs5OVGAACGEEIUYP348LC0tMWrUKMTHx4NlWdy5cwctWrRA165dMWzYMPTq1QsmJiYF7isxMRFnz57FgQMH4OfnxwV3Az+nRfT29kavXr0UfUhEzh4+fMhbVtTAi6bIyMjAqVOnsHfvXgQGBiIpKUmh5VEgtmI9efIEPj4+OHDgADeVrjQB2FpaWujSpQtGjRqFvn37UmesHGhra4utEx5cTE1Nha+vLy/gRl4oGyXRND4+Phg7dixvXd++fbFr165CZ68zNzfH7Nmz4ebmhvHjx+PUqVNgGAaZmZkYO3YstLW1MXLkSHlUn4Ay5BGiCMWdFZvyKxXdqFGjJD50ItyGBIAPHz7g48ePci+fArEJIarI3t4e169f55azs7Px77//Kqx/aevWrdzMOMJ1IEUXGxsLNzc3XhC2MEHb/82bNwgMDMSQIUOUUU1C1Iq5uTkvI7Ui2oiiRMug8ZnCmzFjBh48eCDxHgAA6tWrh+HDh6Ndu3Zo3LhxnuOiycnJePr0KW7evIn9+/cjNDSUt0/B9fXBgweYPn06duzYobiDIoSoHMqITQghMjpw4AD+/PNPfPv2Lc/XVKlSBevWrcOgQYNk2neDBg3w5s0b3rp///0XkydPLlRdCSGEkLwsX76c+/nbt2/w9PRETk6O2JPcDMOgevXqaNiwISpUqAATExMYGRkhNTUViYmJiIqKwrNnz/Dp0yduW+FbDF1dXYwdOxaWlpZFqi8FlBa/d+/eoV69egB+faa2trZ49uyZMqultvbs2YN58+ZJDNhVBHoCXzGioqKwb98++Pj44MWLFwCkC74Gfrb13dzcMHLkSFSsWLF4Kqwh8npwNb/ZjOSFzjXFS01NxaNHj3D//n08ffoUMTExiI+PR3x8PICfmeXNzMxQtmxZNGrUCPb29rCzs0OpUqWUW/ESKCQkBM2bN+cy/zMMg3HjxvEeWC8qlmUxceJE7N69mxu80tfXR3BwMBo0aCCXMshPlCGPkKITZMRWlLzamZRxq+jyy2aeV3CGvNBnRwhRVf7+/nB2dua1CfX09HDv3j00btxYrmW9ePECdnZ2vFl2GIbB1atX0aFDB7mWpWkCAwMxbNgwfP36Nc+sraKz4YwZMwabN2+GoaGhMqpMVARleM1fu3btcOvWLe79MTIyQmRkpML6n4RnUhd8Ho6Ojrh586ZCyivJbt++jbZt20q8FjZs2BAbN24s9HfPjRs3MHPmTDx9+pR37gj+v3nzJhwdHeVxGESF0PWS5IUCsQkhpBCys7Ph7++PK1eu4PPnz4iNjYWxsTGqV6+O9u3bo3v37jJPUXj69Gn89ttvYuvDw8NpwIsQQojcSRowlpT9SSC/weW8XitpWvPCohvY4pWbmwsXFxf4+fnxOhKGDRuGvXv3Krt6aiU9PR39+vXjMsULKDpggzp+5CcrKwunT5/Gnj17cPnyZd5DK0D+wddmZmYYMmQIRo0aBQcHh2Krs6bJ6ztNQFHnG51ripOTk4OzZ89i165duHz5MnJzc8Vek980oFpaWujUqRMmTJiA3r17S8yaTmQnPFU5ADRr1gxBQUFyf39zcnLQokULPH78GMDPz9rZ2RlXrlyRazmaTJAh78KFCwAkn08sy6J06dLYsWMHZcgjJA+KnMWwoAfKqA1SNIoOos8LtR8JIaqMZVlYWVnhy5cvvHXlypXDhQsXYGdnJ5dynj59iu7du+P79++8fuSqVavi06dPcilDU61cuRLLli3jZu4SbU9oaWkhNzdXYrBggwYNcPjwYdjY2Cir+kTJKLAwf7Nnz8bGjRt578+mTZvw+++/K6S8bdu2YerUqbzypk+fjg0bNiikvJJMtD9LcH81b948rFy5ssj3dSzLYvHixVi1apVYGdSfVTLR9ZLkhQKxCSGEEEII0UCyZH8C8s8AJevrZUU3sMUrOTkZ48ePx+HDh8WC6vfu3Ythw4YpuYbqIzMzE127dsWNGzcAyPZAQ1HReVN09+7dg4+PDw4fPsxl3pUmAFtbWxudO3fGqFGj0LdvX+jp6RVXlTUWBdKULAcOHMDcuXO5WagKe30U/E1UqFABa9euxYgRI+RWiGWLugABAABJREFUR0309OlTNG3alDfAcOvWLbRu3Voh5QlnKxKUFxwcLPdMfJqIMuQRonpycnIQGxuLHz9+4P79+wgICMCRI0eQnp7OnZ/W1tY4fPgwrK2tlVzbkoHaj4QQItmWLVswY8YMsQDeUqVKYfHixZg1a5bMiagEcnJysHnzZri7uyMpKUms33Hjxo2YNm2aXI5D00RFRWHEiBG4du2aWHIUQV/VsmXL0K9fPwwZMgTPnj2T+NCXoaEhNm7ciPHjxxf7MRDlo8DC/J0/fx69evXiXbuMjY3x/PlzVK9eXa5lff78GQ0bNkRSUhJXFsMwOHPmDFxcXORaVkn34cMH1KpVS+w7Z9WqVZg3b55cy/r7778xb948sbLevXuHGjVqyLUsolx0vSR5oUBsQgghhBBCNJCyBh1lRTewxSc8PByHDx/Gpk2b8O3bN7EM6ebm5vjw4QNMTEyUXFP1sXTpUnh4eOT7sIK2tjaqV68OU1NTGBsbyzWrnr+/v9z2pUlWr14NX19fvHnzBoB0wdfAz+AYNzc3jBw5EpaWlsVTWQJAsdkoC0LfUfITHh6OCRMm4MqVK3LJaC66D2dnZ+zcuRNWVlZFrapGWrJkCVasWMENMNSqVQtv375VaJl16tTB+/fvuTbJwoULsXz5coWWWdJRhjxC1EdMTAxWrlyJTZs2ceuMjY1x8uRJdOzYUYk1KxmsrKyU2ify4cMHpZVNCCH5yc7ORrNmzRASEsJbL2gT1qhRA2PHjsXQoUOlvrf6/PkzDhw4AC8vL7x7907iLIo2NjYIDg6Gjo6OvA5FY1y/fh0jRoxAZGSkxCDsypUr4+DBg2jTpg0AICMjA7NmzcL27dvzfCBz4MCB2LVrF0qXLl2sx0KUiwIL85eVlYVKlSohNjaWW8eyLGrXro3Lly/Lrb/py5cv6NKlC169esUbnylXrhwiIiLoOimjDRs24I8//uD9XXfu3BmXLl1SSHndunXD5cuXeeWtW7cOs2bNUkh5RDnoeknyQoHYhBBCCCFE4d6/f4+QkBDExMQgMTERSUlJcr0hWbJkidz2pSnyy4itaugG9pcxY8bIbV+5ublITk5GbGwsXr58iaioKADiU9NTZ1HhfPnyBbVr10ZWVhZvPcuysLS0xIQJE9CnTx/Y2toWOpMQUQzR62N+wdfm5uYYMmQIRo0aBXt7+2KtJ/lFkHVeWdq1a6fU8kuC+/fvo1evXoiOjpY4KC8sr7aLNNuUK1cOZ8+eRYsWLYpWYQ0kmMYV+PleDx8+HL6+vgot083NDXv37uU+2w4dOuDq1asKLbOkogx5hKivS5cuoX///khPTwfLsjAwMMC1a9fQqlUrZVeNEEJICfX8+XM4OjoiJSWFt160n6RKlSpo0qQJ6tWrB1NTU5iYmIBhGCQmJiI+Ph5v377FkydPEB4eLnF7wTpjY2PcuXMHtra2xXF4JQbLsliyZAn++usvru9c9L3t0aMHfHx8ULZsWbHtjx07hvHjxyMxMVFsvwzDoGbNmjh48CDs7OwUeyBEZVBgYcE8PDywdOlSsXOtQoUK2LRpEwYNGlSk/Z88eRLTpk1DRESE2PiMu7s7Fi9eXKT9a6IBAwbgxIkTvL/rp0+fKuw75/nz52jcuDGvvN9++w3H/o+9+w6L4uzaAH4vVQURsGDFigV7iYoFsZcYu7GLihqjYoslxhJLsOQ1osYeC4gl9hZ7w44VG1iwIFiRjiJFmO8Pvx2Z3QUW2GWBvX/XtZfMMDPnGdadnXnmzHn27NFKPNINHi8pNUzEJiIiIiKNi4+Px4EDB+Dl5YVLly6Jw2dpCy9uMs7JySlXVMSWY2Xfr7RVyTytyqOCIKBVq1Y4fvw4qy1kQMpKC8C3DlMXFxe4u7vDzMxMxy2k1KT1OZMnq7Vr1w5DhgxB165dYWJiks0tJMpb7t69CycnJ0RFRQFQ/T0kV6xYMdjZ2cHCwgKFChUCAERFRSE6OhoBAQHiQ0VpbcfCwgLnz59H7dq1tbI/eVWZMmXw5s0b8fts2rRpWLBggVZj/vbbb1i0aJF4U6NUqVIIDg7Wasy8iBXyiHK/AwcOoGfPngC+JXo8ePBAZVIVERGRJpw4cQI9evRAXFyc0u8yMoJRen2O+fLlw/79+9G+ffsstli/vHnzBv369cOlS5dUnuMbGRlhwYIFmDx5cprbefHiBfr164fr16+rfBDTxMQECxcuZHEOPcHEwvR9+vQJ1atXV+qbkP+9mjRpgtGjR6Nr164oUKCAWtuMi4vDwYMHsW7dOpw/f15loRxbW1v4+fnxnkIm1KxZE/7+/gC+/i1r1qyJu3fvajVm7dq18eDBAzGmvb29OE15g/x4KcfjJcnxLjoRERERaZSHhwemTZuG0NBQAKlXLdSU3JRMnJN4e3vrugmUBZr+XKWVdNq0aVMcOnSISdgZdOTIEfFneUfsgAEDsH79eh22ijJD/nmrXr06nJ2dMXDgQBQvXlzHrSLKG2JiYtCzZ09ERUWlelP++++/R//+/dGkSRPY2Nikub2QkBBcvnwZ27dvx5EjRxAXFyduV/5vdHQ0evbsidu3b8PCwkI7O5YHpRx6F8ieByEVYyi2gdKW2Qp5pqamWL16NVq1aqVUIU9+Q3737t24desWK+QRZZNu3bqhb9++2LFjB2QyGUJCQjBt2jRs2LBB100jIqI8qn379jh9+jQGDhyIFy9eSM4jVSXspiatPscKFSpg69ataNy4sWYarSeOHj2KIUOGICwsTGUSdtmyZfHvv/+qNRJU+fLlcenSJfz6669wd3cX58u3mZCQgMmTJ+Ps2bPw8PDgQ2Ck98zMzODp6Ym2bdtK+izk18pXrlzBlStXUKBAAdSrV0+tUQNu3boljkCg6jNtbGyMLVu2MAk7k16/fg3g29+2Xr16Wo9Zv3593L9/X3wv5W2gvMPV1RUDBw7UdTMoB2JFbCIiIiLSiLi4OPTo0QMnTpzIUFWMrOBT+aRvtFURW5E8+e3333/H5MmTYWhoqPWYeU3FihURGBgI4Ovf09TUFK9fv4a1tbVuG0bpkn/OBEGAtbU1+vbtiyFDhjDRjEgLfvnlF7i7u6v8bhs8eDAWLlyY6Qcf3r17h+nTp2PLli2S+fLzx/Hjx2Pp0qWZ2rY+MjExQVJSkvj369evH7Zu3arVmAMHDsT27dvFY7KRkRESEhK0GjOvYIU8orwnICAAVapUEY+JxsbGeP78OUqVKqXrphERUR726dMnTJo0CRs2bFA6r8wM+TZGjBiBv/76i4mFmSDvp1V1nt+1a1ds3rwZlpaWGd6uPME7NDRUabsymQylSpXCtm3b0Lx58yzvA+VMrIitPk9PT7i4uCg9jJKZe6OprSMIAgwMDLBhwwYMGTIkaw3WY4r9WdOnT8cff/yh1ZgzZ87EggUL2J+VSfPmzYOzszPKli2r66YQZZiBrhtARERERLlfQkICOnbsiOPHj4sXs/KXIkEQNPYi0kea/AypelWrVg2LFy/GixcvMG3aNCZhZ9K7d+8AfLtZ0apVKyZh5xIGBgbo2LEjdu3ahTdv3mDlypVMwibSgrCwMKxevVrpJpN8aOrNmzdnqfp88eLFsXnzZuzfvx/58uUT58tvgqxduxZhYWFZ2gd9UqhQIQDf/n4XLlzQajx5jJT/P1jBXD1Hjx5FnTp1Uk3CLlu2LC5evJhuEjbwrULepEmTJPPl13ryCnk//PADP09EWmZnZ4cqVaqI01++fMGuXbt02CLStgcPHmDLli2SFxFRdjMzM8O6devw8OFDuLq6wsLCIkP98ymXtbCwwLhx4/Dw4UOsXbuWSdiZJP+7y8/z5Q9oLVu2DPv3789UEjYAdOrUCb6+vmjevLnKxNBXr16hdevWWWs8UR7h7OyMXbt2wdLSUunzIn+pez9G1f1UQRBgZWWF3bt3Mwk7ixTvb8XFxWk9pmIM3mPLmDlz5qBixYpo1aoVvLy8EBsbq+smEamNY0sTERERUZa5ubnh/PnzqSZeA18vNMuWLYtChQrB3NwcBgZ8JpAoo5ydnTW2LQMDAxQsWBAWFhawtrZG9erVUb9+fSYLa0nVqlV13QRS0+vXr2FjY6PrZhDleTt27EB8fLzk5rGhoSH+++8/tGzZUmNxunTpgsOHD6Ndu3aSm2Px8fHYvn07XF1dNRYrL6tUqRKuXbsmGVb1zJkzWrsRf+bMGbx69UpSicvOzk4rsfKaH374AYDmKuQZGRlhyZIlaNWqlVKFPPn7c/ToUdStW5cV8oi0rHHjxnj8+LH4GTx79iwr0udhBw8exOzZsyXzBg8erKPWEJG+q1y5MpYvX46FCxfiwoUL8PHxgY+PDx48eIDw8HClpLN8+fKJ/Y0ODg5o3LgxHB0dUaBAAR3tQd4kCAIqVqyInTt3ol69elneXqlSpXDu3DnMnTsXbm5uSsn2rI6sH1gEST09evRA48aNMWzYMJw8eRKAtKJ1ZkYQkP/t27Vrh02bNqFkyZKaaawes7CwQGhoqDj9+vVrrcdUjMHCAhmXnJyM8+fP4/z58xgzZgx69eoFZ2dntGjRQtdNI0qTTOC3KBFRpr1//x5XrlyBr68v/Pz8EB4ejqioKMTExGjsYlQmk+HZs2ca2RYRkTa8evUKlSpVQmJiomS+IAgoXrw4Ro4cia5du6JGjRowNjbWUSuJiLJXmTJl8ObNGzEJatasWZgzZ46um0VElGN07doVhw8fliTaTpw4EUuWLNFKvF9++QXu7u6SeJ07d8bBgwe1Ei+vmTx5MpYuXSr+/QCgWrVquH37NkxNTTUaKy4uDnXr1hWTDeXv14QJE/DXX39pNFZeZGBgoJSAbWJigj///BPjxo3L0rZfv36N/v374+LFi0o3lTncLpH2TZs2Df/73//EY2O5cuXw/PlzXTeLtMTNzQ2zZs2SfBcyAY6IcqqEhAREREQAACwtLTV+jUDfyM/3BUFA7969sWHDBhQsWFDjcc6dO4eBAwfi7du3/C7K5U6fPo02bdrouhl52smTJ7Fq1SocOXIEycnJANRPxJb3sRgYGKBz584YM2YM2rZtq7W26puGDRvi5s2b4nHMxsYGb968yVSivDqSk5NRunRpvH//HsDX97d+/fq4ceOGVuLlRSm/5+Tk71fZsmXh7OyMwYMHo3z58rpqIlGqWBGbiCgTDh48iPXr1+PkyZPiybScpp9v0dZJIBGRpuzevRsJCQmSaoYymQzDhw+Hu7s7hxgkIr1UrVo1SeWDDx8+6LA1REQ5z4MHDyTXu4aGhpg6darW4k2bNg0rVqxAcnKy2Jl///59rcXLa3r27ImlS5cC+FYF+dGjRxg0aBC2bdumsQcuExMTMXjwYEnF15RtoIxhhTyivEUxqY3XGERElFOYmJhwdLFsZGpqCnd3d/z0009ai9GyZUvcvXsXgwYNwokTJ7QWR1/0798f69evh7m5ebbFTE5OxsyZM/Hnn3/iy5cv2RZXH7Vr1w7t2rVDUFAQjh49Ko4aEBAQkGbuiJ2dnThqQKdOnWBra5uNrdYPNWvWxM2bN8XpkJAQHD16FN9//71W4p04cQLv3r2TPMBSs2ZNrcTK6xSLDABAYGAg5s2bh/nz56NZs2YYOnQoevXqxVwEyjE4HjwRUQYEBQWhY8eO6NGjB44fP46kpCQIgiB5AV9PCjTxIiLKDY4cOSL+LL+oHDBgANavX88LHyLSWw4ODgC+dRY9efJEl80hIspxUlaGkclkaN68OYoVK6a1eMWKFYOjo6PkBpi8DZQ+BwcHNGzYUJyW31Dau3cv2rdvj5cvX2Y5RmBgINq1a4e9e/cqPeT53XffoUmTJlmOoU/kFfJu376tkSRsOQMDA8ydOxenTp1C8eLFOWw1UTYKCQmRTCuOTEZERJQVEyZMQL169SSvS5cu6bpZpKBKlSq4du2aVpOw5YoUKYJjx45h4cKFMDJijces+Pfff1GvXj34+vpmS7xXr16hRYsWWLRoEa/ZspGtrS1GjRoFDw8PPHr0CHFxcXj37h0ePXqEq1ev4urVq3j48CHevXuH+Ph4PH78GB4eHhg1ahSTsLWkRYsW4s/yvqzx48cjNjZW47Hi4uIwYcIEpTyflG2g9BkZGUlyrwBp/pUgCEhOTsbFixcxbNgwFC9eHEOGDMG5c+d02Gqir5iITUSkpkePHuG7777DyZMnxS9+JlATEQEvXryQHPtMTEywbNky3TWIiCgH6NOnj/izIAi4ePEiPn78qMMWERHlLAkJCZLpypUraz2mYgwmsGXMsmXLJOf98psf3t7eqFatGqZOnZqpB4+ePHmCKVOmwN7eHhcuXFC6SWxgYAB3d/cst1+fmJqaYs2aNdi5c6dWhikHvlXIa9++PW/sE2WTq1evSqYLFy6so5YQEVFedOjQIdy9exd3797FnTt38PbtWzRr1kzXzSIFN2/ezPbqqtOmTcP58+eZKJpFz549Q5MmTfD3339rNc7hw4dRp04dXLlyRatxKH3GxsYoVqwYKleujEaNGqFRo0aoUqUKihUrprGRxShtXbt2hYmJiWTeixcvMGDAAKW+yaz48uULBg0ahICAAMl8ExMTdOvWTWNx9MGbN2/g7u6OunXrKiVkA5AkZAuCgE+fPsHLywtt2rRB+fLl8fvvv+P58+c6aj3pO5nAXlIionSFhISgXr16ePPmDQCoTLbW1uFUJpNxaFciytHMzMwQFxcnPqDSoUMHSZVsIiJ91aFDB5w8eRLA13O6BQsWYNq0aTpuFZH+io2NRUREBCIjIxEVFaWxYVkbNmyIfPnyaWRb+qRw4cKIjIwUzyFnzpyJuXPnajXm77//jvnz54ud9ZaWlggPD9dqzLzGzc0Ns2bNUjk8qHxerVq10LRpU9SuXRt2dnawsLCAhYUFACA6OhrR0dEICAjA3bt3cfnyZdy7d0/lduT/N+bOnYuZM2dm2z7mdtWqVcOuXbuyNTlj8eLFmDVrFpKSktiHRaQlt2/fRoMGDcTvMACoU6cObt++reOWkbak/M6VfyfyGEtE2pQ/f34kJCSIx5xevXph586dum4W5SBRUVEoVKiQrpuRKxkYGEi+07t06YLNmzfD0tJSYzESExMxZcoU/P3332IcnkMQAcOHD8emTZuU+puaNWsGLy+vLD9k8vr1azg7O0sqMstjDB06FBs2bMjS9vXZgwcP4OHhge3bt+Pdu3cA0s/Vkv++adOmGDp0KHr37g1zc/PsaTDpPY4fQkSkhpkzZ+LNmzdKJ2fyL/Ry5crhu+++Q7Vq1WBlZQULCwsYGHDQASLST1WrVtV1E4iIcoT//e9/OH/+vHgTa8GCBejduzcqVKig66YR6YW3b99i586d8PHxwbVr1xAUFKSVOA8fPsyWas55TZkyZRAZGSlOh4WFaT2mYtI1q3ll3IwZM/D+/XusXLlS7CNJ2VcCAHfv3hWTq9Oj6kZJSqNHj2YSdgbdvHkTZmZm2Rpz2rRpcHR0RP/+/bM1LpG++Pz5M37++WfJPJlMhgYNGuioRUREpA/Yf0WKmISddfL8gkOHDqFu3brYvn07HBwcsrzdZ8+eoU+fPvD19RXzGIjoq9mzZ+Pff//F58+fAXz7HF68eBHVqlXDL7/8gpEjR6J06dIZ2u7bt2+xfv16LFmyBLGxsUqfvQIFCmDWrFka3Rd9U6NGDSxZsgR//vknTpw4AU9PTxw6dAhxcXEAoNQ3CXzra7x8+TIuX74MV1dX9OjRA87OzmjdunX27wTpFSZiExGl4/nz55In5IBvJ2cdO3bE7Nmz0ahRIx22kIhIt6ytrcURAwBobehrSt28efN03YQMmz17tq6bQKR1NWvWxNKlSzFmzBjIZDLExMSgbdu2OH/+fIY79Shz0jo+pnYc0vUxlcfHrLt37x4WLFiA/fv3i1WvtTmCEWVOrVq1cO/ePfFv+OLFC63HlA9LKb8xUrt2ba3HzItWrFgBW1tbzJw5EwkJCSoTsjPymVP8HAmCAGNjY8yfPx9Tp07VXMP1RHYnYcs5ODjgzp07OolNlJcFBwdj0KBBuHHjhtLxsmPHjjpqFRER5UUWFhYIDQ0VpznyE5F2yPMMXr58iRYtWmD+/PlZGkXx33//xahRoxATE6MyCbtixYpZbTJRrmZra4vFixfD1dVVUileEAR8/vwZbm5uWLBgAZo3bw5HR0fUqVMHVapUQaFChWBhYQGZTIbo6GhERkYiICAAd+7cwYULF3DhwgUkJyenOsLbokWLULZsWV3uep5hYGCAjh07omPHjoiKisK///6LLVu24OrVqwCglMsFfLsfEBsbi23btmHbtm0oXbo0Bg8eDGdnZ1SqVCn7d4TyPJmgrTtRRER5xPLlyzFx4kSlE6dly5bB1dVVx60jItK9du3a4fTp0wC+XtyMGjUKq1at0nGr9It8WLvchEPhZa+PHz8iIiICAGBlZcVhuLLZggULMHPmTLFzz8rKCitWrMCAAQN03bQ8L63jY2rHIV0fU3l8zBp3d3dMnz4diYmJ6VbazSr5tSErYmfOjh07MGDAAPHYmC9fPrx79w4WFhZaiRcVFYXixYtLhtreunUr+vXrp5V4+uDhw4cYNWoULl68CCDrnzP5Z7Zp06ZYt24d7O3ts9xGIqLc6PPnz7hx4wZ27tyJLVu2KFVXEwQBpUqVQkBAAJPk8jA3NzfMmjVLkizCawUi0qbGjRvj+vXrAL6e248ePRp///23jltFlDfMmjULCxcuVHpoWf4d37ZtW3h5eaFo0aJqbzMuLg6urq7YtGmTUiKofNt9+vTB+vXrWUCJCMBPP/2Ef/75R2VBACDj/VqprScIAkaOHIm1a9dmobWkjoCAAHh6emLr1q3iaJiq3kdV9wkcHBwwdOhQ/PjjjzxGksYwEZuIKB2dOnXC8ePHJR2e48aNg7u7u66bRkSUI/z++++YP3++eOHSqlUrnDp1Sset0i/ypMHccmrPm4fa8/HjR5w7dw4+Pj7w8fHBgwcPEBERofT3NjQ0hKWlJWrUqAEHBwc0btwYLVu2ZIK2Fm3fvh0jR45EbGwsgK+fgwoVKmDYsGFo0aIF6tevD1NTUx23Mu9J7fiY1nFIl8dUHh+zZvjw4di8eXO6neeq/j+kJq1lmYidNbGxsShbtizCw8PFv+XChQu1VgF58eLFmD59uvj5Lly4MIKCgpA/f36txNMn+/fvxz///IOTJ08iOTkZgPo3r+SfMQMDA7Rp0wYjR45Ejx49tNZWIiJNatWqlca2lZycjI8fPyI8PBxBQUHi8TG16mqbNm2Cs7OzxuJTzsNEbCLKbiNHjsSGDRvE75wffvgBBw4c0G2jiPKQM2fOYODAgXj//r3K/iUbGxts27YNLVu2THdb/v7+6NOnD/z9/ZWqYAuCgPz582P58uUYPny4VvaF1CMvkBMZGYmPHz/C3NwclpaWsLS0ZOKnjkyYMAErVqxIN1lXHakldE+YMAFLly7NfCMpU86dOwcPDw/s27cPnz59ApB2Urb8d/ny5UP37t3h7OyMtm3bZl+DKU9iIjYRUTqqVq2KgIAAAMiWKl1ERLmNv78/atSoId4YMjExQWhoKBM6s5Guq7dmBG8easfDhw+xcuVKbN26FR8/fhTnp3e5l/L/jZmZGQYPHowxY8agWrVqWmurPnvx4gXGjh2LY8eOifNSvgfyjlhDQ8Msx5LJZHj27FmWt5PbqTo+pncc0tUxlcfHrHF3d8cvv/wCQDlZOrPU3c6jR4+YiJ1J//vf/zBt2jRJVeybN29qvBKyn58fGjRoIKmGvXjxYkyePFmjcfTdq1evcPDgQVy/fh03btzA48ePU/3syGQy2NnZoWHDhmjYsCG6dOkCW1vbbG4xEVHWaPq8UdUxU9W5bP/+/bF161aNxaWciYnYRJTddu/ejT59+ojHHQsLC4SGhsLIyEjXTSPKM0JCQjBgwACcOXNGZb+ToaEhfvvtN8yZMyfV88yNGzdi/Pjx+Pz5s8okbHt7e+zcuRPVq1fX7s6QktOnT+P8+fO4ceMGbt68KY5SqkqhQoXQoEEDNGzYEC1atECbNm1yzX2+3O7o0aMYMWIE3r59q7G/uSAIKFGiBDZs2ICOHTtqZJuUOZ8+fcKePXuwZcsWeHt7Kx0n5VRVyS5dujRevnyZbW2lvIeJ2ERE6bC2tkZUVJT4Bd2uXTtJ8gwREQEdOnTAyZMnAXy9WFmwYAGmTZum41bpD1bE1l+fPn3ChAkTsGnTJgAZq/Ka1vIuLi5wd3eHmZmZBltLXl5eWL58OW7fvi2paKcN/Jx9xYrY+iEgIAD29vZiJV45QRDQsGFDuLi4oGXLlihRogSWLVumMqElMTER4eHhCA0Nxe3bt3HlyhXs2bMHYWFhkmNpgwYN4OXlxcRrDUlOTkbz5s1x9epV8T2xsbHB0aNHUbduXY3E8PX1RadOnSQVp5o0aYILFy7wBpeWJSQkiJWfIiMjAXy90WhpaQlra2uYmJjotoFERFmkjfPG9Ebq6NOnD7Zt2wYDAwONxaSciYnYRJTdPn/+jNKlSyMyMlI87uzevZsj1hBpmCAIcHNzw9y5c1X2ZclkMjRv3hzbt29HyZIlxd99/PgRI0eOxM6dO1WOBicIAoYNG4a///6bo39lo5CQEKxbtw6bNm1CUFCQOF+da4SU71/p0qXh4uKCkSNHonjx4lppK30TERGB//3vf9i4cSM+fPgAQP3R3eTk73HRokUxfPhwTJ48GVZWVhpvK2VeUFAQtmzZAi8vL7H4ZnpVsnnNRVnBRGwionSYmJggKSlJvPBxdXXFsmXLdN0sIqIc5f79+2jYsKFYZbBgwYLw9fVFhQoVdN00veDk5JTrEonOnTun6ybkelevXsXAgQMRGBiosuM1M1Jup3z58ti6dSsaN26c5bbqO39/fwwaNAh37twBoDz0mabxJv03aR0fUzsO6fqYyuNjxrm4uGDz5s2SBxwMDAywbNkyjB07VrJsRhJa4uPj4eXlhd9++w2hoaHi9gsWLIg9e/agTZs22t0xPREWFgYnJyf4+fmJ74uZmRlmzJiBSZMmZTpZNyEhAX/99RcWLFiAT58+iduuXr06vL29UbhwYQ3vCRER6ZvsGElFfu1gY2ODZcuWoU+fPlqNRzkHE7GJSBfmzJmDefPmiceeChUqwN/fnw9REmnBxYsX0b9/f7x+/VpldewiRYrAw8MDnTp1wu3bt9G3b188e/ZMZRXsggULYu3atejXr1+274c+W7t2LaZPn47o6OgMF8kBVBfKKViwIBYuXIiff/5Zo20l1RISErB7924cPnwYPj4+kmT6tNja2qJx48b44Ycf0Lt3b35P5gJXr16Fh4cHdu/eLRaMACC5p8BrLsoqJmITEaWjcOHCkqe/Z8+ejd9//13XzSIiynHWrFmDMWPGiJ205cuXx/nz51G6dGldN40ozzlx4gR69OiBuLi4VIfVAtKvupDeevnz58f+/fvRrl27rDVYj507dw7du3dHTExMpjpjM4MdRqRPPnz4gNKlS+PLly8Avv3/X716NX766Sel5TOT0BISEoJBgwbh1KlT4nqmpqY4ffo0mjZtqpX90jfR0dEYNGgQDh8+LHlvSpUqhUGDBuHHH39E7dq11drW3bt3sXPnTmzduhWvX7+WHHu7dOkCLy8vFCxYUFu7QkREekTbVaktLCzQrFkzODs7o2vXrry5r2eYiE1EuhAfH4/atWuLVSMBoFu3bti9ezdHYyDSgvDwcAwePBhHjx5VmYwtk8nQtWtXHDt2DPHx8eK8lMvVq1cPO3fuRMWKFbO38Xrs/fv36N27Ny5fvqzRoispt+Xg4IDdu3ejRIkSWd4uqe/du3d48OABwsPDERkZiYiICACApaUlrKysYG1tjerVq/N9ycXi4+Nx8OBBrFy5EpcuXWIiNmkUE7GJiNJRv359+Pr6Avh60jt27FgsX75cx60iIsqZFixYgJkzZ4o3iaysrLBixQoMGDBA100jyjPu3buHpk2bitU9Fck7C8qVK4c6deqgatWqsLS0hIWFBWQyGaKiohAVFYXHjx/jzp07eP78earJ3IIgwNzcHFeuXEGNGjWyY/fylMePH6NRo0aIjo4GoNwZq83LcXYYkb7YvXs3+vTpI0lQad26NU6ePKly+cwmtCQkJKBTp044e/asuK6NjQ38/f055OT/mzdvXpa3sWvXLvj7+4t/Y+DbsdPMzAw1a9aEnZ0dLCwsYGFhAeBrEnd0dDQCAgJw//59fPr0CYD0GCuTyWBvb4/evXtL4s2ePTvLbSYiIv01d+5cjW3LwMAABQsWhIWFhXhz387OTmPbp9yHidhEpCsBAQFo0qQJwsPDxeNPu3bt8M8//7DoCpGWLFmyBDNmzBALDcjJP4Oq+u8FQYCrqyuWLFkCY2Pj7GyuXnvx4gVatmyJ4ODgNO+rqCut9cuUKQNvb2+UL18+8w0mIolTp07B09MTBw4cwOfPn8X5vOYiTWAiNhFROkaOHIkNGzaIJ8HdunXD3r17ddwqIqKca/v27Rg5ciRiY2MBfO1EqFChAoYNG4YWLVqgfv36MDU11XEriXKnL1++oG7duvDz81PZ8VqxYkW4uLhgwIABKFOmjFrbfPPmDbZu3YpNmzbhyZMnKrdbo0YN3L59G0ZGRhrbF33g5OSECxcupJqAXatWLdSuXRuVK1eGhYUFzM3NNVpdyNnZWWPbIsqpXF1dsWrVKslNqePHj6Nt27Yql89KQkt0dDQqV66MDx8+iOuOGjUKq1at0uQu5VoGBgYaq/6jqgoUkH51odSWTe3GGDvWiYiIKKdiIjYR6VJAQAC+//57PH36FMDX6ytzc3OMGjUKQ4cORdWqVXXcQqK859q1a+jbty9evnyZZp+GvAjSpk2b0LVrV100VW9FRkaiQYMGeP78eZoJ1LVr10bt2rVRq1YtFCtWDBYWFjAzM8OnT58QHR2NkJAQ3Lt3D3fv3sXdu3cBpF7EpUKFCrh58yYsLS21u3NEedjjx4/h6ekpjqAIKPcj85qLNIGJ2ERE6Th06BC6desmqe764cMHDsFFRJSGFy9eYOzYsTh27Jg4L2Ungrm5OSwtLWFoaJjlWDKZDM+ePcvydohyg7///hvjx49X6ng1MzPD77//jvHjx2e6+sWXL1+wYsUKzJkzR6wmKt++TCbDsmXL4OrqmuV90BeXLl2Co6Oj0ntlbGyM0aNHY/z48ShXrpzuGkiURzRt2hRXr14Vr9eKFCmCkJCQVJfPakLLhg0bMHLkSHH9/PnzIzg4GNbW1prYnVxNnoitya7GjI4kkJHl2bFOREREORkTsYlIF7Zs2SL+/PHjRyxcuBBv3rxRGrGoXLlyqFevHqpVqwZLS0sUKlRIIxV5Bw8enOVtEOVmkZGRqFu3LoKCggBIk7DlP9erVw/79+9nhXod6NOnD3bv3q2y/6lo0aKYMGEC+vXrl6F+/5cvX2Lbtm1YsWIFQkJCVCbh9+zZE7t27dLUbhDphcjISOzYsQOenp64ceMGgLQLfvCaizSBidhEROlISkpCxYoVJcPLHDx4EJ07d9Z104iIciwvLy8sX74ct2/flnQSaQMvikhfCIIAW1tbvHnzRjKvaNGiOHr0KOrXr6+ROL6+vujUqZMkkVEQBJQuXVqpGgelbvTo0Vi7dq3kGGhhYYHDhw+jefPmOm4dUd5RpUoVPH36VDJccsoHwRSpSmj5+PEj8ufPr1a82NhYFClSBPHx8eL6GzZswNChQzW1S7mWpipiZwd2rBMREVFOx0RsItIFVdd1iomgctq4/uNxjvRZeHg4nJ2dcfToUQBQegBCPq9gwYJYt24d+vbtq5N26quLFy+iRYsWKkdxmzBhAubOnYuCBQtmevsxMTGYPXs2li9fLjn/k//r7e3N+wpE6UhOTsaxY8fg6emJw4cPIyEhId1zF/nvLS0t0adPH6xZsybb2kt5D8u5EhGlw9DQEHPnzpWc7P72229ITk7WddOIiHIcf39/1K9fH0OGDIGvry8AaWeRpl9E+uTcuXPikFnA18+WqakpTp8+rbEkbACoW7cuTp48CRMTE8n8169f49y5cxqLk9ddvXpV/Fl+Hunu7s7OUiINCwsLk0zb2dmlubyq0Tji4uLUjlegQAE4OTlJOnDPnj2r9vr6QBCEHP8iIiIiIiKi1CleP6nq4+d1GpHmXLp0CXXq1MHRo0fFz4TifTD5vJiYGAwYMAAjRozA58+fddhq/bJ06VLJtCAIMDIywoYNG7B06dIsJWEDQMGCBeHu7o6NGzfC0NBQ6R6oYnxSz6pVq1ChQgXxVbFixTwVj766d+8efvnlF5QqVQpdunTB3r17xUIqAFTmFciPqe3bt8eOHTvw9u1bJmFTlhnpugFERLmBs7Mz9u7di//++w8ymQx+fn4YMWIENm7cqOumERHlGOfOnUP37t0RExPDjlMiLTh58qT4s7yDYNasWahZs6bGY9WsWRMzZ84Uq2/JnThxAq1atdJ4vLwoKChI8rcrXrw4K+bmAg8ePMDt27cl87Q5LG52x8uLoqOjJdOFChVKc3lVN0Wio6NhZWWldszy5csDgHjj2c/PT+118zJHR0c+KEcAvlaOj4iIQGRkJKKiovDlyxeNbLdhw4bIly+fRrZFRERERESpU+faTpPXf7yfQPrMzc0Nc+fOFa+dFZOvDQwMkJycrFQledOmTbh69Sp27tyJ6tWr66r5eiE2NhbHjh2TjA4gk8kwe/ZsDBs2TKOxhg4dilevXuH333+XPPhy7NgxxMbGokCBAhqNl9dFRkYiMDBQ8vnJS/H0WWhoKLZt2wZPT0/cvXsXQPojd8h/X7VqVTg7O2PQoEEoWbJk9jSY9AITsYmI1LR9+3Y4OTmJiRIeHh748uULVq9eDTMzMx23johItx4/fozu3buLyVCqnioloqy5ceOGZNrExASjR4/WWrwxY8Zg/vz5SExMFOfdvHlTa/HyGvnxUN7Z1qZNGx23iNRx8OBBzJ49WzJPm4nR2R0vL8qfPz8+fvwoTquqeJ2SqkTs4OBglC1bVu2YRYsWVVqfAG9vb103gXTk7du32LlzJ3x8fHDt2jUEBQVpJc7Dhw9RuXJlrWybiIiIiIiIKDuFhIRg4MCBOHPmjFLCpiAI4qjdPXr0QN++fXHv3j1xGXmSp7+/Pxo2bIhly5ZhxIgRutqVPO/69etISEgQ/+4AUK1aNfz2229aiffbb7/h33//xaNHj8R5iYmJuH79OpycnLQSkyg3SExMxOHDh+Hp6Ynjx4/jy5cvaidfW1paom/fvhgyZAgaNmyYbW0m/cJEbCIiNZmbm4vVXs+ePQtBELB161ZcvHgR06ZNw+DBg5E/f35dN5OISCd++uknREdHp5qAXatWLdSuXRuVK1eGhYUFzM3NYWBgoIumEuVaz549kzxF7+TkBEtLS63Fs7S0RMuWLXHixAkx7rNnz7QWL68pUKCAJDm0dOnSOmwNZUTKyjLZUbEiu+PlNRYWFpLPWmRkZJrLq6qY/fLlSzRr1kztmIrDvsbExKi9LlFecu/ePSxYsAD79+8XK3dp6wFMHh+JiIiIiLTP1taW595E2eDs2bMYOHAg3r9/rzIJu1SpUtixY4fYX3Xt2jVMnDgRa9eulSRjA1/7qUaNGoUzZ87gn3/+UVmEgLImICBAMi2TyeDs7Ky1+5yGhoYYMmQIpk2bJvm/ERAQwERs0ks3b96Eh4cH/v33X0RERABQr/q1oaEh2rZtiyFDhqBbt24wMTHJtjaTfmIiNhGRGrZs2SL+PGDAALx79w7+/v4QBAGBgYEYPXo0fvnlFzRq1AjfffcdihUrBktLSxgZaeYwy6p4RJSTXbp0CRcuXFDqKDI2Nsbo0aMxfvx4lCtXTncNpEx7+fIl/Pz8tDK0/NixY2Ftba2RbemLsLAwyXTFihW1HlMxhmIbKHXFixfH06dPxWmODECkHTY2Nnj9+rU4nV4itp2dndK8a9euYcCAAWrHfPHihWQ6vSrcRHmRu7s7pk+fjsTExHRvfGQVv0OJiIiIiLJHYGCgrptAlKcJgoDZs2dj0aJFSEpKAgCle2udOnWCp6cnChcuLM43NTXF6tWr0apVK4wYMUIcjVG+viAI2L17N27duoUdO3agQYMG2bdTekBVf2OHDh20GrNDhw6YNm1auu0gyqvevn0LLy8veHp6itXh1a1+Xa1aNTg7O2PQoEEoUaJE9jSYCEzEJiJSy5AhQ1R+kcvnCYKA2NhYeHt7a2U4ZiZiE1FOtn37dsm0IAiwsLDA4cOH0bx5cx21ijIjOTkZ+/btw9atW+Hj44MPHz5oLVbfvn2ZiJ1BihVYU3bEaotijLi4OK3HzCtq1KghqZTx/v17HbaGKO+qWrUqbt++LV6bPX78OM3lq1SpAlNTU8lwohm5hktKSsLFixcl14fZcTwmykmGDx+OzZs3izc3Uku+VkygTitJOyPLEhEREREREeU2b968Qb9+/XDp0iWVVbCNjIywYMECTJ48OdVt9OrVC/Xr10e/fv1w/fp1SXVs+YiWzZo1w8KFCzFx4kSt75O+UFWEQdsjYKraPotB5Hzs38q6HTt2wNPTE2fOnEFycrLayddWVlbo27cvhgwZgu+++y7b2kuUEseDJyLKAEEQxJd8Gvj6hS+/wNH0i4gop7t69ar4s7zzyN3dnUnYuczatWtRtmxZ9OnTB4cPH0ZISIhWvtf43ZZ5+fPnl0xrM1FeLjQ0VDKdL18+rcfMK9q2bQvgWye4j4+PjltElDdVq1ZN/FkQBDx48CDN5Q0NDVGzZk3J95Gfn5/an9GdO3eKD1bIz3u0feOFKCdxd3fHpk2bxP//KR9QT++cL61zw5TbUlxWPk1ERERERESUGx09ehR16tRJNQm7bNmyuHjxYppJ2HLly5fHpUuXMGnSJMl8+XV1QkICJk+ejB9++IEjXGqIpaWl0rwCBQpoNabi/aDU2kE5S2xsrGTazMxMRy3JvQYMGIBTp04hKSkp1X5D4Oux08DAAB07dsTOnTvx9u1brFq1iknYpFNMxCYiygD5F3zKV3q/z8qLiCg3CAoKkhyzihcvjqFDh+qwRZQRERER6NatG8aMGYPXr1+LCS+a/k7jd1vWFSlSRDL97NkzrcdUjMGqr+rr1auXpLP00aNH6VbqJf2TmJgomTYxMdFRS3IvBwcHyXRsbCz8/PzSXKdHjx6SaUEQMH78eCQkJKS5XnBwMCZOnKj0febo6JiBFhPlXgEBAZg6darKpOmGDRti3bp1ePLkCWJiYjB//nwA3yrVyGQyJCcnIz4+Hm/fvsX9+/fh6emJn376CdbW1ko3Vr777js8evQIycnJ4qty5crZv9NEpDcMDQ1z1cvIiAPeEhEREeUW8qRoVUnYXbt2ha+vLxo1aqT29oyMjLBkyRIcPnwYhQsXVqoYKwgCjh49irp16+LixYsa3Rd9pKo/4vXr11qN+fbtW7XaQTnLq1evJNMFCxbUUUtyP1X3luX3sKtVq4bFixcjODgYR44cQe/evXlvhXIEJmITERERUZZER0cD+FYVsk2bNjpuEakrLi4O7du3x+HDh5WSr+UyW92a1bA1r2LFiuL7JAgCvL29ER4errV4EREROHfunBhPJpOhYsWKWouX1xQpUgQ//fSTpHP9119/1XGrKKeJjIyUTLNjNuOaNGkCU1NTybwDBw6kuU7//v0lyaEAcPPmTXTo0AEvX75Uuc65c+fQrFkzlaMRdOrUKRMtJ8p9Fi1ahKSkJHFa/h23YsUK+Pj4YMSIEahUqVKa1X6MjY1hY2OD6tWrY9CgQVizZg1evXqF9evXS24e37x5Ew0bNsTp06e1vl9ERED617458UVEREREuUPKh4/l08bGxli2bBn279+f6UrHnTp1gq+vL5o3b66UjA18TQpt3bp11hpPqFOnjlKSp6+vr1Zj3r59WzJtYmKCunXrajUmZd3ly5cl91iLFSumw9bkDfLrXysrK4wePRrXr1/HgwcPMGXKFBQvXlzXzSOS4CPzRERqsLW1ZRVPIqJUFChQAB8/fhSnS5curcPWUEa4uLjg5s2bKpOvAaBkyZIoUaIEwsLCEBgYKEnIdXR0REJCAsLDwxEaGioZ4k6+PfmydnZ2KFGihCS2todty4u+++47nD17Vpz+8uULVq5cidmzZ2sl3urVq5GYmCj5v8EhvTJm/vz5OHjwIAIDAyEIAg4dOoS1a9di1KhRum4a5RCKlZstLCx01JLcK1++fGjSpInkwZH9+/djxowZqa5ja2uLnj17Ys+ePZLvrPPnz6NSpUpo2rQpatSoASsrK4SFheHSpUvw8/OTPFgh/7lBgwasiE164cOHD9i6davSZ2DVqlX46aefsrRtU1NTDB8+HF26dMGgQYNw6tQpyGQyREdH44cffsDp06fRtGlTTewGEVGackv/L5OwiYiIiHIvQRBQsWJF7Ny5E/Xq1cvy9kqVKoVz585h7ty5cHNzUzpXTPlANWWOubk5WrVqhePHj4vXDDt27EDPnj21FnPbtm3izzKZDK1atUrzwXfSvc2bN+PFixeS+6O1atXSdbNyLUEQYGhoiPbt22PIkCHo0qULq15TjsdEbCIiNQQGBuq6CUREOVbx4sXx9OlTcZo3BHOHc+fOYceOHUoJ2CYmJhg3bhxGjBgBOzs7AICbmxtmzZqltH5KwcHBuHLlCry8vHDs2DFJ5eb3799j9uzZ6N+/v/Z3LA9r164dFi9eDODb8IILFixA165dUbt2bY3GevDgAebPn6+UiNC+fXuNxsnrzMzMcOTIETRr1gwREREQBAFjx45FfHw8xo8fr+vmkY69e/cOFy9elHTMVqpUSdfNypV69+4t+V7y9fXF7du307yZtWzZMhw/fhyfPn0C8O24mpSUhIsXL0qGbVWsWiRnaGiIJUuWaHJXiHIsb29v8QEt+TGrdevWWU7CTqlYsWI4fPgwOnXqhLNnz0ImkyE+Ph69evWCv78/rKysNBaLiIiIiIiIKLsJgoDevXtjw4YNGh0Zz8DAAHPnzoWTkxMGDhyIt2/f5pqHDHOL8ePH4/jx4wC+vo8HDx7ElStX0KRJE43Hunz5Mg4dOiTpg+H9BGXR0dFKI04qUvX74ODgLN/LFgQBnz9/Rnh4OB4/fowjR47gwIEDSp+7Bg0aZCmOvrK3t4ezszMGDRoEGxsbXTeHSG1MxCYiIiKiLKlRowYCAgLE6ffv3+uwNaQuNzc3ybQgCChSpAiOHz+eqSoMZcqUQZ8+fdCnTx88efIEI0eOxIULFyCTyRAVFYVBgwbh2bNnSgndpD4nJyeUKVMGr169AvA1ITAhIQFt27bF0aNHNdahc/fuXXTs2BEJCQmSTqPSpUujZcuWGomhT6pWrYrLly+jY8eOCAwMRHJyMiZNmoTDhw9j9uzZrKSrpx48eICRI0cqfc7q1Kmju0blYr1798a4cePw5csXAF+/0xYtWoRdu3aluk7JkiWxadMm9O/fX6wMlLLSryJVN6/c3NzQvHlzTewCUY534cIFpXlTpkzReBwTExPs27cPlStXxocPHwAAISEhmDlzJlatWqXxeEREKfHBcsqJ+P+SiIgobzA1NYW7u7tGH2hW1LJlS9y9exeDBg3CiRMntBZHH7Vv3x4dO3bEsWPHIJPJkJSUhMGDB+PSpUsoXry4xuK8efMGgwcPRnJysjiSX6dOndCuXTuNxcgr3N3dMW/ePLWWlZ9TC4KAcuXKaaU9KUdTBL4W8ejdu7dWYuVlN27cQP369XXdDKJMYSI2EREREWVJ27ZtsX//fvHJbB8fH103idIREBAgVhkEvg3vdPDgQY0MhVe5cmV4e3vj999/F6sqC4KAOXPmoHDhwhg9enSWY+gjmUyGyZMnY/z48eJ7J5PJEBoaipYtW2LWrFmYOHEijI2NM7X9pKQkrFixAnPmzEFMTIzk/4c8NmVMyqS15cuXY+rUqXj8+DEEQcC5c+dw7tw5VKpUCS1atED9+vVRrFgxWFpawtDQUCPxmeQtdfDgQRw8eDDNZe7du6c0b9iwYVmOrVghI+UDFSm1adMmy7H0UeHChbF9+3aEhYWJ89T5HPXq1QvJyckYNmwYYmNjJcfW1Mi/M5cuXQpXV9esN54ol7h9+7ZkunDhwmjbtq1WYllYWOCPP/7AyJEjxfNIDw8PzJ8/H9bW1lqJSUSkOOoTka7NmDEDM2bM0HUziIiISAOqVKmCXbt2oWbNmlqPVaRIERw7dgyLFy/GrFmzxAIElHWbN29Go0aNEBQUBJlMhufPn8PBwQGHDx9GjRo1srz9+/fv44cffkBwcLDYH1K+fHls3LhRA63PmzLz0KK2HnRUvKfWp08fVnPOBCZhU24mE/goNRERERFlQWhoKMqWLYu4uDjx4tLf3x9VqlTRddMoFRs2bJAktshkMowcORJr1qxRubybmxtmzZolWV7dzrtff/0Vf/75p7iuiYkJfH19Ua1aNU3ukt748uUL6tWrBz8/P8l8+ftSvnx5uLi4oF+/fmo/1R8cHIzt27dj06ZNePr0qdJT+wBQvXp13L59G0ZGfJY3IwwMDFJN6Ex5Ka6NYSJlMplYHZi+mjt3LubOnZvu31uxm0TT74+q914QBJQtWxYvXrzQaCxST3BwMCZPnox9+/al+/3Wvn17/PHHH+wQJr1TpUoVyXlCu3btcOzYsVSXV3X++PHjR+TPn1+teLGxsShSpAji4+PF9Tds2IChQ4dqapeIiIiIiIiIssWnT59gZmaW7XGvXr2K/v37s89Rg549e4aOHTvi6dOnYp+HkZERRo0ahd9++y1T1bHfv38PNzc3rFu3DomJieJ8Ozs7HDt2DBUqVNDkLuQZOaW/X1W8cuXK4fbt27C0tNRqLCLKWXgXnYiIiIiypEiRIvjpp5+wbNky8eL1119/xf79+3XcMkqNqqHlx44dq5VYCxcuxIkTJ3Dv3j3IZDIkJCRg8uTJOHLkiFbi5XVGRkbYtm0bmjZtik+fPonz5R1+z58/x8yZMzFz5kyULl0aderUQZUqVVCoUCFYWFhAJpMhOjoakZGRCAgIwJ07dxAUFATgW2dUyk4oQRBgbm6O7du3Mwk7C1Q9/6z4d6bslZG/uabfH8WOXnmC4bJlyzQah9RXpkwZ7Ny5ExERETh69Chu3ryJ9+/fIywsDGZmZihatCjq1auHdu3aoXz58rpuLpFOpKw4D3y9GZgWVVXp4+Li1E7ELlCgAJycnHD8+HFx3tmzZ5mITURERESkJStXrlQaCUebZDIZTExMkC9fPhQpUgQlSpRAlSpVULNmTVhYWGRbO4iygy6SsAHAwcEBd+7c0UnsvKpixYq4fv06xowZgx07dogFUVatWoU1a9bAyckJXbp0QZ06dVCzZk2VibhRUVG4d+8e7ty5g0OHDsHb2xvJycmSezT9+vXDypUrmcibS6S8h/D9999j06ZNfO+I9BDvpBMRERFRls2fPx8HDx5EYGAgBEHAoUOHsHbtWowaNUrXTSMV/P39JdNly5ZF9erVM7SNpKQklQk2imQyGRYvXowOHTqIyYcnTpzA06dPUalSpQzFpK9q1qyJ3bt3o0ePHoiLixPnp6ysC3yt8Prq1Sv8999/qW4rrarMgiAgX7582L17t0aG1dNnqpKuU3aqarPiMqmW1t88OytkCIIAQ0NDuLm5oWvXrlqLQ+qxsrLCgAEDMGDAAF03hSjHiY6OlkwXKlQozeULFiyochtWVlZqx5Q/+CB/4ExxRBAiIiIiItKcM2fO4NChQ7puBgwMDFCrVi107doVgwYN4gPRRFmU3vU7qU+xMrWRkRGSkpLEfoukpCScPXsWZ8+eFZcxNjZGwYIFUaBAAcTGxiImJkZS9RqQ3iuQV9i+cuUK6tWrl+m2ymQyPHv2LNPr5yYZvR+i6fsn1tbWqF27Nho1aoSBAwfC3t5eo9snotyDidhERERElGVmZmY4cuQImjVrhoiICAiCgLFjxyI+Ph7jx4/XdfNIQXh4uGSY+AYNGmR4G3FxcWpXcWjTpg2KFCkiVlIUBAEHDx7EL7/8kuG49FX79u1x+vRpDBw4EC9evJAkimak0nJqCaaCIKBChQrYunUrGjdurJlGEwDtD3tH6dN1x6yciYkJunTpgsmTJ6Nhw4ZaiUFEpCn58+fHx48fxen0HshTlYgdHByMsmXLqh2zaNGiSusTERFlh+fPn8PPzw/h4eGIiopCTEwMkpKSNLb92bNna2xbRESalBMe7k9KSoKvry/u3LmD+fPno1evXli8eDFsbW113TQi0nOBgYGSe2vAt9EOFQvlyCUkJCAsLExppLGUFO8ZfPnyBS9fvszSMVkf7kNMmDABQ4YMSXOZlStX4q+//pK8b8+fP89ybAMDA5ibm6NgwYIcTVYHQkNDceXKFdy+fRsfPnxAREQEIiIiEB8fDwBwcXFhsRXSCR4NiIiIiEgjqlatisuXL6Njx44IDAxEcnIyJk2ahMOHD2P27NlwdHTUdRPp/4WHh0umS5UqlebyJiYmSvPi4+PVTsQ2MDCAk5MT9uzZI3b+XLp0iYnYWeTg4IB79+5h0qRJ2LBhg6TzTy6jnW3ybYwcORJ//fWXzoZMzEtywg0s+qpOnTpwdnZOc5l79+7B19dX0jE7ePDgLMdO2TFbvHhx1K5dG3Xr1oW5uXmWt01ElB0sLCwkidiRkZFpLq+q4tbLly/RrFkztWN+/vxZMh0TE6P2ukRERBmRmJiIAwcOwNPTE5cvX1YaCULTmIhNRDlZTkjeEwRBrC67a9cuHD58GOvWrWNSFRHlCPK+YzlNjH6Z2vayuq28rFChQulWfLe0tFSal5EiAZRzREZG4p9//sGmTZvw5MkTlcvI7+m0adMmzW35+/tj69atknn169dHz549NdZe0k9MxCYi0hA+dUVE+uzChQviz8uXL8fUqVPx+PFjCIKAc+fO4dy5c6hUqRJatGiB+vXro1ixYrC0tEy3kp66mOSdMbGxsZLpzAwt/+HDB1hbW6sdM2WytyAIePTokdrrUurMzMywbt06/PLLL1i1ahW2bNmCqKgo8ffpddSl7JArVKgQnJ2dMXr0aFSuXFlrbdYnycnJum4CpdC1a1d07do1zWXc3Nzg6+srmbd582ZtNouIKFewsbHB69evxen0ErHt7OyU5l27di1D/SIvXryQTGvq2oGIiCilf//9FxMnTkRISAgA7Seu5IQERyKitKR1HFQ8hqW2rKpjXUZG7lMc8S82NhaDBw9GXFwcXFxc0twOEVF20PQ5Hc8RiVRLSEjAjBkzsHbtWsTGxmrkeq18+fJYv349IiIixHklSpRAjx49+FmkLGEiNhFRFvCpKyKir5ycnFKtxCu/IAoICMDTp0+xceNGjcaWyWT48uWLRreZ15mbm0uSdRMTE9Nc3sLCQmlecHAwqlSponZMxafO3717p/a6lL7KlStj+fLlWLhwIS5cuAAfHx/4+PjgwYMHCA8PR1xcnGT5fPnywdraGtWrV4eDgwMaN24MR0dHFChQQEd7QERERDlZ1apVcfv2bfEc//Hjx2kuX6VKFZiamiIhIUGsFOXt7a12vKSkJFy8eFFyjVG4cOFMtZ2IiEiVL1++YMCAAdizZ4/kZr42b7zrS3VCIsqdWrVqJenDjYuLw759+yR97ymPY2ZmZqhWrRqsra1hYWEBU1NTxMTEIDo6GsHBwXj+/LlSlVj5PVN7e3s0aNAAAPDp0ydERETg3bt3ePjwoVjYQH48TnmfYfTo0Shbtmy691yJiLSF53O5E9+33OnevXsYMGAA/P391aoUr+77nD9/fvz8889wc3MTz0/evn2LkydPon379hppO+knJmITEWUCn7oiIlJN1fFQsXoF6Z6FhYUkETvlz6qoqnz9/PnzDMVUjPHp06cMrU/qKVCgADp06IAOHTpI5ickJIjnGJaWljA1NdVF84hyDX5fERFJVatWTfxZEAQ8ePAgzeUNDQ1Rs2ZN3Lx5U7we8PPzg4+PDxo3bpxuvJ07d+L9+/eSZI3SpUtnbSeIiIj+nyAIGDhwIHbv3g1AMzfziYhyO1dXV/Hn27dvo1+/fmIStvxY2LhxY/Tv3x8dO3ZExYoV09zep0+fcOPGDezcuRN79uxBWFiYeH7/8OFDtGnTBkuWLJGMfPPx40dcunQJa9aswZEjR5QelElMTMSgQYPw/Plz5M+fX5O7T0SULo6cmPvMmDEDM2bM0HUzKBNOnTqFbt26IS4uTuwbTEnxOi2jOVVjxozBwoULJdvZsWMHE7EpS5iITUSUQXzqiogodaqSrhWrXmgSb4Zljq2tLYKCgsTpsLCwNJe3t7dXmnf58mWMHDlS7Zj+/v6SaXaUZy8TExPY2NjouhlEOZ6joyN+//13XTeDtEAQBNy/fx+3b9/Ghw8fEBERgYiICMTHxwMAevbsie+//17HrSTKuRwcHCTTsbGx8PPzQ/Xq1VNdp0ePHrh586Y4LQgCxo8fj4sXL8LExCTV9YKDgzFx4kSlawdHR8dMtp6ISHfu37+vNGJRRESE+LByoUKFYGVlBSsrK9SoUUMcsahmzZo6bnnetnHjRuzatUtlP1XKfqwyZcrAysoKFhYWMDAwyO5mEhHpxIkTJ9CrVy/ExsYC+HpcrFOnDpYvX47mzZurvR0zMzM4OTnByckJf/31F9zc3LB06VIkJCQgOTkZK1asgJ+fHw4fPiwWjTA3NxeLTNy6dQt9+vTB8+fPJcfrkJAQrFmzBpMmTdLsjhMRpcPZ2VnXTSDSC3fu3EH37t3x+fNnpfwCQRBgamqKRo0awc7ODoULF8aff/6Z4RjFixdH06ZNxRH5BEHAqVOnNLkbpIdkArNXiIjUlpmnruTLzZ8/H7/99lua23/37h1Kly4NQRDE9QYNGgQPDw9N7woRkUYZGBjopHq//FiZlJSU7bFzs5EjR2LDhg3i91T16tVx//79NNexsrJCdHQ0gK9/91KlSuHly5dq3YiMjo5GqVKlJJ335cuXx7Nnz7K+M0RERKlITk7G3r17sWnTJly9ehUxMTGpLpve9drz589x+vRpybxq1apl6CY0UW4WFxcHKysrJCQkiOfg8+bNS7OqUFBQEMqXLy9Oy9dr0aIFNm/ejLJlyyqtc+7cOQwZMgTBwcGSIchlMhnOnTvHZGwiyhUiIiKwYcMGrFmzBi9fvhTnp3c7LmW/StmyZTF69Gi4uLjAyspKa23VR7GxsahYsSJCQkIk8wVBQP78+TF48GD07dsXDRo0gJmZmY5aSUSkG76+vmjevLnYjwsAAwYMgIeHh6RydWZdu3YNnTt3Rnh4uHie3717d+zZs0fl8lFRUWjSpAkePXokzhMEATY2Nnj16pVG2kREREQ5R3x8PGrVqoWAgAClBGx7e3tMmzYNffr0kRR5kOcpZCQ3CwD+/vtvjB8/XrLu/fv3VRYoI1IHH98mIlJTyqeuAOWqryYmJnB0dISLiwumTp2aqRjyp67kX/J86oqIchP5QyTZ+aLMUaxc+PjxYyQkJKS5TsOGDSV/8zdv3mDv3r1qxVu2bBk+ffoE4FsijZ2dXQZbTUREpL5Vq1ahfPny6Nu3L06ePIno6OgsnU9YW1vjl19+wc8//yy+XFxctLwXRDlHvnz50KRJE0l/xf79+9Ncx9bWFj179pRUFhUEAefPn0elSpXg5OSEsWPHYtasWRg9ejRq1aqFNm3aqEzCbtCgAZOwiSjHEwQBbm5uKF26NH799VcEBgYqnXPIq3kpvuTry1+BgYGYNm0aSpcujQULFrAPRIOOHj2K9+/fi9Pyv3mzZs3g7++PNWvWoEWLFkzCJiK98+XLFwwePBixsbHi91PPnj3h5eWlsYTnRo0a4dSpUzA2NpZcV6RWkKpQoUI4cOCA0uiKISEhuHHjhkbaRERERDmHu7u7JAlbfr02fvx4+Pr6YtCgQWmOtJcR7du3V5p36dIljWyb9BMTsYmI1BAfH48+ffqInQ9ygiCgWrVq8PT0RFRUFLy9vfHPP/9g0aJFmY7Vq1cvyfS7d+/g7++f6e0REWWH5ORknb1YDTvjFKt3JiUl4dq1a2mu06dPH/FneSe5q6srXr9+neZ6J0+ehJubm1LFdCcnp4w1moiISA1v375Fu3btMG7cOAQHB0tGG0ot6UkdlpaWGDp0qCRB6tmzZ7h8+bIW94YoZ+ndu7dk2tfXF7dv305znWXLlsHc3Fyclp9HJiUl4eLFi1izZg0WLFiAdevW4cGDBypHHzM0NMSSJUs0tyNERFrw9OlTNG3aFLNnz8bnz59TPf9IjaplBUHA58+fMWvWLDRt2pSjSmnIsWPHxJ9TPvBz4sQJlaM1EBHpCy8vL/j5+YnfQdbW1lizZo3G49SpUwe//fab5CHP2bNn48uXLyqXt7Ozg4uLi9JDSd7e3hpvGxEREelOYmIili5dqlSgYfr06XB3d4exsbFG49nZ2Sk9gMvcLMoKJmITEamBT10REVFeUrduXVhaWkrmpVfdulevXsiXL584LZPJEBISgnr16sHLy0scMUIuNDQUs2fPRpcuXZCYmCj5nUwmQ48ePbK2E0RERAru3r2LOnXq4MyZM0rJT3JZGVljwoQJAKSjI23bti3L7SbKLXr37g0jIyPx8yMIQroPopcsWRKbNm2SVNBLmWCoqlKsIjc3N6UHCYmIchJfX184ODjg2rVrknMQRRkd9Svl8dLHxweNGzfGnTt3smGP8rZbt24pzVu7dq1StVUiIn0jT7qWf5cNGDAARYoU0UosV1dXSTLV69ev8d9//6W6/Lhx45Tm8d4pEZGyVatWoUKFCuKrYsWKum4SkdqOHz+O0NBQAN/OR1q0aAE3NzetxJPJZKhVq5akMMSjR4+0Eov0g5GuG0BElNOl9tTVr7/+qpUvfPlTV7GxseI8PnVFRESaJJPJ0LZtW+zevVu8qXvgwAEsW7Ys1XUsLCzwyy+/iNWt5d+HHz58wJAhQzBq1CiUL18eVlZWCAsLQ0BAAJKTkyUXr/Kfu3fvjsqVK2fT3lJqwsLCcPToUVy5cgXv379HfHw8SpYsicqVK6NXr14oX768rptIpBOCIODSpUuSZBgTExM0btxYo3F8fHyQkJAgThsYGKBZs2YajaFPXr58ibZt24odtYrJ1wBga2sLOzs7FC5cGLt27cpwjAoVKqB+/fq4deuW+F144sQJzewAUS5QuHBhbN++HWFhYeI8dYYo79WrF5KTkzFs2DDJSGNpVYYVBAGGhoZYunQpXF1ds954IiItCQoKQseOHcVjo+KxTX4eYmpqCnt7e1StWhWWlpawsLCATCZDVFQUoqKi8PjxY/j5+SEuLk5pO/LzjrCwMHTs2BHXrl2Dra1tNu1h3hMSEiL5+9rb26NevXo6bBERke69f/9ecq0LQKuFNKysrNCiRQucPn1anHfkyBF069ZN5fIVK1ZEmTJl8OrVK7GN6Y3USESkjyIjIxEYGCi5j0cZ8+nTJ0RFRaU6UkNGlSpVSq3+MwJOnTqlNG/x4sVajVmhQgVcvXoVwNfr98DAQK3Go7yNidhEROmQP3WV8mQ1O566unr1Kp+6IiIirenbty92794tTgcHB+PgwYPo2rVrquvMmDED27Ztw8uXLyUJNPLhkv39/SWd9fLfp2RtbY2//vpLw3ujP+R/65QMDQ1hamqq9jaSkpIwZ84cLFu2TPLgV0q//vorvv/+e6xZswalSpXKUpuJcptTp06hY8eOknkjRozQeCL25s2bsWHDBsm88+fPMxk7E5KTk/Hjjz+K121ygiCgaNGiGDt2LJydnSUJS5lJxAaAnj17SqooBgYG4vnz56hQoULmd4AoF+nVq1em1vvxxx/h4OCAyZMnY9++fUhKSkpz+fbt2+OPP/5A/fr1MxWPiCi7DBw4UCmxF/h6HmJpaYkff/wRAwcOROPGjWFklPYtuaSkJFy/fh1eXl7YuXMnIiIilK69379/j4EDB+LChQta26e8Tp40L+/rb9q0qY5bRESke3fu3FFK2KtUqZJWY1aqVAmnT58Wv+N8fX3TXL5Ro0YIDg4W2xgeHq7V9hERUd4WHx+PY8eOwcfHB9euXYOfnx8iIyPT7bPKCJlMBn9/fxanUpPi6EVly5bFd999p9WYiiNIR0VFaTUe5W1MxCYiSgefuiIiyhuCg4Px4sULyTxHR0cdtUb3OnXqhIIFCyImJgbAt6Hl00rEzpcvH44cOYJWrVohJCREnJ+y4nVqT9gLgoB8+fJhx44drNyVBX///TcmTpwomTdp0iT873//U2v9+Ph4dO7cGWfPnlU59HVK//33Hy5cuIBjx47BwcEh022mtL18+RJ+fn6IiIhAZGSkRistjB07FtbW1hrZlj5Zv3695PNhbGyM6dOnazzOtGnTsHnzZsn7vX79eiZiZ8I///yDGzduSL6PAKBbt27YtGmTUmdqVnz//ff47bffJPMuXLjARGwiNZQpU0ZMLDx69Chu3ryJ9+/fIywsDGZmZihatCjq1auHdu3acWQOIsoVvLy8cOnSJaVrYAMDA/z000+YP38+rKys1N6eoaEhHBwc4ODggIULF2LWrFlYs2YNkpOTAXxLxr58+TK8vLwwaNAgje6PvjA1NZWcgxcrVkyHrSEiyhkU+80B7R8fixYtKplO716ojY2NZDrlSD1ERETqevv2LZYvX46NGzdKHupJ754Zad+LFy8kBTKbN2+u9ZiK9w7k982JMoOJ2ERE6eBTV0REecOWLVswe/ZscVomk2ks2TE3MjU1xf3795WqK6enWrVqOHv2LPr27Yv79+8rDZesiiAIKFmyJPbv36/179C8bufOnUoJouPHj1d7/bFjx+LMmTMAUn+/5ARBQHR0NL7//ntcvHgR1atXz1yjSSI5ORn79u3D1q1b4ePjgw8fPmgtVt++fZmInUFxcXE4cuSIpLOvQ4cOKFu2rMZjVahQAR06dMB///0nxtu/fz8SExNhbGys8Xh5lSAIWLhwoSQJWyaTYdCgQfDw8NB4PHt7e5iamiIhIUGc5+fnp/E4RHmZlZUVBgwYgAEDBui6KUREWaI4YqIgCMifPz927dqF77//PkvbLlSoEFasWIFOnTqhd+/e4mhG8vPGBQsWMBE7k4oVKyZJOIyPj9dha4iIcgZVSUfh4eFaTcaOiIhItw0pKfZxJSYmarxNRESUt+3fvx/Dhw9HZGSkUuJ1evfMMoqJ3RkXGRkpmS5RooTWYyq+77w+pKww0HUDiIhyOj51RUSUd8grNstf+s7W1hZVqlSRvNRRrVo1+Pr6YtWqVahdu7bS3zXlq3Tp0li4cCGePHnCJOwsCg0NhY+Pj2Ro6k6dOqF06dJqrX/x4kVs3LgRMplM5bDZip8L+XKRkZEYOnSo5nZEj61duxZly5ZFnz59cPjwYYSEhKT5+cnKizLn/PnzSh1t/fr101o8xW3Hxsbi0qVLWouXF509exZBQUEAvnVu165dGxs3btRKPENDQ9SoUUPyOXv06JFWYhEREVHOde3aNTx58kTyMJiBgQEOHz6c5STslDp06IBDhw4pXcM9efIEPj4+GoujTxTP5VKO+EVEpK+MjJTr92l7tN6XL19Kpg0NDdNcPikpSTKdP39+jbeJiIjyrnnz5qFXr16IiIgQc39SvuQycq+F92U0S/EhK1NTU63HTFkVHfg6OjRRZrEiNhFROvjUFRFR3iJ/uIayxsDAAD///DN+/vlnvHr1Crdu3VI5tLy6yd2UPh8fH7FzSK5Lly5qrz9z5kyleYIgwMjICA4ODihdujTev3+PS5cuISEhQRLn1q1b2LhxI1xcXLK2E3oqIiICQ4cOxeHDh5WS3bWBx7jMu3DhgmRaJpOhc+fOWovXuXNnGBgYSN4zb29vtGzZUmsx85oTJ05IpmUyGf788890b+BmReXKlXHr1i3xnOL58+dai0VEREQ507Fjx8Sf5ddp48aNQ6tWrTQeq2XLlhg3bhyWLVsmuYY4duwYGjdurPF4eV2bNm3E5HZBEHDt2jVdN4mISOeKFCmiNO+///5Dw4YNtRIvNjYWZ86ckXyvqWpDSor3a83MzLTRNCIiyoP+/fdfzJkzB4DyfRl1kq1VSZnALV9GcVneq8kYMzMzSZHKsLAwrcdUfDCXo8xSVjARm4goHXzqioiIKG2lS5dWuyozZZ6qm8PqVlp7+PAhLl68KOkUkslk+O6777Bz506UK1dOXPbt27cYMGAAvL29JcuvXLmSidiZEBcXh/bt2+PWrVtKifRy6XXGpZawzU48zfPz85NMV6lSBebm5lqLV7BgQVSpUkVSUdnf319r8fKi69evS6ZtbGzQpk0brcZUHMFI8WYwUV60ePFipXORqVOnMgGQiPSWYjVqAwMDTJ06VWvxpk6dihUrVkiuAZhAnDm9evXC5MmTxX7/x48f4+nTp6hUqZKOW0ZEpDv29vbiz/IHVTw9PTF9+nStVJ729PREbGysZETilG1Q5e3bt5Lp7CicRUREud/bt2/h4uKiMgHb1tYWAwYMQMuWLVGiRAl4eHjgr7/+knw/PX/+HAkJCQgPD0doaChu376NK1eu4OzZs0hMTJQkZDdo0ACrVq1C0aJFxTilSpXK1v3NzWxsbCSJ2NoenQP4en8h5ftdtmxZrcekvIuJ2ERE6eBTV0RERJQTBAQESKZLlCiBYsWKqbXu1q1bleZZWVnh6NGjKFy4sNJ2//vvPzRo0ACPHz8WOyDu3buHBw8eoEaNGpnfCT3k4uKCmzdvqhzeDgBKliyJEiVKICwsDIGBgZIOH0dHR0kHX8rzUPn25Mva2dkp3YAqUKBA9uxkHvLo0SPJ37VOnTpaj1mnTh08fPhQjJsyKZvS9/z5c8l75uTkpPWYionYKa8XifKqzZs3i+cigiDA0tISu3bt0nGriIh05+nTp5JzkGbNmqF48eJai1e8eHE4OjqKD8wKgoCnT59qLV5eVrx4cQwdOhTr1q0Tr9HmzZuHLVu26LhlRES6U7duXRQqVAjR0dHivFevXuHXX3/F8uXLNRrr1atXmD59ulJCXHrX83fu3JF896YsLEFERJSaJUuW4PPnz0rVqydNmoQ//vhDUhRRsd8XgFJirrxA0tu3b7Fq1SosXbpUHOH+5s2b6N69O44ePYqaNWtqY3fytEqVKiEgIED8vr98+XKqBY404eXLlwgKCpJsv3r16lqJRfrBQNcNICLK6WxsbCTTfOqKiIiIdCHlOYhMJkPt2rXVXlc+7DLwrRq2q6urUhK2XIECBTB//nylisunTp3KeMP12Llz57Bjxw6lBGxjY2NMnjwZjx8/xqtXr3Djxg2V1cbPnTuHy5cv4+HDh/jw4QNevnyJHTt2oFOnTuK25OeM79+/x4gRI3Du3DnxxUr1Gac4Mk3KyhXaohgjNDRU6zHzEsUHZbOjwoixsbFk+vPnz1qPSaRrwcHBAL5997Ro0QJGRqzxQUT6S7GQRpUqVbQeUzGGYhtIfQsXLhT7/QVBwPbt23HkyBEdt4qISHcMDAzw448/in2B8v6mlStXYv78+RqL8/LlS7Ru3VqS8C2P369fv1TXCwsLw4sXLyTzsuO7l4iIcreoqCjJA5jyfq1Zs2ZhyZIlWRqZvkSJEvjjjz9w8+ZN1KxZU/wOff36NVq0aMGCK5nQqFEjyXR0dDROnDihtXjr169Xmufg4KC1eJT3MRGbiCgdlSpVkiS5yJ+60hb5U1cp8akrIiIiev36tXg+AgC2trZqrRcSEgI/Pz+l+cOHD09zva5du8LCwkIyz9fXV83WEgC4ublJpgVBQJEiRXDlyhX8+eefsLOzy9D2ypQpgz59+uC///7Dw4cP4ejoKJ6nRkVFYdCgQRq9OaaPFG8EWllZaT0mqytnTUJCgmTazMxM6zEVE/ZNTU21HpNI15KSkiTTlStX1lFLiIhyBsUHsRSLeWiD4ohIfBgs8ywtLbFv3z6YmppCJpMhOTkZffr0wenTp3XdNCIinfnll18kD1vK+yHnzJmDnj174uXLl1navqenJxo1aiRWugS+JcT16dMnzaJUhw4dUprXuHHjLLWHiIjyvgsXLiA2NhbAt0rY9evXx5w5czQWw97eHt7e3qhVqxaAr9+fkZGR6NKlC+Li4jQWRx+0bdtWad6CBQu0EisqKgpr1qyRFFIyMDAQCyERZQYTsYmI0sGnroiIiCgn+PTpk2RaMUk6Nd7e3uLP8o6mevXqpVs11sjICA0bNpQ8kHb//v2MNVqPBQQE4OzZs5IbS4aGhjh48CDq1auX5e1XrlwZ3t7emDVrluQ9mjNnDlavXp3l7esrxQcusyMpWvGzLR/GkNRToEABybRikrQ2KFYtVzVkJVFeU7BgQcl0djz0QESUkyk+iBUREaH1mIoxTExMtB4zL3NwcMDhw4fF88nY2Fh06NABU6ZMyZb3k4gop6lcuTImT54s9o2k7G86cOAAqlWrhiFDhuD48eNITExUa5vBwcFYunQpateujWHDhqkczcHS0hKLFy9Oczt79uyRTMtkMt47JSKidF24cEEyLZPJ8Ouvv0qSbzXB0tISR48ehbm5uTjv2bNnSsV6KG0ODg4oV64cAEgKZS5btkzjsYYOHYrIyEgA38552rZtiyJFimg8FukPJmITEaWDT10RERFRTiB/al8uZYdOWi5duiSZlslk6Nixo1rrKla7DAsLU2s9As6fPy/+LO/EGT58uMZvEs2dOxdTp06V3BybNGkSHj58qNE4+kIxsTA7hntXjJE/f36tx8xLFDtGX716pfWYt27dEq/ZZDIZypQpo/WYRLpma2sreVglOx56ICLKyRRHTgkMDNR6TMUY1tbWWo+Z17Vu3RrXrl2Dvb09ACA5ORlLly5FmTJlMHToUHh5eeHRo0cIDw9HcnKyjltLRKR98+bNg5OTk9jPBHxLhIqLi4OXlxe+//57mJubo1atWujXrx/GjBmDX3/9Fb///jsmTZqEESNGoH379ihRogTKlSuHKVOm4P79++I2UxYtMDIygpeXV5oFI54/f44TJ05I2tOwYUMmShERUbquX78umS5YsCC6du2qlVglS5bEzJkzJfdqVq5cqXRvj9I2YcIEsQ9S/necNm0adu7cqbEYU6ZMwYEDB5QS8idOnKixGKSfjNJfhIhIv8mfunr58qXSU1cTJkzQaCz5U1fyOHzqioiIiOQUK/WqO6SZYiI2ADg6Oqq1rmKV16ioKLXWI+VKCwAwduxYrcRauHAhTpw4gXv37kEmkyEhIQGTJ0/GkSNHtBIvLytZsiSioqLE8/HsSGhXjFG0aFGtx8xLKlasiBcvXojvmapjnia9f/9eHEZZfs1WvXp1rcYkyglq1KgBX19f8QbFmzdvdNwiIiLdqlChAl6/fi2eE5w9exafPn3S2ogBsbGx4og78nOQ8uXLayWWPjA0NFSalzIxMDY2Flu2bMGWLVs0Hlsmk+HLly8a3y4RkSYYGRnh0KFD6Ny5My5cuCBJfga+9U8mJibiwYMH8PPzS3Vbin2ZKZOdBEGAiYkJPDw80i1GtXTpUqWHYXr16qX+ThERkd4KCQmRXEPVr19f5bVAWuLi4pAvXz61lh0xYgRmzJiBpKQkAEB0dDQOHTqEvn37Zrjt+uqnn37CypUr8ezZMwBfzx8SExPRv39/3Lp1C7NmzVIauU9dwcHBGDNmDI4cOSI5t5HJZGjdurXKIp1EGcGK2EREauBTV0RERKRrFhYWkml1hkqOjIwUk3PljIyM0LRpU7ViGhsbS6b55L76/P39JdNly5bNcLKmvLMuPTKZDIsXL5bc4Dpx4gSePn2aoXj0NaEm5d/R19dXq1WxP3z4IFZXlnf4VahQQWvx8qIGDRpIpsPCwnD58mWtxfP09FSa16hRI63FI8opWrduLf4sCAK8vb111xgiohygfv36kunPnz9j8+bNWovn6empdD2m2AZSnyAIKl8AxGqtqS2jiRcRUU5mbm6OU6dOYeLEiTAwkKaTyI+RKZOXUnulXFYxCdvOzg5nz55VKzFt0aJFiIiIkLzGjx+v2Z0mIqI8SXFEt6pVq6a5vOL3HqB+USTga3Gj5s2bS875T58+rfb6BJiammLDhg2S90J+ffbXX3+hUqVKmD59Om7evKnWtVVMTAyOHDkCFxcX2NnZ4ciRI0rrmZubY926dRrfF9I/TMQmIlLDTz/9hEqVKonTKZ+6mjp1KmJiYjK97eDgYHTp0gVLly7lU1dERESUqkKFCkmm1UmyPXXqlFgxRt6xULduXeTPn1+tmJGRkZLpAgUKqLUefe3gS5lcq5gsqo6MdPC1adNGMoqKIAg4ePBghmPqu4YNG0qmBUHAtm3btBZv69atSp1+mfm/os9SJofKLV68WCux4uPjsXz5cqWHZzt27KiVeEQ5SZcuXSTnAWFhYTh79qwOW0REpFspz0Hk5/2//fYbXr58qfFYwcHBmD59utI5SJs2bTQeS5+oShBUlZCtyRcRUW5hbGyMv/76Cz4+PqhXr57KB0kyesyTV8GeMWMG7t27hyZNmqjVFnNzcxQqVEjyymg1UyIi0k+KBY0UR4FVZG5urjQvo7lAdnZ2AL5dJ96/fz9D69PXUX2XLl0qOfeQ/z0/fPiAP//8E40aNUKBAgVQq1YtpfX/+ecf1KlTB2XKlIG1tTW6dOkCDw8PJCQkiPfsgK/nJoaGhvDw8OCIU6QRTMQmIlIDn7oiIiIiXatYsaLYQSAIAq5fv55uxeT9+/dLpmUyGVq0aKF2TMVqAao6oUg1xb9dqVKl0lzexMREaV58fLza8QwMDODk5CTpRLp06ZLa69NXqhJq3NzclB5K0ISoqCi4ubkp3Zxs1aqVxmPlZS1btkSxYsUAfHvPjhw5gn///VfjsSZMmIC3b98C+PbwbJMmTVC6dGmNxyLKaSwtLeHi4iI5F5kyZQqrehKR3mrXrh0KFy4sTstkMnz8+BFt27ZFYGCgxuK8evUK7du3R3R0tGR+4cKF0b59e43FIeUqr0RE9HX0hRs3buDy5csYMmQIChQokGal/9SqY9eoUQPLli3DmzdvMH/+fJiamupwr4iISF8oft+oug+TkuLItMDXa7KMkPdVy2ny+lCfuLq6KhVcURy9KD4+Hg8ePADwrRiVIAgICgrCvXv38Pr1ayQlJSmN1iFfzsDAAGvXrkX37t2zd+coz2IiNhGRmvjUFREREelS3bp1JdMxMTE4evRoqsuHh4fjwIEDSjeRVVWPTY1iB5GNjY3a6+o7xWHDFSuaKypYsKDSvA8fPmQoZspkb0EQ8OjRowytT4CDg4NSUm1ERASGDRsmVpfXhOTkZAwbNkwpYb9IkSIZ+ozS14cQxowZI6lcKAgCRo4cqdGHEf7++2+sW7dO6ZjK4ZBJn8ybNw/FixcXp+/cucPPABHpLWNjY4wbN06pr/jp06dwcHDArl27shxj//79aNy4MR49eqQ0kqKrqyuMjIyyHEOfpZYsqM0XEVFu5eDggE2bNiE8PBw3btzA6tWr4eLigk6dOqFp06awt7dHxYoVUa9ePbRq1Qo9e/bE9OnTsW/fPrx69Qp3797FuHHjYGVlpetdISIiPaKYWB0VFZXm8qru0wQHB2coZmJiomQ6oxW16ZspU6Zgz549KFSokNK1d1oP0aY2ylHK31tZWeHAgQNwcXHR7k6QXmEvDRFRBri6uiIuLg6//vqrOC9lJziANJ+6UtXZqviFz6euiIiISJWmTZtKpgVBwIwZM9C2bVvky5dPafkFCxYgLi5Ocq5RoEABNG/eXK14giDA19dXTGqUyWSoWLFi1nZCj5ibm0s69RQ73xSpqrQQHByMKlWqqB1TcVi9d+/eqb0ufTN69Gj89ttvkuoKBw8exLBhw7Bhw4YsJ7x8+fIFI0eOxP79+5USakaNGiUZhYfUM378eKxZswbv378HIK1I+ddff+Hnn3/OdGXD2NhYTJkyBWvXrhXnyd+vevXqoVevXhrZB6LcoFChQti/fz9atWqFuLg4CIKAVatW4fPnz3B3d+fIGUSkdyZNmoSNGzdKbszLZDK8f/8e/fr1w99//43Ro0eja9euKFCggFrbjIuLw8GDB7Fu3TqcP39eZX9ymTJlMGnSJI3thz46d+6crptARJQrGRsbo379+qhfv76um0JERJSuokWLSu6TpJeIreoe2M2bN/Hjjz+qHVMxcZsPZGZN9+7d4eDggClTpmDHjh1ITk6W9PVnpN9f/l706tUL7u7u6Y5kS5RRTMQmIsqgKVOmoFKlSnBxcUFkZKT4xa6YUK0o5VNXqsifuvL09ETnzp210HIiIiLKzTp27IjChQsjPDxcTA718/PD999/j40bN6JcuXIAvlbaXb58Odzd3ZWSPHv06IH8+fOrFe/Ro0f4+PGj5NylUqVKGt+vvMrCwkLSqZdeB5+1tbXSvOfPn2copmKMT58+ZWh9+mrMmDFYsWKFJKlXEAR4eXnhzp078PDwQJ06dTK17bt372LIkCG4d++e0u+KFCmCiRMnZqXpesvCwgIrV65Er169JA+PxMfHw9XVFatXr4arqyu6d++uNDRkavz8/LBv3z6sWLEC4eHhklGMgK83n9evX6+tXSLKsRo1aoSTJ0+iW7duCAsLgyAI2LRpE06cOIHp06ejf//+6Y4CQUSUV5iZmcHT0xNt27ZFUlKSOF9+PnLlyhVcuXIFBQoUQL169VCnTh1UqVIFhQoVgoWFBWQyGaKjoxEZGYmAgADcuXMHt27dEs/jFc8/BEGAsbExtmzZAjMzs2zf37ykRYsWum4CERERERFpWZUqVXDv3j3xuurp06dpLm9vbw8jIyPx+k4QBFy4cCFDMS9duiS5jitcuHAGW02KihcvDi8vL8ycORNr167Fzp07VRYiSitnq2DBgujRowdcXV1Rr149rbeZ9BMTsYmIMoFPXREREVF2MzIygouLC/78809JpV5vb29UqlQJVapUgZWVFZ48eSImRimek/z8889qxzt27JjSPHZOqM/W1hZBQUHidFhYWJrL29vbK827fPkyRo4cqXZMf39/ybS6SfckVbBgQSxfvhx9+vSRJPUKgoB79+6hQYMGaN26NUaOHInWrVsrVSJXFBUVhTNnzmDdunU4c+aMOCy54oMSy5YtS3dblLoePXpgypQp+N///id5WFYQBPj7+2P06NEYO3Ysypcvj6pVqyqtv2fPHly/fh1hYWF48uQJQkNDASg/UCt/v5YuXYq6detm094R5Qwpbzz9/fffmDJlCt68eQNBEPDq1SuMHTsWv/zyCxwcHFCvXj1Uq1YNlpaWKFSoEIyNjbMc39HRMcvbICLStBYtWuCff/6Bi4uL0lDJ8ulPnz7h0qVLuHTpUrrbU9xGyvkGBgZYt24dj4dERKTXHjx4gNu3b0vmDR48WEetISKinCxlP7C8fz8txsbGqFatGu7fvy9e0924cQP+/v4q7+EoOnbsGIKCgiTXgyVKlMjaTpCoSpUqcHd3h7u7O+7cuYMrV67g3r17ePnyJd69e4fY2FgkJSUhX758sLKygq2tLezt7dG4cWM0b94cJiYmut4FyuNkAmvgExFlyePHj/nUFRFRLuDm5oZZs2ZJkupSVqwiyg0+fvyIatWq4c2bN+K81G72KyYN/vDDDzhw4IDasRo1aoQbN25IPjNBQUF8aExNI0eOxIYNG8S/X/Xq1XH//v0017GyskJ0dDSAr+9bqVKl8PLlSxgYGKQbLzo6GqVKlUJsbKy4fvny5fHs2bOs74yeGjduHFauXKnyfF6xUnz16tVhaWkJS0tLyGQyREZGIiIiAv7+/nj69Km4Xmqj5IwePRp///23tndJL4wdOxarV69O8zos5bEy5TxVyyu+V4Ig4Pfff8fvv/+uyWYT5QoGBgYqPxMpzzmAjD2cri6ZTIYvX75ofLtERJqyb98+jBgxAhERESqPg+reikttXSsrK2zYsAHdu3fPcluJiIhyMzc3N8yePVsyj/38RERf8V6o1NGjR9G5c2fJ3+PJkyeoWLFiquvMmjULbm5uknXat2+Po0ePphkrKioK9evXx4sXLwB86zNzdXXFsmXLNLlbRJRDsSI2EVEW8akrIiIiyi7m5ubYtm0bOnXqhM+fPwOQJlyrqoINADY2NlizZo3acZ4/fy4mYcuVKVOGSdgZUL16dcn048ePkZCQkOa5X8OGDXHq1Cnx7/7mzRvs3bsXvXv3TjfesmXL8OnTJ0nnoJ2dXdZ2Qs8tX74c4eHh2L59u6TCMiBNpAkICEh1SMO0kn3lvx88eDCTsDVo5cqVqFSpEqZNmyYmbar6uytKK/la/nsTExO4u7tnaHQBorxI8TMk/95RdYwkItIXPXr0QOPGjTFs2DCcPHkSgPScIjMPqciPp+3atcOmTZtQsmRJzTSWiIgol0s5epk2HgQlIqK8oXnz5jA0NERycrI479ChQ5g4cWKq6wwYMABubm4AvhX0OHHiBAYOHIg1a9agYMGCSus8efIEffv2xfPnz5W+l9q1a6ehvSGinI6J2EREGlSnTh3UqVNH180gIiKiPMzR0RGHDx9Gv379EBISopQgmpIgCChdujQOHTqUoeHPUiaFym9odOjQIeuN1yPNmzeXTCclJeHatWtK81Pq06cPTp06BeBbB5+rqyuaNGmSZhL8yZMnxQoNKTk5OWV+BwgymQxbt25F2bJlsWjRIqXfpZRa0mFqNwPlQ8vPnj2blZW1YMKECWjVqhXGjBmDy5cvA8h8IpT8vf3uu++wbt06Xu8RQXUF+ZTVsDWdCMHEbiLKLUqWLInjx4/j5MmTWLVqFY4cOSLe8Ff32Cg/5hkYGOCHH37AmDFj0LZtW621mYiIiIiIKK8qWLAgvvvuO/j4+IjXZPv27UszEbtq1apo1aoVzp49K/ZzCYKAHTt24OjRo+jSpQtq1KgBKysrhIWF4dKlSzhx4oRkJDf5fbUqVaqgU6dOWt9PIsoZ0h/fmIiIiIiIiHKUli1b4vHjx5g0aRJKlCghVsNO+bKyssLUqVNx586dDCUORkREYMOGDQCkiU+dO3fW9G7kaXXr1oWlpaVk3t69e9Ncp1evXsiXL584LZPJEBISgnr16sHLy0usgi4XGhqK2bNno0uXLkhMTJT8TiaToUePHlnbCQLwdTjHs2fPomrVquLnS5G8Q1bxpUi+fq1atXDx4kUmYWuR/G984sQJdO3aFUZGRpJjZGoUl2nRogX27t2La9euMQmbSIX0jntERPqoXbt2OHjwIJ4/f47Vq1dj8ODB4mg1qq7d5K9KlSph8ODBWL16NZ4/f44DBw4wCZuIiIiIiCgLevbsKf4sCAKuXr2KgICANNdZuXIljI2NxWl5MnZkZCS8vLwwbdo0jBw5EtOnT8eRI0eQmJiocpSGBQsWaHZniChHkwksKUJEREREesDNzQ2zZs2SDFmYlJSk62YRaYS/vz+Cg4MRHh4Oc3NzlC1bFjVr1sxUQtT58+fh4eEhmSeTybB69WpJkjClr0+fPti9e7d43LG1tUVgYGCa68yaNUusbq04zGq+fPlQvnx5sdJCQEAAkpOTJR188p979OiB3bt3Z8Ne6g9BEPDvv/9i7dq1uHjxouR3aVW+TrmMk5MTfv75Z/Tq1UurbSVlMTExOHPmDK5cuYJ79+7h5cuXePfuHWJjY5GUlIR8+fLBysoKtra2sLe3R+PGjdGxY0eULFlS100nyjEMDHRX04Pn7kSUFyQmJiIiIgKRkZGIiIgAAFhaWsLKygpWVlaSG/1ERESkGvv5iYhSx2OkslevXqFs2bKSvnoXFxf8888/aa73999/Y/z48WqNjqlqmfHjx8Pd3T0LLSei3IaJ2ERERESkF9j5QETZbf/+/ejZs6fkuLNv3z507do11XXi4uJgb2+Ply9fSuYrJvQqTqdcrnDhwrh16xZsbW01uDeU0tu3b3HixAlcv34dfn5+CA4ORmhoqFi1PH/+/ChSpAhsbW1Ro0YNNGrUCO3atYONjY2OW05ERERERERElHuxn5+IKHU8Rqrm7u6OkJAQcdrU1BRz5sxJd72lS5diypQpaseR37eZOHEi/ve//+m0qAERZT8jXTeAiIiIiIiIKC/q1KkTChYsiJiYGABfO+EWLVqUZiJ2vnz5cOTIEbRq1UrSMZiy4rWqIe7kv8uXLx927NjBJGwtK1GiBIYMGYIhQ4bouilERERERERERERERJSKiRMnZmq9SZMmoVmzZnB1dcWNGzckv1MsmAMA9vb2+OOPP9CtW7fMNpXUEBoaiitXruD27dv48OEDIiIiEBERgfj4eABfK54PGDBAx60kfcREbCIiIiIiItKYrVu3YtOmTeK0TCbDmTNndNgi3TE1NcX9+/fFKsnqqlatGs6ePYu+ffvi/v37kqRrVQnYwNck7JIlS2L//v347rvvstRuIiIiIiIiAmJjYxEREYHIyEhERUXhy5cvGtluw4YNkS9fPo1si4iIiIiItKdhw4a4du0a7t27h8OHD+PmzZt4//49wsLCYGZmhqJFi6JevXpo164dnJycUr2HQ1kTGRmJf/75B5s2bcKTJ09ULiMvYtSmTZs0t+Xv74+tW7dK5tWvXx89e/bUWHtJPzERm4iIiIiIiDTm5cuX8Pb2lgx9p88yW5m6WrVq8PX1xbp16/DPP//gzp07qS5bpkwZjB49Gq6urihQoEAmW0pERERERBkxbNgwDB06FM2bN9d1U0hD3r59i507d8LHxwfXrl1DUFCQVuI8fPgQlStX1sq2iYiIiIgUKzVT1tWqVQu1atXSdTP0TkJCAmbMmIG1a9ciNjZWI/+3y5cvj/Xr1yMiIkKcV6JECfTo0UPv72lS1jARm4iIiIiIiCgHMjAwwM8//4yff/4Zr169wq1bt1RWWqhSpYqum0pERJQjBAcH48WLF5J5jo6OOmoNEeV1Hh4e8PT0RPny5eHs7IxBgwahXLlyum4WZcK9e/ewYMEC7N+/X6x6ra3kFd7YJyIiIiJtcXR0xO+//67rZhBpxL179zBgwAD4+/uL12dpXU+pew2XP39+/Pzzz3BzcxOLSr19+xYnT55E+/btNdJ20k9MxCYivTNs2DBdNyFDZDIZNm7cqOtmEBEREZEOlS5dGqVLl9Z1M4iIiHK0LVu2YPbs2eK0TCYTE+qIiLTl+fPnmDNnDubOnYvmzZtj6NCh6NWrF0erySXc3d0xffp0JCYmSm7cayNhmpUJiYiIiEibmjdvzhF7KE84deoUunXrhri4OJWj7ypeW2X0+m3MmDFYuHChZDs7duxgIjZlCROxiUjveHh45JqqE/ITCiZiExERERERERGlj0luRJTd5BW0BEHAhQsXcOHCBYwdOxY9e/aEs7MznJycdN1ESsXw4cOxefPmdKurZeQmf1YTAoiIiIiIiPTZnTt30L17d3z+/BkymUxyTSUIAkxNTdGoUSPY2dmhcOHC+PPPPzMco3jx4mjatCkuXrwoXtOfOnVKk7tBeoiJ2ESkt3hjjohIP/H4T0REpB++fPmCe/fu4c6dO/Dz80NYWBiio6MRExODpKQkjcSQyWQ4c+aMRrZFRJojv4FCRJRd5DeG5ceejx8/YsuWLdiyZQvKli0LZ2dnDB48GOXLl9dlMykFd3d3bNq0CQCUbuynJ7VlUiYJyJdRXJbfT0RERERERKrFx8ejT58+iI2NVbpOs7e3x7Rp09CnTx+YmJiIv8tMIjYA9OrVCxcvXhSn3717B39/f9jb22d+B0ivMRGbiPRWbqhEwU5ZIiLNcXV1xcCBA3XdDCIiItKyW7duYcOGDdi1axciIyO1FkfVkIhERESkP4oUKYLQ0FAA3/qaVSX0BgYGYt68eZg3bx6aNWuGoUOHonfv3jAzM8v+RhMAICAgAFOnTlU5vHXDhg3h4uKCli1bokSJEli2bBlmzZolPuQjk8mQlJSExMREhIeHIzQ0FLdv38aVK1ewZ88ehIWFSRKyGzRoAC8vL1SuXFkXu0pERERERJRruLu7IyAgQOkB1/Hjx+PPP/+EsbGxxmK1b99ead6lS5eYiE2ZxkRsItJLmk5wVnXzPa2qGNpuDxERKbOwsICFhYWum0FERDncvHnzdBp/9uzZOo2fm4WGhmLy5Mnw8vICoN3rLCZgExER0Zs3b3D06FF4enriyJEjSEhIAJB2UvalS5dw6dIluLq6okePHnB2dkarVq2yv/F6btGiRUhKSpLc3DcwMMDy5csxduxYtbZhbGwMGxsb2NjYoHr16hg0aBCWLVsGLy8v/PbbbwgNDYVMJsPNmzfRsGFD7NmzB23atNHmbhERERGRlsyaNQuXL1/OtngymQwmJibIly8fihQpghIlSqBKlSqoXbs2atSokW3tIMpOiYmJWLp0qeQ6TSaT4ddff4Wbm5vG49nZ2cHMzAyxsbHiPH9/f43HIf3BRGwi0jvOzs5Z3sb169fx8OHDVIcsLFasGOzs7GBhYYFChQoBAKKiohAdHY2AgACEhISIy8qrY8hPIqpVq4bvvvsuy20kIiIiIqKMmzNnjk6TbJmInTnPnj1D69atERwcLF6bMVmaiIiItMnIyAhdunRBly5dEB4eju3bt2PLli24efMmAOm5iGI1r0+fPmHr1q3YunUrypQpA2dnZwwePBgVK1bM/h3RMx8+fMDWrVuVbu6vWrUKP/30U5a2bWpqiuHDh6NLly4YNGgQTp06BZlMhujoaPzwww84ffo0mjZtqondICIiIqJs9ODBA3h7e+eI/kZra2v88MMPcHZ2RosWLXTdHCKNOX78uPhAq/w6rUWLFlpJwga+XqfXqlULV69eFT/bjx490kos0g9MxCYivbN58+ZMr/vlyxdMnjwZjx49knTUmpqa4vvvv0f//v3RtGlT2NjYpLmd9+/f4/Lly9i+fTuOHDmC+Ph48WTi0aNHaNu2LZYsWQJDQ8NMt5WIKDu9e/cOAwYMkDyUYm9vj5UrV2o0zpgxY/Dw4UNx2tDQELt374alpaVG4xAREeli1Jqc0JGfG7179w6Ojo54+/YtAI5CRERERNnP2toaY8eOxdixY/Hw4UN4eHhg27ZtePPmDYC0q2QHBQXhjz/+wB9//IEmTZpg6NCh+PHHH2Fubp79O6IHvL29kZiYKLm537p16ywnYadUrFgxHD58GJ06dcLZs2chk8kQHx+PXr16wd/fH1ZWVhqLRURERETZS9f9jGFhYfD09ISnpycaNmyIFStW6F2hv5IlS+q6CWqRyWR4/fq1rpuRa5w6dUpp3uLFi7Uas0KFCrh69SqAr5/twMBArcajvI2J2EREaoqPj0fnzp1x9uxZyfyBAwdi8eLFKFGihNrbsrGxQY8ePdCjRw+8ffsWU6dOxfbt2yGTyZCcnIwVK1bAz88Phw8fhqmpqaZ3hYhI4zZv3oxz585JbmKNGDFC43EcHBywZs0aSRxPT0+MHz9e47GIiLKCQxXmftmdFK3rDvzcbPz48Xj79q3Seyb/m1paWqJmzZqws7NDoUKFYG5uDgMDA100lYiIiPRAtWrVsHjxYixcuBCnT5+Gh4cHDh48iM+fPwNIOyn7ypUruHLlCsaNG4fu3bvD2dkZbdq0yf6dyMMuXLigNG/KlCkaj2NiYoJ9+/ahcuXK+PDhAwAgJCQEM2fOxKpVqzQej4iIiIiyR04opiG/frh27RocHBwwd+5czJgxQ8etyj7v3r0T7xXnZDnh/0pucuvWLcl02bJltf6QgWKxt6ioKK3Go7yNidhERGrq27cvzpw5I06bmppi27Zt6NGjR5a2W6JECXh5eaF79+4YOHAg4uPjIQgCzpw5g/79+2Pv3r1ZbToRkdZt3rxZcjFZrlw59O3bV+Nx+vfvj1mzZiEoKAjA146GjRs3MhGbiHIcDlWY+2miE5eVmbXP19cXu3fvVpmE3blzZ0yaNAmOjo5MvCYiIqJsZ2BggHbt2qFdu3aIiYnBzp07sWXLFly6dAmA9Fwx5eiLABAbG4vt27dj+/btKF26NAYPHozBgwfDzs4u+3ckj7l9+7ZkunDhwmjbtq1WYllYWOCPP/7AyJEjxUQRDw8PzJ8/H9bW1lqJSURERETak1rfbkb7gVMrKJEWVdcPAJCcnIzZs2cjKSkJs2fPTnc7eUlOuP+SGt4HyLgXL15IirE1b95c6zEVE7FjYmK0HpPyLiZiExGpYePGjTh48KD4pW9gYICDBw+iXbt2GovRo0cP7N+/H506dRLjHDhwAJs3b8bQoUM1FoeISNOePXuGp0+fSi6M+vbtq5WLXwMDA/Tr1w+LFi0S4/n5+SEoKAi2trYaj0dEpAm67nDjUIUZ4+joqJHvsC9fviA8PBwfPnxAaGioOD/l92W5cuX4/ZVFe/bskUwLggBjY2Ns2rQJAwYM0FGriIiIiKQKFiyI4cOHY/jw4Xj+/Dk8PT3h5eUlDnucVpXs4OBgLFiwAAsWLEDjxo0xdOhQ/Pjjj7CwsMj2/cgLQkNDJefk9evXz/A2Pn/+jPz586u1bP/+/TFu3DjEx8cDAOLi4nDw4EH2+RMRERHlIn379kWdOnXE6ZCQEGzYsAFfvnwR58nP3w0NDVG5cmVUr14d1tbWsLCwgKmpKWJiYhAdHY3g4GDcvXtX7DOWyWSS89MaNWqIxQA/ffqEiIgIvHv3DtevXxdHWlFMyhYEAXPnzkXFihXZJ0q5VmRkpGS6RIkSWo+peC9Ift1GlBlMxCYiSkdiYiLmzJkjOfl1dXXVaBK2XPv27TF27Fj8/fffYrzZs2dj0KBBMDLiIZuIcqaTJ08qzdNGNeyU2160aJFSG4YPH661mEREWZETqjLo+1CFGeHt7a3xbQYGBsLb2xurV6/GzZs3xXP9kJAQ/P777xg8eLDGY+qLlKMWya/X5s+fzxsORERElGNVqFABc+fOxdy5c3HhwgV4eHhg7969YuWttJKyfXx84OPjgwkTJuDjx4/Z3/g8ICwsTDKdXpVxQ0NDpXlxcXFqJ2IXKFAATk5OOH78uDjv7NmzTMQmIiIiykX69Okj/nz06FE4OzuLSdiCIMDExAQ9evRA//790bZtW5iamqa7zcDAQPz777/YunUr/P39xT7jBw8eoEKFCvDy8oK5ublknUePHmHNmjXw8PBATEyM5NpBEASMGTMGnTp1gpWVlQb3PmfSdQGctOSEe0K5UWJiomRanc9RVoWHh0um8+XLp/WYlHcxq4+IKB1HjhzB69evxZMlAwMDTJs2TWvxpk+fjlWrVoknjm/evMHhw4fRvXt3rcUkIsoKxSFdCxUqhJo1a2otXq1atWBpaYmoqChx3q1bt5iITUQ5EocqJAAoV64chgwZgiFDhuDQoUMYMWIEQkND8enTJwwdOhTBwcFMjM+klNdqAGBlZYVffvlFhy0iIiIiUp+joyMcHR2xatUq7N27F1u2bMHZs2eRnJyc6vm8IAj4/PmzLpqbJ0RHR0umCxUqlObyBQsWVLmNjCS3lC9fHsC3BBk/Pz+11yUiIiKinMPDwwMjRoxAcnIygK/n5p07d4a7uzsqVqyYoW2VK1cOv/76K6ZNm4YNGzZgxowZCAsLgyAIOHToEJo1awZvb29YWlqK61StWhXLly/HL7/8gr59+8LHx0dyrRATEwN3d3fMmzdPI/ubUzk7O+u6CaKnT5/i8uXL4rk+ZZ6ZmZn4gDKg/BCtNoSEhEimra2ttR6T8i4mYhMRpeO///4Tf5bJZGjWrBmKFy+utXjFixdH8+bNcf78eXHe0aNHmYhNRDmWv7+/+LNMJkODBg20HrNBgwY4ffq02Lnw8OFDrcckIsoIDlVIqenSpQvq16+PZs2aISgoSBwFp3Dhwhg1apSum5fryP+Pyz8P7dq1U1m1kIiIiCgny58/PwYOHIiBAwfi9evX2LJlC7Zs2YLHjx9LlmNltazLnz+/pJp4eueOqhKxg4ODUbZsWbVjFi1aVGl9IiIiIspdzpw5gxEjRiApKQnA13PzGTNmYP78+Vnarkwmw4gRI9CqVSu0a9cOgYGBEAQB9+7dQ5cuXXD+/Hml6wBbW1ucP38eLVu2xJUrVyT3DFasWIGZM2fCxMQkS+3KyTZv3qzrJuDNmzeYN28erl+/zus0DbGxsZEkYgcGBmo9pvz9k99fyMh1HpEiJmITEaXjzp07AL7d2K9SpYrWY1atWlU8oRYEAb6+vlqPSUSUWUFBQZILFHmVH21KGUMQhGy5ECMiyggOVUhpKVWqFI4fP44GDRogNjYWgiBg/PjxaNasGWrUqKHr5uUqpqamkiEL2VFKREREuV2pUqUwffp0TJ8+HdevX8esWbNw6tQp3tzXEAsLC0kidmRkZJrLq6qY/fLlSzRr1kztmIoVzFMmFxARERFRzhcbG4thw4ZJkrBHjRqV5STslCpWrIizZ8+iVq1a+PjxIwRBwOXLl7F06VKVIwAaGxtj7969sLe3l5zTxsTE4MqVK3ByctJY2+ibiIgILFy4EKtWrUJcXJykCrbiNVv+/Pmzu3m5WqVKlRAQECDev7p8+bKYf6ANL1++FPMc5KpXr66VWKQfDHTdACKinC4wMFDyxWtjY6P1mMWKFVNqAxFRTqU4pGt2DNmjGIM3sIgop/Lw8EDXrl0RHh4O4NtQhX5+fti+fTs6d+6sVhI28G2owvv372PdunUoXLiw2CElH6pQMYlAPlTh/fv30bhxY6Wh8eRDFVL2q1KlCiZOnCh2JCYmJmL8+PG6blauo3jtxGrYRERElBfExMTgn3/+waRJk8QRwTjMtWbY2NhI/pbpJWLb2dkpzbt27VqGYr548UIyzXNWIiIiotxl/fr1CA4OFvNGSpUqhf/9738aj1O2bFm4ubmJfcaCIGDRokWIjY1VubyNjQ3GjBmjdK3g7e2t8bbpu0+fPmH+/PmoUKEC/vrrL3z+/FmSJCz/VxAEGBkZ4eeff8bTp0912eRcp1GjRpLp6OhonDhxQmvx1q9frzTPwcFBa/Eo72MiNhFROhST++RJNNqkGIMJhkSUkyle/GfHUFeKMVJWMiIiyilSDlUo7widMWMGDh06hIoVK2Z6u/KhCq9evYpy5cqJHbLyoQpVJWjIhyps0qSJ+PuUQxUmJCRkuj2UeRMmTJAkYXh7e3M0nAyqWbOm5P/8+/fvddgaIiIioswTBAEnTpxA//79Ubx4cYwaNQpXr16FIAhMwtagqlWrAviWKPH48eM0l69SpYr48Kz8GiojiS1JSUm4ePGipNhL4cKFM9hqIiIiItKlDRs2SEYHHjRoEAoUKKCVWEOHDpVUUg4PD8eBAwdSXf7nn39WmnflyhVtNE0vJSYmYvny5ahQoQLmzJmDqKgo8f+B4gikMpkMAwYMwKNHj7Bq1SoUL15cx63PXdq2bas0b8GCBVqJFRUVhTVr1kiu0wwMDNCpUyetxCP9wERsIqJ0GBkZSaafP3+u9ZiKMVghg4hysnz58kmmQ0JCtB7zw4cPkmkDA57WElHOkp1DFZqbm4udRfKhClWRD1VoZWUlmS8fqpCyn7W1NRo1aiRJrNm7d68OW5T7tGzZEsC3zm4mshMREVFu4+/vj2nTpqFMmTLo1KkTdu7cKVZXS3mDX1vDMeubatWqiT8LgoAHDx6kubyhoaHSw39+fn7w8fFRK97OnTvFhwXl72fp0qUz0XIiIiIi0oWgoCD4+/tL5nXp0kVr8czMzNC6dWvJ+efx48dTXb5EiRLiKC7yPlIWq8g6QRCwadMm2NnZYdKkSfjw4YNSArZ8OUEQ0KVLF9y9exdeXl4oX768Dlueezk4OKBcuXIAvv1fvnz5MpYtW6bxWEOHDhVHR5K/r23btkWRIkU0Hov0BzNWiIjSUbRoUQDfvujPnTuH6OhorcWLjo7G2bNnJSdvisNtExHlJJaWlpLpt2/faj2mYoyCBQtqPSYRUUZwqEJSV/Xq1QFAkkxP6vvxxx9hbGwsTvv6+uLVq1c6bBERERFR+sLDw7Fq1So0bNgQNWvWxJIlS/DmzZs0k6/lv6tatarWqoLpA8WhpmNjY+Hn55fmOj169JBMC4KA8ePHpzuyUHBwMCZOnKiURO/o6JiBFhMRERGRLt29e1dpnjxZVFsUk1Hv3LmT5vINGjSQ9PmHhYVpsXV53+7du2Fvb48RI0YgKCgozQTsli1b4urVqzhw4IDY10+ZN2HCBKVRXadNm4adO3dqLMaUKVNw4MABpeu0iRMnaiwG6ScmYhMRpaN69eqSk9b4+HisXbtWa/HWrFmD+Ph4AN+evOIJGxHlZLa2tpIEwEuXLml1yNzk5GSlIV3LlCmjtXhERJnBoQpJXSkfuhQEId2h0UnKxsYGLi4u4mcNAObMmaPbRhERERGpkJSUhEOHDqFnz54oWbIkxo0bh5s3b6qVfF2oUCH89NNPuHr1qlhBmzKnSZMmMDU1lcxL6/oJAPr37y8ZdhwAbt68iQ4dOuDly5cq1zl37hyaNWumNKobAA53TURERJSLBAcHK80rXLiwVmMqjmqZXuEJeXFBuYiICI23SR+cOHECDRo0QN++ffH48eM0E7AbNGiAkydP4syZM2jUqJEOW523/PTTT6hUqZI4LZPJkJiYiP79+2Pq1KmIiYnJ9LaDg4PRpUsXLF26VHxP5e9x69at0bZt2yy3n/QbE7GJiNKR8stWnkwzZ84cpeFnNMHPzw9z5sxRevKqTZs2Go9FRKQpNWvWlExHRERoNaHv6tWrCA8PB/Dt4sje3l5r8YiIMopDFVJGfPnyRTLNTvKMmz9/PkqWLAng67mBp6cnjhw5ouNWEREREX11584dTJw4ESVLlkT37t1x4MABJCQkSKp8KfYHy/s72rdvjx07duDt27dYs2YNb/BrQL58+dCkSRNJUYH9+/enuY6trS169uypVJnt/PnzqFSpEpycnDB27FjMmjULo0ePRq1atdCmTRvJKEnyeA0aNGBFbCIiDdBmMRgiopQ+fvyoNC8kJESrMUNDQ9NtQ0qKoxcr9jlT2q5cuQInJyd06tQJvr6+KhOwga/fPdWqVcPevXtx/fp15vFogampKTZs2AADg28prfLrr7/++guVKlXC9OnTxYea0xMTE4MjR47AxcUFdnZ2OHLkiNJ65ubmWLduncb3hfQPE7GJiNLRr18/yVDXMpkMcXFxaN26NXx9fTUWx9fXF23atBGrYcsZGxujf//+GotDRKRpTZo0UZrn5uamtXiqtq2qDUREusKhCikj3rx5I5k2NDTUUUtyr8KFC+Pff/9Fvnz5IJPJkJSUhB9//BH//fefrptGREREeiokJARLly5F7dq1Ub9+faxYsQIfPnxQq/p11apVsWjRIgQHB+PYsWPo06ePUgVnyprevXtLpn19fXH79u0011m2bBnMzc3Fafm1V1JSEi5evIg1a9ZgwYIFWLduHR48eCAZsUXO0NAQS5Ys0dyOEBHpoRkzZiA5OVl8JSUl6bpJRJTHmZiYKM179uyZVmMqbl9VG1JKSEiQTGtrdM685t69e/jhhx/QvHlzXLx4UXK9lpIgCLC1tcXmzZtx//59dO/eXUct1g+Ojo5YunSp5B6W/Prrw4cP+PPPP9GoUSMUKFAAtWrVUlr/n3/+QZ06dVCmTBlYW1ujS5cu8PDwEB+ITvmwrKGhITw8PFC+fPls2z/Ku5iITUSUDhsbGwwfPlzpS/79+/dwdHTEokWLlE5sMyIhIQELFy6Eo6Mj3r9/r1Qhw8XFBTY2NlneDyIibfn+++/FpDH5RdCJEydw+PBhjcc6cuQIjh8/LrkAlslk+OGHHzQei4goszhUIWXE2bNnJd9riu8NqadZs2Y4ePAgzM3NIZPJ8PnzZ3Tt2hUjRoxAYGCgrptHREREeiAxMRF79uxB586dUbp0aUyZMgX3799XK/m6UKFCGDVqFHx8fODn54epU6eiRIkSOtybvK13794wMjIS+/wFQcCiRYvSXKdkyZLYtGmT5MFJ+fspfx/lL/nvFLm5uaF58+Ya3BMiIiIi0jZVuRoHDhzQWrzIyEh4e3tLzifTyxeJjIyUTKd8gJCUPXv2DP3790e9evVw9OhRpWs2OUEQUKxYMaxYsQJPnjyBs7OzpFIzaY+rqysWL14smad4/RUfH48HDx4AgOTaLigoCPfu3cPr16+RlJSk8v0VBAEGBgZYu3YtE+tJY4x03QAiotzgjz/+wOHDh/H69Wtxnkwmw6dPnzBjxgysXr0agwYNwo8//ojatWurtc27d+9i586d2Lp1K16/fq3yybpSpUrhjz/+0Oi+EBFpWuHChdGpUyccPnxYcgE0YMAAnD17Fg0aNNBInFu3bqF///5KD6y0atUKpUuX1kgMIiJNSG2owpIlS2otJocqzJ12796N169fi9+dMpmMCTdZ0KZNG1y/fh29e/cWqxBu2rQJHh4eaNWqFVq0aIEGDRqgaNGisLS01Fj1cVtbW41sh4iIiHKna9euwdPTEzt37hQTIBSLeiiSV95q27YthgwZgm7duqVb5Y40p3Dhwti+fbtkZCB1zg179eqF5ORkDBs2DLGxseJ7q+o9lpO/10uXLoWrq2vWG09ERERE2apGjRriz/J+XC8vL8yYMQPW1tYaj7dq1SokJCRI+oxTtkEVxeIwpUqV0ni78oI3b95g7ty58PDwwJcvX1J9iFIQBFhaWmLKlCkYP348K4zryJQpU1CpUiW4uLggMjJS5fVXymtvxXmpXacJggArKyt4enqic+fOWmg56SsmYhMRqcHKygp79uxBmzZt8OnTJ3G+/OT31atXWLRoERYtWgQzMzPUrFkTdnZ2sLCwgIWFBQAgOjoa0dHRCAgIwP3798XtqDoJEAQBZmZm2LNnj1J1QyKinGjq1KmSCtgymQwfP35Eu3btsGbNGvTp0ydL29+1axdGjx6NmJgYpYumadOmZWnbRESaltpQhdpMxOZQhbnPs2fPMGHCBKXvNUdHRx21KG+oUqUKbt++jd9++00c9j0pKQmnT5/G6dOnNR5PJpPxQQYiIiI9tXDhQmzZsgVPnjwBoF7yNQDY29vD2dkZgwYNQvHixbOnsaSkV69emVrvxx9/hIODAyZPnox9+/YhKSkpzeXbt2+PP/74A/Xr189UPCIiIiLSrZo1a8LGxgYhISHivLCwMIwZMwY7duzQaKwHDx7gjz/+ULqeaN26dZrr3blzR5K4Xa5cOY22K7cLDw/HwoULsXr1asTFxaWZgF2gQAG4urpi2rRpSgVtKPt1794dDg4OmDJlCnbs2IHk5GSlkbPVJX/fe/XqBXd3dz6wQBrHRGwiIjU1bNgQ//33H7p166byaSv5l/bHjx/h4+MDHx+fVLeVVqe8fCjK/fv3o2HDhpreDSIirWjatCl69+6N3bt3Sy70IyMj0b9/f/z777+YOnUqHBwcMrTdq1ev4n//+x8OHjwoGTlA/nPXrl3T7XwgIspuqQ1VqK0hqDlUYe6zd+9ejBs3Dm/fvlW6Hvj+++911Kq84c2bN5g1axZ27NghuWZTVRmDiIiIKCtmzJghOc9IK/naysoKffv2xZAhQ/Ddd99laztJ88qUKYOdO3ciIiICR48exc2bN/H+/XuEhYXBzMwMRYsWRb169dCuXTuUL19e180lItKY58+fw8/P7//Yu++wKK62DeD3LAJWWEQRjWLvEoydaFBRsZdobNHYsbcYS2KCjaiJMWqMJfZCii3GEl+72CMqigL2gliw0EFQKfP94bcjQxdmmAXu33VxvZxhZ55n8rq7M2eecw5CQ0MRERGBqKioDAekvI8ZM2YodiwiIiX169cPixYtkq0MvG3bNhQpUgSrV6+GTqfLdoxLly6hffv2eP36tezewtTUFH379k1zv8ePH0urLhrUrFkz2/nkBS9fvsTPP/+MRYsWISoqKt0CbFNTU7i6usLNzS3D5yuUs2xtbeHh4YHvvvsOv/32G7Zu3YqnT5+meF16M2UXK1YM3bt3x7hx41CvXj3Vc6b8SRD5JIqI6L3cvn0bw4YNw6lTp9JdyiI96e3XtGlTrFu3DtWqVct2rkREOSkkJAR169bFkydPZNuTFlDXqlULrVu3RqNGjVC7dm3o9Xro9XqpaDssLAzXrl3D+fPnceTIEfj7+6c4hqH9wQcf4NKlSyhZsmTOnSQRZWju3Llwc3OTDcpQ8oFMbuDr6wsHBwfZ4JESJUrgxo0bqixVmNp/806dOmH37t1p7tO5c2fs27dP2qdRo0bpDiSkrIuOjkZoaCiuX78OLy8vbN26FTdu3Eh1gFGDBg3g5eWlcca5l4eHB0aPHo2YmJgMZ6RUQn79jCMyZrwOIaKcpNPp0u3nNTExgYuLCwYNGoSuXbtmuGoNERGRsYmLi8OuXbuwadMmnDlzBpGRkarG47U7ERmrJ0+eoFq1aoiNjZW2Je3T/eWXX9CkSZMsHfvVq1f48ccf8dNPPyEmJiZFn/Ho0aPx66+/prn/8uXLMW7cOFlfyP79++Hi4pKlfPKCN2/eYPny5fjhhx8QHBycbgG2TqdDv379MHv2bM4knov4+Pjg7NmzuHr1Kh48eICnT58iJiYGCQkJKFiwIKysrGBnZ4datWqhSZMm+OSTT3hPTqrjjNhERO+patWqOHHiBNatW4fp06fjxYsXAOQXbVlZ/qJEiRKYO3cuXF1dlU2YiCiHWFtbY8+ePXB2dpZ1yCadHcrf3x/Xrl3L1PHSKqASRRF6vR579uxhETblaskLcr/77jtMmjRJo2yUl5/H/HKpwtzNxMRE1eOn1ekrCAIWLVqkauy8bOHChZg2bZrsv2/ygVxEREREajJch9SuXRsDBw5E//79YWtrq3FWREREWbNlyxZ8+eWXUv+W2n19vH8nImNWpkwZfP/995g0aZKs31EURVy4cAFNmzZFs2bN0LdvX7Rr1y7D/vbY2FhcvHgR27dvx7Zt2/DixYtU+zI/+OADuLu7p3usbdu2ydomJiZZLgrP7RITE7FhwwbMmTMHjx49SrcAGwC6du2K77//HrVr187xXCl76tati7p162qdBpEMC7GJiLJo6NChGDBgAHbu3Il169bh2LFjSExMTPG6pCMWU/ubs7Mzhg0bhu7du3MEFhHleh999BEOHTqELl264NmzZ9JnYNLPwvfpsE3txrh06dLYu3cvPvroI+USJ9JAeHi4rMPu1atX6b7+1KlT8PT0lG0zxuU6HRwcMHDgQK3T0ByXKsy9cmIQQWpL5P3yyy9o2rSp6rHzov3790tF2KkNkM3PA0OIiIhIfaIoonjx4ujTpw8GDRqEBg0aaJ0SERFRlsXHx6Nfv37YsWNHjqw2BfC+nYhyh4kTJ+L8+fPYsmWL7Pmn4dnn6dOncfr0aQBAsWLFULNmTRQvXhzFihWDubk5oqKiEBUVhcDAQNy7d0+qLUmtWFgURRQpUgR///039Hp9mjlduXJFtpK7IAhwcnKChYWFGv8JjNq2bdswY8YM3L59O8MCbGdnZ8ybNw+NGjXK8TyJKO9iITYRUTaYmpqid+/e6N27N6KionDx4kVcuHABV69eRUhICMLDwxEeHg4AsLS0hF6vh7W1Nezt7dGoUSM0aNAgX14EE1He1rBhQ1y8eBEDBw7EsWPHsrxiQFKGG+N27dph3bp1KF26tCK5EuUmJ0+exKxZs2TvI2MsxO7UqRM6deqkdRqamzRpEn777TdpqUJDh+yGDRvg6+ur6lKFrq6u6a4YsGvXrhTbHB0ds5RLXpVTszCJoojChQtj4cKFGDlyZI7EzGvi4uIwZsyYVGeMEUURFSpUQJcuXeDg4IBq1arBwsICRYsWVWQwBBEREeVvOp0O7dq1w6BBg9ClSxdOskFERLmeKIro378/tm/fDiD9/hEWTxNRfrR582YASFGMDcg/FyMjI3H+/PlUj5H88zO1Pk1LS0vs2rULDRs2TDef1atXw9LSUrYtvUla8qL9+/fju+++g4+PT4YF2I0aNcLcuXMzXFGUiCgrWIhNRKSQYsWKoWXLlmjZsqXWqRARae6DDz7AkSNHsGXLFsyePRs3b94E8P6FbUmX9Z09eza6d++ueK5EuVFqBYdkXLhUIaXF8N1mYmKCTp06YdGiRahYsaLGWeVeu3btQkBAQIoHHuXLl8eSJUvQtWtXLdMjIo2wKISIcsLjx49RqlQprdMgIiJSzLp167Bt27ZU+x2TFreVK1cOVlZWsLCw4EBnIspXChQogD///BOOjo747rvvEBUVlaIg2yCtvomMBrk4OTlh7dq1qFKlSob5LF++HMuXL3+PM8g7zpw5g2+++QZnzpwBkPZzM1EUUatWLXz//ffo1q1bDmdJRPmJILJXmoiIiIhU5unpia1bt+LAgQMIDAzM1D4VK1ZEu3bt0KdPH3zyyScqZ0iU83Q6naxA193dHdOnT0/z9XPnzoWbm5tsn4SEhBzMmLLi888/l82OAaS+1KBSSxUeO3Ys3Vkyrly5go8++ki2b8uWLXHkyBFlTjgPUPMBYunSpVG/fn04OTmhX79+XOFBAf369cNff/0lfTYCQPXq1eHp6QlbW1uNsyOinBYZGYmwsDDZtvLly2uUDRERERFR7hETE4PKlSvj+fPnsu2iKKJQoUIYMGAA+vTpgwYNGqBIkSIaZUlEZDweP36MiRMn4p9//kFiYmK2VwUuXbo05syZg6FDhyqZZp7UsWNHHDhwAEDqz0sM2ytUqIDZs2ejf//+nNyIiFTHGbGJiPIIPz8/XLp0SbZtwIABGmVDRCSXdMWAFy9ewM/PDw8fPkRwcDBiY2MBAIUKFUKJEiVgZ2eHOnXqoESJElqmTKQ6c3NzvHnzRmon/Z3yDi5VmPt4enoqdiydTodixYrBwsICxYsXh16vV+zY9NbFixdl7wlBELB27VoWYRPlUxYWFrCwsNA6DSIiygNEUYSvry8uXbqEFy9eICwsDGFhYXj9+jUAoEePHujYsaPGWRIRKed///sfnj17lqLfqlmzZvDw8OAARyKiZD744ANs374djx8/xrp16/DHH3/g9u3b73WMQoUKoXXr1hg6dCg6duwIExMTlbLNW/bv3y+btMjA8N1la2uLb7/9FsOHD4epqalWaRJRPsMZsYmI8oi5c+dixowZsm2cJZOIiMh4lS5dGs+fP5c6ikaNGoVly5al+XrOiJ27/frrrymWKkwuJ5YqJMprLC0tER0dDeDt+6F27drw9fXVOCsiIiIiyo0SExPx999/Y/369fjvv/8QFRWV5mszWtXq3r17KVYeqlmzJld9IyKjNXToUGzYsEHW91i/fn2cOHEChQoV0jo9IqJcISQkBBcuXIC3tzeCgoIQERGB8PBwvH79GhYWFtDr9bCyskK1atXQsGFD2Nvbs/g6CwwrzgKQvrMM/+vk5IQJEyagcOHCGmf5louLi9YpEFEO4YzYRER5SPKLTCIiIjJeJUqUwPPnz6Xv7rRmQ6a8Ydy4cejevXu6SxVm9vqNSxUSvWNYWcNwD9SsWTONMyLKu54+fYp+/frJBg7VqlUr3YFkWTFmzBhcv35dapuYmGD79u1cVYCIiFS1fPlyLFiwAI8ePQKQ9kBZIHP3bsWLF8dXX32FmJgYaVvlypVx69at7CdLRKQCb2/vFNt+++03FmETEb0Ha2trtGvXDu3atdM6lXzBcM2e9H9PnjyJkydPapmWRBAExMfHa50GEeUQFmITERERERFp4KOPPoK/v7/0ANfb2xunT59mEWEexqUKiZRXrFgxhIeHS20bGxvtkiHK4zZs2ABPT0/ZAHBXV1fF4zg6OmLlypWyOJs2bcKECRMUj0VERBQUFISBAwfi6NGjsuLr913JKDm9Xo/BgwfLBizdvXsXZ86cQdOmTbOXNBGRCgwTRhjUqlUL9erV0zAjIiKi95fZ63VS3+bNm7VO4b0NGDBA6xQoF2MhNhERERERkQY+/vhj/P777wAgFRp16dIF33//PXr06IFSpUppnCGp5YMPPsCMGTMwY8YMLlVIlE3ly5eXFWK/fPlSu2SI8jjDMuUGFSpUQJ8+fRSP8/nnn8PNzQ2BgYEA3j5AW7duHQuxiYhIcVeuXIGLiwuCg4PTXGUyM8XZaZk4cSKWLVsm3fMDwB9//MFCbCIySiEhIQDerTjFzyoiIsqNjGXleBaEA4MGDTKa/z8yi4XYlB0sxCYiIiIiItJA79698dVXX+HVq1cA3nYOhYeHY9y4cRg3bhwsLS1hYWEBnU4HAIiIiEhxjEqVKuVYvqamprh582aOxcsvuFQhUfY4ODjAx8dH6tB98uSJxhkR5U13797FnTt3ZLNU9+nTR5WHKTqdDn379sUPP/wgxfP390dgYCDs7OwUj0dERPnTgwcP0KZNGwQHBwOQF2wYiibs7OxQtWpVWFtbY9u2be8do1KlSqhfvz68vb2l77SDBw8qcwJERAozNzdHfHy81OaKU0REZOxyW5FvfpVbitL574myi4XYREREREREGrCyssKIESOwZMkSWVGToUMiPDxcNsurgeHvoigiICAgx/ItUIC3j0RkfDp27IhNmzYBePu5ePz4cW0TIsqjDh06lGKbGrNhJz32Dz/8kCKHYcOGqRaTiIjyj8TERPTq1QvBwcEpCrBLliyJsWPHYuDAgbIBQFkpxAaAHj16wNvbW2oHBATg3r17OTqwmogoM2xsbHD//n2p/fr1aw2zISIiSl9uKe6l3FHgzH9PpAQ+SSciIiIiItLIDz/8gOPHj8tmc02vQyJ5R0BOdV6wA4KIjFWXLl1ga2uLZ8+eAQCePXuGI0eOoHXr1hpnRpS3XLp0Sda2tLSEvb29avE+/PBD6PV62Yog3t7eLMQmIiJFrFmzBhcuXJDuqQ33vN26dcP69euh1+sVi9WxY0dMnz5dtu3kyZMsxCYio1OnTh3cu3dPaj9//lzDbIiIiNLm6empdQpERCmwEJuIiIiIiEgjZmZm8PT0xBdffIF///0XQO4YGU5EZCzMzMzg5uaGMWPGSKsKTJ48GZcuXYJOp9M6PaI849q1a9LvgiCgQYMGqsds0KABjhw5Il0bXb9+XfWYRESU94miiPnz58uKsAVBwBdffIGNGzcqHq9WrVowNzfHmzdvpG3+/v6KxyEiyq7WrVtjz5490r21l5eX1ikRERGlqnnz5lqnQJlgZ2fHZ56Ur7AQm4iIiIhknJ2dU90uCAKOHj36XvvkhPTyIsoNLC0tsWfPHhw9ehQrVqzAsWPHZLM/poczVRMRAaNGjcKePXtw8OBBCIIAX19fDB48GJs2bdI6NaI8IzAwUCrIEAQBFStWVD1m0hiiKCIgIED1mERElPcdO3ZM9r0GAA4ODli3bp0q8UxMTFCnTh14e3tL227cuKFKLCKi7Pjss88wefJkxMXFAQBu3ryJO3fuoEqVKhpnRkRERLkR+/Iov2EhNhERERHJHD9+PMXoVEPBxfvskxMyyosoN2nVqhVatWoF4O2DjocPHyIiIgIvX76EKIrYu3cvdu7cKSuCWr9+fY7lx5llKTeaM2eO1im8txkzZmidQq60fft2tGrVChcuXAAA/P7774iOjsbq1athbW2tcXZEuV9kZKSsXbx4cdVjJo8RFRWlekwiIsr7Dh48KGsLgoAFCxbAxMREtZjVqlWDt7e3dD9/79491WIREWWVra0tBg8ejFWrVkl97nPmzMHmzZs1zoyIyLhdvHgRp06dwuXLl+Hv74/Q0FBEREQgKioKiYmJisQQBAHx8fGKHIuIiNTBQmwiIiIiSpVhVqD3KXTOydl5WYBNeVn16tVRvXp12bZHjx5h586dsm0DBw7MybSIcp1Zs2bluu8LFmJnTdGiRXH8+HEMGDAAf//9N0RRxK5du3D69GmMGTMGw4YNQ5kyZbROkyjXiomJkbXNzMxUj5k8RnR0tOoxiYgo7zt//rysXapUKbRu3VrVmHq9XtYODw9XNR4RUVbNnz8fu3btwvPnzyGKIv7880/07t0bHTt21Do1IiKjkpCQgGXLlmHNmjW4fv26tJ2rmBIR5V8sxCYiIiKiVGWlcC23FbsREVH+kFs6wPk9mjVJZz63t7eHn58fbt68CVEU8eLFC8yePRuzZ89G5cqVUb9+fdjY2ECv1ys26yGL5yk/KFiwoKwY+/nz56rHfPHihazN1TmIiEgJ9+7dk6001aJFC9VjJi/E5ioPRGSs9Ho9du7ciVatWuH169dITExE7969sWvXLtUHrRAR5RYXL17E0KFD4efnl2q/s9J9vLmlb5uIKL9jITYRERERpZCVm3p2BBARkbHKDQXO/B7NurRmPjdsM/y3vXPnDu7evat4fBZiU36g1+tlhdhBQUGqx0weo1ixYqrHJCKivC8kJETW/uCDD1SPaWpqKmvHxsaqHpOIKKscHR2xd+9edOvWDS9fvkRMTAzatWuHL7/8EtOnT4eVlZXWKRIRaeb06dNo3749YmJisrSyMBER5V0sxCYiIiIimZkzZ+bIPkSUNSzWJHp/Sr9v0upcz6jzne9fdSX/72uY5TDp/x859W+BKK+xs7PD48ePpRlET58+Lb3H1JCYmIhTp07Jjl+uXDlVYhERUf7y5s0bWbtIkSKqxwwNDZW1zc3NVY9JRJQdrVq1gpeXF3r16oVr164hMTERixYtwsqVK9GzZ084OzujYcOG0opTXL2GiPKDe/fuoVOnTnj58mWKPkeAfb9ERPkdC7GJiIiISIaF2ETGqUuXLihbtqzWaRDlKk5OTtkuEgwMDMT9+/fTLObV6XQoXbo0LCwsYGlpCQCIiIhAZGQkgoKCkJiYKL026QzNgiCgYsWKLCxUUGb+v1ayaJQPVyg/sbe3x3///Se1w8LCcPbsWTRt2lSVeP/99x9CQ0Olwm9BEFCrVi1VYhERUf5SuHBhREdHS+3kRdJqCA4OlrX1er3qMYmIssLExCTFtqR9GTExMdi8eTM2b96seGxBEBAfH6/4cYmIlDJ16lRERkamWoCt0+ng5OSERo0aoWbNmrCysoKFhQUHqhAR5SMsxCYiIiIiIsoF7O3tYW9vr3UaRLnK8ePHs7X/kiVL8O2338oeOgJAvXr18Pnnn6Np06awt7dH4cKFU90/JiYGvr6+OHPmDP78809cunQJAKTCwqdPn2LcuHGYMGFCtvKkt1gYTaSejz/+GKtXr5Ztmzt3Lv73v/+pEm/u3Lmp5kBERJRdJUqUkBViP3r0SPWY3t7e0j2FIAgcjElERiut++qkM7/y3puI8iM/Pz/s3LkzxWQdOp0OI0eOxHfffYfSpUtrmCEREWmNhdhEREREREREREmIoojBgwfDw8NDtu2TTz7B4sWLUa9evUwdp3DhwmjcuDEaN26MSZMm4dKlS5g4cSJOnz4NQRAQExODSZMmwcfHB+vXr1d0tub8RImZz4kofR07doSJiQkSExOlwSQHDx7E3r170blzZ0Vj7du3DwcOHJC9rwVBUDwOERHlT5UrV5ZWvBFFEadPn1Y13rNnz3D79m3ZKg+1a9dWNSYRUXakNtOrofg6aUG2kljcTUTG7t9//5W1RVGEmZkZtmzZgm7dummTFFE+FhERgcuXL+PFixcICwtDWFgYXr9+DQBwdnZGs2bNNM6Q8iMWYhMRERERERERJTF27FjZMruCIGDRokWYOHFito5br149nDx5EosXL8bkyZOlYozNmzejSJEiWLZsWTYzz5+yO/M5EWXM2toaHTp0wN69e6XiC1EU0a9fPxw7dgwNGjRQJI63tzc+//xz2Wx7giDA2dkZZcuWVSQGERHlbw0aNMCRI0ekdkhICM6cOYOmTZuqEm/Tpk0ptjVu3FiVWEREauDAZyIi4PDhw9Lvhr6K7777jkXYRDnowoULWL9+PU6dOoUbN26kOZCrQIEC6RZiBwUFwdfXV7bNzs4ONWrUUDRfyn90WidARERERERERGQsdu/ejZUrV8qWDl+3bl22i7CT+vLLL7Fu3Tqp014URaxcuRJ79+5VLAYRkdKmTp0qawuCgOjoaLi4uGDr1q3ZPv62bdvQtm1bREVFpfjbtGnTsn18IiIiAGjVqlWKbT/++KMqsV6/fo1ffvklRRFj+/btVYlHRKQEwwzYOflDRGTsAgMDZdd0RYsWxZQpUzTMiCj/2LdvHz7++GM0adIEq1evxrVr15CYmJjlawpRFNG5c2e0b99e+unbt6/KZ0H5AWfEJiIiIiIiykN8fX1x7tw5nDt3Dn5+fggNDUVYWBgiIiIAAJaWlrCysoKVlRXq1KkDR0dHNGnSBPb29hpnTqQ9URSlYj9DkXTfvn0xaNAgxWMNGjQIhw8fxl9//SUVY0+dOhWdO3dWPBYRkRKaNm2Knj17Yvv27dLnliAICA8Px+eff44tW7Zg6tSpcHR0fK/j/vfff/jpp5+we/du6ZjAu8/hrl27plo0R0RElBUtW7aEjY0NXrx4IX2f7du3D1u2bEGfPn0UjTVx4kQEBQXJvjc//vhjrvJAREbL09NT6xSIiIzSixcvAMhX7jI3N9c4K6K8LSYmBuPHj8eGDRsAQFZondqKHZktxC5Tpgz69u0rWxX16tWruHLlChwcHLKZNeVnLMQmIiIiIiLK5cLCwrB27VqsXLkSDx48kLan1ukQGhqK0NBQAIC3t7e0THL58uUxevRoDB06FFZWVjmTOJGROXz4MG7duiUVSgCAu7u7avG+//57/PXXX1L71q1bOHToEFxcXFSLSUSUHStWrMDZs2fx5MkT2coBoihiz5492LNnD2rVqoXWrVujUaNGqF27NvR6PfR6vVS0HRYWhmvXruH8+fM4cuQI/P39AUBWhG1QpkwZrFq1KsfPk4iI8i6dTocxY8Zg5syZEARB+h4bPnw4ypYtm+4S1u/j119/xapVq1J8t02YMEGR4xMRqaF58+Zap0BEZJRiY2Nl7UqVKmmUCVH+EBgYCBcXF9y+fVt6VpNe8XVqf0vPpEmTsHnzZtmzIA8PDxZiU7botE6AiIiIiIiIskYURcydOxdly5bF119/jYCAgBRLcBkeLCf/Mexv+AkICMC0adNQtmxZzJs3j8uCUr60d+9eWbthw4aoWLGiavEqVqyIxo0by95vyXMgIjIm1tbW2LNnDywsLGTbDQ8tRFGEv78/li5div79++Ojjz5CxYoVYWVlBb1ejwoVKuCjjz5Cv3798Msvv8DPz0/aL+kDE1EUodfrsWfPHpQsWTKnT5OIiPK4CRMmwNbWVmoLgoDo6Gi0adMGK1asyNb9cExMDMaMGYOJEydK2wzfc/Xq1cNnn32WndSJiIiISAPJ+0GKFSumUSZEeV9oaCicnZ1x69Yt6V4q+XNNU1NTVKpUCY0aNcpSjA8//BA1a9YE8K5fc//+/YqdA+VPLMQmIiIiIiLKhe7cuYOmTZtixowZiI2NlXVGJC+4Tk1qrxVFEbGxsXBzc0PTpk1x9+7dHDwjIu1dvHgRwLtCCXt7e9VjGmIY3q+GHIiIjNVHH32EQ4cOwcbGJsWSoKkN9krvJ/l+hn1Lly6NI0eO4KOPPsrZkyMionzBwsICy5Ytk76LDNf/r1+/xrhx42Bvb49Vq1bh+fPnmT6mv78/3N3dUb58efz2228pBhmZmppi9erVip8LEREREamvSpUqsj6Q4OBgDbMhytv69++Pe/fupehrNDU1xeDBg3H8+HFERETg9u3bOHfuXJbj9OjRQ/a+vnHjBoKCgrKdP+VfLMQmIiIiIiLKZS5fvgxHR0d4eXmlGA2eVGaKn5JKWpB97tw5NGnSBD4+PjlwRkTGwdC5Z1C6dGnVYyadiU8URQ6AIKJcoWHDhrh48SKcnZ1TXFOktRpHeqt0AO+uW9q1a4eLFy+iXr16OX1aRESUj3Tv3h1TpkyRFUwb7oevXbuG0aNH44MPPkC1atXQpUuXFPvv2LED3bp1wyeffIJSpUrhww8/xKxZsxASEiI7puH3RYsWcYARERERUS7VsGFDAO8m0wgICNAwG6K8a/v27Thw4ECKPsOGDRvi+vXrWLduHZycnGBubp7tWJ07d06x7fjx49k+LuVfBbROgIiIiIjyrosXL+LkyZPw8fGBv78/QkJCEBkZiaioKCQmJioSQxAExMfHK3IsotwgMDAQ7du3R0hICACkKMA2FEOZm5ujVq1aqFGjBvR6PSwsLCAIAiIiIhAREYGbN2/C398fr169SnEcw8PnkJAQtG/fHl5eXrCzs8uhMyTSTkREhKwdGRmpesyoqKgcj0lEpIQPPvgAR44cwZYtWzB79mzcvHkTQMprk4wYrl1q166N2bNno3v37ornSkRElJoff/wRL1++xIoVK1IUY4uiiISEBNy5c0caLJl0Bu0rV67gypUrsu2G/ZObMWMGRo8erfbpEBEREZFKunbtimXLlgF4e+134sQJxMXFwdTUVOPMiPKW2bNnS78bBrW6uLhg7969ir/fHBwcUKBAASQkJEjbfH190bdvX0XjUP7BQmwiIiIiUlRcXByWLl2KtWvX4tatW9L21GbfJaL3179/fzx//jzVAmy9Xo9evXqhf//+aNKkCQoUSP+WLyEhAefPn4eHhwe2bt2KsLCwFA+fnz17hv79++PkyZOqnRORsUj+vgoMDFQ95oMHD9LNgYjI2PXp0wd9+vSBp6cntm7digMHDmT687NixYpo164d+vTpg08++UTlTImIiFJatmwZqlSpgmnTpkkD/dMa8JzWtrRWqDIzM8PixYsxatQohbMmIiIiopzUqlUr1KxZEzdu3AAAxMTEYOvWrejfv7/GmRHlHefOncO1a9dk91cVK1bE33//rcqgBzMzM9SsWRN+fn7SNsN7nCgrWIhNRERERIo5efIkhg8fjtu3b6f6kErp4jIWd1N+4+HhgdOnT6d4L+l0OowYMQLu7u6wsrLK9PFMTEzg6OgIR0dHzJ8/H25ubli5cqU0Y72hGPvMmTPw8PDAF198oej5EBkba2trBAUFSf/2jx49ilevXqFgwYKqxHv16hWOHj0qe08XL15clVhERGpr2bIlWrZsCQB48eIF/Pz88PDhQwQHByM2NhYAUKhQIZQoUQJ2dnaoU6cOSpQooWXKREREAICJEyfC2dkZY8aMwZkzZwCkXDUqswx9VQ0bNsSqVatQt25dRXMlIiIiIm38+OOP6NKli9R3/N1336F79+4oXLiw1qkR5Qn79u2TfjfMhj1//nwUKVJEtZg1a9aEr6+v9L6+c+eOarEo72MhNhEREREpYvfu3ejTpw/evHkj3RwRkbLmzp0ra4uiiEKFCmHbtm3o2LFjto5taWmJpUuXokOHDujZsydiYmIAvCvGnjdvHguxKc+rWbMmnjx5In2HRUdH448//sDQoUNViefh4YGoqCjpfSYIAmrWrKlKLCKinFSyZEmpKJuIiCg3+PDDD3Hq1CkcPnwYK1aswP/+9z/ExcVJf0+rnyv5zNjNmzfH+PHj8emnn6qeMxERERHlnE6dOmHYsGFYu3YtBEHAw4cP0bNnT+zZswcmJiZap0eU6507d07W1uv16NGjh6oxk09uFRYWpmo8ytt0WidARERERLnfxYsX0bNnT7x+/RpA6ku4qvFDlJ94eXnh1q1b0vtLFEXodDrs3bs320XYSbVr1w579uxJ8T6+detWik4QorwmadGgoTh6ypQpePLkieKxHj16hKlTp6Z4r7FwkYiIiIhIO23atME///yD4OBg7Ny5E5MnT4aLiwuqVasGCwsLFChQAIIgoFChQihTpgwcHR0xdOhQrFmzBg8fPoSnpyeLsImIiIjyqBUrVqB9+/bSM8oDBw7AxcVFlf5jovzmzp07sklrWrZsCZ1O3dJWvV4va0dFRakaj/I2zohNRJTHsDCRiHJaYmIiRowYgfj4+FQLsAsVKoTWrVujbt26qFq1KiwtLVG0aFHVb5yI8pr9+/dLvxs6IcaPHw9nZ2fFY7Vs2RLjx4/HkiVLZO/r/fv3o0mTJorHIzIWffv2xYwZM2TX1OHh4WjdujUOHjyIcuXKKRInMDAQ7dq1Q0RERIolz/v27atIDCIiIiIiyrpixYqhW7du6Natm9apEBEZnZiYGISFhSE8PBwRERGIj49X5LiNGjVCwYIFFTkWEZEaChQogN27d2P48OHYuHEjBEHA8ePHUbt2bYwcORIjR45E+fLltU6TKFcKDg6Wte3s7FSPmfy64+XLl6rHpLyLhdhERHnEt99+i2+//VbrNIgoHzp06BAuX74sKyQTRRGWlpZwc3PDyJEjUbhwYQ0zJMobks9GrdPpMHXqVNXiTZ06FUuXLpUVpHp5eakWj8gYVKxYET179sTWrVshCIL03Xbjxg00btwYixYtQp8+fbIV46+//sJXX32Fp0+fyma4FwQBPXv2RKVKlbJ9HkRERERERERESgkKCsLWrVtx7tw5eHl5ITAwUJU4169fR7Vq1VQ5NhFRds2ZM0f6vUKFCqhVqxauXbsGQRAQERGBBQsWYMGCBahQoQIaNmwIGxsb6PV6FCigTGnejBkzFDkOkbGKjY2VtS0tLVWPGRYWJmubmZmpHpPyLhZiExEREVG27Ny5U9YWRRG2trY4cuQIatWqpVFWRHlP8iW5mjVrBltbW9Xi2drawsnJCcePH5fi3rlzR7V4RMZi4cKFOHToEMLDw6VtgiDg6dOn6NevHxYtWgRXV1f06NEDxYsXz9QxQ0NDsWPHDqxbtw4XL15MdRUbS0tL/PTTT0qdBhERERERERFRtly9ehXz5s3DP//8I816rdbKvMlX2yQiMjazZs1K87PK8AwFAO7fv4+AgADF47MQm/K6QoUKISYmRmonfUajltDQUFnbwsJC9ZiUd7EQm4iIiIiyxcvLK8WMnr/99huLsIkU9vz5c1m7evXqqsesXr06jh8/nmYORHnRBx98AA8PD3Tr1g0JCQnSdkNn+sWLF+Ht7Y0xY8agWrVqcHBwQNWqVWFhYSF10kVGRiIyMhK3b9/GlStXcOvWLSQkJEid8clXkShQoAA8PDxQtmzZnD1ZIiIiIiIiIqJULF68GN988w3i4uJkxddqFEyrVdxNRKSG5J9Zhmejyft8lcTBKpQfFC9eXFaIHRQUpHrMK1euyN5f5cqVUz0m5V0sxCYiyoT79++jdevWsgvmxo0b46+//lI0Tp8+fXD+/HmpbWJiglOnTqk62yURUXY9ffpU1q5UqRK6dOmiUTZEeVfyJblKlSqlekwbG5t0cyDKqzp06IDff/8dAwYMQFxcnLTdUIwtiiLi4+Nx7do1XL9+Pd1jJe90T94hb2pqio0bN6Jjx47KngQRERERERERURYMGzYMGzZsSHVAeVLp9Xlk57VERMYsM59fSn7GcbAK5ReVKlXCw4cPpecwZ86cUTVeeHg4/Pz8ALwbUJETk2BR3qXTOgEiotxgzZo1uH//Ph48eICAgAA8ePAAX3zxheJx+vfvLx0/ICAA9+7dw9q1axWPQ0SkpLCwMADvblBatGihbUJEeZS5ubmsbXjvqSl5DDMzM9VjEhmLXr164dixY6hcuXKKmZ+SznBiKMxO6ye1fQz7Va5cGUePHkXfvn1z9uSIiIiIiIiIiFKxePFirF+/PsUMr2n1eSSVmb6R1F5raBMR5QYZ9Qcr/UOUX9SrV0/WfvLkCa5cuaJavK1bt6Z4jzVq1Ei1eJT3cUZsIqJM2Lx5s6xzoFatWujQoYPicTp16oSaNWvixo0b0iivDRs24LvvvlM8FhGRUooVK4bw8HCpXbp0ae2SIcrDrKysZDNSBwQEqB4zeYzixYurHpPImHz88cfw9fXF999/j59++glv3ryR3RdkZWYTwyzYkydPhpubGwoWLKhkykREmeLs7JzqdkEQcPTo0ffaJyeklxcRERERESnj9u3bmDp1aor+DlEU0ahRIwwdOhQtW7ZE6dKlsWTJEri5uUnPMwVBQEJCAuLi4hAaGorg4GBcunQJZ8+exY4dOxASEiIrxm7QoAE8PDxQrVo1LU6ViOi9OTk5cTZ/IhW1aNECixcvlm1buHAhPDw8FI8liiJ+/vnnFO/ptm3bKh6L8g8WYhMRZcDPzw9PnjyRdSSoOWPd559/LnVcAG8LoG7evMklMIjIaH3wwQeyQuzXr19rlwxRHlapUiU8fvxYuiY5duwYXr58iSJFiqgSLyYmBseOHZNdA1WsWFGVWETGzNzcHO7u7hg3bhw2bNiA9evX4/bt27LXZHaJ3ipVqmDIkCEYPHgwSpUqpVrOREQZOX78eKrFFek9UExtn5yQUV5ERERKiY+Px9WrV+Hj4wN/f3+EhIQgMjISUVFRSEhIUCQGBxcRkTH74YcfkJCQIJsFW6fT4ZdffsHYsWMzdQxTU1OUKlUKpUqVQu3atfHFF19gyZIl8PDwwPTp0xEcHAxBEHDx4kU0atQIO3bsQOvWrdU8LSIiRRw/flzrFIjytLZt28LS0hKRkZHSs8ktW7ZgyJAhaNmypaKx5syZgzt37khxAODDDz/kADHKFhZiExFl4PDhwym29erVS7V4vXv3hpubW4ocWIhNRMbqo48+gp+fn9Q5+/TpU40zIsqb6tevj1OnTknt2NhYbNiwIdMPQd7Xpk2bEBMTIyt8ql+/viqxiHIDGxsbTJs2DdOmTYO/vz/Onz+PCxcu4OrVqwgJCUF4eLg0MMnS0hJ6vR7W1tawt7dHo0aN0KhRI9SpU0fbkyAiSibpMuHvu09OYAE2ERHlBG9vb6xduxbbtm2TTTagNA4uIiJj9uLFC/z++++yImxBELB8+XKMGDEiW8c2NzfHsGHD0KVLF3zxxRc4fPgwBEFAZGQkOnfujCNHjqBp06ZKnAYRERHlUmZmZhg6dCgWLVokraKRkJCAvn374uTJk4oVSe/atQvu7u4pVj9V63kr5R8sxCYiysCVK1dk7ZIlS6JKlSqqxatSpQpKliyJ4OBgaZuPj49q8YiIsqtDhw7SkkCiKOLkyZMaZ0SUN7Vq1QpLliwBAGmE9vTp09G5c2eUL19e0VgPHz7EN998k+IBMWenIXqrdu3aqF27NgYPHqx1KkRE2ZKVYjAWkBERUV4RHByMyZMny/q11MLvTyIydsePH0dcXJxsdbxWrVpluwg7KRsbG+zduxcdOnSQVuJ7/fo1PvvsM1y7dg1WVlaKxSIiIqLcZ8qUKVi7di2ioqIAvL2Pev78ORwdHeHh4YEOHTpk6/g//fQTpk+fjsTEROkeTRAEVKlSBQMHDsx2/pS/6bROgIjI2Pn7+wN4N/K7QYMGqsds2LChbHaM69evqx6TiCirunTpAmtra6kdGBiICxcuaJgRUd7k4uIie68JgoDo6Gi0adMGAQEBisV59OgR2rZti8jISNl2a2trtG3bVrE4REREpC1RFGU/WdknJ36IiIjUcPfuXTRo0AAeHh7Sd45h1jU1foiIjF1qE6xMmTJF8ThmZmbYuXMnbGxspG3Pnz/Hd999p3gsIiIiyl1KlSqFH374QdYnKAgCwsLC0LlzZ7Rv3x4HDx5EfHx8po8ZFRUFDw8P1K5dG19//TUSEhJSrACyYsUKFCjA+Ywpe/gviIgoA0+ePJFGfwOAnZ2d6jGTxhBFEQ8fPlQ9JhFRVhUqVAjTpk3D1KlTpZuWqVOnwtPTU+PMiPIWU1NTjB8/HjNnzpSN0r5z5w4cHR3xyy+/oFevXtmK8c8//2DcuHHS9Q/wrhNi3Lhx7IQgIiLKI2bOnJkj+xARERmjp0+fwsnJCUFBQQBSn62ag4GIKL+5dOmSrG1tbY02bdqoEsvCwgLff/89hg8fLj2D3bhxI9zd3VG8eHFVYhIREVHuMHLkSJw+fRp//vmn7HmoKIo4dOgQDh06BEtLSzRo0AA1atRIsf+RI0fw/PlzhISE4MaNG/Dx8UFiYqJ0j5f8+efXX3+NVq1a5dwJUp4liOxJICJKV7FixRATEyP7Ep47d66qMb/99lvMnz9fupiwtLREWFiYqjGJiLIjISEBn3zyCc6dOwfg7Q3M9OnT4e7urnFmRHnLy5cvUbt27RSDtAzXKR9//DFGjx6Nrl27onDhwpk65qtXr7B7926sWrUKJ06cSLUjws7ODv7+/ihSpIiyJ0RERERERESUw3r37o3t27enKMA23A/r9XrY29ujatWqsLS0RNGiRaHTKbfIMAc3EZExql69Ou7cuSP1M7q4uGD//v1pvn7u3Llwc3OTnmUaVu8rVKhQpuLFxMSgRIkSeP36tbT/2rVrMXjwYKVOiYiIiHKp+Ph49OjRA3v37pXdtyWfKTv5tqTbM/O3QYMGYf369YrmTvkXpzMjIsrAq1evZG0lO1zTkjzGy5cvVY9JRJQdJiYm2LFjB5ycnHD//n2Iooh58+YhNjYW8+fPh6mpqdYpEuUJRYoUwaZNm9CmTRskJCRI2w0PPM6ePYuzZ8+icOHCqFevHurWrYvq1avD0tISFhYWEAQBkZGRCA8Px+3bt+Hj4wNvb2/pWsPw0MNAFEWYmppi8+bNLMImIiIiIiKiXO/y5ctpFmF36tQJkyZNgpOTU448ByAiMiYhISGydtWqVdN9vYmJSYptr169ynQhduHChdGiRQscOHBA2nbs2DEWYhMREREKFCiAf/75B5MmTcLSpUtlM2MbpDX3cHrF10n/PmXKFPz4449Kpk35HAuxiYgyUKhQIVkh9PPnz1WPmTxGgQL8uCYi41emTBl4enqic+fOuHr1KgBg8eLFOHDgAKZNm4bevXvDzMxM4yyJcr/mzZtjzZo1GDp0aIqR34b2y5cvcfr0aZw+fTrD46U2etywXafTYdWqVXByclLwDIiIiIiIiIi0sWPHDlnbMAB5/fr16Nevn0ZZERFpLzIyUta2tLRM9/XFihVL9RhWVlaZjlmxYkUA7/o1/f39M70vERER5W06nQ5LlixBu3btMHr0aAQEBMieY2Y0U3ZqRFFEuXLlsHLlSnTo0EGdxCnfYmUfEVEGihcvLivEfvTokeoxk8fIqLODiMhYlCtXDufOncOXX36J1atXQxRFXLt2DYMGDcLYsWPRuHFjNGjQACVLloRer0911oysGDBggCLHIcotBg4ciGLFisHV1RVhYWHvNRI8udQ6JERRhJWVFdauXYtPP/1UmaSJiIiIiIiINHb06FHpd8OqUO7u7izCJqJ8r1ChQoiOjpbaGfXdp1aI/fDhQ5QvXz7TMUuWLJlifyIiIqKk2rVrh1u3bmHDhg1YuXIlfHx8pL+l9nw0qaTPSitWrIixY8di1KhRKFiwoKo5U/7EQmwiogyUL18egYGB0mjsU6dOIT4+XrVZquPi4nDq1CnZrJZ2dnaqxCIiUkPBggWxYsUKWFtbY968edLnWVRUFI4ePSp74KUUFmJTftS9e3c0adIEQ4YMwaFDhwAgzZHgmWW49nBxccH69etRpkwZZZIlIiIiIiIiMgKPHz+W3S9bWVnhq6++0jAjIiLjYGFhISvEDg8PT/f1qU0i9eDBAzRr1izTMWNjY2XtqKioTO9LRERE+UeBAgXg6uoKV1dX3LhxAwcOHMDZs2dx9epVBAYG4tWrV7LXC4IAW1tb1KpVC02aNEGHDh3g6OioUfaUX7AQm4goA3Xr1sWpU6ek9suXL3Hs2DG4uLioEu/YsWOIjo6WjdyqU6eOKrGIiNSwa9cuTJkyBffu3UsxCjWzM/S+j6wUmxLlFWXKlMGBAwdw6NAhLF++HPv27UNiYiKAzL83DO9LnU6Hzp07Y8yYMWjTpo1qORPlVvHx8fD19cXly5fh7++P0NBQREREICoqCgkJCYrEEARBlQFLRERERET01osXLwC8mw3bxcVFsRXbiIhys1KlSuHx48dSO6NC7KpVq6bY5uXl9V4rDNy/f1/W5ucxEeWUOXPmpPm3GTNmvPc+OSGtvIjymxo1aqBGjRqYOHGitC0iIgIxMTFISEhAwYIFYWlpCVNTU+2SpHxJENWohiEiykO2b9+O3r17SzO6CoKAxo0b4+zZs6rEc3R0hJeXlyzeunXrMGjQIFXiEREpJT4+HiNGjMDGjRtTLbhWo2Da8DmpVAEcUW4XGBiI//3vfzh37hzOnTuH27dvpzsAomrVqnB0dJRGg3MVDqKUfHx8sGbNGmzZsiXDh5DZwe80IiIiIiL1WVpaIjo6Wrr+njp1KubPn691WkREmuvfvz/+/PNPqR+/UaNG+O+//9J8fUJCAooWLYo3b94AeNuvUadOHVy9ejVT8RISElC2bFk8f/5c2r9s2bIIDAzM5pkQEWVMp9Ol+dwyrf7Z9PbJCew3JiIybpwRm4goA+3atYO5uTnevHkjFUd7eXlh7dq1GDZsmKKx1q9fLxVhG5iYmKBz586KxiEiUpooiujTpw/++ecf6UEWEeU8Ozs7jBw5EiNHjgQAxMXFISwsDOHh4QgLCwMA6PV6WFlZwcrKiqPBidIRFRWFKVOmYO3atRBFUZVVHQz4vUlERERElDNsbGwQHR0ttTn7KhHRWzVr1pR+F0URfn5+6b7exMQE9vb2uHjxotSv4e/vj3PnzqFJkyYZxtu6dSuePXsmm5iqbNmy2TsJIqL3lLzPNzP9tFrMd8r+YyIi48dCbCKiDBQrVgyfffYZ/vjjDwiCIHUIjBkzBqVLl0bHjh0VibN//36MGjVKuog2dDp06dIF1tbWisQgIlLLokWLsHPnTulzMqmkHRKmpqYoWrQoihYtCp1Ol9NpEuU7pqamsLGxgY2NjdapEOUqT58+hZOTE+7evSt9j7Gzm4iIiIgo97O3t8fdu3el9rNnzzTMhojIeDg6OsraMTEx8Pf3R+3atdPcp3v37rh48aLUFkUREyZMwKlTp2BmZpbmfg8fPsSXX36Zoq/Fyckpi9kTEWVN0s+hzBZY53Q/sRaF30RE9P4EkZ/YREQZ8vPzQ926dWUXuaIowtzcHLNmzcLUqVOzfMEtiiJ++uknzJw5E69fv5YVYut0Onh5eaF+/fqKnAcRkRrCwsJQvnx5vHz5UrZdFEUULlwYPXv2RNeuXeHg4IAKFSqwkI2IiIxaVFQUPv74Y/j7+wNIvWNdra4UQRC4xCQRERERkYp+/fVXTJgwQZpwpV69erIiQiKi/OrVq1ewsrLCmzdvpMmi5syZg2+//TbNfQIDA1GxYkWpbdivefPm2LBhA8qXL59iH09PTwwaNAgPHz5MMTmVp6cni7GJKEfodDrpejCp9Ppn09onJ7DfmIjI+LEQm4gok8aMGYOVK1fKlsgy/O9HH32Er776Cp999hlMTU0zdby4uDjs2LEDixYtwqVLl6RjAe86HIYOHYrVq1ereVpERNm2dOlSTJw4UfYZBgAdO3bEqlWrUKZMGS3TI6IcNnfuXMyYMUNqC4KA+Ph4DTMiej9ff/01FixYkOYKD4UKFUKdOnVQs2ZNWFlZwcLCQtFVHmbOnKnYsYiIcsLFixdx8uRJ+Pj4wN/fHyEhIYiMjERUVBQSExMVicHrCSIiUsqzZ89gZ2eH+Ph4qR/+wYMHKFu2rNapERFprlWrVvD09HyvwSq9evXCjh07Ujzj1Ol0aNq0KerUqQMrKyuEhITg9OnT8Pf3T/WZaIMGDeDl5aX6ORIRAUCLFi3SnDjK09PzvffJCWnlRURExoGF2EREmRQbG4sGDRrgxo0bsu1Jlyq3srLCJ598gkaNGqF27drQ6/XQ6/UQBAHh4eEICwvDtWvXcP78eZw6dQqhoaGpLnUuiiJq1aqF8+fPo3Dhwjl3kkREWdC5c2fs27dPNkClXbt22Lt3r6KFaUSUO8ydOxdubm5SmzM1UG4SFBSESpUq4c2bN7LtoijC3t4e06dPR5cuXVCoUCGNMiQiMg5xcXFYunQp1q5di1u3bknbuWIAERHlBqNHj8Zvv/0m9ckPHjwYa9eu1TgrIiLt/fbbbxg9erSsr//ChQuoV69emvs8efIENWrUkK2Ymdqzz7S2i6KIAgUK4OjRo/jkk0+UPB0iIiIiohzDQmwiovcQEBCATz75BE+ePJFtT/pRmtlRkGntI4oiypUrh5MnT6a6ZBcRkbGxs7PD48ePAbzrNL179y7KlSuncWZEpAVDIXbSBzYsnKLcYvXq1Rg5cmSKWZkmTpyIBQsWwMTEROMMiYi0d/LkSQwfPhy3b99OtfBa6dmheD1BRERKCwkJgYODA4KCgiCKIkxMTLBr1y507NhR69SIiDQVEhKC0qVLy1aj+eyzz7Bt27Z099uxYwc+//zzFNfsmblfEEURP/74I6ZMmZKNzImIiIiItFVA6wSIiHKTChUq4MSJE+jUqRNu3LghdRYkL6TOjNQeTIqiiNq1a+Pff/9lETYR5RrBwcEA3hVING3alEXYRESUK+3fv1/63fC91qdPH/z8888aZkVEZDx2796NPn364M2bN7LlxImIiHITa2trbNmyBW3btsWrV6+QkJCAXr16YevWrejUqZPW6RERacba2hp//vknQkJCpG2ZGZT+2WefITExEUOGDEFMTEyqz0+TMwyEWbRoEcaNG5f95ImIiMiobN68WesU3tuAAQO0ToFyMc6ITUSUBVFRUZg4cSI2bNgAIPuzPRkeXg4fPhwLFy5EkSJFlEiTiChHFCxYEHFxcdJn2dixY/HLL79onRYRaYQzYlNuVqtWLdy8eRPAu1UeAgMDYWtrq3FmRETau3jxIj7++GPEx8enObhcLbyeICIiNRw5cgQ9evRAdHS0dP86ZMgQfPvtt6hQoYLW6RER5ToPHz7E5MmTsXPnzgyv39u2bYvvv/8e9evXz6HsiIiIKCfpdLpcN4kD+x8pOzgjNhFRFhQrVgzr1q2Dq6srZs6ciSNHjkgPHDN7IZH09R06dMDs2bPZ2UBEuZJer8eLFy+ktpWVlYbZEBERZZ3h+yzpKg8swiYiAhITEzFixIhUi7BFUUShQoXQunVr1K1bF1WrVoWlpSWKFi0KnU6nUcZEREQZa926Nc6fP4+ePXvCz88Poihi/fr12LhxI5ydndG8eXM0aNAAJUuWhF6vz9SssJlhZ2enyHGIiIxNuXLlsHXrVoSFheF///sfLl68iGfPniEkJARFihRByZIlUa9ePbi4uKBixYpap0tEREQ5ILfMEZzbisbJ+LAQm4goG5o0aYKDBw/i3r172LZtGw4cOABvb2+8fPky3f2KFi2Khg0bol27dujVqxfKly+fQxkTESmvSpUqeP78udQODQ3VMBsiIqKsi4iIkLXt7e01yoSIyLgcOnQIly9flj2QEEURlpaWcHNzw8iRI1G4cGENMyQiIsqa6tWr49KlS5g+fToWLlwI4O0saEeOHMGRI0cUjycIAuLj4xU/LhGRMbGyskK/fv3Qr18/rVMhIiIijeWGAufcUixOxo2F2ERECqhUqRK+/vprfP311xBFEQEBAXj48CGCg4MRGxsLAChUqBBKlCgBOzs7LmtIRHlKo0aNcPbsWekm6v79+xpnRERElDVFihRBZGSk1La2ttYwGyIi47Fz505ZWxRF2Nra4siRI6hVq5ZGWREREWXfkydP4Obmhr/++kvq2xIEgQ/iiYiIiEji5+eHS5cuybYNGDAgz8QjMkZp3ZNltbBb6eMRJcdCbCIihQmCgIoVK3JJLSLKN7p164YlS5YAeHsDc/z4cbx58wZmZmbaJkZERPSeypUrB39/f6mdfIZsIqL8ysvLS3ooIYoiBEHAb7/9xiJsIiLK1Tw8PDB69GjExMTIHsoLgqDKw3gWdxMRERHlTrt378aMGTNk29QsjM7peERqsLOzy/Z9VXR0NEJCQlIcJ/m9VaFChWBpaQng7XMdw4SZBknv8Qx9m9bW1ihSpEi28iNKioXYRERERJQtTk5O+PDDD+Hr6wsAiImJwaZNm+Dq6qpxZkRERO+nbt268PPzkzrknjx5onFGRETG4enTp7J2pUqV0KVLF42yISIiyr6FCxdi2rRp0gN8wyzYnA2NiIiIiFJjuFbMqWvGnI5HpLSAgIBs7f/PP/9g9OjRsn//oijCxsYGvXr1QtOmTeHg4ICqVavCxMREtm9CQgJu376NK1eu4MyZM9i2bRueP38uFWSLoogCBQpg8eLF6NatW7byJDLQaZ0AEREREeV+ixcvBvDuodV3332H4OBgjbMiIiJ6Px06dJB+F0URJ06c0DAbIiLjERYWBuDdQ8AWLVpomxAREVE27N+/XyrCTjozWtIZ0tT4ISIiIiIioozNnDkTn332GZ4/fw7g7T1apUqVsGPHDjx+/BhLly5F7969UaNGjRRF2ABgYmKCGjVqoHfv3li6dCmePHmCHTt2oHLlytJ94NOnT9GjRw/MmjUrh8+O8irOiE1ERERE2dayZUt8/fXXmD9/PgRBwIsXL+Di4oLjx4/DwsJC6/SIiIgypWvXrihRogRCQkIAAM+fP8epU6fwySefaJwZEZG2ihUrhvDwcKldunRp7ZIhIiLKhri4OIwZMybVmQVFUUSFChXQpUsXODg4oFq1arCwsEDRokWh03FuKyIiIiIiIrXNmzcP7u7usm3jxo3DwoULYWpqmqVj6nQ6dO/eHZ07d8bkyZPx66+/ShPMubu7w9zcHN98840S6VM+xkJsIiIiIlLE3LlzERERgRUrVkAQBPj4+KBu3brYuHEjnJyctE6PiIgoQ4UKFcLXX3+NyZMnS51w33zzDU6fPq11akREmvrggw9khdivX7/WLhkiIqJs2LVrFwICAmSzXwNA+fLlsWTJEnTt2lXL9IiIjJ4oivD19cWlS5fw4sULhIWFISwsTLpH6NGjBzp27KhxlkRERJQbnT59Gm5ubtLzGUEQMGvWLLi5uSlyfFNTU/zyyy8oUaIEZs6cKcVxc3ND8+bN8fHHHysSh/InFmITERERkWKWLVuGmjVrYsqUKXj9+jUCAgLQsmVLODk5wdXVFS1atECZMmW0TpOIiChNEydOxPbt2+Hl5QUA+O+//zBjxgzMmTNH48yIiLTz0Ucfwc/PTypae/r0qcYZERERZc2uXbuk3w1F2NWrV4enpydsbW01yoqIyLglJibi77//xvr16/Hff/8hKioqzddWqVIl3ULse/fu4ciRI7JtNWvW5GpkRERJxMXFydpmZmYaZUKUsyZOnCgVYAuCgNatWytWhJ2Um5sbTp06hSNHjkAQBCQmJmLixIk4f/684rEo/2AhNhERERFlm7Ozs6xdqlQpPHjwQBpFevLkSZw8eRIAYGNjAxsbG+j1epiYmGQ7tiAIOHr0aLaPQ0REBLxdou6ff/6Bo6MjAgMDIYoi5s6dCwCYNWsWlyQnonypQ4cO8PDwAADp+p6IiCg3unjxojSwCHjbr7R27VoWYRMRpWH58uVYsGABHj16BODdIJbUJP18TUvx4sXx1VdfISYmRtpWuXJl3Lp1K/vJEhHlEUlXJQOAYsWKaZMIUQ46c+YMLl26JJsN++eff1Yt3sKFC1G3bl2p7e3tjTNnzqBp06aqxaS8jYXYRERERJRtx48fT7OT1XCzZPDs2TM8e/YsU52yGTHchBERESnJ1tYWp0+fRtu2bXHt2jWpGPvw4cOYNWsW2rZtq3WKREQ5qkuXLrC2tkZoaCgAIDAwEBcuXEDDhg01zoyIiOj9JF/VoVatWnzQTkSUiqCgIAwcOBBHjx6V9e+n1R+fXoF2Unq9HoMHD8ayZcukbXfv3mXhExFREv7+/rK2hYWFRpkQ5ZykqxcBQJ06dVCnTh3V4n344Yewt7eHn5+fLAdej1BWsRCbiPKdSpUqpbpdEATcvXv3vfbJCenlRURkbJJ3thrayTtnRVHMdMdsWliATUREakg6y+uCBQswdepUqRjby8sLHTp0QIUKFdCiRQs0bNhQWuWhQAFlulicnJwUOQ4RkZIKFSqEadOmYerUqdJ1+NSpU+Hp6alxZkRERO8nNjYWwLvB/c2aNdM4IyIi43PlyhW4uLggODg4zclQMlOcnZaJEydi2bJlsklc/vjjDxY+ERHh7cDBU6dOyWYFrlKlitZpEanu/PnzAN7dq9WrV0/1mPXr14evr690LWPIgSgrWIhNRPlOQEBAitlZgfQ7CdLaJyew0JCIcpPMfmbxs42IiIxVixYtUv2eMtwPiKKI+/fvIyAgABs3blQ0tiAIiI+PV/SYRERK+fLLL7Fz506cO3cOwNuBK25ubnB3d9c4MyIioswrVqyYbKl3Gxsb7ZIhIjJCDx48QJs2bRAcHAxA3pdveE5qZ2eHqlWrwtraGtu2bXvvGJUqVUL9+vXh7e0t9bccPHhQmRMgIsrF/Pz8MHz4cLx580b2+Vu3bl3tkiLKIbdu3ZLVZZUtW1b1mGXKlJF+F0URt27dUj0m5V0sxCaifCu1joP32ScnaFH4TUSUVfzMIiKivCS1VR6ycg9BRJRXmJiYYMeOHXBycsL9+/chiiLmzZuH2NhYzJ8/H6amplqnSERElKHy5cvLCrFfvnypXTJEREYmMTERvXr1QnBwcIo+kJIlS2Ls2LEYOHAg7OzspL9lpRAbAHr06AFvb2+pHRAQgHv37mm6SjER5U+7d+/G7t27033N1atXU2wbMmRItmOLoojY2FiEhobi5s2bePToEYCUdSmtW7fOdiwiYxcRESFrx8TEqB7z1atX6eZA9D5YiE1ERERE2TZz5kytUyAiIlJUakXXhv8VBEHxQZos7Cai3KBMmTLw9PRE586dpYeQixcvxoEDBzBt2jT07t0bZmZmGmdJRESUNgcHB/j4+EjX80+ePNE4IyIi47FmzRpcuHBB+ow09FV069YN69evh16vVyxWx44dMX36dNm2kydPshCbiHKcj48PNm7cmKn+3qT9xJs2bVI0j6T9w0lzsbOzYyE25QsJCQmytmFggpoePnwoaycmJqoek/IuFmITUb6UlSIHFkYQEaWNhdhERJSX5fTKOERExqxcuXI4d+4cvvzyS6xevRqiKOLatWsYNGgQxo4di8aNG6NBgwYoWbIk9Ho9TExMFIk7YMAARY5DRET5W8eOHaWiGVEUcfz4cW0TIiIyEqIoYv78+bIibEEQ8MUXX2Djxo2Kx6tVqxbMzc3x5s0baZu/v7/icYiI3sf71IQoXT+SvA/a8Dm8ZMkSReMQGSsrKyu8ePECgiBAFEV4enoiISFBsb7F5OLj4+Hp6Sl77yk56IzyHxZiE1G+s2HDhhzZh4iIiIiIcicOwiQiSl/BggWxYsUKWFtbY968edIDkqioKBw9ehRHjx5VPCYLsYmISAldunSBra0tnj17BgB49uwZjhw5wlkGiSjfO3bsGAIDA6Vre+DtKgLr1q1TJZ6JiQnq1KkDb29vaduNGzdUiUVElFnpTciRvM9Yzck7RFGEiYkJ5s6di65du6oWh8iYVK9eHc+fP5feWyEhIdi9eze6d++uSrxdu3YhODhYuvYRBAHVqlVTJRblDyzEJqJ8Z+DAgTmyDxERERER5T5ceo6IKGO7du3ClClTcO/ePenhSPLly5XElQmIiEgpZmZmcHNzw5gxY6QH7pMnT8alS5eg0+m0To+ISDMHDx6UtQVBwIIFC1SbhRIAqlWrBm9vb+nz+N69e6rFIiLKyPv2Z6g1mYeZmRm6dOmCyZMno1GjRqrEIDJGTk5OOHXqFABI1wbjx4+Hs7Oz4jNVh4eHY+LEiSn6HJ2cnBSNQ/kLC7GJiIiIiIiIiIiIKEPx8fEYMWIENm7cmOoDR0EQFC+a5ioFRESktFGjRmHPnj04ePAgBEGAr68vBg8ejE2bNmmdGhGRZs6fPy9rlypVSvXVApIXVYWHh6saj4goNXXr1s1wYr6rV6/i8uXLsplzlVi5S6fToWjRoihWrBhsbW3h4OCAjz76CEWLFs32sYlym169emHu3LmybUFBQejatSv27NkDS0tLReJERESgS5cuePLkSYp+zN69eysSg/InFmITERERERERERERUbpEUUSfPn3wzz//SA8diYiIcqvt27ejVatWuHDhAgDg999/R3R0NFavXg1ra2uNsyMiynmG1W4M1/otWrRQPWbyQuyoqCjVYxIRJde1a1d07do13dfMnTsXly9flm3bsGGDmmkR5Tv29vZwcXHBoUOHpMkeRFHE6dOn0bRpU6xduxZNmjTJVoz//vsPw4YNw40bN2Sr+wmCgDZt2sDe3l6JU6F8ioXYRERERERERERERJSuRYsWYefOnanOep101mpTU1MULVoURYsWhU6ny+k0iYiIMqVo0aI4fvw4BgwYgL///huiKGLXrl04ffo0xowZg2HDhqFMmTJap0lElGNCQkJk7Q8++ED1mKamprJ2bGys6jGJiIjIeC1evBj169fH69evAUAqxr527RqaNm2KHj16YNiwYWjdunWm+x0TExNx5MgRrFmzBjt37gSAFJNMmJubY/HixcqfEOUrLMQmIiIiIiIiIiIiojSFhYVh9uzZqRZgFy5cGD179kTXrl3h4OCAChUqcLZsIiIyanPmzJF+t7e3h5+fH27evAlRFPHixQvMnj0bs2fPRuXKlVG/fn3Y2NhAr9fDxMREkfgzZsxQ5DhEREp68+aNrF2kSBHVY4aGhsra5ubmqsckIsqOpAPRiUh5NWvWxPLlyzF06FCpf9FQjC2KIv7++2/8/fffsLa2RqNGjeDg4ICqVavCwsICFhYWAIDIyEhERkbi9u3buHLlCs6fPy8NODO8h5PPhr1s2TLUrFlTgzOmvISF2ERERERERERERESUJg8PD0RHR8seUgBAx44dsWrVKs4YSkREucqsWbNSHTSU/Hvuzp07uHv3ruLxWYhNRMaocOHCiI6OltrJi6TVEBwcLGvr9XrVYxIRZYWTkxNmzpypdRpE+cLgwYMRFhaGKVOmSNuS36sFBwdj//792L9/f4bHSzqAIul9oGH7Dz/8gCFDhiiSO+VvLMQmIiIiohzh6+uLc+fO4dy5c/Dz80NoaCjCwsIQEREBALC0tISVlRWsrKxQp04dODo6okmTJrC3t9c4cyIiIiKi/O3w4cPS74aZYtq1a4fdu3dnehlQIiIiY5N8RkPDd1xqD+eVwlUjiMhYlShRQlaI/ejRI9Vjent7y2a7LFeunOoxiYiy4pNPPsEnn3yidRpE+cakSZNQrlw5jBo1CqGhobLrBYPM3quldg8miiKsrKywYsUK9O7dW5mkKd9jITYRERERqSYsLAxr167FypUr8eDBA2l7ajdGoaGh0iwb3t7e2LRpEwCgfPnyGD16NIYOHQorK6ucSZyIso1L9BEREeUdV65ckT20MDExwW+//cYibCIiytUyUxStZOE075OJyJhVrlwZ9+/fhyAIEEURp0+fVjXes2fPcPv2bSmeIAioXbu2qjGJiIgo9+jZsydatmyJL7/8En/88QcA+f1ZVu7VDPdkffv2xeLFi2FjY6NMskRgITYRERERqUAURcybNw/z5s3Dq1evUn3QlNbNkSiKstcHBARg2rRpmDlzJr799lt88803nD2IyIh16dIFZcuW1ToNohzx8OFD2SoPYWFhACCt8GBY5cHOzk7jTImIssewZLihQKJp06acrY6IiHI9FkYTEb3ToEEDHDlyRGqHhITgzJkzaNq0qSrxDBOxJNW4cWNVYhEREVHuVKJECXh4eOCrr77CqlWrsGXLFmm1bSDjYuyk93zFihVD3759MXz4cNSrV0+1nCn/EkT2MhARKSoyMhJRUVFISEhQ7Jgs3CCi3OTOnTsYMGAAvLy8pJub7BZOJz1O48aN4eHhgcqVK2c7V6Lc5Pr16yhdujT0er3WqRDlW69fv8Zff/2FvXv3wsvLC0FBQZnaz9bWFk2aNEHnzp3Rt29fmJubq5wpEZGyChYsiLi4OKkQe+zYsfjll1+0TouIiChLWrRooekgf09PT81iExGl5ejRo2jTpo1shuqOHTtiz5496e6n0+lk+7i7u2P69Onp7vP69WtUqlQJT58+BfBuwOeDBw84wQMRERGlKTY2FseOHcP58+dx4cIFXL16FSEhIXj9+rXsdebm5ihevDjs7e3RqFEjNGrUCM7OzihcuLBGmVN+wEJsIqIsevPmDfbs2YOTJ0/Cx8cH/v7+CA8PVzyOIAiIj49X/LhERGq4fPkyXFxcEBoaKnWepiajS9CM9rO2tsbhw4dRt27dbOVLlJvMnj0bCxYswGeffQZXV1c0a9ZM65SI8o3Q0FD8+OOPWL9+PUJDQwG8/+x5hu+24sWLY+jQoZgyZQqsra0Vz5WISA22trZ48eKFdI3v5uaGWbNmaZ0WEREREREpJDExEWXKlMGLFy8AvCuO/uOPP9CnT58098tKIfaoUaOwatUq2X4ff/wxTp06peg5ERERUf7w+vVrqV7L0tISBQsW1DYhypcKaJ0AEVFuExoaipkzZ+KPP/6QLXnBcS1ElN8FBgaiffv2CAkJAZCymNrwOWlubo5atWqhRo0a0Ov1sLCwgCAIiIiIQEREBG7evAl/f3+8evUqxXEMHbMhISFo3749vLy8uGoA5SuxsbH4/fff8fvvv6NGjRoYPnw4BgwYACsrK61TI8qz9u3bB1dXVzx79kx2zf++M+gZ9g0JCcFPP/2EzZs3Y+3atejQoYOi+RIRqaFKlSp4/vy51DYMSiEiIiIiorxBp9NhzJgxmDlzJgRBkPrihw8fjrJlyyo2KcSvv/4qFWEnNWHCBEWOT0RERPmPubk5SpUqpXUalM+xEJuI6D1s2bIF48aNk2Z6TUqNpQxZ3E1EuUn//v3x/PnzVAuw9Xo9evXqhf79+6NJkyYoUCD9y9CEhAScP38eHh4e2Lp1K8LCwqTjGjqAnz17hv79++PkyZOqnRORsRJFEdevX8ekSZPwzTffoHv37nB1dUXz5s21To0oT5kwYQKWLVsmXZdn55o/6b6iKOLp06fo3Lkzxo0bhyVLlmQ3VSIiVTVq1Ahnz56VPsvu37+vcUZERERERKS0CRMmYOXKlXj27BmAt30Z0dHRaNOmDX7++WeMGjUqy30jMTExmDJlCn777Tdpm2E27Hr16uGzzz5T5ByIiDJj8+bNWqfw3gYMGKB1CkRElA5BZJUfEVGmrFixAuPHj0diYiIAdQqvkzN0QCQkJKgei4goOzw8PDBw4MAUn406nQ4jRoyAu7t7lmfsjYiIgJubG1auXCl9BgPvPiM3btyIL774Ilv5E+UGs2fPxuzZs6X3WWoz81atWhXDhw/HwIEDYW1trUmeRHnFyJEjsWbNGun7Jrn37U5J6xiCIGDYsGFYtWpVlnMlIlLbyZMn0aJFC2lQZJEiRRASEgIzMzOtUyMiIiIiIgXt3LkTn332mXTtn/R/a9asiXHjxuHTTz+FjY0NgLfPAJK+xt3dHdOnT5eO5+/vj507d2Lp0qXSRFdJ+zfNzMzw33//4aOPPtLkfIkofzJ8duUmrBkhIjJuLMQmIsqEw4cPo23btgDSLqBQCwuxiSg3qFGjBm7duiXrQC1UqBC2bduGjh07KhLjwIED6NmzJ2JiYqRtoiiievXquH79uiIxiIxZ8kLspJIXZZuZmeHTTz/FsGHD4OzsnJNpEuUJy5Ytw/jx49N8v+l0OrRo0QLNmzdH3bp1UaNGDej1elhYWEAQBERERCAiIgI3b96Ej48PTp48iWPHjiEhISHVlSMEQcAvv/yCsWPH5tQpEhG9t7p168LX11f63Prtt9/g6uqqdVpERERERKSwadOm4aeffkqxuhfwtu9Rp9OhYsWKqFGjBv79919ZIbaDgwPs7OwQEhKCW7duITg4OMX+hrYgCPj1118xevToHD5DIsrvkg4iyQ1YM0JEZPxYiE1ElIHXr1+jdu3auHfvXqpFE3Z2dujatSvq1q2LqlWrwtLSEkWLFoVOp1Msh/Llyyt2LCIipXl5ecHR0VHWgarT6XDo0CHFC0A9PT3Rpk0bqWPE0Fl75swZNGnSRNFYRMYmKCgIK1euxIYNG/D48WMA6Q8QM/ytcuXKcHV1xaBBg1CyZMmcS5gol3rw4AFq166N2NhY2XbDIKPJkydjxIgRKFOmzHsd9+nTp1i1ahV++uknxMTEpHiYWbhwYfj5+aFChQpKnAYRkeI8PT3RunVrAG8/t0qWLAl/f3+UKFFC48yIiIiIiEhpY8eOxYoVK1ItxjZIrYgxrden9ox15syZmDlzppJpExFlSm6aEZurqBMR5Q4sxCYiykDSJbiAd50GdnZ2WLRoEbp3765lekREmps1axbmzJkjm/ViwoQJWLRokSrxJk2ahCVLlsjifffdd5g9e7Yq8YiMTWJiIvbt24c1a9Zg//79qc6wC6R80GFqaoquXbvC1dVVKqIiopSGDh2KDRs2pLj+b968OTZv3oxy5cpl6/iPHj3CwIED4enpmWIWqEGDBmHdunXZOwEiIhV9++23mD9/vnQtXrduXRw/fhwWFhZap0ZERERERApbsmQJpk2bhvj4+FT/nlGpSVp9lmZmZli8eDFGjRqlSJ5ERO+LhdhERKQ0FmITEWXgiy++wB9//CEb1V21alUcP34cpUuX1jg7IiLttWvXDocOHZI+J01MTPDw4UPY2tqqEu/p06coW7YsRFGUOh/atGmDAwcOqBKPyJg9efIE69atw/r16/HgwQMAmZslu0KFCnB1dcXgwYNRqlSpnEuYyMiFh4fD1tYWcXFxAN51cnfr1g1//fUXzMzMFIkTFxeHvn37YufOnbJibHNzcwQFBUGv1ysSh4hIDUlnxhNFERUqVMDGjRvh5OSkdWpERERERKSwq1evYsyYMThz5gyA1PseM8PQP9mwYUOsWrUKdevWVSpFIqL3VqFChVxTiG1w//59rVMgIqJ0sBCbiCgDderUwfXr1wG8K8Q4efIkmjZtqnFmRETGoUqVKrh//770Genk5ARPT09VYzo7O+P48eNS8UelSpVw584dVWMSGTNRFHHo0CGsWrUK//77L+Lj4zM1S3aBAgXQuXNnuLq6om3btjmZMpFR2rRpEwYPHiwrjq5atSp8fHxQqFAhRWO9evUKDg4O0veX4Xt03bp1GDRokKKxiIiUtnz5ckyZMgWvX7+W3Qe4urqiRYsWKFOmjNYpEhERERGRgg4fPowVK1bgf//7nzSAHUi7MDt5P6STkxPGjx+PTz/9VPVciYiIKO8JCwvD5cuX4e/vj9DQUERERCAqKkqx2eINz2eIsoqF2EREGShRogTCwsIAvO00qFOnDq5evapxVkRExsPCwgIvX76UCjBcXV3x22+/qRpz1KhRWLVqlVSIXbRoUURGRqoakyi3ePbsGdavX49169bh3r17ADI3S7adnR2GDRuGIUOGcNUPyreGDBmCjRs3St8vgiBg3759aNeunSrxDhw4gA4dOsjiDRgwABs2bFAlHhFRdjg7O8va9+/fx4MHD2SfYQY2NjawsbGBXq+HiYlJtmMLgoCjR49m+zhERERERJQ9UVFROHr0KM6ePYurV6/iwYMHePr0KWJiYpCQkICCBQvCysoKdnZ2qFWrFpo0aYL27dtzsCYRERG9t2fPnmHz5s3YtGmTNIGmGgx9m0oVdVP+xEJsIqIMmJubIz4+XvriHTFiBFasWKF1WkRERsPU1BSJiYnS5+R3332H2bNnqxpz5syZcHd3l4o+TExMZLNwENFbx44dw6pVq7B79268efMmU7Nkm5iYoGPHjhg+fDjatWuX65bnI8qOhg0bwtvbW/p+KV26NB49eqTa+0AURZQtWxZPnz6V2vXq1cPFixdViUdElB06nS7F52HSAuzUupmV+PzkgxAiIiIiIiIiIqL8IzExEQsWLIC7uztevXqVar+j0tj/SNml0zoBIiJjZ2FhIWuXLFlSo0yIiIyTubm5rG1YRUBNyWOYmZmpHpMoN3J2dsbWrVvx+PFjLFiwANWqVYMoiimKrw0/oigiPj4ee/bsQadOnVCxYkW4u7vj8ePHGp4FUc5JPrNrixYtVB2MYIiR9D0ZGBioWjwiIiUYriUMn12G35NeUyQtzs7ODxEREREREREREeUf0dHR+OSTT/Dtt98iNjZWtsKvWj9ESmAhNhFRBsqXLy97+Pfy5UsNsyEiMj5WVlaydkBAgOoxk8coXry46jGJcjNra2tMnjwZ169fx/Hjx/H555/D3Nw8RYFT0oJsURQRGBiIWbNmoUKFCujSpQv+/fdfFkVRnhYVFSVrf/DBB6rHTB4jeQ5ERMYmsw8s+BCEiIiIiIiIiIiIMuvNmzfo1KkT/vvvvxQTPySV3ckfOBkEqaGA1gkQERm7evXq4dKlS9IX+5MnTzTOiIjIuFSqVAmPHz+WijePHTuGly9fokiRIqrEi4mJwbFjx2QzllasWFGVWER5kZOTE5ycnBAWFobNmzdj7dq18Pf3l/6evENDFEUkJCRg37592LdvH8qUKYOhQ4fC1dU1R4pUiXJSYmKirG1qaqp6zOQxkudARGRM+GCCiIiIiIiIiIiI1LBkyRKcPHky1QkaDP2SJUuWRM2aNWFlZQULCwvodJyHmIwDC7GJiDLQpUsXrF27FsDbL3ZPT0+NMyIiMi7169fHqVOnpHZsbCw2bNiAsWPHqhJv06ZNiImJkd2A1a9fX5VYRHmZlZUVJkyYgAkTJuDs2bNYs2YNtm/fjtjYWACQjTQ3tAHg8ePHcHd3x7x589CtWzdMnDgRH3/8sWbnQaSkIkWKICIiQmo/fvxY9ZjJB3qqNZCJiCi7Zs6cqXUKRERERERERERElAeFhYVh3rx5qc5+bWtriwkTJqBPnz4oX768RhkSpU8QOY0JEVG64uLiUKVKFTx69EgqSDp48CBat26tdWpEREZh37596Ny5s6xYs2jRovD19VX8Rujhw4ewt7dHVFSUFEsQBOzZswcdO3ZUNBZRfhIeHo7Nmzdj+fLluH37tjTjvEFqnR5Jt7u4uGDu3LmoV69eziVNpAJ7e3tcu3YNwNt/57Vq1YKfn1+ei0lERERERERERERERGQsPDw8MHDgQFnNgSAI6NGjB9auXQsLCwuNMyRKHwuxiYgyYf369Rg2bJhUlOTg4ABvb28ucUFEhLcDVsqUKYPQ0FBpmyiKqFKlCg4dOoQKFSooEufRo0dwcXHBjRs3ZDdgJUqUwJMnT1CgABd7IXpfp06dwpo1a/D333/j1atXAJBuAXZySV9rYmKCL7/8Et9//z3MzMzUSZhIZT179sTff/8tXfcLgoBLly7BwcFBlXi+vr5wcHCQxevevTu2b9+uSjwiIiIiIiIiIiIiUk9ERAQuX76MFy9eICwsDGFhYXj9+jUAwNnZGc2aNdM4QyLj9Pnnn2PLli2y5yWtW7fGgQMHMnxeSWQMWK1CRJQJQ4YMwa5du/Dvv/9CEARcvXoVQ4cOxYYNG7ROjYhIc6amphg/fjxmzpwp3QQJgoA7d+7A0dERv/zyC3r16pWtGP/88w/GjRuHJ0+epBgFO27cOBZhE72HkJAQbNq0CWvWrMGtW7cApF18bdherFgxlCpVCnfu3JG9Jun7MSEhAT///DO8vb2xZ88eFClSJEfOh0hJzZo1w99//y3bNnnyZBw+fFiVeFOmTEmxrWnTpqrEIiIiIiIiIiLKivj4eFy9ehU+Pj7w9/dHSEgIIiMjERUVhYSEBEViCIKAo0ePKnIsIqKcduHCBaxfvx6nTp3CjRs3kNacqAUKFEi3EDsoKAi+vr6ybXZ2dqhRo4ai+RIZI19fX9kzSkEQsHz5chZhU67BGbGJiDIpMjISrVu3xsWLF6Uv+u7du2PVqlUoXry4xtkREWnr5cuXqF27Nh4+fCjbbiiW/vjjjzF69Gh07doVhQsXztQxX716hd27d2PVqlU4ceKE1GmRtPDTzs4O/v7+LPgkyoRjx45h9erV2L17N968eZPuzNeGv9WtWxcjR45Ev379UKRIEZw5cwZr167Ftm3bEBsbm+p+giDgiy++wMaNG1U/JyKlBQQEoFKlSikG/bi7u2P69OmKxlq4cCGmTp2aItbdu3cVW02CiIiIiIiIiCirvL29pb7A8PBw1eIY+kSUKuomIsop+/btw9y5c+Hl5QUAaRZgA8hUP/OTJ09QsWJFxMfHS9s+/PBDXL58WbmkiYyUra0tXrx4AeDte6lhw4bSe4soN2AhNhHRe4iIiECfPn1w8OBBqWCiZMmSGDNmDIYNG4bSpUtrnCERkXZOnDiBNm3apOgsNXSiAkDhwoVRr1491K1bF9WrV4elpSUsLCwgCAIiIyMRHh6O27dvw8fHB97e3nj58mWKYxjapqamOHz4MJycnHLuJIlymefPn2P9+vVYt24d7t27BwApBjUkJYoiChUqhF69emHUqFFo1KhRqseNiIjAunXr8PPPPyMoKCjF+1MQBFy6dAkODg4qnBWRutq0aYOjR4+mKJCePHky5s+fD51Ol+0Ybm5umDdvntQ2xGjVqhUOHTqU7eMTEREREREREWVVcHAwJk+eDA8PDwDpFxZmlyAILMQmolwnJiYG48ePl1ZQT2/iG8PfMzvhx6BBg7B582bZ8fi8hfIDMzMzJCQkSO+XkSNHYvny5VqnRZRpLMQmInpPoihiwYIFcHd3R2xsrKw4sHLlymjQoAFKliwJvV4PExMTRWLOmDFDkeMQEalt06ZNGDp0aIqO2Yw6IFKT1j6iKEKn02Ht2rUYNGhQ9hImyqMOHDiANWvW4N9//0V8fHymZr+uXr06Ro4ciYEDB0Kv12cqzqtXrzBnzhz8+OOPsuMJgoBx48ZhyZIl2T4Xopx25syZFIN8DP+u69Spg8WLF8PZ2TlLxz5x4gQmTZoEHx8f2X2E4fdTp07h448/zvY5EBERERERERFlxd27d9GqVSs8fPgw3QkdlMRCbCLKTQIDA+Hi4oLbt29nOPGN4W/vU4h99epV1K1bV7bfl19+iYULFyp/MkRGxNLSEtHR0dK/ezc3N8yaNUvrtIgyjYXYRERZEB0djVmzZmHRokXSBbCBGp0R7Hggotxk586dcHV1RVhYWLodDxlJa18rKyusXbsWn376abZzJcpLHj9+jPXr12P9+vUIDAwEkPHs16ampvj0008xcuRItGjRIsuxf/vtN4wePVp2XVSvXj1cvHgxy8ck0tKIESOwZs0aWWd30vdT5cqV0a9fPzg5OaFu3bqwsrJK9TgRERHw8fHByZMn8eeff+LWrVsAkGoR9rBhw7Bq1aqcOUEiIiIiIiIiomSePn2K+vXrIygoCED6hYVKYyE2EeUGoaGhaNSokbQCafKJpIC3s/qWK1cO1tbWOH/+/HsXYgNA7dq1cePGDem4NWvWhL+/vwpnRGQ8atSoIQ1w4AAEyo0KaJ0AEVFukpiYiKVLl3iOquAAAQAASURBVGL27NmIjIyULqxTu8BWitqjzImIlNa9e3c0adIEQ4YMwaFDhwDIP8uy8rlm+Gx1cXHB+vXrUaZMGWWSJcrlEhMTsW/fPqxZswYHDhyQluwySGv26/Lly2P48OEYOnQobGxssp3HyJEj8csvv+DWrVtSp2JAQEC2j0uklaVLl8LHxwcXLlyQXfOLoghRFHHnzh3MmTNHer21tTUsLS1hYWEBQRAQGRmJ8PBwhISESK9J773ZsGFDLF26VOWzIiIiIiIiIiJK24QJExAUFJRmn6Jer4e9vT2qVq0KS0tLFC1aFDqdTotUiYg00b9/f9y7dy9FfYiZmRn69euHgQMHonHjxjA3NweALH9G9ujRA99//70U58aNGwgKCkLp0qWzfxJERurDDz+UnjMCwLNnzzTOiOj9sBCbiCiTIiMj0bNnTxw5ciTVYuvUirKzi4sWEFFuVaZMGRw4cACHDh3C8uXLsW/fPiQmJgLI/Oek4TNQp9Ohc+fOGDNmDNq0aaNazkS5yYMHD7Bu3Tps2LABT548AZDx7Nc6nQ4dO3bEyJEj0b59e8UHezk7O+PmzZvScSMiIhQ9PlFOMjc3x8GDB9G2bdsUxdgGSa/Vg4ODERwcnO4x03pvNmrUCPv375c654mIcjNfX1+cO3cO586dg5+fH0JDQxEWFiZdF1haWsLKygpWVlaoU6cOHB0d0aRJE9jb22ucORERERFR/nb58mVs37491SLsTp06YdKkSXBycmLhNRHlW9u3b8eBAwdS9BE3bNgQW7ZsQcWKFRWL1blzZ3z//feybcePH0ffvn0Vi0FkbNq1a4cdO3YAePveOn36tMYZEb0fFmITEWXCmzdv0KlTJ+mLPr3CJRZPExG94+LiAhcXFwQGBuJ///ufVJRhWFYoLVWrVpWKMjp06AA7O7sczJrIOCUkJGD37t1YvXq1NDAsM7Nf29raYujQoRg+fDjKlSunWn6lSpWStQ2DL4hyK71ej1OnTuG7777DokWLUnxvpbc8b0YDHQyDIyZPngx3d3eYmZkplzgRUQ4LCwvD2rVrsXLlSjx48EDantr1fmhoKEJDQwEA3t7e2LRpE4C3q3WMHj0aQ4cOhZWVVc4kTkREREREEkPhk4EoijA1NcX69evRr18/jbIiIjIes2fPln4XRRGCIMDFxQV79+6FqamporEcHBxQoEABJCQkSNt8fX1ZiE15Wo8ePTBx4kS8fPkSABAYGIgrV67AwcFB48yIMoeF2EREmTBz5kycPn063WKLAgUKoHz58rCwsOBSXEREydjZ2WHkyJEYOXIkACAuLg5hYWEIDw9HWFgYgLcFb4bZ8ZTusCDKC+bNm4dZs2YByHj2a0EQ4OzsjFGjRqFbt24wMTFRPb+ciEGU08zMzLBgwQJ06dIFU6dOxblz5wCkXWidmQJsAHB0dMSCBQvQtGlTZRMmIspBoihi3rx5mDdvHl69epXu6mGp7Zv09QEBAZg2bRpmzpyJb7/9Ft98843iq3cQEREREVHajh49Kv1u6F90d3dnETYREYBz587h2rVrsr6KihUr4u+//1blmaaZmRlq1qwJPz8/aduNGzcUj0NkTCwtLTFu3DjMnz9feq9999132Lt3r8aZEWUOC7GJiDIQFBSERYsWpTrLZJkyZeDq6oquXbuidu3aLBwkIsokU1NT2NjYwMbGRutUiHKNxMRE6SFIWrNfFy9eHIMGDcKIESNQtWpVLdIkypOaNWuGs2fPwsfHB8uWLcO+ffvw7Nmz9zpGqVKl0KlTJ4wZMwZ169ZVJ1Eiohxy584dDBgwAF5eXpleDSCptAaTxcbGws3NDf/++y88PDxQuXJlxXImIiIiIqK0PX78WHadbmVlha+++krDjIiIjMe+ffuk3w3PaebPn48iRYqoFrNmzZrw9fWFIAgQRRF37txRLRaRsXBzc8OOHTtw584diKKI//3vf1izZg1cXV21To0oQyzEJiLKwKZNmxAXFyd1PhgurEeMGIGff/4ZhQsX1jhDIiIiyq+Szq47cuRI9OrVC+bm5prkUr58eTRv3lyT2EQ5pW7duli7di2At7O3njt3Dn5+fggNDU11lYfixYujdu3acHR0RIUKFTTMnIhIOZcvX4aLiwtCQ0OlPpLUpDZDdlLJ90va73Lu3Dk0adIEhw8f5uAVIiIiIqIc8OLFCwDvnoO6uLhwBTwiov9nWCnRQK/Xo0ePHqrGtLKykrUNfc9EeVnBggWxZ88eNG3aFGFhYRBFEWPGjIGJiQmGDBmidXpE6WIhNhFRBo4dOyb9buh8+OKLL7By5UoNsyIiIqL8TBRFFCtWDP369cOoUaNgb2+vdUro378/+vfvr3UaRDmmQoUKLK4monwnMDAQ7du3R0hICICUxdSG4mtzc3PUqlULNWrUgF6vh4WFBQRBQEREBCIiInDz5k34+/vj1atXKY5jmOkpJCQE7du3h5eXF+zs7HLoDImIiIiI8idzc3PExcVJ7fLly2uYDRGRcblz547UXyEIAlq2bAmdTqdqTL1eL2tHRUWpGo/IWFSvXh2enp5o27Ytnj59ivj4eLi6umL//v2YM2cOatasqXWKRKliITYRUQb8/f1lDwTNzMywaNEiDTMiIjIuUVFRKUZhq1kokdPxiIyNg4MDRo4ciX79+qm67B0RERFRcv3798fz589TLcDW6/Xo1asX+vfvjyZNmqBAgfS7nhMSEnD+/Hl4eHhg69atCAsLk45reLj57Nkz9O/fHydPnlTtnIiIiIiICLCxsUF0dLTU5mzYRETvBAcHy9o58VyyYMGCsvbLly9Vj0mktcDAQACApaUl/vnnHwwdOhTXrl2DKIrYuXMndu7cCScnJzg7O6Nhw4awsbGBXq/PsB8ys1hzQNnBQmwiogyEhoYCgGx0Y/HixTXOiojIeCxduhQzZsyQ2oIgID4+Ps/EIzIWn3zyCf777z80btxY61SIiIgoH/Lw8MDp06dTFGHrdDqMGDEC7u7uKZbNTY+JiQkcHR3h6OiI+fPnw83NDStXrkRiYiKAd8XYZ86cgYeHB7744gtFz4eIiIiIiN6xt7fH3bt3pfazZ880zIaIyLjExsbK2paWlqrHTD4plZmZmeoxibRWoUKFFH2PhrZhJb6TJ0+qMmkDaw4ou9RdJ4GIKA9I/iVfo0YNjTIhIjJeoijKfvJaPCJj4OzszCJsIiIi0szcuXNlbVEUUbBgQezatQvLli17ryLs5CwtLbF06VLs3bsXhQsXlrYbirHnzZuX5WMTEREREVHGWrZsCeDdNfjly5c1zoiIyHgUKlRI1g4PD1c9pmHCQAMLCwvVYxIZg+R1AIYfQRCk6xS1foiyg4XYREQZSP4gkRe4RESpSz5wJa/FIyIiIiLKr7y8vHDr1i3ZDDQ6nQ579+5Fx44dFYvTrl077NmzJ8W1/q1bt3Du3DnF4hARERERkVyvXr1gamoqtS9fvoxHjx5pmBERkfFIvmJ6UFCQ6jGvXLki6x8pV66c6jGJjIGh4NrwY5C8IFvJHyIlsBCbiCgD1atXl418evHihYbZEBERUX718OFDabkttZbd0jIeERERGa/9+/dLvxseeIwfPx7Ozs6Kx2rZsiXGjx+fYhaapDkQEREREZGySpUqhaFDh0rX+wAwa9YsbZMiIjISlSpVkj4fRVHEmTNnVI0XHh4OPz8/AO/6YapXr65qTCJjxaJpyi0KaJ0AEZGxc3R0xPHjx6Uv9Nu3b2ucEREREeVHmzdvxowZM6S2IAiIj4/PM/GIjEV8fDz++usvWQFg0aJF0b17d0Xj7Ny5E9HR0VJbp9Ohf//+isYgIlJK8tmodTodpk6dqlq8qVOnYunSpbLPYi8vL9XiERERERER4O7ujj179iAoKAiiKGLTpk349NNPFV0Fh4goN6pXrx5OnDghtZ88eYIrV67AwcFBlXhbt26VDYwBgEaNGqkSi8jYJJ+cgSi3YCE2EVEGevTogfnz5wN4+4V/6tQpvHz5EkWKFNE4MyKi/CkhIUHWNjEx0SgTopyX050P7Oyg/Gj37t0YOHCgrJN7ypQpihdie3l5YeHChbJtJUqUQLt27RSNQ0SkhDt37kizPgmCgGbNmsHW1la1eLa2tnBycpIGxouiiDt37qgWj4iIiIiIAGtra2zZsgVt27bFq1evkJCQgF69emHr1q3o1KmT1ukREWmmRYsWWLx4sWzbwoUL4eHhoXgsURTx888/p5j5t23btorHIjI29+/f1zoFoixjITYRUQbq1auHZs2aScvLvHnzBsuWLcO0adM0zoyIKH9KOnso8HaWUqL8xFCMlFfjEWltzZo1AN4NRChcuDAmT56seJyvvvoKv/76K16/fi3FWrVqFQuxicgoPX/+XNbOieVwq1evjuPHj6eZAxERERERKa9Zs2bYvXs3evTogejoaMTGxqJr164YMmQIvv32W1SoUEHrFImIclzbtm1haWmJyMhI6ZnJli1bMGTIELRs2VLRWHPmzJENiAeADz/8ENWqVVM0DpExKl++vNYpEGUZC7GJiDJh6dKlaNSoERISEiCKIubNm4cePXqgSpUqWqdGRJTv3L17V9YuVqyYRpkQEVFeExUVhWPHjslmfe3SpQtKlCiheCwbGxt07doVW7duleIdOHAAsbGxKFSokOLxiIiyIzY2VtYuVaqU6jFtbGzSzYGIiIiIiNTRunVrnD9/Hj179oSfnx9EUcT69euxceNGODs7o3nz5mjQoAFKliwJvV6v2KqVdnZ2ihyHiEhpZmZmGDp0KBYtWgRBECAIAhISEtC3b1+cPHlSsSLpXbt2wd3dXTYbtiAIGDt2rCLHJyIi9bAQm4goE+rWrYslS5Zg7NixEAQBUVFRaNOmDU6cOMFOASKiHPTmzRvZ8uSCIPBzmIiIFHPs2DHEx8fLOrr79u2rWry+ffti69atUvvNmzfw9PREhw4dVItJRJQV5ubmskLosLAw1WMmj2FmZqZ6TCIiIiIieqt69eq4dOkSpk+fjoULFwIAEhIScOTIERw5ckTxeIIgID4+XvHjEhEpZcqUKVi7di2ioqIAvP3cev78ORwdHeHh4ZHtPt2ffvoJ06dPR2JiotQ/LQgCqlSpgoEDB2Y7fyIiUpdO6wSIiHKL0aNHY8GCBQDeXvA+ePAADg4O2Lx5s8aZERHlD/Hx8Rg/fnyKggwHBweNMiLK25I/+ChQgON4Ke87ffq0rF2gQAG4uLioFs/FxSXFe+vUqVOqxSMiyiorKytZOyAgQPWYyWMUL15c9ZhERERERPTWkydPMGLECCxbtkxWECiKomo/RETGrFSpUvjhhx9kn1eCICAsLAydO3dG+/btcfDgwfcaVBIVFQUPDw/Url0bX3/9NRISEqTPXMOEVCtWrODzGSKiXICf1ERE72Hy5MmoXr06hg0bhuDgYERERGDw4MGYM2cOhgwZghYtWqB+/fowNzfXOlUiIkVcvXoVPj4+6b7m8uXLKbYpMUhFFEXExsYiNDQUN2/exOHDh/Hs2TPZLKUA0LRp02zHIqKUIiMjZe1ixYpplAlRzrl27ZqsXbt2bVWv7QsWLIg6derIvmuvX7+uWjwioqyqVKkSHj9+LBVeHDt2DC9fvkSRIkVUiRcTE4Njx47JVsKpWLGiKrGIiIiIiEjOw8MDo0ePRkxMTIqCw+T980pgETYR5RYjR47E6dOn8eeff6YYpHLo0CEcOnQIlpaWaNCgAWrUqJFi/yNHjuD58+cICQnBjRs34OPjg8TEROlzMHkR9tdff41WrVrl3AkSEVGWsRCbiCgTKlWqJGsnJCRIF7+iKOLevXtwc3OT/l60aFHo9XqYmJhkO7YgCLh79262j0NElBX//PMP5syZk6nXGjoJRFHE4MGDFc8leScE8LYw9NNPP1U8FhEBN2/elLVZiE35wa1bt2RFf/b29qrHtLe3h4+PjxQ3+XuPiMgY1K9fXzZjf2xsLDZs2ICxY8eqEm/Tpk2IiYmRXfvXr19flVhERERERPTOwoULMW3aNFl/vKGfhIiIgI0bNyIqKgp79+5NUYwNAOHh4Th69CiOHj0KQP789MSJEzhx4oRsu0Hyz9mBAwfi+++/V/VciIhIOSzEJiLKhICAANnFc9KL4KSjEg2ioqIQFRWlSGx2bBCR1rIyG4UaM1gk/Tw0dPxOnjwZBQsWVDwWUX4XGRmJ48ePcxZKynfCwsJkbWtra9VjJo8RGhqqekwiovfVqlUrLFmyBMC7h4vTp09H586dUb58eUVjPXz4EN98802K/pDWrVsrGoeIiIiIiOT2798vFWFn9CyUiCi/KlCgAP755x9MmjQJS5culRVjG6T1eZlR8bXh71OmTMGPP/6oZNpERKQyFmITEb0Hw8PGpKMWDdu5FBcR5WUZfcZl1HGgho4dO+Lbb79VPQ5RfhMaGoohQ4akmIWybt262iVFlEOSD6a0tLRUPWbyGNHR0arHJCJ6Xy4uLrC2tpYGiwiCgOjoaLRp0waHDh1ChQoVFInz6NEjtG3bFpGRkbLrEGtra7Rt21aRGERERERElFJcXBzGjBmT6uzXoiiiQoUK6NKlCxwcHFCtWjVYWFigaNGi0Ol0GmVMRKQdnU6HJUuWoF27dhg9erQ0sZ9BWkXZ6T0/FUUR5cqVw8qVK9GhQwd1EifKIyIiInD58mW8ePECYWFhCAsLw+vXrwEAzs7OaNasmcYZUn7EQmwiovfEGaqJiHJOagNSSpcujUmTJmHSpEn8TKY8I+lydGk5efJkim1z5szJdmxRFBEbG4vQ0FDcvHkTXl5eiIuLS/H+at68ebZjERm75A8PIyIiVI+ZPEZcXJzqMYmI3pepqSnGjx+PmTNnymZ6unPnDhwdHfHLL7+gV69e2Yrxzz//YNy4cXjy5Ilsxj1BEDBu3DgUKMCubCIiIiIitezatUtWSGjomy9fvjyWLFmCrl27apkeEZFRateuHW7duoUNGzZg5cqV8PHxkf6W2kzZSSV9BlqxYkWMHTsWo0aN4krARGm4cOEC1q9fj1OnTuHGjRtpTmxZoECBdAuxg4KC4OvrK9tmZ2eHGjVqKJov5T/svSYiyiTOTk1E+ZFer89wqfGIiAiEh4dLqwYIggA7O7tsx9bpdChatCiKFSsGW1tbODg4oHHjxmjVqhVMTEyyfXwiY3L8+HHMnj07U4MLkq7MMXv2bMVzSbrih0HJkiXRqVMnxWMRGZuiRYtKs70CwPPnz1WP+eLFC1m7cOHCqsckIsqKSZMmYd26dXj48KG0TRAEPHv2DH379sWvv/6K0aNHo2vXrpn+LHv16hV2796NVatW4cSJE6n2vZQrVw6TJk1S7DyIiIiIiCilXbt2Sb8brsurV68OT09P2NraapQVEZHxK1CgAFxdXeHq6oobN27gwIEDOHv2LK5evYrAwEC8evVK9npBEGBra4tatWqhSZMm6NChAxwdHTXKnsj47du3D3PnzoWXlxeA9Gu3MvuctXPnzoiPj5e2ffjhh7h8+XL2k6V8jYXYRESZsGHDBq1TICLSxIQJEzBhwoR0XzN37ly4ubnJtt2/f1/NtIjyrPcd+KXGQLHkS+YJgoA5c+ZwAATlCx988AFCQkKkwUVXrlxRPaaPj4/sfVeqVCnVYxIRZUWRIkWwadMmtGnTBgkJCdJ2w2fm2bNncfbsWRQuXBj16tVD3bp1Ub16dVhaWsLCwgKCICAyMhLh4eG4ffs2fHx84O3tjZcvXwJAiiXQRVGEqakpNm/ejCJFiuT4+RIRERER5ScXL16UXY8LgoC1a9eyCJuI6D3UqFEDNWrUwMSJE6VtERERiImJQUJCAgoWLAhLS0uYmppqlyRRLhETE4Px48dL9VpJn4mmVnCd2WemZcqUQd++fbF582Zp29WrV3HlyhU4ODhkM2vKz1iITUSUCQMHDtQ6BSIiIsoHMhqpnbwTITMju7PKEGvUqFEYPny4anGIjEmVKlVw9epVqX3t2jUEBgYqstJDagIDA+Hv7y9bVaJKlSqqxCIiUkLz5s2xZs0aDB06NMXDD0P75cuXOH36NE6fPp3h8dJ6gCKKInQ6HVatWgUnJycFz4CIiIiIiFLz9OlTWbtWrVpo2rSpRtkQEeUdlpaWsLS01DoNolwlMDAQLi4uuH37dqor+Rqk97f0TJo0CZs3b5b1aXp4eLAQm7JFp3UCRERERERE9I4oimn+vM9rs/vToEEDbN++HcuWLdPgvwKRNho3bpxi27p161SLl9qxGzZsqFo8IiIlDBw4ENu2bYNer09RSG34yez1RtJ9DERRhJWVFbZv345BgwZpcIZERERERPlPbGwsgHcr1TRr1kzjjIiIiCg/Cg0NhbOzM27duiXrPwTePRc1NTVFpUqV0KhRoyzF+PDDD1GzZk0A7yaY2L9/v2LnQPkTZ8QmIiIiomwpX748mjdvrnUaRLlahQoVMnwfPXjwAAEBAbKZc5WYIVKn06Fo0aIoVqwYbG1t4eDggMaNG6NatWrZPjZRbuPi4oJp06YBeNf59vPPP2PkyJEoXbq0orGCgoLw888/p5ipoU2bNorGISJSQ/fu3dGkSRMMGTIEhw4dAoAUy5i/L0NRt4uLC9avX48yZcookywREREREWWoWLFiCA8Pl9o2NjbaJUNERET5Vv/+/XHv3r0UEzeYmZmhX79+GDhwIBo3bgxzc3MAb59zZkWPHj3w/fffS3Fu3LiBoKAgxZ8FUf4hiKlNq0ZERERERERGZe7cuXBzc5MVYickJGidFlGeU7NmTdy6dQvAu6LAjz/+GIcPH0ahQoUUiREbGwsXFxecOXNGNpODnZ0dAgICFIlBRJRTDh06hOXLl2Pfvn1ITEwEkPlCbMPnrE6nQ6dOnTBmzBgOSCEiIiIi0kC9evVw5coVqd/xyy+/xMKFC7VOi4iIiPKR7du3o3fv3imKsBs2bIgtW7agYsWKKfbR6XSyZ6fu7u6YPn16hrEuXLiAxo0by/b9/fff0bdvX0XPifKPrA0JICIiIiIiIiLKg8aPHy8VBho6+/777z9069ZNNjNUVkVERKB79+4pirAFQcD48eOzfXwiopzm4uKC3bt34969e1ixYgUGDBiAqlWrAni3XGhqP1WqVMGAAQOwYsUK3Lt3D7t27WIRNhERERGRRhwcHKT+CQB48uSJxhkRERFRfjN79mzp96Sr550+fTrVIuzscHBwQIECBWTbfH19FY1B+UuBjF9CRERERERExoKLGhGpa+jQoVi0aBHu3bsHANJsCEeOHEHt2rWxYsUKdO3aNUvH3rNnD0aPHo2goKAUfytfvjxGjx6drdyJiLRkZ2eHkSNHYuTIkQCAuLg4hIWFITw8HGFhYQAAvV4PKysrWFlZwdTUVMt0iYiIiIgoiY4dO2LTpk0A3vY/Hj9+XNuEiIiIKF85d+4crl27JpsNu2LFivj7779V6Uc0MzNDzZo14efnJ227ceOG4nEo/2AhNhERERERUS7g4OCAgQMHap0GUZ5nZmaG1atXo02bNrKZsUVRRFBQELp3744qVapg+PDhaN26Nezt7aHTpb7gWGJiIvz8/HDkyBGsXr0at2/fTjHbtiiKMDExwerVq1GwYMGcOUkiohxgamoKGxsb2NjYaJ0KERERERFloEuXLrC1tcWzZ88AAM+ePcORI0fQunVrjTMjIiKi/GDfvn3S74ZVOubPn48iRYqoFrNmzZrw9fWVngHduXNHtViU97EQm4hIRdHR0dKsT1ZWVihatKjGGREREVFu1alTJ3Tq1EnrNIjyhZYtW2Lu3Ln45ptvpILppIXTt2/fxtSpUwEAhQoVQrVq1aDX66HX6yEIgjT76+3btxETEyPtl/Q4BoIgwN3dnQ82iYiIiIiIiEgzZmZmcHNzw5gxY6RipMmTJ+PSpUtpDkAnIqK3QkND4ePjA39/f4SEhCAyMhJRUVFISEhQ5PiCIGDdunWKHIvIWJ07d07W1uv16NGjh6oxraysZG1DfRdRVrAQm4hIAdHR0fD09MS5c+dw7tw5+Pn5ISwsLMWFtYmJCfR6PerUqQNHR0c0adIELVu2ZIE2EREREZGRmTZtGiIiIvDDDz/IiqeTFmQDQExMDHx8fFIUWBv+nny/5K9xc3PD119/rXT6RERERERERETvZdSoUdizZw8OHjwIQRDg6+uLwYMHY9OmTVqnRkRkdJ48eQIPDw94eHjg+vXrqsUxzAzMQmzK6+7cuSMNBhMEAS1btlR9MJher5e1o6KiVI1HeRsLsYmIsuH69etYtmwZfv/9d0RHR0vbkxddGMTHxyM4OBgnTpzAiRMnAABFihTBgAEDMGbMGNSsWTNH8iYi0kJcXBxu376NsLAwhIeHIyIiAvHx8Yoc+9NPP0WxYsUUORYREZHBvHnzULFiRUycOBGxsbGpFmQDb6//U7sHSK342vD6woULY/ny5Rg4cKDyiRMRKSwqKirFjDB2dnZ5Jh4REREREb21fft2tGrVChcuXAAA6Rno6tWrYW1trXF2RETae/PmDebNm4cFCxbg9evXadaGENH7CQ4OlrVzoi+wYMGCsvbLly9Vj0l5FwuxiYiy4OXLl5g4cSLWr18PIHOz3SWV9PXR0dFYuXIlVq5ciaFDh2Lx4sUoUqSI8kkTEWng4sWL+P3333Hu3DlcuXIFb968USVOkyZNWIhNRESqcHV1RfPmzTF+/HgcOnQIQMrr/Yyu/w0M9wGdOnXCkiVLUKlSJWWTJSJSydKlSzFjxgypLQiCYoMqjSEeERERERG9VbRoURw/fhwDBgzA33//DVEUsWvXLpw+fRpjxozBsGHDUKZMGa3TJCLSREhICNq0aYMrV67Iaj4y2z+cFSz0pvwiNjZW1ra0tFQ9ZvKJIMzMzFSPSXkXC7GJiN7Tf//9h/79+yMgIEC66H3fC+u0li1ft24djh07ht9//x1NmjRRJmEiIg3s378fs2fPlmbNULOTQM3ODSIiIgCoVq0aDhw4gHPnzmHFihXYtWuXbEUcA8N3UmrfexYWFujRowdGjRqFBg0aqJ4zEZHScvrBHx80EhERERHlrDlz5ki/29vbw8/PDzdv3oQoinjx4gVmz56N2bNno3Llyqhfvz5sbGyg1+thYmKiSPykgzGJiIxNZGQkmjdvjmvXrgH4P/buOzyKcv3/+GcSIIRACL2HjlQLIIJ0KWJDpB+RJh79iigooB4ULIgUG3pA5CgoYEHhUPSIBulIkyIgQYoEQkAgpJFAIHV+f/jbMZOEkLKb3STv13XN5T6Tmbnv8WI3m2fuuSfrpyECyDlfX1/Fx8db45iYGJfHjIqKso39/f1dHhOFF4XYAJADQUFB6tu3r65duybTNHP95fp6HfRM01RISIi6deumlStXqmfPns5JHADySVJSkiZMmKA5c+ZIksvvBmcyAwCQn9q2bau2bdsqKSlJ27Zt0y+//KLg4GCFhYUpIiLC6tjg6+urihUrKjAwUM2bN9cdd9yhdu3aqVgxpmEAFGyGYeTrd/D8jgcAAAAUZa+++mqm8/jpbzz/448/dOLECafHpxAbgCf717/+pcOHD1+36Z4k1apVSw0bNlTZsmVVunRpeXl55XeaQIFVvnx5WyH2uXPnXB7zwIEDtvd0rVq1XB4ThRdXAAEgmw4ePKj+/fvr6tWrMgwj0y/YhmGoTp06uvXWW9W4cWMFBATI399fhmHo0qVLunTpko4ePar9+/crJCQkQzG34/XVq1fVv39/bd++Xc2bN8/X8wSA3EpNTdWDDz6ooKCgGz4xIH0xRVZF2pkVXtAFG4XBli1brvuzTp065Xif/HC9vICipnjx4urSpYu6dOni7lQAAAAAAACcKv2cvON6Ztp5eWffMMmcPwBPduzYMc2fPz/TGpGbb75Z48aNU+/evVW+fHk3ZQgUfPXq1VNYWJjVmGHbtm0ujRcTE6NDhw5J+vu7zk033eTSmCjcKMQGgGxITk7WkCFDdOXKlUy/XNevX1+jRo3SkCFDsn2H1J9//qnPP/9cCxcu1LFjxzIUZF++fFkPP/yw9u3bR+c8AAXC888/rx9//PG6E7KGYah8+fJKSUlRTEyM9UeUYRgKDAxUYmKioqOjde3aNWvftMdybFuxYkWVKlXKFrt48eL5cIaAc3Xp0uW6HWaSk5NztE9+yCovAAAAAAAAAIVDduYfnTlHyVNwAHi6ZcuWKTU1NcM1y6lTp2rSpEncTAI4QcuWLbV582Zr/Oeff+rAgQO65ZZbXBLv66+/ztA8s02bNi6JhaKBZyAAQDbMmzdPwcHBGQoLS5UqpVmzZunw4cN68cUXc/SYiurVq+v555/XoUOH9Pbbb8vPzy/DNsHBwZo3b55TzgEAXGnfvn169913M71ZpX///goKCtLVq1d18eJFjR8/PsP+J0+e1NmzZxUfH6+4uDht3rxZ06dPV9OmTW2F3I7P3kWLFunkyZPWUrdu3Xw5T8AVTNPMsORmn/xYAHiGQ4cOafHixbYFAAqTlJQU29jb29tNmQAAAABFD3OOAGD3448/Wq8dhZvPPfecXnrpJYqwASfJ7Amkb7/9tktimaapd955J8P79+6773ZJPBQNtFgFgBswTVOzZs3KUIRdqVIlrVmzRq1atcrT8YsVK6bnnntOXbt21b333qvw8HBJfxccvvXWWxozZgxf4AF4tDfffNM2Nk1Tvr6++vrrr3X//ffn6Fh+fn7q2LGjOnbsqBdeeEHr1q3TmDFjrKcHhIaGqkePHvrPf/6j4cOHO/M0ALfIzSM98/t7ARdEAM+yevVqTZkyxbZu2LBhbsoGAJzv8uXLtnHp0qXdlAkAAABQdHTq1InrkQCQibCwMNvno5+fn15//XU3ZgQUPnfffbfKli2r2NhYq15q6dKlevTRR9W1a1enxnr99df1xx9/WHEk6eabb1ajRo2cGgdFC4XYAHADGzdu1NmzZ22PmfHx8dG6devUokULp8W57bbbtHbtWrVp00aJiYnW+rNnz2rjxo266667nBYLAJwpLCxMK1euzPA4rq+++irHRdiZ6d69u/bv368nn3xSixYtkmEYSkpK0qhRo+Tv76+HHnoozzEAAChoHL9v0z86DwAKgxMnTtjGZcqUcVMmAAAAQNGxadMmd6cAAB7pwoULkv6ek+3Ro4d8fX3dnBVQuJQoUUKjRo2ynsJtGIZSUlL0j3/8Q1u2bHFakfSqVas0depU23UVwzA0ZswYpxwfRZeXuxMAAE+3du1a67Xji/XkyZOdWoTt0KJFC7388ssZuk4GBQU5PRYAOMumTZuszy3H5+SAAQPUu3dvp8UoWbKkPv30Uw0ZMsSKkZqaquHDh+vMmTNOiwPkt9w8hjO/Hw1KN2wAAJCfEhMTtWnTJtvNJoGBge5OCwAAAAAAFFHFitn7nNavX99NmQCF28SJE+Xv72+NDcNQeHi42rVrpzVr1uT5+G+99ZYGDBig1NRUW4wGDRrwJG7kGYXYAHADu3fvto1LlCih0aNHuyzeU089pRIlStjW7dmzx2XxACCvtmzZkmHduHHjXBJrwYIFqlevnjW+cuWKXnjhBZfEAlwtNTU10yUlJSXH++THklVeAAAAzpCcnKxnnnlG0dHRtvW33HKLmzICAAAAAABFXcWKFW3jkiVLuikToHCrUqWKZsyYYWsSZRiGoqOj9cADD+iee+5RUFCQkpOTs33MuLg4LVmyRM2aNdOLL76olJSUDE/6/vDDDzPccAHkFP+CAOAGTpw4YevC1KVLFwUEBLgsXkBAgLp27aqgoCArbvpH8gKAJzl48KBtXK1aNbVt2zZHx3B8xt5IiRIlNGPGDA0cOND6jFy2bJneeustVa9ePUcxAQAAAPz1fX7//v1ZbvPrr79mWLd48eI8xzZNU1evXlVUVJSOHj2qn376SRcuXMjwt0H79u3zHAsAAAAAACA3mjVrptDQUGscHh7uxmyAwu3//u//9PPPP+vLL7+05ggddQFr167V2rVrVbZsWbVu3VqNGzfOsP+6desUHh6uyMhIHTlyRPv371dqaqpV3J2+CPvFF19Ut27d8u8EUWhRiA0ANxAZGWkb58djZtLHSJ8DAHiSyMhI2w0rrVu3zvExrl69qlKlSmVr2wcffFD+/v6Ki4uTJKWkpGjVqlUufVoBAAAAUFitXLlSr7/+era2dVywME1TI0eOdHou6S+ISFKZMmX00EMPOT0WAAAAAABAdnTs2FFr1qyx5iuCg4PdnBFQuH322WeKi4vTd999l6EYW5JiYmK0fv16rV+/XpJ9znLz5s3avHmzbb1D+uYPw4cP1xtvvOHSc0HR4eXuBADA0129etU2rlChgstjpo9x7do1l8cEgNyKioqyjWvXrp3l9sWLF8+wLiefc8WLF1fXrl1tXbQdf0wBAAAAyDnTNG+45GafnC6GYWToSjNhwgQe+QsAAAAAANxm0KBBtvmKnTt30kwPcKFixYpp5cqVeuaZZ2zzko65Q0dR9o3mLNPvk/bnEydO1MKFC/PnhFAkUIgNADfg6+trG1+8eNHlMSMiImxjLjgC8GSXL1+2jQMCArLcvkyZMhnWRUdH5yhmrVq1rNemaer333/P0f4AAAAA7NJelMhsyen2uVnSu++++/TSSy/lx+kDAAAAAABkqk6dOho4cKBV2JmamqpZs2a5OSugcPPy8tLs2bO1Zs0a1a5dO9Pu1pnNKWY132iapmrVqqX//e9/mjlzpsvPAUULhdgAcAMVK1a0jU+cOOHymOlj5EcXbgDILT8/P9s4NTU1y+0zK8QOCwvLUczy5cvbxmfPns3R/gAAAAA8Q2adsatWraq33npLq1evzrRAGwAAAAAAID/NmDFDZcuWtTrxfvDBB9q9e7e70wIKvV69eunYsWOaP3++brnllkyf4JdV4bVjqVOnjt555x0dPXpU9957b36fBoqAYu5OAAA8Xf369RUaGmp9od60aZOioqIyFAE6S3R0tDZu3GjFMwxD9evXd0ksAHC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6Pjp06JCGDBmi//u//9Pjjz+uXr16ue0ORzldwgXZqKgo/d///Z8WL16smTNnZsodFOLi4jR27FiNGTPG5ofNyJi3335bUVFRNhevChcurBUrVui+++5zaVsPPPCAXdm2bdtIxE6nihUrasKECXr//fe1aNEiTZs2TWvXrrV5bzj6zNy5c6f69++vIUOGqEuXLurdu7fuv/9+j/QhO2CfLWd44YUXtG3bNlksFofvqxIlSig0NFSXL1/WsWPHbBKYGjdubJPke/nyZev2CfUlrHvPPfcoNDTUpu08efJkTie92Pfff2+XhG2MUcGCBTV69Gg999xzyps3r6R/kznDw8Nttp85c6bNckxMjHbs2KE5c+Zo7ty5unHjhnWc9u7dq06dOjn1AyQ4L+GHsdL/3lflypVzOunp+vXr6tq1q2JjY1PdP0y8z/Ptt9+qYsWKevvttzMQPTJDfHy8zTLXff6HfZGcYfv27erUqZNOnDiRoXP8yBzz58+3eW+Ghobqqaeecmrb6OhoderUSdevX7fb90ws6X7PBx98oLJly6pv374ZCz4HY3/Ee6V0beXixYtasGCB9UcspUuXVrNmzdS8eXM1a9aM2ZM94Pz58+rcubM2bdrksuvW0r/jHhkZqf79++vrr7/WggUL7I6vgYwgERsAnHD48GGbE96ZcQG5atWq2rp1q6R/dwj+/vtvt7fp7f744w+tXbvW7sAyT548GjFihF5++WUFBAR4MEKk1c6dO9WqVSvrrdNSOkgqWrSo7rnnHuXPn18FChSQ9O+v/yMjI/X333/rwoUL1nUT15Pw3r506ZJatWql9evX281ak92tW7fO0yHAg2bNmqXevXtbZ4jJyN0Ekr63Era9du2annzySU2dOtXpGR1gL7VZ0JxZz9F2SWcEcHaWtsTb7dq1S+3atdPatWsVGBjodPs5QefOna37kknHKaOzriVe19Gsawnfh0g/T9xeHmnXp08fxcXFaebMmTp9+rQk+88qSdbk4Hnz5mnevHm6++671bt3b/Xo0YMfkrhY4u+Ibdu2qU6dOnrrrbf0xhtvuG1m2PDwcPXs2VO7du1yeII+4e5WI0aMcEv72dW5c+e0cOFCmzHNlSuXli1b5vIkbOnfWYhKlixp/eGL9O9ttZEx/v7+6tq1q7p27arDhw9r6tSpmj17ts6fPy/J8f6dMUa3bt3S7NmzNXv2bFWtWlV9+vTRM888wz5GOnhLEgz7Iumzdu1affvttw739wcOHKjevXvrnnvukfS/GVuTbp/YyZMn9fvvv2vu3Ln68ccfrfv8xhidP39ew4cPV/fu3d3fsWxkzJgxNsvGGN1999365ZdfVKZMmTTX5+/vr/r166t+/foaM2aMBg4cqK+++koWi0UxMTF6++23dfjwYU2fPt1VXcjxdu3apcuXL9t8Z3Xq1Mnp7SdMmKCzZ8/azWDu6HMvcRvGGI0dO1ZPP/20ypYt64KewF1u3rxps5z0ji05Gfsh2d+JEyfUunVr693bmAgia9u/f7/OnDljc273iSeekL+/v1Pb//e//9XBgwfT9Z32+uuv6/HHH1fRokVd16EchP0R7/Loo49q48aNunHjhrXM0Tljyfaz7vjx45o1a5ZmzZolSapcubJ1tuwmTZpw5zA3O3r0qJo2baqTJ0+m+25TiSV37fr3339XgwYNtG7dOt5XcBkSsQHACdeuXbNZLliwoNvbTNpG0hhgb8WKFTbLxhjlz59fq1atUoMGDTwUFdLr+vXreuKJJxQREeHwYCgwMFBt2rRR9+7d1bBhw1Rv73nhwgVt2rRJ33zzjVasWKE7d+7YHWxFRkbqiSee0I4dOziIQo6wbt06a/JacicdgoKCdN9996lWrVqqVKmSgoODlT9/flksFkVERCgiIkIHDx7UX3/9pT///FORkZGS7E9mxMXFqW/fvipbtqweeuihTOxl9vDll19q4sSJ1uXp06dr3Lhx1tvXJYxX0aJF1bJlS9WoUUNVq1ZVwYIFlT9/fuXKlUvXr19XZGSkTp48qZ07d2rr1q367bffFB8fb5MkXK1aNX366acqU6aMbt68qatXr+rcuXPaunWr1q9fb/2hWNITgVu3btULL7ygr7/+OhNfmayNWde82507d9SqVatMv7080i40NFSjR4/WyJEjtWLFCk2dOlU//vij3fdb0h+e/PPPP3r99df19ttvq3379urdu7datGjhkT5kB1OmTNGQIUMUGRlp9x0RHR2tESNGaMmSJZo5c6Zq1Kjhsnajo6M1cuRIffjhh4qLi0v27gMNGzbU9OnTVbFiRZe1nRMsXrzYuq+Q8NoOGDDArcfYNWvW1OnTp63jePDgQbe1lRPdfffdev/99/Xuu+9q6dKlmjp1qn7++edUZ8nes2ePXn75ZQ0bNkydO3dWr1699OCDD3qkDzlVShfnM7MO2HOU5Fu4cGGtWrVK9957b5rrK1WqlJ588kk9+eSTOnTokPr06aMNGzZYj8OfeeYZHT58mBnxnLRr1y5t377dZl8wMDBQP/zwQ7qSsJMKDg7WnDlz1LRpU/Xq1cv6nTlr1iwVL17c7u8D6bNlyxa7snbt2jm17Z07dzRx4kSHd03s2bOnunfvrrvuukvnz5/XvHnzNHnyZJvZlaOiovTOO+9oxowZGesE3OrYsWM2y/ny5fNMINkU+yFZV2xsrNq3b6+LFy86PBYuUaKEmjRpotDQUO3YscM6oVXC/v/w4cNtJoLYsWOHjh49Ksl+Iog6deqoTZs2Nm0ULlw40/qaXWTkOy0uLk7vv/++w7Fu3ry5zXfa/Pnz9cMPP9isGxkZqTFjxmjSpEkZ60QOxf6Id1mxYoViY2O1detWrVmzRmvWrNGWLVsUHR1tXceZxOx9+/Zp//79+uyzz+Tj46M6depYZ8x+8MEHlStXrszpUA5w7do1tWzZUidOnHA443/CuCRMTFSjRg0VLVpU+fPnV968eXXz5k1FRkbqwoUL2rVrl3bu3KmdO3dKcjxR38mTJ9WyZUtt27ZNwcHBmdZPZGMGAJAqf39/4+PjYywWi/Hx8TEjR450e5sjR460tmexWExgYKDb2/R2Dz74oM1r5uPjY7744gtPh4V0euWVV6zjmPTRo0cPc/bs2XTXffbsWdOjRw+7ehPaGzx4sAt7AmRNN27cMGXKlHH4PrNYLKZx48bm22+/Nbdv33a6zjt37ph58+aZZs2aJVtvWFiYuXHjhht7lr1FRUWZbt262b2uzZs3N6tXrzZxcXFpqu/MmTNm7NixJiQkxGbMChYsaH7++WeH2+zYscO0b9/e7js34d9t27a5oqvZQt26dW1eV4vFYsqXL2+OHTtmt+67775r91qm5OrVq+aZZ56x26Znz57u6k6O071792Q/yywWiylZsqSpW7euKVu2rN04NGnSxDRs2NBUqlTJFC5c2LpN0r8HHx8fU7FiRdOkSRObx8mTJz3dfa93+vRpM3r0aBMWFmb32jsaz4TlcuXKmbFjx5pz5855ugte6cSJE+bhhx9O8b0TEBBgRowYYWJiYjLc3qZNm0ylSpUcjmVCWd68ec2kSZNMfHy8C3qY8zz55JM2n3H+/v7m8uXLqW6X9HNxzJgxTrfZs2dPm+3Lli2bkS7ACceOHTNvvfWWKVmyZLKfmY6+y6pUqWImTpxorly54ukuZGmJXztXPZIbG1dsk9p+KGwdOnTIbh/Pz8/P/P777w7XT+t+f4Lhw4fbbff555+7sivZ1qeffmr32r3++uvJrp/eMXLUlq+vb7J/C0ibvn372ry2uXPndnr/7rvvvnN4LDZjxgyH6y9btsz4+vrarJ8vXz5z69YtV3Yp28vIeymt4uLiTGhoqM2Y1atXz23teZOssA+Slm3ZD0m7WbNmOXx977nnHrNixQqbdZ19X547d86MHz/e4TmvPn36mNjY2MzoWrbVv39/m9c1ICDAREdHO7XtDz/84PA77Z133nG4/hdffGG3fuHChV1yTiYnYn/E+926dcusXr3aDB061NSpU8f4+vomex4kpe+shOdy585tmjVrZsaMGWO2bNmS5mt0sNWlS5dkz0kVLVrUvPfee+bo0aNpqvPYsWNmzJgxplixYg6/L318fEznzp3d0yHkOCRiA4ATcufObfNFPHDgQLe3+fLLL9sdhCFlZcuWtTuQ5GK7d7p06ZIJDAy02xHOkyePWbp0qcvaWbp0qcmTJ49dO7lz5zaXLl1yWTtAVjR69GiHB5yhoaFmwYIFGa5/0aJFpmTJkg4PaEeNGuWCHuQ8sbGxpk2bNjYnfvLnz28WLlyY4bovXrxoOnbsaLPvkStXrmSTsY359wKzo/Ft27ZthuPJDnbu3Gl3YjV37tzmwIEDDtdP7wXKGTNm2I3Bm2++6cqu5Ei//vqrw8/IXLlymSFDhphDhw5Z13Vm7E6cOGG+++47m/dwwr/BwcHm66+/zszu5Sjx8fFm1apV5vHHHzf+/v7JnlRPeiI9ICDAPPHEE2bVqlWe7oJXmjp1qilQoECyF9t9fHxMzZo1zY4dO9JV/61bt8zAgQOtF6SSO0HfvHlzc+TIERf3LmepXr26zevaqFEjp7ZL+rmYlkTsxD/KtVgsplChQukNH2kUFxdnli5datq0aWP8/Pyc/szMnTu3efrpp8369es93YUsad26dRl6LF261FSrVs1u39JisZiCBQuaRx55xAwbNsxMmzbNzJ8/36xevdqsXr3azJ8/30ybNs0MGzbMPPLII6ZgwYIOLzBXr17dLFu2zKZNOG/q1Kl2n3n9+vVLdv2MJCYOGzbM7pht3759ruhGtta5c2eb183X1zfFi/cZTR5t0qSJzfYPPvhgBnsAY4xp1aqVzet67733Or1thw4d7Mb04YcfTnGbpElyPj4+LjlflpNkZiJ24vOcCf/27t3bbe15k2PHjmXosW7dumT3Q6pXr2769etn/vvf/5pffvnFbN261Rw8eNAcPHjQbN261fzyyy/mv//9r+nXr5+pXr16svsh69evt2kTzouPjzcVK1a0OzdYr149c/XqVbv10/q+jImJMW+//bbdhGWtWrVyOnEY9tq0aWMzDtWrV3d628QTRyT8W79+/TRvs3z58ox2I0difyT7uXLlilm0aJF56aWXTMWKFZP9AVFKidmJnytQoIBp166dmTRpkqe75nU2bNiQ7LnkwYMHm8jIyAzVHxkZaQYNGmT3nkr4d8OGDS7qCXIyErEBwAlFixa1+RLu2rWr29vs1q2bXYIGUhYUFGQzTk8++aSnQ0I6JZ49JmFM/fz8zK+//uryttasWWP3i2IfHx/zySefuLwtIKuIjo42hQoVsvu7r1ixYpp/SZyS48eP25wITmiLGRfS580337TZNyhcuLDZvn27y+qPj483ffr0sdv/OHXqVLLbvPPOO3af1z4+Pswka5h1zds1b97c7m+7SJEiDt9zaR27gwcPmoceeshum9GjR7urO/j/zp07Z9577z1z9913p3hCPelzYWFh5t133zVnzpzxdBe8yqlTp8wjjzySbJK0xfLv7MpvvfVWmi7g/vLLL6ZcuXIOxyqhrECBAubLL790Y+9yjpCQEKeTCxPLSCJ20juE8cN0zzh16pQZOXKk9S46Kb2XEz9XsWJFM2HCBH7c7CI7d+40ZcqUsXvN27Zta5YvX56m46qYmBizfPly07ZtW7vxDAsLM7t27XJjT7IvR3ep2bNnT7LrZ2S/Pz4+3tSqVcvm76F169au6Ea2Vrt2bZvXvGLFiimu72iM0vJe27x5s932O3fuzGg3crzEd0Hx8fExzzzzjFPbxcXFmQIFCtidt0g6S2xSx44dsxvHIUOGuKIr2cLx48fN+vXrU3y88MILDhNcUtsutce6devMjz/+aL7++mszfPhwU6dOHbv9Ex8fHzNt2jRPv0xe76effjLBwcE2r21AQIAZMGCA2b17d5rr2717txkwYIAJCAiwGbOQkJAUJ4NA8v744w+781fBwcHm9OnTDtdP737ITz/9ZJ08KWG7559/3pVdyVGqVq1q81p269bN6W2LFCli93k3b968FLfZu3ev3bj/3//9X0a7kSOxP5L9nTp1ysyePds8++yzNncNS0titrt/gJZdJf6xQsLr6u/vb6ZPn+7SdmbMmGH9gVHi91aHDh1c2g5yJhKxAcAJ9957r81O7t133+32Nu+++26bL/8qVaq4vU1vlytXLg5Esol27drZHVi++uqrbmsv6YxrPj4+pl27dm5rDxlz+PBhT4fg9ZYvX253MFugQAFz4sQJl7d1/PhxhyeYli1b5vK2srMDBw4YPz8/m9fQHTMfxMbGmnvvvdfmJFKXLl1S3KZOnTp2n6Hffvuty2PzNsy65r24vXzOsGbNGtOlSxeTK1euVBOyE5739/c3HTp0MCtXruTOO2kwffp0ExwcnGwSp4/Pv7Ogbdu2LcV6IiIiTK9evZJNwE4of+yxx1L8ERHSJunMZ8OHD3dqu4wkYg8dOpRE7CwkPj7erFixwnTo0CFNdxYIDAw03bp1c8sPqnOK7du3W4+lEl7b8uXLmzVr1mS47jVr1pjy5cvbvNcKFChgwsPDMx54DpP0eKhs2bIpru9o3zE2Ntbp9lavXm13nPH3339ntBvZWsKPGRJet+7du6e4/pgxY+zG6Pr162lqs1SpUjbbv/vuuxnpAoz9ZDkvv/yyU9s5SlIsWLCgU7eNr1atmk2bLVu2zGAvso+RI0cmm4yUUmKSM9uk9ZG0bovl3ztrXrt2zdMvk1dbtWqVCQgIsBm/Bg0aJHunt7TYv3+/adCggd0+/08//eSCyHOWDz74wO47a+zYscmun5Hzj4sWLbLb9ocffnBFN3KcYsWK2byOAwYMcGo7R3dgDAoKMlFRUaluW758eZs227Rpk9Fu5Ejsj+Q8Bw4cMJ9//rnp2LGjzV2mUkvMTuv1nZzu5s2b1lyfxK/hO++845b2kt412mL5945TN2/edEt7yDl8BABIVcWKFW2Wjx49qgMHDritvUOHDunIkSOSJGOMLBaL7rnnHre1l10EBwfbLOfOndszgSDD9uzZI4vFYl329fXV0KFD3dbesGHD5OvrK0myWCwyxmj37t1uaw9pd+vWLc2aNUtNmjRRhQoVPB2O11uzZo31/wnfM2PHjlWpUqVc3lbp0qU1duxYGWOSjQGp+/DDDxUXFyfp38+pxo0bq1OnTi5vx9fXV5MmTbKOlzFGixYt0uHDh5PdZtiwYXZla9eudXls3uaff/6xWS5fvrzCwsLSVEdsbKzT644dO9Zm+ffff9euXbvS1B7+tX79euv/Ez4je/Xqpfvvv9+l7YwaNUpDhw61tmGM0SuvvKL9+/e7tB041qxZM82bN0+nT5/W+PHjVaFCBZl/JyywrmOxWKwPY4xiY2O1bNkyPfbYYypbtqzeeecdnT592oO98A49e/bUnj179Mgjj9jtDyS8tnv27NH999+vN954Q9HR0XZ1/PDDD6pSpYpmzJhhfc8kPl4wxigkJERz5szR8uXLVbJkSbf3K6dIOE5KEBUV5fY2r1y5YrOcN29et7eJ5FksFrVu3VpLlizRiRMn9O677yosLMxmfzFhvcSfmVFRUZo3b55atGihKlWq6IsvvtCNGzc82RWvcvXqVT322GOKjIy0fu7dd9992rx5s5o1a5bh+ps1a6bNmzerbt261vojIyP12GOP6erVqy7oQc5x5coV69+9xWJR3bp101zHnTt3nF63RYsWKly4sHXZGKOlS5emuc2cJOn3SvHixVNcP1euXHZlaRkjSWrUqJH1b0L69/gMGXPr1i2b5QIFCji13YYNG6z/TxiTRx99VD4+qV8ir1Gjhs3x2tGjR9MWdDaXcPyU0iM926T1Icn6XksYr969ezv9NwJ7J0+eVJcuXRQTEyPp39f3scce06+//mp3vTQ9KlWqpLVr16pNmzbWMYuJiVHnzp116tSpDNefk2zcuNFm2dfXVz179nRLWx07dlTHjh1tPhfffPNNt7SV3aX3O83ROcuHH35YAQEBqW5bu3Ztm7FLeu4azmF/JOepWLGiXnrpJS1atEiXLl3Sn3/+qffff18tW7ZUYGCgdb3k9n3gnK1bt1rPCSe8jpUrV3bb98ybb76pypUr25TFxMRo69atbmkPOQeJ2ADgBEdJF1988YXb2vvss8/syurXr++29rKLhOSJBBcuXPBgNMiI8+fPS/rfwWijRo1UtGhRt7VXtGhRNW7c2ObvJyEGeNaGDRv0/PPPq3jx4nrhhRe0YcMGDmRdYPv27TbLefPmVY8ePdzW3nPPPWeXQJM0BiQvLi5Oixcvtp5ok6SnnnrKbe09+OCDKlOmjHXZGKMFCxYku367du3sLlTv2bPHbfF5i6QJGXXq1Elx/cQJhQnScrG/QYMGuuuuu2zKli9f7vT2+J/EJ8YT9O/f3y1tjR07VjVr1pT0799AdHS0XnvtNbe0BccKFSqk1157Tfv379e6devUvXt35cqVy2HCcMJ72hijEydOaOTIkQoLC1O7du30ww8/sI+SgpIlS2rlypWaPn26ChQo4DDhPTY2VuPHj1ft2rX1xx9/SJIuX76sp556Su3bt9eZM2dsEpoSGGP0xBNPaN++fXr66acztV85Qb58+WyWL1++7PY2jx07ZrOcWsIcMk/x4sX15ptvatGiRapZs6bNxeCkyVCJyw8cOKABAwYoLCxM48aNs7t4DXtDhw7VuXPnrJ95RYsW1cqVK20ScDOqcOHCWrlypYoVK2YtO3v2rF5//XWXtZETJE3yTe3HQI4SZdLyIxcfHx81adLE5jvxt99+c3r7nCjp65tawkzS7z4p7ecJQ0NDrf83xujQoUNp2h72kh4fOzqGdmTTpk12ZU2bNnVq26TH2BEREU5tl5Mk/iGWo0da10/vI7F7771X48aNy6yXIFsaPHiwrl+/bn1t7777bs2bN8+lkx8FBgZq3rx5uvvuuyX9+7dx/fp1DR482GVt5ATHjx+3Wa5cuXKar6UlJNw7Y+TIkTbLe/bs4cdG6XD79m2bZX9/f6e2c/Sd5uyPNBOf75eka9euObUdbLE/krNZLBbVqlVLDzzwgBo2bKhq1apxPthF/v77b5tli8Wi5557zqkfK6SHr6+vevToYTd+SeMA0opEbABwwqOPPmr9f8KFpClTprjlBOqhQ4c0efJkux33xDHAsYSE+YTXjh0l75V0FrzMmAE5aRtpOfkE1zpx4oTeeecdlS9fXk2bNtWcOXN048YNDmZd6MiRIzYJos2aNXPrXQTy5Mmj5s2b86v9dNq1a5fdrHSNGjVya5sPPvigzYV9R4mpCXLlyqX77rvPZnwzI0krq2PWNe+1b98+m+UyZcqoatWqaaojYQb71FgsFo0bN87mO2716tXMSuMhjRs31ldffaXTp0/r448/VpUqVZJNLkz4vIuLi9OKFSvUvn17lS5dWiNHjmSW7BQ8//zz2rNnj1q3bp3s7Nj79+/Xgw8+qB49eqhKlSr67rvvkp0Fu2jRolq4cKEWLFjg1h9u5mSlS5e2+Y4PDw93a3txcXHasmWLzb5quXLl3NomnHPr1i3NmDFDDRo0UJ06dax33kj6+ZhY0s/MK1eu6M0331SFChW0cuXKTO+Dtzhz5ozmzJlj8z74+OOPVahQIZe3VbhwYX300Uc27/PZs2frzJkzLm8ru0rrrHiOknwvXryYpjYTJ3sn/NgByUv6midNfkptfUlpnqE1KCjIZpkJQzIu6XmrmzdvOrXdxo0b7b6fHnroIae2TTqpwPXr153aDpkn8fFaQECA/vOf/2jjxo0Oz7HAOf/884+WLFlisx/yySefuOXccZ48efTJJ5/Y3GllyZIlnBNJg8uXL9uMVe3atVNcP6MTQVSrVs3uDs7s16dd0s+ozPhOS7pvEhkZ6dR2sMX+SM60c+dOffTRR2rTpo1CQkLUuHFjjR49Wtu2bZMkh+ctkTaOfhzyyCOPuLVNR/XzIxVkFInYAOCE8uXL281iGBMTo/bt2+vSpUsua+fy5cvq0KGD9Tb0CScfKlWqpFq1armsneyqY8eO1v8bY7Rp0yZmWfJSSS94ZEZSRdI2kp6UgHvduXNHX3/9tVq0aKFy5cpp5MiROnLkiPVEOgewrpX0QDLpbAjukLQNbnftvKRJoZJUokQJt7aZuP6EpLiUJL0tKYnYzLrmzbi9PEJCQvTyyy9r9+7d+u233/Tcc88pT5481ueTm/H19OnTeuedd1S2bFl16dKFH0Mko0SJEvrhhx80c+ZMh7NjS/8m486dO1cXL160mwU74fV++umntW/fPpvjQLhe0tt07ty5060XJX777Te7C5n33nuv29pD6nbs2KF+/fopNDRUvXv31tatWx3+QEWyTYZK6c4CZ86cUdu2bfV///d/md4fb7Bw4UKbH4eHhISoU6dObmuvU6dOKliwoHU5JiYmxTviwFbS80ep/bA/f/78dmUnT55MU5vBwcE2y+fOnUvT9jlN0mOx1GYRLFKkiF1ZWif8SHrOI7Xkb6Qu6Tg6877566+/7H4kXaxYMZUvX96pNpMe1zFJhL2k3/0p7Qs4s74zD+nfz97Q0FDde++9ev755zV58mSdOXNGn376qQIDAzP7ZchWFi5caDN2xYsXV6tWrdzW3iOPPGJ3PmvhwoVuay+7SfoZ5+g7LDFH74+0fkc1aNDA5jh969atadoe9t9pzvwI8uDBgzp79qxNWUhIiKpVq+ZUm0n3UePj453aDrbYH8kZjhw5oqlTp+rJJ59U0aJFde+992rIkCFatWqVdeIwR9evE++r8KOwtPH19bUrSzobvKs5qt9RHEBakIgNAE4aNGiQzUUm6d+Dnocfftgls3oePXpUDz/8sA4cOGBzkdlisejVV1/NcP05Qf369VWvXj3rcnR0tKZPn+7BiJBepUqVslnOjIS+pAfBpUuXdnub+He21j59+qh48eJ69tlntXbtWsXHx9scvJKA7XpJE0STXsR1h6QnqJLOfI/kOfrRl5+fn1vbTFp/aj88CwkJsVnm9njMuubNuL08EqtSpYpq166tkiVL2lzoSGmW7NjYWC1atEiNGjXSo48+qh07dngq/Cztueee0969e9WmTRubGdASv5aOZsG+6667tGLFCs2ZM8fu+weu9+CDD9osx8fH68svv3Rbex999JFdmbOzRMF1bty4ocmTJ6tOnTq67777NHXqVF2/ft3h557073vT399fXbt21fr163Xy5EmNHj1aZcuWtUvESvwef//99zVhwgSP9DErW7NmjfX/FotFTZs2dev+v7+/v5o1a2azL7J27Vq3tZfdJE2sTu1YKHHSe4IjR46kqc2kbTg7E19OFRYWZvM5lNoM5I4SmtK6f55w14AETPiQcYULF7aZvX/v3r2pbrN8+XLr/xO2TcsdxpIeGzo6bs+pRowYofj4+BQf77zzjqT/XU+zWCypbuPMIy4uThERETp16pS2bdum6dOnq0+fPhwbuMj69esl/e8906RJE7een09ow9k788FW0juypfY55egHYWn9QVfiu/4ZY7g7cTok7A8mvjNYan744Qfr/xPeLw888IDTbSb9Tks6yzKcw/5I9nT+/Hl9++236tWrl8qWLat77rlH/fr108KFC3Xp0iWHiddJJ+iwWCy677779Prrr+vnn3+2GzekzNF16sQTo7iDo7t9ZMb1cmRvJGIDgJO6d+9uMwtTws7VX3/9pRo1amjSpEnpmtnizp07+uSTT1SzZk399ddf1vKEHbZq1aqpR48eLuhBzvDxxx/b7Pi+8847Lp21HJmjRo0aNifeXPFjh9QkXPRKaLdmzZpubzOnOnPmjMaOHatKlSqpUaNGmj59uiIjI1Od/TrholmVKlUyO+RsJ+nBa2bMnpV0Zl933M4yu3I0s+7p06fd2mbSWThSSypNeuLW39/f5TF5G2Zd817cXh7Sv7cMffbZZ1WyZEkNHjzYemtkRzPAJpb0JPzq1atVv359DR06lB8hORAaGqrly5fro48+srmQJdneMjnhub59+2rv3r169NFHPRVyjtO2bVub5BljjD7++GO3/Fh206ZN+uGHH2zGPjg4WE2aNHF5W3Bsy5YteuGFFxQaGqr//Oc/Cg8Pd3ixUfrfD1LCwsL0/vvv69SpU/rmm2/UqFEjlSxZUm+99Zb++ecf/fjjj3rssces2yRI+Ht6++237WZ2y+n27dtn83mY9Mfq7pC4DWcTCvCv0qVL2/xtp/b56OicxqZNm9LUZtK7JnF8nbJKlSpJ+t/nTtIk6aSKFy9uvWNNwjZr1qxx+seWFy5c0ObNm22+zwoVKpTO6JEg6bnaffv2pfrj5e+++85un71p06ZOt5n0uC61Y0MgO0g6WVRqP053haTnRBzdHRCOJU2sTu3HWY7OYaX1zhxJZ9XmzohpV61aNZv9x507d6b6Os6fP9+uLC3faUnrd5SUj9SxP5I9XL9+XT/88IMGDRqk6tWrq0SJEnr66ac1c+ZMHT9+3KnEa2OMKlWqpP79+2vJkiW6fPmy/vjjD7333ntq3rw5d+hIowoVKtiVufs6qKNzUY7iANKCRGwAcJLFYtG0adMc3kbk5s2beuWVV1SiRAkNGDBAS5cuTfEi0vnz57Vs2TINHDhQJUqU0ODBg623MUm8I54rVy7NnDlTPj58XDvr/vvv11tvvWV9LS9duqTWrVszM4yXSZxYYYzR2rVrFRkZ6bb2IiIi9Ouvv9q8/x555BG3tZcTRUdHa968eXr00UdVpkwZvfXWWzp06FCyF/UTJDx/1113aciQIQoPD9fu3bs91Ivso2jRopL+l+DkzIwLGXXw4EGHMSB1jk6Qb9++3a1tbtu2zeb9mNrsXdevX7dZdvcv1b0Bs655L24vn3NdvnxZH330kSpXrqwmTZro66+/1u3btx3urySUBQUF6e677052xlfp3xmqJkyYoEcffZTjEgeWLFmicePG2SVeJ73Vat68edWwYUNm/slkJUqUUMuWLW3G48KFC3rmmWdcejvcS5cuqWvXrtblhPdcjx49uC2om127dk2ffvqpatSooQceeECzZs3SzZs3k/3hiTFGPj4+at++vX788UcdPnxYQ4cOtSYtJtWqVSstW7ZM27dv1wMPPGD3dxMVFcXdzJJIeleTzJitLun+O3dWcV7SJN89e/akuH7p0qWtyRMJ2/z6669O3x4+MjJSmzZtsnlfJvf+w7+SHmsdPnzY7seXSSX9vLpy5Ypmz57tVHvvvvuu9Qd4Cd9nTCqQcbVr17YrmzRpUrLr//zzzw7PdzVv3tzpNnft2mVzp5YyZco4vS3grZJObOTuu/I5aoPEXuclPZ+U2kQQxYoVsytL62QAScfH0SQiSFniid+kf+88NXny5GTX//PPP/Xnn3/aXT9Ly3fa3r17bX5kzV2B04f9Ee8UHR2tdevW6e2331bDhg1VqFAhtW/fXp9++qn27t3rdOL1XXfdpR49emju3Lk6ffq09u7dq08++UTt27cnQT6DatWqZXfn0fDwcLe2mfQulgEBAQ7f40BakNkHAGlQq1YtTZkyxaYs8U5YRESEvvjiC3Xs2FF33XWXChYsqHLlyunee+9VnTp1dPfdd6tgwYIqUaKEHn/8cX3++ee6du2a3QywCRe1pkyZYncwhtSNHDlSvXr1sr6u27ZtU7169VKd7QRZR/v27W1miomKikrxJERGTZ482WZWm4IFC6pDhw5uay8n+fPPP/XSSy8pNDRU3bt3108//aS4uDinkq9DQkLUt29frV+/XsePH9e4ceOYqdxFypcvb72gaIzR77//bjcDsiudPXtWv/32m83Jonvuucdt7WU3YWFhdmXfffed29rbs2ePdQa8hL+T1E7uJZ2JmdvBMuuaN+P28jnPr7/+qq5du1p/+HXw4MFUZ4CtVauWJk+erDNnzujQoUPauHGjnnvuOQUGBjpMyDbGaN26dfrPf/7jqW5mOZcvX1bXrl3VqVMnnT9/PsXX3GKx6MaNG+rRo4fatm3r1v0W2HvzzTet/0/4e169erXatWuXaiKbM/755x81atTIbqabwMBADR48OMP1w7HEM/8PGjRIe/bsSfWzLzQ0VMOHD9exY8e0ZMkStWrVyun2atWqpQ0bNqhHjx52ydhr1qxxad+8XdL3lbtngZLs74jjivd2TlG1alWb5YMHD6Z6F4x69erZvA/OnDmjRYsWOdXexIkTrfuKHF8756GHHrJZNsZo48aNKW7TrVs36/8Tvvtee+21VI/rZs6cqc8//zxDsx7CsXbt2tndpWPSpEn68ccf7da9du2aBgwYYF1OeL9Vq1bN6ffLtWvXdPjwYZuyu+++O73h50jBwcEqU6aMSpcubf0XWV/SpFpP7Ic4ey4MUrly5Wwm+Urth/3Vq1e3K0vtOzGppBOEMLNy2iWejCrhO23s2LEOkw6joqJsvtMSlC1b1uF4OnLz5k1rwn3CdyLfaenD/oh3GTdunB5++GGFhISoefPmeu+99/THH38oNjbWqcTrggULqlOnTvrvf/+rQ4cO6fjx45oxY4aeeuophYaGerp72UpQUJCaNWtm85327bffurXNr7/+2vp/i8WiZs2aZcoP4ZHNGQBAmk2ePNn4+fkZHx8fu4fFYknTw9H2fn5+ZurUqZ7uptcbNWqU8fX1tb6u/v7+pmvXrmbdunUmOjra0+EhFePHj7e+RywWi8mdO7fZu3evy9vZs2ePCQwMtLbj4+NjPvjgA5e3k5OcO3fOfPDBB6Zq1aoOPxuTfuYl/n/evHlNt27dzPLly01MTIynu5JtjRw50ub95ePjYwYMGOC29gYPHmzX3ogRI9zWXnZz7tw5u/eKr6+v2bBhg1vaa9Wqld149e7dO8VtGjZsaBNj8+bN3RKbN/niiy9sXkdfX19z8+bNFLfp0KGD3Ws/ZcoUp9obMGCA3bbt2rVzRVdynEaNGtl8Z3Xt2jXF9Y8fP2732j/77LNpajPp+y5//vwZ6QKccP78eTN27FhTvnx5u/2V5I7z8uTJY3r06GH++OOPZOu9du2amTBhgilRokSy+z1//fVXJvY0a5o/f74pWrRosvuJyS0nlAUHB5sZM2Z4uhs5SteuXe3GxMfHx5QtW9Z89913dusn/VwcM2aM3TrXr183Y8eONSEhIQ7rHj58eGZ0LUe5dOmSmTBhgqlUqVKqx2qJx+Lhhx82ixcvNrGxsRmO4c6dO6ZIkSI2bRQvXtwFvcs+ChQoYPP61KpVy+1t1q5d2+Z9W6BAAbe3mV1s377d7jMvtWO16dOn233uFStWzJw6dSrF7VavXm0CAgLs3qNjx451ZZeypWLFiqXpGPf27dsmODjY4f7g6NGjzdGjR23W3759u3nmmWccnuvKlStXqmML5yQcqyW9ltKjRw8zf/588/PPP5tJkyaZsLAwh/sWH3/8sdNtrVy50u69nZbtAW8VEhJi896pWLGi29usUKGCTZshISFubzO7ePnll20+q8qWLZvqNiVLlrR5vfPnz28iIyOdau/o0aPW664J21eqVCmj3ciR7r33Xrv9jLx585qRI0earVu3mr///tssXbrU1KtXz+F32ujRo51ua+3atXbfaePGjXNj77I39ke8R+LXLqXr1AmPoKAg07p1azNhwgTO33rAqlWrbMbMz8/PbNq0yS1t/fbbbzZ5RD4+Pmb16tVuaQs5i8UYF95DEgBykFWrVqlHjx66cOGC3QwXSSV81DqzXmhoqObMmZOmW9Lgf3r27GmzvGXLFh04cMBmFlZJypUrl2rUqKGiRYsqODjYJbdXs1gs3E7XheLj49WoUSPr7J7GGBUrVkwrV6502W1hwsPD1bp1a50/f976t9GwYUNt2LAh1fcrbMXGxmrZsmWaOXOmVq9ebZ31OoGj1zPhPZnw79y5c9WhQwe7WyLD9bZu3aoGDRrY3Ylh1apVatGihUvbWrdunVq0aGEzA7fFYtHmzZtVr149l7aVndWvX9/m9oPGGJUtW1YbN25UiRIlXNbOuHHj9MYbb9jNQrpkyRK1a9fO4TbGGOXPn1+3bt2yrt+zZ09NnTrVZXF5o3379qlatWo2n3MrV65McebI+fPnq2vXrjavf1BQkH777TfVqFEj2e1mzpypXr16WZcT2pswYYIGDRrksj7lFH369NG0adOsY1e1alXt3r07xW1CQkIUGRkp6d/Xv2TJkjp+/Lh8fFK/EVlkZKRKlixpnXky4f2ddLYTuMaqVas0depU/fDDD9bZTxIk3V9JeK5ixYrq16+fnnvuObvb/ibnzp07Gj16tMaNG2dTn8Vi0YABAzRx4sQM98UbXbx4US+++KKWLFni8Dg5YZ9k0KBBCg4O1rvvvquYmBibOhJv9/DDD+vLL79UqVKlMq8TOdTVq1dVp04dHT9+3FqWeCyKFSumjh07qmHDhqpUqZLq1q1r8x04ePBgPf3007p8+bIOHDigdevWac2aNYqIiHD4t1C3bl39/vvv8vX1zdyOZlO//vqrvvzySy1dulTR0dFOffYVLlxYPXr0UN++fV0+41aPHj00Z84c699IQEAAtzRPpGbNmtq9e7fNe2jv3r3WO6642v79+1W1alVre9K/s7RxZznnGGNUqFAh6+eZM9/1kZGRKl68uM2Mn8YYFSlSRB9++KE6deqk3LlzW5+7dOmSPvnkE40fP17R0dF2x/L79u1ThQoV3NbH7OD555/X7NmzrX/nRYsW1alTp1I8Jzxx4kS98sorNu/FxOeX8+TJo+DgYF25csX6GZb4+YT/v/DCC/ryyy/d38kcYN26dWrWrFmyY5Ig6b5FwpgfPnzY6VnuXnjhBc2cOdOmjU2bNqlBgwau7RSQxdStW1c7duyw+dvfsmWL7rvvPre0l/g8dcJ7t3bt2nazLsOxGTNmqFevXjbjdfXq1RRnqX7qqaf07bff2mzz7rvv6o033ki1vW7dumnevHk223bu3Nmtd2/MrhYtWqTOnTun+p0m2e9f5M+fX4cPH3b6bogDBw7UZ599ZtPGr7/+anfXEDiH/RHv4ePjk+y4SJK/v78aNGig5s2bq3nz5qpfv75LckaQfm3atNGPP/5o/ZsvV66cfvvtNxUvXtxlbZw5c0aNGjXS0aNHrX8frVu31vLly13WBnKwDCZyA0COdunSJdO3b1/j7++f7MxpzjwSZsYYMGCAuXr1qqe75dVSmsEptV88ZuSRUBdc69KlS6ZatWo2v34MCgoyY8eONVFRUemuNyoqyrz33nsmKCjIpu5q1aqZS5cuubAH2d+OHTvMwIEDTeHChZ2aUc3R87x/PKNy5coOZ3Zavny5y9pYvXq1yZcvn93YV6lSxWVt5BRJZ0xLeD3DwsJc8sv8mJgYM3ToUIfv1zJlypi4uLhkt928ebPd+/nzzz/PcEzZAbOueaeJEyfa/E37+/unut/x8MMP270P5s+f71R7o0aNstu2VatWrugK/r9Tp06Z0aNHm7CwMLvvpOT2VQICAsyTTz5p1q5dm6G2//vf/9rNvlKnTh3XdMzLfPPNN9Z9xuSO2ypXrmw2b95s3WbXrl2mTp06ya5v+f+zd02ePNmDPcs59uzZY53J3NFYJLfPn9pxQdKysmXLmrNnz3q6u14vPTP/WywW8+CDD5qvv/46Q8fcqRk+fDjHgyl4/vnn7V6fxx57zG3ttWnTxq69Hj16uK297KhLly42r2GZMmVS3eatt96ye90T/s2TJ4+pWrWqefDBB03lypWtd2ZMus/v4+NjOnXq5P4OZgOrV6+2+/ybPXt2itvExcXZzBaf3Hdcct93CcfsV65cyaRe5gw9e/ZM035HwvLMmTOdbiM6OtpuVuDAwEDusokc4aWXXrI7hr3//vtNfHy8y9uKi4sz999/v9334IsvvujytrKrw4cP271+ixYtSnGbFStW2O1TBAQEmB9//DHF7RLfZTNxexyPp99jjz3m1H5G0tc8LbNZx8fHm+LFi9vU4e/vb27duuXGnmV/7I94B0fj4O/vb3r27GlWr16d6h1MkfnOnz9vdw4/LCzM7N692yX179q1y5QpU8am/nLlypnz58+7pH6ARGwAcIETJ06Yt99+21SsWDHFE7GOHlWqVDGjR482p0+f9nQ3soWkJ4hSuvCb1rFK7cGFQ/eIiIgw7dq1szuZVKpUKfPmm2+mKQHxr7/+Mm+88YYpVaqU3d9A+/btnb79Wk538eJF8/HHH5uaNWs6fD+ldFHf39/fPPbYY6Zt27ZcePewuXPnOjwJ4efnZ1588UVz+fLldNd97do1M3DgQLsfKiX8f+7cuS7sSc4QGxtrqlSp4vC9lTBmhw8fTnO9MTExZtGiRaZixYrJXtifM2dOinUMGTLE7v28Y8eO9HY1W+nRo4fNa1OsWDETExOT4jYff/xxsgkZPj4+JigoyNx1110mT548dmOV+P+pJX0jedxePnuIi4szy5YtM23btjX+/v6p7q8klIeFhZn33nvPpSdfK1WqZNNOoUKFXFa3Nzh37pzp0KGDzevs6Lts2LBh5s6dO3bbx8bGmjFjxpjAwMBkx83Hx8c0a9bM7gcrcL29e/eacuXKueQY29H2FStWNMeOHfN0N73etGnTrN8vznz2FShQwPTv39/s2bMnU+J79913OR5MweLFix3u33344Ycub+uDDz5w2FZqCTywlXjMEv79/vvvU9zm9u3bpmzZsil+lqb0HrZYLKZw4cLm+PHjmdRL7xYbG2uKFCli83pWrVo11e3OnTtnPefv6HxXco+E8QkPD3d/53KYmJgYm3PFzoxFWpM658+fb/eebtasmZt6BGQtP/30k8N9g5dfftnlbQ0cONBhW6tXr3Z5W9lZQkJZwuv31FNPpbh+TEyMCQ0Ntfus9PX1NT179jRr1641Fy9eNLGxseb8+fNm0aJFpnHjxg7PQebLly9D1xFyusjISFO/fv00fae1a9cuTW2sWrXK7jvt/vvvd1OPcg72R7yDo+srCZ93derUMcOGDTM//fSTuX37tqdDRSL//POPueeee2zGz9/f3wwYMCDdEzecO3fODBgwwAQEBNgcE1aoUCFd11aB5FiMSTTvPgAgw44dO6atW7dq7969OnnypC5duqTbt29LknLnzq3ChQurdOnSqlatmurXr88tlF3s/7F332FNZF8fwL+hCApSdEVUxN5A1oYoooBdsfeCgr1jW1d/KirqomvZta6ujaai2MvasGAHUbECNiyooEjv0ub9wzcjQwIESDIkOZ/n8ZEZMnNPEjK5c+fMuWpippiRB+b/pwPKzc2Ve9uKYNWqVWXex5EjRxAWFsaZok74Xuvo6MDCwgKNGjWCnp4eO+1acnIykpOT8fr1azx79gxpaWkAuNMOCQQCmJmZYdiwYZz2li9fXuaYlUlubi7OnTsHT09PnD9/Hjk5OUVOZy3E5JtO0MnJCaNHj0a1atXg7u6OZcuWcabTos+P/Nna2uL27duc90/4fujp6WH48OEYPXo0OnToAE1NzSL3lZOTg8DAQPj6+uLIkSNITEwUOyVvx44dcePGDZk+L2X16NEjdOjQAVlZWZz1+V/ntm3bolevXvj1119hbm6OKlWqoHLlytDS0kJKSgpSUlIQGRmJp0+fIjg4GKdPn0ZCQoLIcVVo4MCBOH78eKEx5ebmol69evj8+TMbS9WqVfH161eoqalJ8+krJH9/f/Tq1Yvzunp6esLJyanQbfLy8mBpaYnHjx+LfDYLU/BxderUQUhICAwNDcv4DFST8O+YppdXTB8+fMC+ffvg6emJqKgoAKJTgeYnfM0dHBwwbdo09O7dW+rnEzNnzsTOnTvZfo+6ujqys7Ol2kZ5tX//fsybN4/9rin42jIMA3Nzc3h4eBQ71XVYWBjGjx+P+/fvFzqtqI6ODtauXYtZs2ZJ94kQjoSEBEyfPh1Hjhwp9jxAqKjPlfCxw4YNw65du2BgYCC1WFXVypUrsXLlSgCFH/sAoHXr1pg2bRpGjx6NSpUqyS0+Oh8sWsE+NvCzz/+///0Pq1evLnNfOy8vD66urli3bh1nPcMwMDExwbt376Curl6mNlTJ9+/fYWRkhJSUFHZdu3btEBgYWOR24eHh6NKlC2JiYkR+V1z/RVtbG2fOnEG3bt3KGL3qyM7ORl5eHmedlpZWsdt9+fIFkyZNwvnz5wFI9p3WqlUrHDt2DPXq1StDxKQwOTk5WL9+PdasWYP09HR2ff5xY+BH33D58uX4/fffS7R/KysrPHz4kLNuw4YNmD9/ftkCJ0RBNGvWDK9evWKXhf2QUaNGYefOnahcuXKZ9p+SkoJp06bh8OHDIr9r0qQJwsLCyrR/VTNr1izs2LGDPQbq6+sjKiqKMw5V0IEDB+Dk5MTpj4s7Z89P3Fj/b7/9hvXr10v9OamSlJQU/Pbbb9i3b5/Y/l/+ddOmTcPmzZuLvVaTX/fu3XHt2jXOupUrV8LV1VUK0as26o+Uf+LyRsR9zipUqID27dujW7du6Nq1K6ysrOj6Fs8SExMxc+ZMHDp0iPMdpaamBnt7e/Tv3x8tW7aEhYWF2HHEpKQkPH36FI8fP8aZM2dw/fp15OXlcd7/UaNGYfv27TQOSaSKErEJIYQoFT47xXThsHDSSpAvOBAkSSJwcY8tbHCJ3ssfnj9/Dk9PTxw8eBDfvn0DUPzrLvx9zZo14ejoCCcnJ5ibm3MeQxfey4ePHz/CyspK5KJvwYEIDQ0NNG3aFE2aNIG+vj709PQgEAiQnJyMxMREvH79GuHh4WxSWWEDhkZGRnjw4AFMTEzk8fSU0vHjxzFy5EiRi8clOR6K207cYFT79u1x5cqVIpNyfH19MWbMGM66CRMmYO/evRLHoMxyc3NRo0YNxMbGsuvMzMzw/PnzIrf7+vUr7Ozs8OrVqxK/n1WrVsXly5fRsmXL0oZNAIwYMQJHjx5lv6dMTU3x/v37IrdZtmwZ3N3dxV7E0tbWRr169WBoaIi4uDi8fv2aHfgreBFr8ODBOHr0qByepfLIzc3F6dOnsXv3bly5cgXMjxng2N8XNuBubGyMiRMnYsqUKTK9QXbVqlVwc3NTqX5PdHQ0pkyZgvPnzxfaL9DQ0MDChQuxfPlyVKhQQaL95uXlYePGjXBzc+Pc+CDcp7Cdjh07wsPDAw0aNJDSMyLiXL16FcuXL+ckGpamH2JhYYG1a9fCwcFB6jGqKmEitrjjX6VKlTBixAhMnz4dlpaWvMQnPB8UUoXjYknt378fzs7OYvsVZmZmWLduXak/M+fOncOiRYsQHh4uti9S3I2DRLzIyEi2GIdQkyZNit0uPDwcI0eOxLNnzyQ6hjIMg5o1a+LkyZPF3sREpOvChQvYs2cPLl++zBZ7yE9DQwPW1taYMWMGhg8fzkuxEFXz7ds3nDp1CpcvX8bHjx8RHx8PXV1d1KlTB/b29nB0dETVqlVLtM/r16+jS5cuIutfvHhBN8sSlXH+/Hn07dtXbD/kl19+wYoVKzB27NgSJ2SnpKTAx8cHq1atQmxsrNh+yJkzZ9CnTx9ZPC2ldefOHXTq1InzPm3evBkuLi5FbtejRw9cuXKl1IUgWrRogcDAQGhra5f9SRA8f/4chw4dKvQ7bdKkSTAzMyvRPkNCQkTO+QQCAR4+fEhjx1JE/ZHyS1dXVyRJPr/Cxo8rV64MOzs7dO3aFd26dSvxZ4+UXv369TnLnz59YseLCrueqampicqVK6NSpUpIT09HSkqKSBGU/NsyDANNTU3UqlWrTLEKBAJERESUaR9E+VAiNiGEEKUyfvx4Xtv39PTktf3ySpiILc1uR1EnS2V9vKpfBE5ISICvry88PT3x6NEjAJInX+vo6GDQoEFwcnJC165dC73oRInY5cejR4/Qo0cPxMfHi/xO0kqGxT1OmBzq7++PVq1alTFicu7cOTg6OiI5ObnEx8KCCvs89+nTB4cPH4aOjk6R2+/Zs0ekSo2TkxO9z/lQ1TXFdPLkSQwZMoTzPXXixAkMGDCg0G0yMzNhZmaGDx8+cNYX/A4t6uawqlWr4uHDhzA1NZXis1F+q1evhpubG4Diq0cKBAJ07twZ06dPx8CBA+VS7VPV+j2enp747bffOFXl82MYBhYWFvD09ETr1q1L1caLFy8wYcIEBAUFFfpdWLFiRfzxxx+YO3cuJULJ2NOnT+Hr64uLFy/i2bNnEvVHatWqBQcHB4wePRp2dnZyiFK15E/EFr4fzZo1w7Rp0+Dk5AR9fX2eIySSGDJkCE6ePCmSBAX8+J6rUaMGhg0bBhsbG7Ro0QINGzYUe0x88+YNnjx5gjt37uDYsWOIiooq9PtywIABOHHihHyeIGHl5eVh165d2LNnDx4/flzo42rXro0ZM2bAxcVFrlXsCVdWVhbCw8Px9etXxMXFQUdHB9WqVYOFhQV0dXX5Do+UUVJSEhITEznrBAIBnaPJyNu3bxEaGor4+HgkJSUhJSVFqudKNOtl6RWsslywH6KlpYWePXuy/ZCiZisV9kMuXbqE79+/F9oPmTp1Knbs2CHfJ6okWrRowSm2UqdOHQQFBRW5TVpaGnr27Im7d++W+Ibahg0b4vLly6hTp06pYyayFxkZiXfv3nHWCQQC2Nra8hQRkRT1R6QjJycH9+7dw9WrV3H16lUEBQVxEnSLuhEl/++qV6+OLl26sBWzacZ72cmfU1LwZi2h0uSbFFakryy5K8o+xk9KhxKxCSGEECJz0qqILQ+qkBxTmPPnz8PLywtnz55FVlaWRBV2GYZhpwFycnLCkCFDik3cBFQvIam8i4iIwNixY8UmMwmV9GaH/NtZW1vDx8eHqlJKUVRUFGbOnInTp08DKFn1ycIwDIMqVapgw4YNvN/YRH6iqmv8oOnlFUthlV+Bn697lSpVMG7cOEydOhWNGjWSa3yq0u/5/PkzJk+ejEuXLhVaBVtTUxOLFy/G0qVLSzSVrjgMw+Dvv//G8uXLkZGRUejUve3bt4eHh4dEVUlJ2aWlpeHZs2f48OEDvnz5gvT0dOTm5kJbWxuGhoYwNTWFmZlZmavOkKIJj4sVKlTA4MGDMW3aNLrYroDS09PRrVs3kfO0os7VdXR0OAlQBfuPRd0QJsmMOET2Pn36hIcPH4ok+bZu3Zq+ywghCi87OxunTp2Ct7c37ty5g+TkZJm2p4znXfKSm5uLYcOG4dSpU4Xe/FrSMaiiZuYbMGAAjh8/zuust6ooLS0NixYtwq5du5CbmytRIYgBAwbAw8MDhoaG8gqTEEKkIj09Hbdu3WITsx8/flzkd1N++X/fsGFDdO3aFV27dkWXLl3oeChF+XNKxF2XLsv1L2nuT5nH+EnZUCI2IYQQQmROFhWxZUlVO87i3qeiEpqaNWuGsWPHYsyYMTAxMSlRW6qSkKRI8vLysG7dOri7uyM9Pb3MyZzCac9dXV2xcOFCGkSXkXPnzmHLli24du0aW3VZ0vcu/2fdyMgIzs7OWLBgAapVqyaTWEnZUNU1+aPp5RWHuERs4THO2toa06ZNw/DhwyWqRi8LBw4cwL59+zjrAgICeIlFlvT19ZGamlpoFeyWLVvC09MTLVq0kGq7r169woQJE8RW8RL+HWhra8PNzQ0LFiygPglRCR4eHvj27RsmTJhAfTsFl5aWhpEjR+LcuXNFnp9LqrB9ODg44PDhw9SvJIQQIjOHDx/GvHnz2BuXZX2tgMabyy4vLw+zZ89mK2MXVNZ+iHD7adOmYdu2bXKZsYqI9/z5c+zbtw///fcfIiIiRH5vbGyM7t27Y8aMGWjXrh0PERJCiPTFx8cjICCATcx+/fo1+ztJE7MFAgFatmzJVsvu1KkTtLW1ZR+8klKU4n6U20AKQ4nYhBBCCJE5e3t7heg056eMyTHFEXdyU3DawV9++QUjR46Ek5MTLC0tS90WJWKXX0lJSfDw8MC///7LGXQAiq56nV+jRo0wffp0jB8/nqY9l5PIyEgcPHgQd+/exf3798VW481PXV0d5ubmsLKyQu/evdGvXz9oaGjIKVpClB9NLy9f+ROxGYZB5cqV4ejoiOnTp8PCwoLv8FRGYX1JTU1NuLq6YvHixTL7rmEYBlu2bIGrq6vIDWX5K9tYWlrC09MTZmZmMomDEEJkZd++fVi0aBHi4+OlNr7CMAwMDQ2xbt06TJo0SSr7JIQQQgrKycmBo6Mjjh07JtEMjNJA483SdfXqVUyfPh1v3ryRaj+kfv362LlzJ7p37y6VfRLpSEpKEikEUaNGDb7DIoQQmfv06ROblH3t2jVERUWxv5M0MbtChQqwtrZGt27dsGTJEtkHrWQUqYAG9TWJOJSITQghhBBCABSePFOhQgX07dsXTk5OcHBwkEoCDSViK4YXL14gKCgIQUFBeP78OeLj45GYmIiEhAQAgIGBAQwNDVGlShWYm5vD2toa7du3R9OmTXmOnHz+/BnR0dFISkpCYmIivn//Dj09PfY9q1+/PipWrMh3mISoBJpeXvaEidgtW7bEtGnT4OjoCB0dHb7DUjkF+5IMw6BNmzbw9PRE8+bN5RJDREQEJkyYgFu3bhV6gURLS0uk2j0hhCiC2NhYrF69GgcOHGDPyUqaDCU8FhoYGGDMmDFwdXWFkZGR1GMlhBBCgB/fO6NGjcKRI0cAFP29Je2UBRpvlq7v379jx44d2Lt3L8LDw9n1pZmZr0mTJpg8eTJmzJhBVUMJIYSUWy9evGATs69fv47ExET2d+KKQORH/ZDS8fb25juEEnF2duY7BFLOUCI2IYQQQggB8DN5Jn8VbIFAAFtbW7i4uKBfv37Q1NSUSluUiE0IIYQQabl27Rp0dHRoelye5e9LamlpYfny5Vi4cCEv00tv27YNS5YsQVpamsiFEep3EkIU3ffv33H8+HGcPHkSwcHB+Pjxo0TbmZiYwMrKCgMHDsTQoUMp8YkQQojM7d27F1OmTBGbrJt/5pratWvD0NAQenp6Uq2EqIqzXsrD3bt32X5ISEgI0tLSinx8pUqV0Lp1a7Yf0rFjRzlFSgghhEgHwzB4+PAhm5h9584dZGRkFNrHofFHQlQTJWITQgghhBAA3OQZofwnkAYGBhg+fDicnJxgbW1dprYoEZsQQgghRLkIEyasrKzg6emJZs2a8RrPu3fvMHHiRFy/fp3t01K/k6gKd3d3LF++nF0WCATIyclRmvYIV0xMDJ4+fYq4uDgkJiayVbr09fVhYGCAqlWrwsLCAsbGxvwGSgghRKWkp6ejQYMGiImJ4axnGAYVK1aEk5MTRo4cCUtLS5rRSIHl5eXh7du3RfZDGjRoINUEe0IIV1xcHM6fP4+7d+/i69ev+P79O2rWrInGjRtj6NChqFevHt8hEqJUcnNzcf36daxevRo3b97kXFun696EqLayzytPCCGEEEKUSmHTKSUkJGD37t3YvXs36tevDycnJ4wZM4YGcQghhBBCCLS1tbFq1SrMnz+/XFxkr1evHq5du4adO3di0aJFSE1N5TskQuRK3vVXqN4Lf4yMjNCtWze+wyCEEEI4zp8/j69fv3JuigSAjh07Yv/+/ahTpw6f4REpUVNTQ8OGDdGwYUO+QyFEoTAMg4yMDM46dXV1aGlpSbyP3NxcuLm5YfPmzUhPTxf7mP/973/o06cPdu7ciVq1apUpZkJU2dOnT9lq2Ddv3uTMBkHjIYQQIUrEJoQQQgghAIAJEybg6NGjSElJAfAjIbvglErCk8mIiAi4ubnBzc0NHTp0gJOTE4YPHw59fX25x00IIYQQ1fbx40e8e/eOs87W1lZp2lMUjx8/RuPGjfkOQ8T06dPh4OCASZMm4erVq3yHQ4hcFZzxSNnaI4QQafPx8ZHKfszMzGBpaSmVfZGfVq1axWv7+Wd/IMW7cOEC+7OwMmSbNm1w6dIlVKxYkcfICCGEf9u2bcO8efM46+bPn48NGzZItP3379/Rt29fXLt2rdhzsP/++w83b97EhQsXyjzbLSlcTk4Onj59isePHyM0NBRxcXFITk5GSkqK1CojCwQCGtuSk3fv3uHKlSu4evUqAgICEBsby/5O3Geu4PV0QohqEjA0MkoIIYQQQv5fRkYGjh49Ci8vL9y4cYMdJBcn/zRLAKClpYW+ffti7NixcHBwgLq6eqHtuLu7Y9myZTRFEyE8+vTpE+7cuSMyXWHbtm35Do0QXv333384ceIEuywQCLBv3z6laU8Zubu7c5IiBAIBcnJylKY9Ij27d+/GwoUL2emyifQkJycjPj5e6hcZAbrRoTTkfb5F53eEEL4Jk10Kql27dolmclNTU5NKEkW1atUQHh4OQ0PDMu+L/CSt96e06LutZFq2bImnT59y+gf3799H69at+Q6NEEJ4Z2Njg8DAQHZZU1MTERERMDExkWj7yZMns+OHxX03Cq/lGRgY4NatWzA3Ny9l1ESchw8fYu/evThy5IhMx5voXFu2YmJicO3aNbbq9YcPH9jfFUyrLO66OQDo6+sjISFBNsESQsotqohNCCGEEEJYFStWhJOTE5ycnPDhwwd4enrCx8cH79+/B8A9uSw4rWRmZiaOHz+O48ePo2rVqhg1ahTGjh1LFYAIKWeuXLkCV1dX3L9/X+zvTU1N4eLignnz5tFd/HIki8Q1U1NTqe1LlTx58gReXl6ci8WyTIyWd3vKSt51BqiugWKaMmUKHBwc+A5DKURHR+PgwYO4efMmHj9+jM+fP8ukHbrRgRBCSHESEhJgY2PDzvAm9MsvvxR63lucsvb1vn37huXLl2Pbtm1l2g8Rj4++OI2PlFxMTAzndTMzM6MkbEIIARAbG4ugoCDOWKCDg4PESdi3bt3Cvn37xH435f+OFP5e+H9iYiLGjx+P4OBgKTwLEhsbiwULFmD//v0AZNs/oX6I9KWmpuL69ets4nVoaCj7u9IkXmtra8Pa2hpdu3ZF165dqeARISqKErEJIYSUe9KaElIenJyc+A6BEKmpU6cO3Nzc4ObmhoCAAHh6euLEiRNIT08HIDqIA/w86YyNjcX27duxfft2NGnSBE5OTnB0dETt2rXl/0QIURJnz57F6tWrOev69+8PV1dXiffh5ubG7qOwgcEPHz7g999/x5EjR3D69GlUr1699EETEVlZWThz5gxu3bqFR48eITQ0FElJSVIfqKXENaKKhBewlLU9Ih2SXth8/vw5QkJCOOvofA949eoVfvvtN1y8eBF5eXkA6MYEAvZvQUhNTY2nSAghqujvv/9GcnIyZ52amhp8fX1LfXNqWZNdGIbBnj178Pvvv9MNsjIg72Qk6uuUjrBKvTDJ0MbGhueICFFdNINR+RIUFCQyG23//v0l3l7c9QCGYaChoQFra2uYmJjg69evuH37NrKysjjtPHz4EPv27cPEiRPL9iRUXEREBLp27YqPHz+KzB5Myqfs7GzcvXuXTby+f/8+eyyUNPE6/2PV1dXRpk0bNvHaxsYGWlpasnsChBCFQInYhBBCyr1x48YpzMkLXZgnyqpz587o3LkzduzYgcOHD8PLywt3794FIL5KNvDzZPTFixdYunQpXF1dYWdnh7Fjx4pcICOEFM/DwwMPHjzgVMrYsWOHxNvv2LEDq1atYpeLG0wKDg5Gz549cePGDejr65cpdgIkJSXBzc0N+/fv50xJRxd0CSGkfDp9+jSWL1/OWafq53vr1q2Dm5sbsrKyxFbZkjb6jlQcaWlpnGVdXV2eIiGEqJqEhARs27aNM2ubQCDA7Nmz0bVr11LvVxoJNdnZ2fjrr7+wZcuWUu+DiCeNPkJxVURJ2WlpaXFuEDcyMuIxGkJUC81gVL7du3dPZF2fPn0k2jY8PBy3bt0S6fu0bdsWfn5+qFu3LvvY6OhoODo64vr165zHb9++nRKxy+DLly+wtbVFdHQ0AOpTlGcPHz5kE6/v3LmDjIwM9nelqXptbm7OJl7b2dlBT09PNoETQhQWJWITQghRGOX9pEVRksUJKQtdXV1MmjQJkyZNwps3b+Dh4YH9+/ezA3lFJWUzDIPr16/j+vXr8g6blEBOTg6ePXvGVuqNj49HUlKSVCtlCAQCXL16VSr7UhXp6em4ePEip/pqu3btYGlpKdH27969w/z58yX+rhK28+zZM0yfPh2+vr6ljp38qGY+depUfP36tUTVFUqrvPeZCCFEUQgvaBasVKWKFi1ahI0bN1KlJyLW+/fvOcuVK1fmJxBCiMrx9vZGcnIy53upVq1aWLNmjVT2X5pzK4FAwPYfvL29sXbtWlSqVEkq8ag6W1tbqfRBcnJyEB8fj2/fviE2NpZdn7/fV7duXapmXkZGRkZ49+4du/z9+3ceoyFENdAMRorh9evXnOUaNWpIfLPKgQMHRNYZGhri/PnzqFq1qsh+//vvP1haWuLly5fs99zTp0/x/PlzNG/evPRPQoXNmTMH0dHRIn0S4WfNwMAAFhYWaNSoEfT19aGrq0uzRvGkbdu2nJsQ8pMk8bpu3bps4nWXLl3opjJCSLEoEZsQQojCKM8Xemkgg6iihg0bYs2aNXB3d4e/vz88PT1x+vRpdlBdXFJ2UZ+V6Oho1KhRQ7ZBk0I9fvwYe/bsweHDh5GYmCizdiiRqXQePHiA79+/s6+dQCDAoEGDJN5eWL2yYDIZwzCoUKECqlativj4eJE2GIaBn58fpk6dCjs7O+k/MRVw/PhxjBo1iq0OQ3//hCi+gtWeNDRoeI0ot0OHDmHDhg1sYll+dC5M8vLycPPmTc7fBp3XcXXp0kXs+qJuUC1sG3mgG2eJIjl69Cj7s/Bc193dHdra2mXet0AgwODBg9G3b1+Jt/H19cXly5fZY2JKSgpOnDiBMWPGlDkeApkUd3j//j2uX7+OHTt2cGYhi4mJwYoVK1R+RpSyaN68Od6+fcsux8TE8BgNkaasrCy8fPlSJgU8AJqJqLRoBiPFkf9GVoFAgBYtWki87ZkzZ0SqYbu4uIgkYQtVqlQJq1evxrBhwzh/C5cvX6ZE7FJ49OgRjh49KnZspG/fvpg/fz5sbW0p8bqcKeq6ZP5jmZGREbp06cImX+evME/kIzIyktf26UZMUlZ0pYgQQgghhJSJQCBAz5490bNnTyQmJsLX1xdeXl548OAB+/v8jxXKX02PYRjUrl0btra2cHR0xJAhQ2BgYCDX56GqUlJS8Pvvv2Pv3r1s5XJZoQTU0gsKChJZ179/f4m2/fbtGw4dOsRJsAaAKlWqYPPmzRg6dCi0tLSQm5uLU6dOYfbs2fjy5QtnH3/++SclYpfC48ePMXr0aOTk5NAUhaRQmZmZnOWKFSvyFAmRVHJyMmeZKr8SZZaSkoL58+eLrBdexLK1tcWAAQPQsmVLTrUn6vepDnd3d3z58oVzw19JEglUQf6pwIWKu0FV3DbyQDfOEkXy+fNnBAUFcf5m69atK9Wk51atWsHZ2Vnix1taWuLXX3/lrDt27BglYpdjdevWxbhx4zBu3DicOXMGkydPRmxsLNLS0jB+/Hh8/PgRS5cu5TtMhdStWzc2YZBhGNy7d4/vkEgZ3L9/H97e3rh16xZevHghcoOyNFEidsnRDEaK5fPnz5zzJ0kT/2JiYhAaGiry/k6aNKnI7QYMGAA9PT2kpKSw6x49elTywAmOHTvGWWYYBpqamvDw8ICjoyNPUZHiiLs2DQB6enqws7NjE6/Nzc35CI/kU7duXd6+wwQCgUz7N0Q1UCI2IYQQhUCJSoQoBgMDA8yYMQMzZsxAWFgYPDw8cPDgQXz9+hWA6ABg/s92Xl4ebty4gRs3bmDmzJno1asXHB0d0b9/f2hpacn1eaiKL1++wNbWFhERETRIW86FhYVxlvX19dGkSROJtj106BAnEZhhGGhoaMDf3x+tWrViH6euro4hQ4agZcuWsLKyQmJiIjsgfOXKFXz58gXGxsbSe1Iq4LfffkN2drbYY5++vj4GDhwIKysrNGvWDIaGhtDT06NqGSro27dvnGVK6i3/Xr58yVmm94wos9OnT+Pr168iM9y0atUKu3btgqWlJZ/hqaTIyEhOBTVx3r17J7Lu1q1bZR5bYRgGGRkZiI+Px8uXL3Hu3Dk8evRIpK/Trl27MrWjrEpzziXP8TA6FySK5vjx42wCk/D/WbNm8fq3bG5ujr59++Ls2bNsXFevXkVubi7U1dV5i4tIpn///mjTpg06duyIyMhIMAyD5cuXo2rVqpg2bRrf4SmcoUOHYsGCBcjOzgbw4zzqzZs3aNiwIc+RkZIIDAzEzJkz8eTJEwCy75tQf6TkaAYjxZOWlsZZ1tPTk2i7/DNDCN/b1q1bo1atWkVup6GhASsrK1y5coXtnzx79qxkQRMA4MwcJOx/rl69mpKwyznh50VbWxsdOnRgE68tLS3pekw5RN9dRJFRIjYhhJByz9PTk+8QCCGlYGZmho0bN2LdunU4f/48vLy88N9//7GD7wXvQBYOAAE/pjc8e/Yszp49C11dXQwcOBCjR49G9+7d6aRYSlJSUtC9e3e8efMGgPhBbjrZLT8KTldoYWEh8bb5qzQIP2vOzs6cJOz8GjRoAFdXV/z222/s30VeXh7++++/YqtrkJ/u3buHgIAAkWNdpUqVsGLFCsyZMwcVKlTgMUJSXjx8+JCzbGhoyFMkRBLJyclslVLhMbVevXp8h0WIzJw8eZL9Wfg3b2lpiatXr0JXV5fHyFSXp6cnVq1aJdFjhf15hmFgb28v9VjEJRZra2tj6NChUm9LGZQmsYiSkQgpXGBgIGdZTU0No0aN4iman4YMGYKzZ8+yy+np6bh//z7at2/PY1REUrVq1cLFixdhaWmJ9PR0MAyDOXPmoGPHjmjevDnf4SkUY2NjjB8/Hrt27WK/z1atWgUfHx+eIyOSWrhwIf7++2+RWRRl1T+hseiSoxmMFFN6ejpnWdJz69u3b3OWBQIBevfuLdG2jRs3xpUrV9jluLg4ibYjXMJq5kKGhob47bffeIyIFEVNTQ1t27ZlE687dOhAhb8UAF+zgxEiDZSITQghpNwryfSPhJDyR11dHf369UO/fv0QGxuLAwcOwNvbm62ikb9Sg7jpoVJSUnDgwAEcOHAA1apVw/Dhw7F161b5PxEl4+7uLnYaO+HrXrFiRTRv3pwq9ZYTkZGRnKS/Ro0aSbRdeno67t27J/I+z5gxo8jtJkyYgEWLFiE3N5ddFxISUvLAVdi5c+c4ywzDQE9PDxcvXqQL8IR1//59PHz4kPP5NjMz4zssUoj4+HhMmDAB6enpnONqy5Yt+QuKEBkLCwvj/L0LBAJ4eHhQEjbPSnOBSFYXlfJXSxcIBJg8eTL09fVl0pYiK0/vGSHKIn9FfoFAgPbt25eLWZz69Okjcg4eHBxM54EKpEmTJpg3bx7++OMPCAQCZGdnY86cOZwqmEQya9euxalTpxATEwOGYeDr64sRI0agT58+fIdGivH777/jr7/+Ypcpcbd8ohmMFFPBfn5mZqZE2xVMxAYAW1tbibY1MDDgLCclJUm0HeESzmwoPP/t0aMHzXpSjiUkJNBMhoRV8NhLfRsiC5SITQghhBBC5OaXX37B3LlzMXfuXDx+/BgeHh44dOgQe/d9wSQPIeHJUUxMDP755x9KxC6j6OhobNmyRWwStoWFBZYsWYL+/fujYsWKPEVICkpOTuYsFxw4LcytW7eQnZ3Nea/r1q1baDVsIX19fbRt2xaBgYHsto8fPy5RzKouICCA/Vk4MLt27Vq6+E4AAO/evcO5c+ewevVqkd8V9/lUNTdu3MCNGzeKfMzNmzdF1klaLbYoDMMgIyMD8fHxePnyJe7duydyTAUAOzu7MrdFSHn15csXAD/745aWljA3N+czJPL/irtgxMcFptatW2PdunUyb0fRrFixQi7bEKJK0tLS8Pr1awDcqp/lQdWqVWFiYoJPnz6x60JDQ3mMiJTG3LlzsXbtWuTl5QEArl+/jkePHtH5WgkZGBjgxIkT6Nq1K75//468vDyMGDECp06dQrdu3fgOjxTixIkT+Ouvv4qdQVFdXR26urpUwINHNIORYtLT00N8fDy7nJCQUOw2iYmJePr0KedzqaGhARsbG4na1NTU5CwXrMpNJKOlpcXO+gsAderU4TEaUhxKwlZM8igkIMt2iGqjRGxCCCGEEMKLli1bYuvWrfjrr79w+vRpeHt74+LFi8jNzRUZ5C14ckTK5uzZs/j+/btI9bp58+Zh/fr1dAd/OVRwYFRPT0+i7fJXyRC+z5JWHWrWrBk71TPDMIiOjpYwWgKITlNYpUoVTJs2jceICABs2bIFW7ZsKfIx4irC1K9fv8xtC5N6ExMT2QF74ecyv4EDB5a5LWVy/fp1rFy5UqIEwvyDqCtXrpR6LML954+lWrVq6Nu3r9TbIqS8yMjIYH8WCARo27Ytj9GQ8iT/uZmWlhYmTZqEDRs20DS/YlAiNiHSFxoaKtKXtrKy4jEiriZNmuDjx49sfG/evOE5IlJSVapUQbt27XD37l123fHjxykRuxSsra1x9uxZDBw4EGlpaUhPT0evXr0wb948LFmyBIaGhnyHSPLJzs7GokWLRNYLj7k9e/bEyJEjYWVlhcaNG9M4Ms9oBiPFpK+vz0nElqSfcPnyZeTl5bGz6gE/ijlIWkwnMTGRs1ypUiXJAyYsIyMjpKamsst0DCREut69eyeV/eTk5CA+Ph7fvn1DcHAwrl+/zhZzEX5vmpmZYe/eveViViWiPCgRmxBCCCGE8EpTUxNDhw7F0KFD8eXLF/j4+MDb2xvh4eEAaGogWbhw4QL7s3AQfeTIkZzpJkn5kr/KAvBjEEESd+7cEVknaeVWIyMjznLBqtykaAWnKezatSsdz8qBxMREvH//XqLH5k/qlXSbkip4Q0z79u2p0mwhSnozlixu3io4W4dAIMCqVavoogtRavr6+oiNjWWXq1atymM0JD8+josCgQC6urqoXLkyjI2N0aJFC7Rr1w7Dhg2jJCpCiFzl/24SatCgAQ+RiFe3bl32Z4ZhEBUVxV8wpNTMzc1x9+5d9jxA3BgLkUzXrl1x7949DB8+HGFhYcjLy8Pff/+NnTt3YtiwYejSpQvatm0LIyMjGBgYUHVlHvn7+yMiIkKkMEqTJk3g5eWFdu3a8RkeKYBmMFJMDRo0wNu3b9mk6uDgYOTm5hY5vpS/+jnw49ysJDO05U/8BkDJ+qVkYWGBiIgIdvnr1688RkOI8pFmlXnh+aGDgwMA4Pnz51i+fDlOnToFgUCAsLAwDBkyBBcvXkTz5s2l1i5RbZSITQghhMjZ8+fPERISwlnn5OTEUzSElC/GxsZYuHAhFi5ciODgYHh4eMDPz09sdVJSei9fvuQkk6mrq1MSdjlXuXJlzudAkqTorKwsBAUFiST/Sjpds7a2Nmc5JSVFou3IDwWT501NTXmKhIhTXFJ8wWQ1eSTRa2trY8+ePTJvR1GVp/dM2Nb06dMxZcoUmbVDSHnQoEED9uYiQPysAUS+VqxYUWy1ZHd3dyxbtoy9sC8QCJCbmyunCAkhRPYKVnUEABMTE/kHUoiC06Dn/y4liiP/DeoMw+Dly5c8RqOYxCUV5k/wTU9Ph4+PD3x8fKTetkAgkLiQAfmpYAEPAGjUqBFu3ryJatWq8RUWKQTNYKSYWrVqhcuXL7PLKSkpOH/+PPr16yf28fHx8WziYH5du3aVuM2CRSaqV68uecCE1blzZ/a9YBgGjx494jskQoiEmjdvjhMnTmD37t2YMWMGe8OsnZ0dAgMD0bhxY75DJEqAbiclhBBC5Oz06dMYP3485x8hRJSVlRX+/fdfREdH48CBA+jevTtVQ5GSgpV6bWxsaOqlck5PT4+zLMn0XLdv30ZmZiZnXaNGjSS+aFIw8bpChQoSbUd+MDAw4CxLOk0kUS0Mw4BhGNSsWRMXLlyAmZkZ3yGVa8LXS9y/kjy2rP8sLS1x9OhRbN++nYdXgRD5srS0BPAzYebjx498hkMIIYQAEH9jkI6OTpn326FDB3To0AE2Njbo0KFDqW+oLRhLenp6mWMj8lcwiTchIYGnSBRXUedvAoGATWST1T9ScoGBgZxlgUCAHTt2UBJ2OaWvr89ZphmMFIONjQ1nmWEYLF26VGQsX2jNmjUiv6tUqRI6deokUXvChOH8N+qWp5lEFMnw4cOhqanJLj969AifPn3iMSIiC6mpqfj48SM+fvyI1NRUvsMhUjZlyhRs27aNPR4mJCSgb9++nJubCCktqohNCCGE8EDYsRP+TwgpnLa2NkaPHo3Ro0fj48ePEldIoerzhSt4wdLCwoKnSIikatWqhcjIyBJVWjh9+jT7s/D7piTTFRa8wEjTFZZM48aNERMTwy7n/5nwr6QXZGVxAVdLSwutWrXCmDFjMGbMGJEbLsgPdevWLfbY9eHDB7x//57Tv5a0+n9R1NTUoKuri8qVK8PY2BgtWrRAu3btqDoGUSmDBg1ibzpgGAbXrl1DXl4e3SBJCCGEV+JmiRJXebekbt++XeZ9AICGBvfya1ZWllT2S+QrKiqKsyyNvzFVVPD6h7hkbGmjJOzSi4mJ4bwn9evXL1HVXSJfNIORYurduzeqVq2K+Ph4diwrNDQUffr0wb59+1C3bl0AQF5eHrZs2YJNmzZxZhMQCAQYPHiwxIU/Xrx4gdTUVM5nu2HDhlJ/XqqgevXqmDhxIv7991/29XRzc8PevXt5joyURmpqKgICAhAUFISgoCA8f/4cCQkJIjOKqaurw8DAAM2bN4e1tTXat2+Pzp070zUzBTZ9+nScOXMGly5dAgBERERgxYoVWL9+Pc+REUVHidiEEEIIIURh1K5dG0uXLpXosadPn8by5cs56ygR+wcdHR3ORUuqlFH+tWrVilOR5vPnzwgJCUHr1q3FPj47Oxt+fn4iF7O6dOkicZvR0dGc5SpVqpQgYmJtbY3bt2+z78Hr1695jogAwMCBA9mLGYU5e/YsTpw4wUnq9fDwKHPbBZN6mzZtKpKgQUQ5OzvD2dm5yMe4u7tj2bJlnHUBAQGyDIsQlWFvb49mzZrhxYsXAH5c2D9x4gSGDh3Kc2SkKAYGBqhTpw7fYRBCiMyIm7EpIyNDKlWxpaFg1UqaYUoxXbt2jTOuQhWBpYMK05RvsbGxACDVm5yJ7FhaWiIoKIhmMFIwGhoamDhxItavX8+ZHeD69eto2LAhmjRpAkNDQ7x69QpxcXFii3pNnz5d4vYuXLggsq6w6wqkeKtXr8aZM2cQHR0NhmHg7e2NQYMGoU+fPnyHRiQUHh6O7du348CBA5yK14XdyJWTk4PY2FjcuHEDN27cAPDjOquTkxNmzpyJZs2aySVuIl1//PEHLl26xB6Dd+zYgf/97390LZSUCV3xI4QQQgghSouqz4tXu3ZthIaGsstUKaP8a9u2rci6VatW4dSpU2If7+HhIVLBRk1NrUSJ2A8fPuR8furXr1/iuFXZ4MGDsWHDBgA/jkV37txBeno6KlWqxHNkqq1FixZo0aJFkY/59OkTTpw4wVlXXCIwIYQoK4FAgDVr1mDQoEFsv2DRokXo06ePxNW3iPzNnDkTM2fO5DsMQgiRGXHfQd++fSs3idjCREYhOg9UPEePHsXnz5854yI1atTgOyyFRNWpFUvByu/0d1++0QxGisvV1RUHDx5kZ18Qft8wDIPw8HB2Wfg74Of1rn79+qF9+/YSt+Xn5yeyrkOHDlJ4FqqpatWqOHz4MHr27InMzEzk5uZi+PDh8PPzQ9++ffkOjxQhLS0Nc+fOZYuuFOyjFHcdOf/jU1NTsXPnTuzcuRMTJ07Epk2bys25CJFMmzZtYGpqyt7ElJGRgaNHj2Lq1Kk8R0YUGSViE0IIIYQQomJatmyJ58+fs4MKBadaJeXPgAEDoKWlhaysLHYQ9uzZs1i8eDHWrFnDGSC6f/8+Fi1aJDJA26VLF4mrN3369EkkkbtBgwbSfVJKrl27drCyssL9+/cB/JiKet++fXBxceE5MkKUF13gJ0Q2BgwYgAkTJsDDwwMCgQDv37/H4MGDcfbsWarsTwghhBe//PKLyLrIyMhiZ7+Rl/fv33OWxcVLyq+IiAjMnTtXJBmHKgOXHM1UpHiqVq2KT58+sct5eXk8RkOKQzMYKS5dXV0cPHgQDg4OyMjIAMBNuC6suFD16tWxc+dOidt5+/Yt7t+/z9lX7dq1UatWrTI+A9XWsWNHnD59GkOGDEFqaioyMjLYsZOlS5eWmz4p+SkwMBBjxozB+/fvRW5ykFTBxwv3s2/fPly7dg0HDhwo0U0ShH+dOnXCwYMH2ffW39+fErFJmdBIOSGEEEIIISrGwcEBBw4cAPBjoEA4lRYpvwwMDDBw4ED4+flxpitcv349jhw5gl69esHQ0BBhYWE4d+4csrOzRQaFJk2aJHF74i6U/frrr2V+Hqpm06ZN6NSpE4Afn7XVq1dj1KhRdBFeQVBSr+Jo0aIFVS0nRMZ27tyJr1+/4ty5cxAIBPD394ednR18fHzoZi1CCCFyV6dOHZF1jx49KjeJsk+fPuVUUjY1NeU7JCKh48ePY/bs2YiOjhYZV+nTpw9PUSkuOzs7vkMgJWRubs5WhgR+zDZAyi+awUix2dra4uzZsxg1ahSnKIq45FCGYWBiYoIzZ86UqFL9tm3bOPsQCATo1atX2YMn6NatG4KDgzFs2DA8f/4cDMPAw8MDXl5e6NKlC+zs7GBpaYlq1arBwMBAZMaB0qJ+ZcldunQJgwcPRmZmZpEzKBd3PaDgdvlvnnj79i26du2KkydPokePHtIJnMicsbEx+zPDMHj27BmP0RBlQInYhBBCCCGEqJgBAwbgl19+QVxcHAAgJiYGt27dYhNGSfm0du1anDlzBpmZmQB+Tlf47t07/Pvvv+zj8g8kCX+2sLDAsGHDJG7ryJEjIuusra3L+AxUj7W1NVxdXbFq1SoIBALExsbCwcEBAQEBNE1dOTZ27Fh07NiR7zBICfTt25em/iRExjQ1NXHixAnMnDkTe/fuhUAgQGBgICwsLDBq1ChMmjQJVlZWUruwSAghhBRF3E1Ad+/exZw5c3iIhisiIkJkhqlGjRrxGBEpTGpqKuLj4xEeHo579+7Bz88PL168EDuuYmlpSeNmRCXY29vj4sWL7LhjSEgI3yGRYtAMRoqtc+fOePnyJVavXo3Dhw+Lnb20SpUqmDRpEhYuXIgqVapIvO+EhATs3bsXADfBlMbQpKdJkyYICQnBkiVLsHHjRgBAbm4urly5gitXrki9PYFAgJycHKnvV5k9ffoUQ4cORUZGBlvkKD9hX69u3bpo2bIlmjZtCgMDA+jp6UEgECApKQlJSUl4+fIlHj9+jLdv34okcwt/zsjIwNChQ3H37l00b95crs+TlE6lSpU4y1++fOEpEqIsqOdFCCGEEEKIiqlYsSL+97//YcGCBeyg+uLFi3H79m2+QyNFqFu3LtavXw8XFxeR6hj5B1ILDiRpampyErWLk5iYCH9/f85+DAwMYGZmVpbwVZabmxuioqLYpLUHDx7AysoKhw4doirj5ZSpqSlVFiGEEDE0NTWxe/dudO3aFfPmzcOXL1+QmZkJLy8veHl5oWLFivj111+lWu1JIBBg3759UoieEEKIMqlSpQrq16+Pd+/eseMaly5dQnZ2NjQ1NXmN7dSpUyLrLC0t5R+IEpL1DV+FTVMvEAjw999/y7RtQsqLYcOGYcmSJezn4cmTJ4iOji5RBV4ifzSDkWLT19fHxo0bsXHjRoSFheHjx4+Ij4+Hrq4u6tSpAwsLi0Ir+BZFmICan0AgQLdu3aQVusqLiorCsmXLcOjQIc41G5ppsXzIycmBo6Mj0tLSxCZgN2jQABMnToSjoyNq164t0T6joqJw4MABeHh44NWrVyIJ2ampqRg9ejRCQkLoZhgFICxYJvT9+3eeIiHKgj71hBBCCCGEqKC5c+fi6NGjuHfvHgAgMDAQy5cvx6pVq3iOjBRl5syZSEtLw+LFiznrC5uuUENDA7t370b79u0lbsPT0xPZ2dmcaZS7dOlS5thV2e7du2FiYsJ+vsLDw2FpaYkhQ4Zg2rRp6NChA+/JAoQQQoikrKys0KdPH+zbt49zgTE9PZ3tW0qDsB9CidiEEELE6dChA96+fcueD6ekpMDPzw9jxozhNS5hRdL8bGxseIpGucgjqSn/eydsb8uWLfQeEpVRr149DB06lJ0tj2EYrFu3Dps3b+Y3MFIkmsFIeZiZmUmtIIqdnR3s7Oyksi8iav/+/ZgxYwbS09NFCuWUJnG+OJTcXXI7d+5EaGioSP9OR0cHK1aswJw5c0p8XaZmzZpYuHAh5s+fj61bt8LNzQ1paWmcx4SGhmLnzp1wcXGRyvMgsvPgwQPOcklmHSBEHAFDR2tCCCFErtzd3bFs2TJOgltubi7fYRGidOizVrwvX77A2toakZGR7Gu0dOlSuLm5QU1Nje/wSBHu3LmDOXPmFDk9qJWVFf7++2906NBB4v3m5OSgfv36+Pz5M4CfCVAeHh5wdnYuc9yKbMKECWXeR1BQEF68eME5LgGAlpYWfv31VxgZGcHAwEAqlRIocY0QQsqG+pKi0tPTsWTJEuzcubPQqXClPdRMrzshhJDCHDt2DMOHD+fcFGRubo4nT57wNqZx6tQpDB48mDN7VePGjfHixQte4lE2ampqMklsEodhGFSqVAkbN27EtGnT5NImIeXF58+fYW5ujpSUFDAMgwoVKuDWrVto27Yt36ERCfj5+bEzGAE/bzChGYwIkZ6NGzdi0aJFnNk08o/3ywKNTZUMwzAwNTVFVFQUZ121atVw/vx5tGnTRirtPHr0CA4ODoiJieG0Y2Jigg8fPsit70pK7s2bN2jSpAmAn+OZzZs3x9OnT/kMiyg4qohNCCGEEEKIijI2Nsbt27fRs2dPhIWFgWEYuLu74/Lly3Bzc0PPnj35DpEUwsbGBg8ePMDr169x+fJlkekK7e3t8euvv5Z4vxcvXoS6ujpMTU3ZdQKBAH369JFm+ArJy8tLqoNm+ZMFMjMzERwcLLX9UwVRQggh0vb582f06dMHz549E0m2LjgNq7RQ/ZCfCkuSEAgEhSbF81ntrqi4CCFEWnr37g0dHR2kp6ez51dhYWHYsmUL5s2bJ/d40tLSMH/+fE4StkAgwPDhw+UeCykdYd9DXV0dffv2xd9//4169erxHBUh8lerVi34+Phg8ODBAICsrCz06dMHAQEBMDc35zk6UhyawYgQ2bpw4QKbhC1uPITGMsqHgIAAfP78mfO+aGlp4cqVK7CwsJBaO61atYK/vz+srKyQlZXFrv/8+TMCAgJottlyKi8vDy4uLpzPsUAgQIsWLXiOjCg6SsQmhBBCCCFEBd28eZP9ef369Vi4cCGbjH3v3j04ODigbt26sLe3R9u2baVaqRcAbG1tpbIfVdeoUSM0atRIavvr27cv+vbtK7X9KSNpDKQKB3cKTolHg7SK48uXL7h9+zbu3r2LkJAQfPv2DQkJCUhISGAHXFevXo0lS5bwHCkhhJRdUlISevTogfDwcACFJ1vT95jslOa1pfeDEKLsdHR04OzsjB07drDnVwzDYMmSJbCxsYGVlZVc45k4cSLev3/P+Z7U0NDA1KlT5RqHspPV91uNGjXQpk0b2NrawtHRETVq1JBJO4Qoiv79+8PT0xMTJ05Ebm4uYmNjYWVlhfXr12PatGm83vRHxCs4g1H+xDIhOkcgpGyys7Mxc+ZMsdWvGYZB3bp10b9/f7Ro0QKNGzeGnp4edHV1aQZaHvj7+7M/C9+vZcuWSTUJW8jCwgKurq7szHpCly5dokTscig1NRWTJ0/GpUuXRD7HvXv35ikqoiwoEZsQQgghhBAVZG9vLzaJRnjhkmEYvHv3Du/fv4eXl5dU26YKeUSRyWoqOaogqhj8/f2xZcsWXLp0ifM6F1UdtjAhISGYNWsWZ12XLl3wxx9/SCdYBZb/ZqGCCruRp6ht5IFuMCLK7Pfff0d4eLjYi4zAj2OeiYkJXWSUscJe/5JsIw/UDyGEyNP8+fOxZ88edoxBIBDg+/fv6N27Ny5fvozWrVvLJY7p06fjyJEjItWwR40ahVq1asklBlUQEBAgtX2pqamhcuXK0NPTQ5UqVWBgYCC1fROiLMaOHYtatWrB0dERMTExyMjIwOzZs/Hnn39i0qRJ6NKlC9q2bQttbW2+Q1V5NIMRIfJx6tQpzo13ws9BnTp1sHnzZgwYMIDP8Eg+9+/f5yxXqFABM2bMkFl7M2fOxOrVq5Gdnc2ue/DggczaIyUXGRkJPz8/bNmyBdHR0SK/NzAwoEJVpMwoEZsQQgghhBAVVnDAtOCd/DSgSshP9HlQXa9evcKYMWPw8OFDAOL/Fko6/WTr1q2RkJCAV69esds9e/YMS5YsQaVKlaQUuWIq6mahwm7kKWwbeaAbjIgyi4iIYKe0zo9hGLRq1QqzZ89G//79YWhoyFOEhBBCVFn9+vUxa9YsbNq0iVP5MyEhAba2ttixYwecnJxk1n5sbCycnJxw6dIlkd9VqlQJa9askVnbqsjOzo7vEAhRCfXr1+csZ2dns2PGDMPg8+fPWLVqFVatWgXgxwwF0ppJUSAQICIiosz7USU0gxEh8nPq1Cn2Z+FnqkmTJggICICxsTFPURFxIiIi2O8tgUAAe3t7md54Z2BggM6dO7NVlhmGoe+zUpgwYYLU9pWXl4fU1FTEx8cjPDwcMTExALiFJYTLAoEArq6u0NPTk1r7RDVRIjYhhBBCCCEqTFzSdf6TUGkntdGAL1FUzs7OfIdAeLJnzx7MmzcPGRkZIoN0ZTVv3jxMmzaN3V96ejqOHj1Kf2//rzTfGfQ9Q4h0eXl5cW7UE/68du1aLFy4kLcbIFQRHRMJIUS8lStX4vTp03j37h27TiAQID09HePHj8fBgwexdu1aqVbHzszMxO7du7Fy5UokJiYW+l1Zs2ZNqbVJCCHyIqz2Km4MRNxN6KmpqUhNTZVK23R+UXI0gxEh8vPgwQORY+LevXspCbsciouL4yw3aNBA5m0WbKNgDKR4Xl5eMukL5O+3iNt/586d4eLiIvV2ieqhRGxCCCGEEEIIABroJqQonp6efIdAePDHH39gxYoVYi8+FlUVW1Jjx47F/PnzkZGRwa47fvw4JWL/v9LM0CDv7zJKciTK7ubNm+zPwsSy3377DYsWLeIxKtUTEBAgl20IIUQR6erqws/PD506dcL379/Z9cIkwitXruDKlSvo2LEjHB0d0bdv31IlSOfm5iIoKAhHjx6Fr68v4uLiCq2mNnDgQMyaNUs6T5CQckJdXV3s+qJmCCpsG3mgmYvKTngclUfxjvz7J5KjGYwIka8vX75wls3MzGBjY8NTNKQo+cfbAaBq1aoyb7NgG5mZmTJvU1lJu09Q1GwRNjY2OHPmjFRm9iCE/ooIIYQQQghRUTS4TQghhTt06BCWL18OQDQhWF1dHZ06dYKtrS0aNWqEKlWqoE+fPiVuo2LFiujVqxdOnDjBXuC8ceMGcnNzeb1gTQghQi9fvuQcA3V0dODm5sZfQCrKzs5OLtsQQoiiatOmDQ4dOoRhw4YhNzeXXZ+/ouvt27dx+/ZtTJ8+HQ0aNEDLli3RtGlT1KpVC9WrV0elSpVQoUIF5OXl4fv370hISMCXL1/w9u1bhIaG4uHDh0hLSwMgOp11fh06dMDBgwfl8KwJkS+anUM1UeGO8o1mMFJOjx8/RlBQEO7du4fQ0FAkJCQgMTERSUlJnH5OaQkEAoSFhaFx48ZSiFa1CJN7hZ+1jh078hwRKUzFihWRnp7OLn/79k3mbcbGxnKWtbW1Zd6mspL19xfDMNDW1saKFSuwYMECuhZDpIYSsQkhhBBCCFFBeXl5fIdACCHlVnR0NGbMmAFANAl74sSJWLp0KerWrSuVtoYOHYoTJ06wy6mpqQgKClL5aip0kZ+Q8iEhIQHAz4uM3bp1Q6VKlXiOihBCCBE1YMAAHDp0CGPHjhWpjA1w+4pv3rxBREREifZf3HTWDMPAzs4Op0+fpqQLorTEVd0t6TbyQOeGZUevoWKgGYyUR0ZGBry9vfHPP/8gLCyMXU+fxfKlcuXKSExMZJeNjIz4C4YU6ZdffkFkZCS7XNK+f2kUbEMeVbiVkayPe2ZmZnB2doaTkxOqV68u07aI6qFEbEIIIYQQQgghhJB8Vq5ciaSkJE7SRqVKlXDgwAEMHDhQqm3Z2tqKrAsODlbpROzS3CxENxgRWVH1i56ampqcKd0bNGjAYzSEEEJI0YYMGYJatWph+PDh+PTpEycBtDQJpPkVNZ01AEyePBnbt2+HpqZmCaMmhJDyxdPTk+8QiIRoBiPlEBwcjFGjRuH9+/di+yfSvKFF1cc4yqpOnTqcRGzhbCmk/GnQoAE+fPjAzpBz/fp1xMfHo0qVKjJpLyEhAQEBAWx7AoGAxtBKwdnZWWr7UlNTQ+XKlaGnp4cqVarA3Nwcbdq0kdnfACEAJWITQgghhBBCCCGEsBISEuDl5cVJwlZXV8fBgwcxYMAAqbdXs2ZNVKtWjTN1YXh4uNTbIYSUzNKlS7F06VK+w+Bd1apV8enTJ3aZqmETQggp79q3b4/nz59j/vz58PLyQl5entgEJmkkNTEMg9q1a2PHjh3o06dPmfdHSHlHMxepBmkmQRHZohmMFN++ffswY8YM5OTksMfLovooxT1G1oncqq5FixZ4/Pgx+5pGRUXxHBEpTNu2bXHt2jV2OScnB9u3b8fy5ctl0t6OHTuQnZ3N+by1bdtWJm0pM7oZjCg6SsQmhBBCCCGEEEII+X+nTp1CVlYWp3qFs7OzTJKwhVq2bInLly+zA7UvXryQWVuEEFISTZs2xcePH9nlr1+/8hgNIYQQIhk9PT3s3bsXc+bMwYoVK3D27Fnk5uYCKHsykjDBqVatWpg/fz5mzJgBLS2tMsdMSHkXEBAgl20IIZKjGYwUW0BAAKZPn46cnBwIBAJOH6W4m1gKS7gWtw+6IUZ6+vTpA29vbwBgqyyT8qlHjx5Yt24dALDj/GvWrMGAAQPQokULqbb1/PlzrF69WuQ8o2fPnlJthxBS/lEiNiGEEEIIIaRc+vjxI969e8dZZ2try1M0hBBVUXAAXSAQYOXKlTJts2bNmuzPDMNQNRVCSLlha2vLuVEkLCyM54gIIYQQyVlYWODEiROIioqCt7c3zp49i+DgYOTl5Yk8VpLkp6pVq6JXr14YPnw4+vTpAzU1NZnFTkh5Y2dnJ5dtCCGSoxmMFFdiYiKGDRvGJmELMQwDXV1d9OvXD507d0aNGjVw8uRJeHh4cIpGXLt2DVlZWYiPj0dsbCxCQkJw9+5dvHz5EsDPfo1AIIClpSVWr17NuXHM1NRUvk9YSfTv3x/GxsbsTepfv37FlStX0K1bN54jIwXZ29ujdu3a7DFSIBAgKysL3bt3x/nz52FpaSmVdp48eYLevXuzhV2ETExM0LlzZ6m0QQhRHJSITQghhBBCCCmXfHx8ONOECQQCToUPQgiRhWfPnnGWW7ZsiVq1asm0TQMDA85ycnKyTNsjhBBJDR06lO2PMQyDwMBAxMXFoWrVqjxHRgghhEiuZs2aWLx4MRYvXoyEhAQ8fPgQjx49wps3b/Dp0yfExMQgIyMDmZmZUFdXR8WKFVG5cmXUqlULpqamMDc3R+vWrWFubk7J11Jy8+bNQn9X2E34RW0jD1QcgBBS3tAMRopr69atiI+PZxM3hTeBDR06FNu2bUP16tXZxz5+/Fhk+8JudHnw4AE2b96MQ4cOsft+8OABFi5ciHPnzsl8jFPZVahQAcuWLcPMmTPZxPgFCxYgJCSE+ojljEAgwIIFCzBnzhzOjQmxsbHo3Lkzli1bhnnz5kFTU7NU+8/NzcXWrVvh5uaGlJQUzmdZ2DYhRPVQIjYhhBBCCCGk3KJp84iyi4iIwP3793H//n18+PABCQkJSExMRGpqKnR1dWFgYAADAwOYmpqibdu2sLKyQsOGDfkOW6lFRkZyKsy0adNG5m3q6+tzllNSUmTeJiHl2du3bxEaGor4+HgkJSUhJSUFubm5Utt//hu9SNGaNGmCvn374uzZswCAvLw8rFu3DuvXr+c5MiJv2dnZCAkJwdevX/H9+3fUrFkTjRo1gpGREd+hEUJIiRgaGqJbt25UuZBn9vb2ItO3A0XfhF/YNvJAxQEIIeURzWCkmDIyMrB161aRxM3x48dj7969Zdq3paUlDhw4gPHjx2P8+PH4/PkzGIbB06dPYWNjg6CgIBgbG0vjaais6dOn48yZM7h06RIEAgGePXuG8ePHw9vbm+/QSAHTp0/Hnj17EBoayq4TCARIS0vD4sWLsXv3bkycOBGjRo1C3bp1Jdrnx48f4evrCw8PD7x584b9/Obfv7m5OaZPny7tp0MIUQCUiE0IIYQQQggp14QJkYQoi8jISOzduxeenp6IiooS+X3+v3dxF5lr1KiB8ePHY+LEiRIPEBLJFUyCzl+BRla+f//OWRY3VTohyiw7OxunTp2Ct7c37ty5I/Oq8JSIXTJbtmzBtWvXkJ6eDoZhsHXrVgwZMgTt2rXjOzQiB+Hh4Vi5ciX+++8/ZGRkcH4nEAhgY2ODOXPmYPDgwTxFSAghRJGVZryHxogIIeQHmsFIMd26dYtTDRsAGjVqhH/++UdqbXTt2hW3b99Gp06d8OnTJzAMg8jISAwYMACBgYFUvbmMjh49iq5du+L+/fsAgAMHDiA1NRW7d++mz185oqGhgYMHD8LGxgZpaWnseuE1x7dv38LV1RWurq4wMTFBy5Yt0aRJE+jr60NPTw8CgQDJyclITEzE69ev8fjxY0RGRgL42R/N/zlmGAa6urrw9fWFhgalYxKiiuiTTwghhBBCCCGEyMHXr18xd+5cHD16FAzDFHnxWDgYKO4xUVFRWLNmDdauXYshQ4Zg8+bNqFGjhixDVykFk9/lUfUsPj6es1ypUiWZt6lsJkyYgPHjx6NTp058h0JK6PDhw5g3bx5iYmIAyD6xhq8qioqsbt262L9/P4YOHQoAyMrKgoODAy5dugRLS0ueoyOFuXXrFrZt28ZZ16lTJ7i4uEi8D09PT0yfPh3Z2dliP5sMw+DWrVu4ffs2Bg0aBG9vb+jo6JQ5dkIIUUXPnz9HSEgIZ52TkxNP0chPweSVkm4jD5T4TQgpr2gGI8V069Yt9mdhNd0lS5ZAS0tLqu2Ympri4sWLaNWqFXtO9+DBA2zevBnz58+XaluqRldXF9evX4eTkxOOHz8OhmFw6tQp3L59GzNnzsSkSZNQs2ZNvsMkACwsLHD06FEMHjwYmZmZ7Pr8FemBH5WuP336hP/++6/QfRVVQIdhGGhra+Po0aNo3ry5NJ8CIUSBUCI2IYQQQgghhBAiY3v37sXChQuRlJQktlqCOEX9XpikfezYMfj7+2PdunWYMmWKVGNWVTo6OkhMTGSX4+LiZN7mp0+fOMvVqlWTeZvKxsvLC97e3qhXrx6cnZ0xduxYqhhfzuXk5MDR0RHHjh0rdiYAaaEkmtIbOHAgfH194ezsjO/fvyMhIQE2NjZYunQp5s+fD11dXb5DJAXs2rULx44dY2/uEggEmDp1qsTbnzhxAhMnTmSXC/tsCvskJ0+eRGJiIs6fP48KFSqUOX5CCFE1p0+fFpm1QxUSsQkhhJQNzWCkeAIDAznLFStWxIgRI2TSVrNmzTBv3jysW7eOPTfcsGEDXFxcoKmpKZM2ld2qVavYny0sLPD8+XO8fPkSDMPg27dvWLlyJVauXIkGDRqgTZs2MDIygoGBAdTV1aXSPs3yVnI9e/bElStXMGbMGLx7944zvlGSmwKLGhepX78+Dhw4gPbt20snaFIiqampSEhIAAAYGhrSOCXhDSViE0IIIYQQQgghMsIwDKZOnYp9+/YVm4BdXIVsccsMwyApKQnTp09HcHAw9uzZQ9Vey8jExASJiYns6xgaGirT9oRTx+ZPlKtXr55M21Rmb9++hZubG1auXIlOnTph/PjxGDp0KFUZL2cYhsGYMWNw9OhRAMXfeELKh+HDh6NBgwYYM2YMXr16hezsbKxcuRJ//fUXRowYAXt7e85FRvo+4k9WVhbOnDnDfrcAgLm5Obp27SrR9jExMZgwYQIAyW8cYxgGAQEBWLBgAbZu3VqG6AkhRHUJzweE/yu70vTzqG9ICCFcNIOR4omOjma/5wUCAVq2bFniatjfv3+XeJu5c+dyqqTHxMTgwoUL6N+/f4naJD+4ubmJ7acVrLD85s0bRERESL19SsQuHWtrazx9+hTz58/H3r17xfa3S9r/Fu5jypQp+Ouvv2iGMDlITU1FQEAAgoKCEBQUhOfPnyMhIQG5ubmcx6mrq8PAwADNmzeHtbU12rdvj86dO1OCNpE5SsQmhBBCCCGEEEJkZPLkyfDw8AAgfiBPODCrqamJJk2awMjICHp6etDR0UFaWhqSk5MRExODly9fIjs7W2Q/+Qd4PT09wTAM9u3bJ+unpdSaNm2KZ8+esQkQDx48QEZGBipWrCiT9h4+fMhJ/AaAli1byqQtVSB83xiGwc2bN3Hz5k3MmjULQ4YMgbOzM+zt7fkOkQDYt28fjhw5UuRxUSAQoHbt2jA0NISenh7U1NTkHSb5f4VVbRJ+3lJSUrBv3z6ZfP8IBALk5ORIfb/K7tGjR0hNTeVc3B8yZIjE269ZswbJycmcfkb+pO788rfBMAx27tyJCRMm0HcZIYSQIuXl5cllG0JIyUVGRvLavqmpKa/tKyKawUixxMfHA/h5ntW8efMiHy9uPCQzM1PiROzq1aujXbt2CAoKYtf5+/tTInYZFTw/Fr6fJamwXFKqcKOeLOno6GDXrl347bff8M8//8DHxwdJSUns74t7ffO/n/r6+nB2dsaMGTPQuHFjmcVMfggPD8f27dtx4MABpKamsusL+4zl5OQgNjYWN27cwI0bNwD8eP+dnJwwc+ZMNGvWTC5xE9VDidiEEEIIT6h6ByGEEKLcdu3aBQ8Pj0ITDRs3boxRo0Zh4MCBMDMzK3I6yOzsbISFheHUqVM4dOgQXr16JZKQzTAMvLy8YGlpienTp8vkOamCDh06sFV6gR+vvY+PD6ZOnSqT9sRVDe3UqZNM2lIVBSvQpKamwsfHBz4+PqhTpw6cnZ3h5ORElcd5kp6ejmXLlokcGxmGQcWKFeHk5ISRI0fC0tKSKsmUE4Wdu+a/wEjnt+VL/gvsQgMGDJBo2+TkZOzevVvkM6qlpYWlS5di9OjRMDExwdevX+Hn5wc3Nzekp6ezj8vLy4O7uzvnu5QQQgghpDDPnj3jVDWMj49HQkICmxilr68PQ0NDGBoacqoaWlhY8By58qpbty5vyX50I2bp0QxGiiMhIYGzbGhoWOTjxY2NpKWlQV9fX+I2zc3NERQUxL7vjx8/lnhbIp4knyFpfs5o3EV6GjdujC1btmDt2rW4efOmSD8kMzOT83htbW1UqVIF5ubmbD/E1taWZmCUg7S0NMydO5ctdlTwc1CS5PnU1FTs3LkTO3fuxMSJE7Fp0yYaeyZSJ2DoaE0IIYRIxZUrV9CtWze+wyCE/D93d3c2yUd4J3rBqYlI+UbvIVFkX79+RePGjTl35wM/Bn5MTU3x559/YuTIkaXe/+HDh/G///0PkZGRIlU2KleujFevXqF69eql3r8qe/PmDRo3bsxJLqxXrx6eP39eZFVsNTU1zvFq9erVWLJkSZFthYeHo0WLFuyxjWEY6OjoIDY2tsRTkqo6IyMjxMbGAii6+nz+33fs2BHjx4/HsGHDaNBVjo4dO4bhw4eLJPB27NgR+/fvR506dfgMj4ghPL7lJ+4zJW3U/yu9SZMmsTeDMQwDXV1dJCcnS7Ttvn37MHnyZJFq2OfPn0fPnj1FHn///n3Y2dnh+/fv7OO1tLQQHR0NAwMDqT0nQghRdjQGQlRJQkIC9u7di507d+LDhw/s+uLSFvL3O+vUqYMZM2Zg4sSJxSYxkpLhczYiOvaVXGEzGAHcGadkgRLnS0dXVxcZGRns9/2KFSuwfPnyQh/v6emJiRMncvoIQUFBaNu2rcRturq6Ys2aNew+jI2NERUVJY2no3LyjwHLGx0j5SMrK4u9YcLAwIDG6XkSGBiIMWPG4P3791L7Psu/n3r16uHAgQNo3759mWMlRIgqYhNCCFEqo0ePxu7du+U6zVZeXh5cXV2xfv16GnAgpByi+w4JIXzYvHkzUlJSRBINu3btipMnT5a5rzJy5Ej07dsXgwYNwtWrVzkDUKmpqdi0aRP+/PPPMrWhqho2bIj27dtzqsS8f/8e06dPh5eXl9TaSU9Px9ChQ5GTk8O5kDJy5Ega3C2FqKgonD9/Ht7e3jh37hyysrIA/BycFTct6O3bt3H79m24uLhg8ODBcHZ2RpcuXeQfvIq5cOEC+7Pw775Nmza4dOlSkTc7kPKFqqeVb+/fv2d/FggEMDc3l3jbI0eOsD8LP6NDhgwRm4QNAG3btsWCBQvwxx9/sH8XWVlZOHv2LMaOHVu6J0AIIYQQpcQwDNasWYM1a9YgMzNT7LhtYf1MhmE4j3///j0WLVqEFStWYOnSpVi8eDH1UaWIj9eSxvFLh2YwUjyVK1dGRkYGu1zcTbOVK1cWWffx48cSJWIX/BsQzjpASs7W1pa+b5RchQoVqMgNzy5duoTBgwez/cWi+odFKbhd/u/Ft2/fstfrevToIZ3AicqjRGxCCCFK5fDhw3jw4AH8/PzQqlUrmbf36dMnjBo1Cnfu3KGTLkLkRNLq80uXLsXSpUvlEBEhhIjy9vYWqSRpb2+P8+fPQ1NTUypt6Orq4sKFC+jRoweuX7/OXmBhGAbe3t6UiF0G//vf/zBw4EAAYF/T/fv3o1KlSti+fXuZq0PFxcVh8ODBCA8P5/Qh1dXV8dtvv5Vp36pKQ0MD/fv3R//+/REfHw9fX1/4+PjgwYMHALiDrgUvRKalpeHAgQM4cOAAateuDWdnZzg5OaFBgwbyfyIq4OHDhyLr/v33X0rCLufowr1i+fDhA+cmn6ZNm0q0XXZ2Nm7fvi0yvuHi4lLkdrNmzcKaNWs4fycPHz6kRGxCCCGEsN68eQMnJyfcu3evVFUNC5v5KCMjA8uWLcN///2H/fv303lcOVfwvIKuq0mHuBmM8n/OZPE60zli6VWtWhUxMTHscmJiYpGPFzdz2KNHjzB48GCJ24yOjuYsU1Xl0rt+/TrfIRAJzJ07Fzdv3uSs27p1Kzp27MhTRERST58+xdChQ5GRkSH2O0w41lW3bl20bNkSTZs2hYGBAfT09CAQCJCUlISkpCS8fPkSjx8/xtu3b0WSuYU/Z2RkYOjQobh79y6aN28u1+dJlBMlYhNCCFE6ERER6NChA9avX1/sxcKyOHv2LMaPH89OTUOIKqHq84QQUrhnz57hy5cvnIGdypUrw8vLS2pJ2EIaGhrw8vKChYUFUlNT2fUxMTF49uwZLCwspNqequjfvz+6du3KVhsXJrPt2rULjx8/xt9//12qKesYhoGfnx8WL16MyMhIkWT9yZMnS5wsRwpXpUoVzJo1C7NmzUJ4eDi8vLxw8OBBdsrVoqpkR0ZG4o8//sAff/yBDh06YPz48Rg+fLhc+zzKLiYmhvPam5mZoXXr1jxGRIoTEBDAdwikhApWNzM0NJRou8DAQPZCl1D16tXRqVOnIrczMjJCy5YtERISwm77+PHjkgVNCCGEEKX16NEj9OjRA/Hx8TKrahgUFIT27dvj8uXLaNmypVTiVmWySrIteGM0JfPKBiW4l2+NGzdGWFgY+z5FRkYW+fjmzZtDTU2N83m5fft2idoMDAzk/F1Ieo5IiKI6c+YMPnz4AODHd0316tUpCVsB5OTkwNHREWlpaWITsBs0aICJEyfC0dERtWvXlmifUVFROHDgADw8PPDq1SuRhOzU1FSMHj0aISEh0NCgNFpSNvQXRAghRCl9//4dc+fOxbVr1+Dp6QkDAwOp7Ts7Oxu///47tm3bVuSgISHKjKrPE0JI4Z4/f87+LOwrjBo1SuKBoZIyNTXFqFGjsHv3bs4xkhKxy8bDwwNt2rRBXFwcgJ+VsYOCgmBjY4O2bdti6NCh6NChg9jk6by8PCQmJiIuLg4vXrzA9evXcfr0aURERIhU/xIIBGjYsCE2bNggvyeoIpo1a4Z169Zh7dq1uHLlCry8vHD69Gl2CtiikrLv3r2Lu3fvYvbs2Rg0aBCcnZ0lmpWDFE34mRIeH21sbHiOiBTHzs6O7xBICaWnp3OW9fX1Jdouf7Uo4We0T58+Em3bvHlzhISEsNt+/PhRwmgJIYQQoswiIyPRu3dvzrl1fsLzLy0tLZiZmRVZ1TA0NBSZmZki+xGer8fFxaF37964d+8eTE1N5fQMlc+7d++ksp+cnBzEx8fj27dvCA4OxvXr19n+pvD9MzMzw969e2FsbCyVNlUVJbQrlvzjiAzDFHsTa8WKFdGwYUO8fv2aPd7dvn0bHz58EFstu6C7d+/i5cuX7LbAjxtuCVFmwirwwrENW1tbniMikti5cydCQ0NFxup1dHSwYsUKzJkzp8TFjmrWrImFCxdi/vz52Lp1K9zc3JCWlsZ5TGhoKHbu3CnTIo9ENVAiNiGEEKUkPJk8c+YMWrVqBV9fX1hbW5d5vxERERgxYgQePXpESdhE5VH1eUIIEe/r168i64YPHy7TNkeMGIHdu3cXGweRXO3atXHs2DE4ODhwknaF07sGBwfj/v37nG3yV3RasWIFVqxYIfb3BQcSq1SpgtOnT6NSpUqyfEoqTU1NDT169ECPHj2QkpICPz8/+Pj4sBWExE1NKHy/0tPT4evrC19fX5iYmMDJyQlOTk5o1KiR/J+IEtDS0uLMbmJkZMRjNIQop+/fv3OW8/LyJNru7t27Iuvs7e0l2rZg8kxycrJE2xFCCCFEuY0ZM0ZkVhzgx/mWgYEBhg8fjjFjxqB9+/bFViHMzc1FcHAw9u/fDz8/PyQkJHBurmUYBl+/fsWYMWM4N5iRkpEksVNSDRo0AAA4ODgA+FG8YPny5Th16hQEAgHCwsIwZMgQXLx4Ec2bN5dau6qEZjBSPG3atOEsx8XF4fPnz6hVq1ah2/Tu3ZtTyTUvLw/Lli2Dj49PkW1lZ2eLXL8TCASlmumPEEVWv359vkMgxWAYBuvXrxe5dlKtWjWcP39e5NhZUhoaGpg/fz46d+4MBwcHxMTEAPjZh9ywYQNmzZpF+T+kTCgRmxBCiNISdpo+fPgAOzs7rF69GosWLSr1/g4fPoxp06YhJSVFbBK2cECJEFVC1ecJIURUVlaWyLrGjRvLtE1x+8/OzpZpm6rA1tYW586dw5AhQxAfHw+BQMBJ0i2q4pC434m78GxkZITz58+LrapNZKNy5cqYNGkSJk2ahLdv38Lb2xv79+/H+/fvARRdJfvjx49Ys2YN1qxZg/bt22P8+PEYPnw49PT05P48FJWRkRGnwlrBhFFCSNnp6OggJSWFXU5NTS12m9zcXNy+fVvku0rSiugFbyaiRGxCCCGE7N+/X2z/Qk1NDVOnTsXq1athaGgo8f7U1dVhbW0Na2trrF27FsuWLcPOnTvZm86E14Tu3LmD/fv3Y+zYsVJ9PqTsmjdvjhMnTmD37t2YMWMGGIZBVFQU7OzsEBgYKPPxM2VEMxgpHnt7e5Hj4rlz5zBlypRCt3F0dMSWLVsA/DzWHTx4ECYmJli9ejXU1dVFtklISMCoUaPw6NEjkfZoxjei7PT09BAbG8sua2tr8xgNkURAQAA+f/7Muf6ipaWFK1euSHXm11atWsHf3x9WVlaca3mfP39GQEAAunTpIrW2iOpR4zsAQgghRJqWLl0qUs1OIBAgJycHS5YsQa9evfDt27cS7TMzMxOTJ0+Go6MjkpOTRRJCGYbBiBEj8PDhQ6k9D0IURcHq84GBgVLZb0REBKytrSkJmxCikCpXriyyTtYVX8XtX1dXV6Ztqgo7OzsEBwfD2tqak1wt7GfmT87Or+DvxSVhW1tb4969e2jdurXMnwcRr379+li5ciXevn2L69evY9y4cdDV1RVJtM//Pgp/FxQUhKlTp6JmzZo8PgPF07x5c85rK6w+QgiRnoI3h3z48KHYbYKDg0UStk1NTWFiYiJRmwWndRWXCEAIIYQQ1eLu7s5ZZhgG2traOHXqFLZv316iJOyC9PX1sXXrVpw9e5ZzQ5jwnG3NmjWl3jeRvSlTpnDG/hMSEtC3b192RjJClFnVqlXx66+/cq59HT9+vMhtLC0t0apVK3ZZeKxbt24dzMzM4ObmhmPHjuHq1as4cuQIZs+ejQYNGuDy5csi+zIxMcHAgQOl+pwIKW/q1avHGX/Mn5RNyid/f3/2Z+HxcdmyZVJNwhaysLCAq6urSDGdS5cuSb0tolqoIjYhhBClsnr1atjb22PMmDH4+vWryLR0ly9fRosWLXDw4EF07ty52P2FhYVhxIgRCAsLE5uAXbFiRWzZsgWTJk2S2XMipLyj6vOEEMJVu3ZtkXVxcXEwNjaWWZvx8fEi60xNTWXWnqqpX78+bt++DQ8PD6xevRqRkZEAIHIDYHGEA3vVqlXDihUrMG3aNKip0T3y5YWtrS1sbW3xzz//4Pjx4/Dx8cG1a9eQl5dX6HvNMAxdKC6hbt264cyZM2wf8t69e3yHRIjSMTY2xqdPn9jP2ZMnT4rd5syZM+zPwvMwW1tbidtMSEjgLNMNYYQQQopy8+ZNvkMosZJ8LxLg3r17ePXqFaeqoZqaGs6ePSvVSoO9evXCmTNn0L17d04yzatXrxAUFIT27dtLrS0iXdOnT8eZM2fYpKeIiAisWLEC69ev5zkyQmRv0KBB7HkawzC4fv06oqKiirzZ/59//oGNjQ27LDzfe/36NVavXi3yeOExMf9xWJjYqKFBqWJEuf36668IDg5m//4/fvzIc0SkOPfv3+csV6hQATNmzJBZezNnzsTq1as5M8s+ePBAZu0R1UDfroQQQpRO165d8eTJEzg6OuLq1asiydhfvnxBjx49sGTJEri5uRWaNLNv3z7MmTMHGRkZYpOwzczM4OfnB3Nzc7k8L0LKk6VLl2Lt2rUiAznC6vMBAQHYv38/qlWrJvE+MzMz4eLiAg8PD5H9Aj+rz+/evVuKz4QQQqTv119/FVn37t07mSZiv337VmRdixYtZNaeKhIIBJg4cSLGjRuHc+fOwdfXF5cvXxZJPCuMpqYm7O3tMXr0aIwcORJaWloyjpiUVsWKFTFmzBiMGTMGnz9/ho+PD3x8fPDy5UvO42jGjtIZOnQoFixYwA5yv3z5Em/evEHDhg15jowQ5dGyZUvOxaO3b9/i5cuXaNKkidjHMwyDw4cPixzXJLmBXejr16+c5bJUuCSEEKL87O3tFao/LZx1k0juwoUL7M/C6yuzZ8+WyXTvnTt3xuzZs7F582bO39WFCxcoEbuc++OPP3Dp0iX2+t2OHTvwv//9D1WqVOE7NEJkatSoUXBzc2OvheXk5ODvv//Gxo0bC92mffv2+P3337F+/XrOtW8AIlVd8/8uv+HDh1NxMaISunfvjr179wL4ebNDTk4O3YRQjkVERLD9AYFAAHt7exgYGMisPQMDA3Tu3JnTD4mIiJBZe0Q10BGGEEKIUjIyMoK/vz/c3d2xcuVK5OXlAfh50pmbm4s//vgDN27cgK+vL+cO49TUVEyZMgV+fn6FJoNOmDAB27ZtQ8WKFeX4rAgpP6j6PCGEFM7U1BTNmjXDixcv2HUnT56EtbW1zNo8ceIEZ7lp06ZiK3OTslNXV0f//v3Rv39/5OXl4cWLF3j69Ck+fPiAL1++ID09Hbm5udDW1oahoSFMTU1hZmaG1q1bU99RAdWqVQuLFy/G4sWLERwcjGXLluHy5csKlTRS3hgbG2P8+PHYtWsX+zquWrUKPj4+PEdGiPJo06YNe8FRaP369di3b5/Yxx87dgwfPnwQObZ169ZN4jYfP37MuWBWr169kgdOCCFE5YhLHCPKISgoiLOspqaGhQsXyqy9hQsXYuvWrZy/KZp9p/xr06YNTE1N2UqlGRkZOHr0KKZOncpzZITIVqNGjeDi4oKYmBh2XUpKSrHb/fnnn8jIyMC2bdtKNFMfwzAYPHgwPD09Sx80KZHXr18jKCgIz58/R3x8PBISEtiCHoaGhuy/5s2bw9raGo0aNeI5YuXSt29fGBoaIjExEcCPz9eZM2cwePBgfgMjhYqLi+Msy2OG7IJtFIyBkJKiRGxCCCFKSyAQwNXVFXZ2dhg9ejQ+f/4skix68+ZNtGzZEl5eXnBwcEBISAhGjhyJiIgIscmglStXxr///otRo0bx9bQIKTeo+jwhhBRuwoQJ+P3339ljoo+PD5YsWSKTO/gTEhLg4+PDSX6aMGGC1NshotTU1GBmZgYzMzO+QyEylJKSgsOHD8Pb2xuBgYGczxopnbVr1+LUqVOIiYkBwzDw9fXFiBEj0KdPH75DI0QpDBgwALNmzUJeXh57zPLy8oKVlZVIUsv79+8xd+5ckemq27VrBxMTE4nai4mJwcePHznHRXlcMCOEEKL4FKFPTcnipfPmzRvOuVPHjh1lOlOYsbExbG1tcf36dbbdN2/eyKw9Ij2dOnXCwYMH2eOBv78/JWITlbBly5ZSb9epUycsWLAAkZGR7PqC36nC769ffvkFS5cuxZw5c0ofLJHI/fv38c8//+DcuXOIj48v0bZVqlRB3759MWPGDLRt21ZGEaqOihUrwsXFBatWrWL7BQsXLkTfvn1RoUIFvsMjYmRkZHCWq1atKvM2C7aRmZkp8zaJclPjOwBCCCFE1jp16oQnT57AwcGBM2gqPCGNjY1Fv379MHjwYNjY2ODNmzdik0Fbt26NkJAQSsImJB9h9flVq1ZBTe1n11IgEEAgELDV5zt37oyoqCjOtqmpqRg9ejSmTJmC9PR0sZ+7CRMm4P79+5SETQhROFOnTkWtWrXY5W/fvmHGjBkyaWvGjBn49u0bu1yzZk1MmzZNJm0RoioYhsGlS5cwevRoGBsbY9q0aQgMDATDMJSIIQUGBgY4ceIEtLS0IBAIkJeXhxEjRuDKlSt8h0aIUjA2NkaPHj04s3wxDIMZM2bA3t4eGzZswN69ezF//ny0atUK0dHRIvuYOHGixO3dunVLZB2dwxFCCJEHYf+8rP10ae2H/JS/yisANGnSROZtFmyjYAykfMqfoM8wDJ49e8ZjNIQohqFDh+Lly5c4deoUJk6ciBYtWqB69erQ0NCAvr4+GjZsiBEjRmDfvn149+4dJWHL2K1bt9C+fXu0b98e+/fvR1xcnEjforh/cXFx8PHxYfcj7jyblMzixYvRuHFjAD/GRd69e4dRo0axM6mT8qXgbKL5r3nJSmxsLGdZW1tb5m0S5UYVsQkhhKiEKlWq4L///sPGjRuxdOlS5OTkAACn4tPp06fFVrZjGAYuLi7YuHEjNDU15R47IeUdVZ8nhBBRurq62LNnD/r27Qvgx7HNz88Purq6+Pfffzk3r5RWXl4epk2bBj8/P/Z4q66ujn379kFHR6fM+ydEFYWFhcHb2xsHDx5kExPF3cxJys7a2hpnz57FwIEDkZaWhvT0dPTq1Qvz5s3DkiVLYGhoyHeI5P/dvHmT1/ZtbW15bV9Rubu7w9/fn73AKOwr3Lp1i3NBV9w4SN26deHs7CxxW0ePHhVZZ21tXcrICSGEqAppJjwXHFss6bb5rxNIOzZVVbCqYfXq1WXeppGRUZExkPKpUqVKnOUvX77wFAkhikVLSwv9+/dH//79+Q5FZWVnZ2PJkiXYvHkz8vLyODdDl4Zw++DgYHTp0gXz5s3DH3/8QRWcS0lLSwtnz55Fhw4dEB8fD4ZhcOrUKfTp0wd79uyReBYwIh+//PILp8p/RESEzNss2IY8qnAT5UaJ2IQQQlTKggUL0KlTJ4wcORIfPnwQSRYtOGBraGgIDw8PDBgwgK+QCVEYwurzTk5OOH/+vMjnS1h9fsCAAbhw4QK+f//O/l5IWH3ez8+PprImhCi8Xr16YefOnZg+fTqAH8e4ffv2ISwsDFu2bEGbNm1Kve+HDx9izpw5CAwMZI+zampq2LFjB3r06CGtp0CISoiPj8ehQ4fg7e2Nhw8fAig++Vr4+6ZNm5YoWZFwde3aFffu3cPw4cMRFhaGvLw8/P3339i5cyeGDRuGLl26oG3btjAyMoKBgYFUbmIhJWdvb8/bTQgCgYC9kZqUTMuWLbFo0SKsWbNG5Nwsv4LnY2pqati6dSs0NCS7dJCeno7//vuPsx8dHR20aNFCCs+CEEKIsiprJcLg4GBMnDgRoaGhnCRqTU1N9OzZEzY2NmjRogUaNWoEPT096OvrAwCSkpKQnJyM169f48mTJ7hz5w4uXbqE7OxsTkK2ubk59u3bh7Zt25btiaowLS0tTiJ0QkKCzNss2AYlrimGuLg4zrLwugEhhJRnCQkJ6NWrFx48eCBxAnZxj8vfp8nNzcVff/2Fmzdv4uLFizAwMJBe8CqkUaNGuHv3Lvr06cPOiu7v7w9zc3NMmzYN48ePR9OmTfkOkwBo0KABm7/DMAyuX7+O+Ph4VKlSRSbtJSQkICAggJMnRLkJpKwoEZsQQojKadeuHR49eoRWrVqxd9XlT8IW/tymTRucPHmS7oYkpASo+jwhhHBNnjwZxsbGGDduHBITE8EwDO7evYt27dqhZ8+eGD16NPr16wc9Pb1i95WcnIyzZ8/C19cXly5d4kyZXKVKFXh6eqJfv36yfkqEKIXc3FycO3cO3t7eOHfuHLKzsyVOvjYwMMCIESMwbtw4tGvXTm4xKxN1dXWRdfn7i+np6fDx8YGPj4/U26bE3tKjypCK548//kB8fDz+/fdfTjK2OML3948//kCfPn0kbuPQoUNIT0/nXLiytbWlGycIIYTIjKenJ6ZPn84mTzMMAwMDA7i6umLcuHFFJmtUq1YN1apVQ4MGDdCrVy8AP5IwPD094e7ujoSEBAgEAoSGhqJTp074999/MW7cODk9M+ViaGjIScR+//69zNss2IasEneIdD148ICzTO+bdL19+xahoaGIi4tDcnIyUlJSkJubK7X9L1++XGr7IkRRZGZmolevXrh//z6AoscRBQIBjI2NYWBgAD09PQgEAiQlJSEpKQnR0dFik7Pzj5Hdv38fvXr1wo0bN6ClpSXrp6ZU8o8rzp07F2vXrkVUVBQYhkFKSgo2btyIjRs3om7dumjdujWaNWsGAwMD6OvrS+U6tZOTU5n3oUratm2La9euscs5OTnYvn27zL5nduzYwZ5P5I+BkLIQMDSCTgghRMXEx8fD2dkZ58+fByD+7lOGYVC5cmXs2rULI0eO5CVOQhTdvXv3RKrPA6JTX1P1eVIYd3d3LFu2jJPUIc1BYkJkbdWqVezP0dHR2LdvH3Jzc0X6HgKBAHXq1IGFhQWqV68OPT09VKpUCenp6UhOTkZMTAyePn2KDx8+iJ0mWVNTExMnToSxsXGZ4qULJyWTnp6Ohw8fIjg4GE+ePEFcXBwSExORmJgI4EeyroGBAapWrYpff/0Vbdu2haWlJXR0dPgNXMU9fvwY3t7e8PX1RWxsLADJql+rqamhe/fuGDduHAYOHEgXPsqosATNskwpLynqT5ScmpoaLxWxqf8nPb6+vvj9998RHR1d6GNMTEywceNGDB8+vET7btasGV69esVZt337dnZGEEIIIZKhMRDJeHt7Y/z48Zx1AwcOxJ49e8o8lXhcXBwmT56MU6dOcd4HLy8vjB07tkz7VkV2dna4desW+1pWqlQJX79+ldk5cXp6OoyMjJCRkcG+dzY2Nrh586ZM2iPS8ebNGzRp0gTAz3PA5s2b4+nTp3yGpdC+f/+OU6dOYf/+/bh9+zZSUlJk2h59VxFVNHXqVOzZs0dswSkAaNKkCRwdHWFnZ4cWLVoUWoQlNTUVT548wc2bN3Hw4EGEhYWJ3adAIMCkSZOwa9cu2TwhJSVuPKtgcT4hWYx70fGxZAICAtC1a1fO+1OhQgXcu3dP6rOuPX/+HJaWlsjOzmbbEggEuHLlCjp37izVtohqoURsQgghKuX27dsYPXo0Pn/+XOj0P8KOlvD/CRMmYOvWrahYsSIfIROi0BITE4utPt+6dWuqPk/EoouQRNGVZKAPKHqwr7DHipthoLTo81W83NxcnD17Fnv27IG/v7/Y6bSLmmJSTU0N3bp1w5QpU9C/f3+xVYGJ9MXExODAgQPw9vbG8+fPAUiWfA38SDB0dnbG2LFjUaNGDfkErAIKOz4KySrpl/oTpSPrROzC3nt6v6QrJycHAQEBuHz5Mj5+/Ij4+Hjo6uqiTp06sLe3R+/evUtc8en06dMYNGiQyPrIyEg6vyOEkBKiMZDihYaGok2bNuxsNsKkpPwzP5QVwzCYOnUq9u7dy74XWlpaCAkJQbNmzaTShqqYP38+Nm/ezPmb3rJlC2bNmiWT9nbu3ImZM2dy2ps9ezY2bdokk/ZI2eXl5aFPnz64dOkS530bPXo09u/fz3d4CsnLywuLFi0Se+O5LNB3FVFFd+7cQadOncSOa1lYWGDz5s2lTuS8ceMG5s6diydPnnCOi8L/b968CRsbG2k8DZUgHM8SdywsalxSGuj4WHIMw6Bu3br49OkTZ90vv/yC8+fPw9LSUirtPHnyBL1798aXL18419lq166NDx8+SKUNorooEZsQQojKcHd3x8qVK9lpqAte4FVTU0NeXp7YE5tmzZrBz88P5ubmfIVPiMKh6vOkrOgiJFF0JRnoA4oe7Cvp40uKPl/F8/X1xcKFC9lqoqV9/YXvZfXq1bF+/XqMGTNGajGSn7Kzs3H69Gl4eXnB39+fU40eKPozZWBggJEjR2LcuHGwsrKSW8yqhCosK5bCKphLQ3FV0On9IoQQoipoDKR43bp1w7Vr19j+Q+vWrREUFCT1G1xzc3PRrl07PHr0CMCPPkrXrl1x+fJlqbaj7M6dO4d+/fpxElx0dXXx7Nkz1KlTR6ptffz4ERYWFmzlX+Fn6MyZM+jTp49U2yLSkZqaismTJ8PPz0+k2MD+/fsxevRoniNULJmZmRg8eDAuXbokl5ucATq/JqqrYH9E+JlbtGgR3N3dyzyGwjAMli1bhjVr1oi0Qf2RkqHxR8Wzbds2zJkzR2S8UEdHB8uWLcO8efNKXERAKDc3F1u3boWbmxtSUlJE+h+bN2+Gi4uLVJ4HUV2UiE0IIUTpxcTEYMyYMbh69apI1UiGYaCuro6VK1di8ODBGDlyJJ4+fSr2YnDFihWxefNmTJ48We7PgRBFQ9XniTTQRUii6Pga6Csp+nwVLTIyElOmTMHly5elcjGr4D66du2K3bt3o27dumUNlQC4d+8evL294efnh8TERACSVb9WV1dH9+7dMW7cOAwcOBAVKlSQV8gqSZaJvcWh4x1/cnNzER8fj2/fviE4OBjXr1/HkSNHkJmZyX42zczM4OfnBzMzM56jJYQQQuSLxkCK9uTJE7Rq1Yrz+ty6dQsdOnSQSXv5q10K2wsJCZH6tOjKLDs7GzVr1kR8fDy7jmEYNGzYEP7+/lI7B/706RN69OiBFy9ecBJqfvnlF0RFRUFDQ0Mq7RDpiIyMhJ+fH7Zs2YLo6GiRmeMMDQ3x7t076OnppZk8SQABAABJREFU8Ryp4sjKykLPnj1x48YNACWbca+s6LuKqJp3796hQYMGIgmca9aswaJFi6Ta1oYNG7Bo0SKRtt68eYN69epJtS1lRYnYiicnJwetW7dGaGgoZ73wNa1Xrx4mTpyIUaNGSdyX/PjxI3x9feHh4YE3b96InWXW3NwcISEh1G8kZUZ/QYQQQpTatWvXMGbMGHz9+lVsEnatWrVw6NAhdOzYEcCPxI158+ZxpjMU/p+RkYFp06bh6tWr2LNnDypXriz/J0SIAiht9XkPDw8EBgZS9XlCiNKh+58VV3BwMPr164fY2FixA3T5FfY+F9ym4PfilStXYGVlhbNnz6Jdu3bSCVwFrV27Fj4+Pnj16hUAyZKvgR9Jn87Ozhg7diyMjY3lEyxBQEAA3yEQHqirq6NatWqoVq0azMzMMG7cOPz1119wd3fHli1bAABhYWGwtrbGyZMn0aVLF54jJoQQQkh5cfz4cc5y/fr1ZZaEDQA2NjZo0KAB3r59y4mBErElp6mpidmzZ2PFihWcay1v3ryBtbU1tmzZguHDh5epjZMnT8LFxQVRUVEiiWouLi6UTFNKEyZMkNq+8vLykJqaivj4eISHhyMmJgaA6OyZwvfN1dWVkrBLyN3dHTdu3Chy7ENdXR116tSBvr4+dHV1eb05mhBFdurUKfZn4XGre/fuUk/CBoDff/8dV69ehb+/P+fzferUKcybN0/q7SkjU1NThSiUQ37S0NDAwYMHYWNjg7S0NHa9MJfg7du3cHV1haurK0xMTNCyZUs0adIE+vr60NPTg0AgQHJyMhITE/H69Ws8fvwYkZGRAAqfuVtXVxe+vr7UbyRSQRWxCSGEKCWGYbB8+XL8+eef7N2GBTtVDg4O8Pb2RtWqVUW2P3bsGCZPnozk5GSR/QoEAtSvXx+HDh2CpaWlbJ8IIQqEqs8TaRNWgxKiO8iJorG3t1eogT5KjOR68uQJ7O3tkZSUBED8zA5CRkZGaNSoEfT09KCvrw8ASEpKQnJyMl6/fs1eaCxqP3p6erhx4wZd2C8lYYWTwmbiAH6+1oaGhhg5ciTGjRuHtm3byjVOQoh4Fy9exJAhQ5CZmQmGYaCtrY2rV6/C2tqa79AIIYQQuaCK2EXr1q0brl27BuBHX9/R0RE+Pj4ybdPZ2Rn79+9nzy06d+6MK1euyLRNZZOWlgZzc3N8/PiRs174N96hQwfMmDEDAwYMQKVKlSTaZ2ZmJk6fPo1du3bhxo0bYhN6TU1NERoaCh0dHek+IRUhqwqiRd0wzTAMunTpgosXL1IiVAl8+vQJDRs2RHZ2Nmc9wzAwNjbGlClTMGDAADRv3hyampo8RUlK4+3btwgNDUVcXBySk5ORkpIi1X7B8uXLpbYvVTJ06FCcOHGC01978uQJmjdvLpP2nj17hhYtWnDaGzRoEI4dOyaT9ggpLy5duoTBgwcjMzNT5HclmbW0uL6HtrY2Tp48iZ49e5YxYkJ+oERsQgghSicqKgqjRo3C7du3xSaDamhoYM2aNViwYEGR+3n37h1GjRqF4OBgscmiFSpUwNq1a+muU0JQ8urz379/F6k+n//xAoEAw4YNo+rzKi45ORkJCQmcdXXq1OEpGkKIKklJSUGrVq3w9u3bQgfo+vTpg9GjR6NDhw6oXr16kfuLiYnBnTt34Ovri3PnziEzM1PsfuvXr4+QkBCq/lQKRV0oFt4Q1qNHD4wbNw4DBgxAhQoV5BwhIaQ4p06dwpAhQwD8+NxWr14dz58/F3vzNCGEEKJsKBG7aLVr10ZUVBT72ixatAhr1qyRaZtLlizBn3/+yb4ntWrVEkkoJsW7ceMGunfvLvL3nH8MuVKlSmjdurVEVQ0fPnzIVkgUNw6tqamJy5cvw9bWVn5PUskUvNFZWoo6Z7exscGlS5ckTsgnP2zatAm//fabSGXxiRMnYtOmTXQzggL5/v07Tp06hf379+P27dtISUmRaXvUxygdCwsLhIWFAfjxebOwsMCTJ09k2maLFi3w/Plztk0zMzN2mRBlFhgYiDFjxuDdu3dF9iGKUtR29evXx4EDB9C+ffsyx0qIEM05QgghRKmcP38eLVu2LDQJu06dOrh161axSdgAUK9ePdy+fRvz58/nrBcIBBAIBMjKysKCBQvQr18/xMXFSf25EKIIGIbBsmXL0LNnT3z58kXs587BwQGPHz9mk7ABQEtLCzt27MCRI0dEks2Eg7xHjx5F69at8eDBA7k9H1WyatUqfPjwge8wiqSnp4c6depw/hFCiDy4ubmJTcIGflRFe/v2LY4ePYpBgwYVm4QN/KiYPWjQIBw9ehRv376Fs7Oz2Me9e/cObm5uZQ2f4EcfRHhxYv369fj48SPOnTuHYcOGURI2IeXUwIEDMXLkSPacIiYmRibT+xJCCCFE8cTHx3OW5ZFAVrCNgjEQydjZ2WHPnj0i59fCMWCGYZCWlobbt29j+/btcHFxgZOTEwYOHIgBAwZg7NixcHFxwdatW3Hz5k2kpqay2xUch1ZTU8OuXbsoCVtKhNfCpPWvIIZhoKWlhbVr1+L69euUhF0K586dY38WfiYcHR2xe/duSsJWIF5eXjA1NcXo0aNx4cIFJCcns8c5Wfwjpff582cAPz9vrVu3lnmbbdq04bxvwhgIUXbW1tZ4+vQpO4O2uONXafoeADBlyhQ8efKEkrCJ1FEiNiGEEKUiTIoWNwg3YMAAPHr0CO3atZN4fxoaGti4cSPOnj2LqlWrikxfwjAMzp8/j1atWuHWrVtSfS6ElHdRUVGwt7fHmjVrkJubyzmpEVaeXL9+Pf77779Cq9gNHToUISEhaNu2rdjPV0REBDp27IhNmzbJ5TmpEjc3NzRo0ABdunTB/v37kZ6ezndIhBBSLsTFxWHHjh0ifUnhNHWenp4wNjYu9f6NjY3h6emJkydPQltbm10v/O77999/6Sa/MmAYBoaGhpgxYwaCg4Px7NkzLFiwoEzvGSFEfvLfjMIwDPbv308XGQkhhBCC7OxszrI8+gcF2ygYA5Gcs7Mzjhw5AgMDA5ExYOE/SRMIxSXXCM8Djx49inHjxvHwDJWPLJNAGYZBs2bNsG7dOrx79w6LFi2Curo6309ZIRWsElqhQgVs3ryZv4BIiWRmZsLBwQETJ07Et2/fxB7nZH1DBCmZ1NRUznKtWrVk3mbNmjU5y8JZIQhRBTo6Oti1axfCw8Ph4uICPT29Et1Ykv+xenp6mD17NsLDw/Hvv//SDUtEJgQM3fJECCFEiRSckpxhGFSoUAHr16/H7Nmzy7Tvz58/Y/To0bh165bYqeQ1NDSQlZVVpjYIURTnz5/HuHHjCr3xoU6dOjh8+LDENz7k5OTgf//7n9iEa+H+HRwc4OXlRVOTS4ma2o97MoXvnY6ODoYOHQpnZ2fY2dnxGRohhPBq+/btmD17tsjNRf7+/ujcubNU27p27Rp69OjBDhoKv/M2b94MFxcXqbal7DQ0NNCrVy+MGzcO/fv3p6rXhCiwZs2a4dWrV+wxcePGjZg3bx7fYRFCCCEy5e7ujmXLlrHLAoFALlWfFUW1atXYitQMw8DExASRkZEya084vpm/8mWVKlUQGxsrszZVQVRUFCZMmAB/f38AhU8XLynhuXSPHj3g4eEhkqxGSmf8+PFS25eamhoqV64MPT09VKlSBebm5mjTpg2qVKkitTZUmY6ODjIzM9lzp169enGqZJPyKysrCz179sSNGzcAFH08lHZKF/UxSq9ixYrIyspiP3Pz5s3Dxo0bZdrmggUL8Pfff7M3LWlpaSEjI0OmbRL5ef78OUJCQjjrnJyceIqm/EtPT8fNmzcRFBSEoKAgPH/+HPHx8cjMzOQ8Tltbm+13WFtbo3379rC1taXZN4jMUSI2IYQQpZI/EZthGDRo0AB+fn5SmxooLy8PK1euhLu7O+fEV3jCRSeuRFUIK1QUVn3e09MTBgYGJd6vMME7NjZWZL8CgQC1atXCwYMH0alTpzI/B1UnPF4WrEIDAHXq1IGzszOcnJxQr149vkIkhBBeDBgwAGfPnmWPkbIeVP/tt9+wadMmTnt9+/bF6dOnZdKesvr69SuqV6/OdxiEECkYP348vL292b6pg4MDzp49y3NUyuPr16+4e/cuHj16hNDQUMTHxyMpKQkpKSlSG9MQCASIiIiQyr4IIUTRXblyBd26deM7DIVnbW2Ne/fucc6b/P390bVrV5m0d+XKFfTo0YPTnpWVFQIDA2XSnqrx9/fHP//8g3PnziEvLw+A5EnZwrFMNTU19O3bFzNnzkT37t1lFish5VnBROy5c+fir7/+4jssIoEVK1Zg9erVYo99wuOcuro66tSpA319fejq6rLFdaQhICBAavtSJdWrV0dsbCz7mRs+fDgOHTok0zZHjRoFPz8/tk9SrVo1fP36VaZtEvlxd3fH8uXLOeso36TksrKykJCQAAAwMDCAlpYWzxERVUWJ2IQQQpRK/sTCYcOGYe/evahcubLU2wkICMCYMWMQHR3NGYyljjFRFVR9XvEVfA8BiCRlCwQCdOzYEePHj8fQoUNpmiZCiEpo0KAB3r9/D+Dn986nT59gZGQkk/ZiYmJQq1Yt9uIzwzCoW7cu3r59K5P2CCGkvFu0aBE2bNjAnmvTMVE6Tp8+jd27d8Pf35/9zhGiCmuEEGU3evRo7N69G7q6unJrMy8vD66urli/fj1ycnLk1q6yKlgNEvgxi0ZISIjUEy0yMzPRqlUrvHz5kjP2TwmO0hcZGYnz58+zVQ1fv35dZL+kUaNGbFVDBwcHmJqayjFaQsqf2rVrIyoqij1OLVu2DG5ubnyHRYrx6dMnNGzYENnZ2Zz1DMPA2NgYU6ZMwYABA9C8eXNoamryFCURx8rKCg8ePGD7B9WrV0dUVFSZZ3goTF5eHkxMTNjEa4Zh0KZNG9y/f18m7RH5E86KQ/kmhCgH6d0yRQghhJQTWlpa2LlzJ/z8/GSShA0AnTt3xpMnT9CzZ0+pX7AkRNEIq8/fvXu3zEnYAFCrVi0EBASwJ54F0QmodGhoaIBhGLHJ18IT/ry8PNy6dQsTJkyAsbExxo0bR5USCCFKL//AtkAgQKdOnWSWhA0ARkZGsLW15RyPqaoJIUSVFUym+vbtG0+RKIfIyEj07t0bgwcPxsWLF5Gbm8ueB+Q/H8h/LlCWf4QQUh4dPnwYrVu3xqNHj+TS3qdPn2BnZ4c///yTxo6lZMiQIezPwu+bFy9eYOzYsSKJbGWRnZ0NJycnNgm7sBiIdJiammLatGnw8vLCixcvkJmZiS9fvuDFixcIDAxEYGAgwsPD8eXLF3z//h0vX76El5cXpk2bRknYhODHDSn5v2fo3EkxHD16lFNsSPgeTpo0Ca9fv4abmxtatWpFSdjlkIWFBWc5JiYG58+fl1l7ly5dwpcvXwD8HKsuGAMhymLu3Llo3bo159/t27f5DouQEqFEbEIIIUqlSZMmuHfvHqZOnSrztn755RdcuHABa9euhYaGhszbI6Q8ElafDwkJQevWraW2XzU1NaxcuRKXL1+GsbExXbSSgaioKGzatAmtWrUSScgGwEnIZhgGaWlp2L9/P7p164Z69ephxYoVVJmQEKKUCs660LhxY5m3WbANaSYSEEKIoomJieEs0zGx9F68eIG2bdvC39+f7ddTAjUhRFVFRESgQ4cO2LZtm0zbOXv2LFq2bIm7d+/KtB1VY21tDSsrK3ZZOGZ1/Phx9OzZEx8+fChzG+/fv0ePHj1w/Phx9rtR+N3Ztm1bdOjQocxtkKJpamrCyMgIjRs3Rrt27dCuXTs0adIERkZGlJBIiBjW1tYAft6g8urVKz7DIRI6d+4c+7Pwe8bR0RG7d++mWUnLOTs7O/ZnYV9kzpw5SE9Pl3pbmZmZmDt3rsj5ev4YCFEmZ86cwZMnT/DkyRM8fvwY0dHR6NixI99hEVIiAoayWgghhCiRtLQ0Xk5SAwMDMXr0aLx7907ubRPCBzU1NWhra2PTpk0yv/EhNjYWY8eOxaVLlwDQNNey8Pz5c3h5ecHX15e9u15cMkbB6tkAYGNjg/Hjx2PYsGFyneKXEEJkpWrVqkhMTGQvhLi6umLlypUybXPFihVYvXo1O4BvYGCA+Ph4mbZJiCJIT09HQkICEhMTkZSUhJycHKns18rKCtra2lLZF5G+Fi1a4NmzZ+wxsUaNGvj8+TPfYSmcmJgYtG7dGlFRUQCK799LE52zEULKGzU1Nc503/3794enpycMDAyk1kZ2djZ+//13bNu2jW2HpheXrqCgIHTs2JHz/SX8WVtbG7NmzcKkSZNKfDPtq1evsGfPHvzzzz/4/v07+74J96+uro6bN2+yCY+EEFJehIWFoXnz5ux3ToUKFRAbG0vj9OVcgwYN8P79ewA/vme0tLTw+fNnVKlShd/ASLGSkpJQvXp19obx/H1LPz8/VKhQQSrt5OTkYNSoUSI3h2lpaeHLly/Q19eXSjuEf+7u7uwM0ap+7lCxYkVkZWWxr8PQoUPh5+fHd1iElAiV7ySEEKJU+LpT2NraGo8fP+albUL40KRJExw5ckQuU2AJq8+vW7cOy5YtU9kTUFlq3rw5Nm7ciPXr1+PSpUvw9vbGmTNnkJmZCeBn0kb+5A3hha47d+7gzp07cHFxweDBg+Hs7IyuXbvK/0kQQoiU1K5dG4mJiexyXFyczNssmHRNUywTVRUdHQ0/Pz8EBQXh3r17iIyMlEk74eHhcql2T0ouJCSEk4QNANWrV+c5KsXk6uqKqKgokYqewte1bt26aNu2LZo1awZDQ0Po6elBTY0m0CSEKDfhcfDMmTNo1aoVfH19pZJcGxERgREjRuDRo0ecJF4iXe3bt8fKlSvZZBXg53uamZmJv/76C3/99Rd+/fVX2NjYoEWLFmjUqBH09PSgp6cHAEhOTkZycjJev36NJ0+e4M6dO3j69CmAn2NdBb87V6xYQUnYhJByyczMDD169IC/vz+AHzcF/fPPP1i0aBHPkZGiCIvhCL9nunTpQknYCkJfXx9jxoyBh4cHZ1bZM2fOoHv37ti/f3+Zx3U/f/4MZ2dnBAQEiPRJHB0dKQmbqIz69evzHQIhJUaJ2IQQQoiU0IkPUSUPHjyQ+40PixYtgq2tLUaPHi3XdlWJmpoaevfujd69eyMpKQmHDx+Gj48PAgMDAXATsfMPAAE/KlYePHgQBw8ehImJCZycnODs7IyGDRvK/4kQIgOrVq3iO4QSW758Od8hKKRff/0VT58+ZY9z8pjx5O3btwB+Dqq3aNFC5m0SUp48ffoUa9aswcmTJ9mq17Ks1EvKp4yMDEyfPp2zTiAQwNLSkqeIFNfbt2/ZC8NCwgvEvXv3xvLly9GuXTseIySEEP4Ij4cfPnyAnZ0dVq9eXaaEtcOHD2PatGlISUkRm4TdoEGDsoZM8lm6dCm+fv2K7du3ixQOEPYfnzx5wiZXF0fc7G/5zZgxA66urmUNmxBCZGbDhg24ceMGW0V0zZo1GDZsGCWwKZCmTZvyHQIpgeXLl+Pw4cPIyMgA8LNveevWLTRr1gy//fYbpkyZAhMTkxLtNzo6Grt378bGjRuRnp4u0q+sVKkSli1bJtXnQkh5oqenh9jYWHaZZjMkikjAyOqqBiGEEEIIITKQlJRENz7I2evXr+Ht7Y0DBw6wlSmLm9pc+Htra2uMHz8ew4cPR+XKleUTMCEyIJzKWpHQDAKlc+jQITg6OrKD6Nra2vjy5QtbQU3akpKSYGxszJl278CBAxg1apRM2lMERd34UNgNBnzfLEE3PpTepk2bsHjxYmRnZxebCFNWws8YVcQufz5+/IixY8fi5s2bIhWfjh07hkGDBvEcoWLZsmUL5s2bJ/Jabt68GS4uLjxHRwgh8rds2TKsXbtW5EYv4fFRWMGwWrVqEu8zMzMTLi4u8PDwEKmkLNz3iBEjsHv3bhoPkYGNGzfC1dUVWVlZIv3Gkl76Fre9pqYmVq9ejYULF5Y5VkJURWpqKhISEgAAhoaG0NXV5Tki1bFz507MnDmTHcuqV68ebty4UeJEUCIftWvXRlRUFNsPWbZsGdzc3PgOi5TAP//8AxcXF/Yzl3/2KWGl7E6dOsHW1hYtW7ZEkyZNoK+vDz09PQgEAiQnJyMxMRGvX7/G48ePcfPmTdy8eRN5eXmFztCxdetWzJw5k7fnTGTD3d2dne1F+F6r6nWd9u3bIzg4GMCPv/8ZM2Zg27ZtPEdFSMlQIjYhhBBCCCFEYgEBAfDy8sKJEyeQlpYGoOikbOHvtLW1MWjQIDg7O6N79+7yC5gQKREmYivKKbQqD9iVVXp6OurUqYP4+Hh28HPt2rUyuwC/bt06LF68mP37qlq1KiIjI1GxYkWZtKcIirrxobC/a75vlqDPW+lMmjQJnp6eYpOX8it47C3qvS7qsZSIXb5kZGTg/v378PPzg4+Pj0jFJ4ZhUKtWLbx+/Zqq4JSQg4MDLl68yLmQN3v2bGzatInv0AghhDdXr17FmDFj8PXrV7H9g+rVq+PgwYPo3LlzsfsKCwvDiBEjEBYWJlKtkGEYVKxYEVu2bMGkSZNk8lzID+Hh4Zg2bRpu3boFoOw38gn7kTY2Nti1axfMzMzKHCMpGWEib2JiIlJTU6GrqwsDAwMYGBjQDQ3lSGpqKgICAhAUFISgoCA8f/4cCQkJIufF6urqMDAwQPPmzWFtbY327dujc+fOlKAtI2vWrIGrqyt7DmBoaIitW7fC0dGR79BIAT169MCVK1cA/PjumjZtGv755x+eoyIlNXXqVOzZs6fQG8JK2i8pbDuGYTBlyhT8+++/ZYiWlFeUiP3TlClTsHfvXvYz0K9fP5w6dYrfoAgpIUrEJoQQQgghhJRYWloajh07Bh8fH1y/fl3s9LuA+CrZJiYm+PDhg9xiJUQa+E7yLAlVH7CThg0bNmDRokWcqtgPHjyQ+oX40NBQWFpacqphr1u3DgsWLJBqO4qmsBsfivq75vNmCfq8lc6mTZvw22+/ARBNli4tSffz4sULSsQugS5dukhtX3l5eUhNTUV8fDwiIyPZ96mwik8eHh5wdnaWWvuqomnTpnj9+jUAyGV2B0IIURQxMTFwdHTE1atXxfYb1NXVsWTJEri5uRV6/rdv3z7MmTMHGRkZYpOwzczM4OfnB3Nzc9k+GcI6efIk9uzZA39/f+Tl5QGQPPlJ+N6rqamhW7dumDJlCgYPHiyzWAnXlStXcOPGDdy/fx8PHjxgqymLo6+vD0tLS1hZWcHOzg7dunVTmHEaZREeHo7t27fjwIEDSE1NZdcXdw6X/33S0dGBk5MTZs6ciWbNmsksVlXl6+uLKVOmID09HcCP175+/fqYMGEC7Ozs0KZNG2hpafEcJVmxYgVWr17Nfja6dOmCy5cv8xwVKY25c+di69atxV4bk0RhCd1z587F33//XfogSblGidg/HT16FCNGjGBfCz09PcTGxkJDQ4Pv0AiRGCViE0IIIYQQQsokMjISPj4+2L9/P5vwUVyVbFUdSCCKiypiq5a8vDx06tQJgYGB7PtevXp1nD9/Hq1atZJKG48ePYKDgwOnIl+HDh1w8+ZNlb+YLO7Gh+IGovm6WULVB8hL6/Xr1zAzM2MTZYQYhoGVlRUmTpyIzp07o0aNGti8ebPYCxLZ2dmIj49HbGwsQkJCcPfuXRw7dgxxcXGcvwVLS0vs37+fEq/LQNqfL3HfpeI+86NHj8aBAwek1q4qqVKlCpKSktjPTI8ePXDhwgW+wyKEkHKBYRi4u7tj5cqVYvsiwqnkfX19UbNmTfZ3qampmDJlCvz8/MRWLGQYBhMmTMC2bdtUenYbPn369AmnT59GcHAw7t+/j5cvXxZ6Di8QCNCoUSNYWVnBysoK/fv3h6mpqZwjVk0xMTHYtWsXPDw8EBkZya6XZLwl/2fOxMQEEydOxJQpU2BsbCyTWMkPaWlpmDt3Ljw8PACUbMaioh4/ceJEbNq0CTo6OlKMlrx79w6zZs3i9P/zv0fCSvPq6uplbksgECAiIqLM+1E1YWFhaN68OTvOUaFCBcTGxlK1eAV1/vx5TJ48GdHR0VIbO2EYBjVq1MDevXvRu3dvqeyTlE+UiP1TRkYGTExMkJiYyL4WR48epZskiUKhRGxCCCGEEEKI1AQGBsLLywtHjx5FYmIiu75gdUNVHUggisve3l7hkmMDAgL4DkGhxcXFwd7eHqGhoexAqI6ODpYuXYr58+fj/9i777Aozq4N4PeCgEpHFCtWLFhjx4K9G+y9gEFjLMQSjVGjsWGLsb0xaqyIsXdjV0TF3kFQY0Ox0ouigDDfH347MuzSd1l29/5dF5fMODPnzC47OzPPmecxNjbO0XYTExPxxx9/YP78+fjw4YO47erVq8PX1xdFihRR8Z5oH/aIrfvc3d2xadMmyfmBgYEBli9fjrFjx0qWzU6DREJCAry9vTFt2jSEh4eL2zc3N8eePXvQtm1b9e6YjlLH5yuj71RBENCvXz/8888/MDAwUFlMfWJsbIzk5GTxM+Ph4YHly5drOi0ionzlwoULGDhwIF69eqW0d2xbW1ts3rwZnTt3xq1bt9C/f388efJEaS/Y5ubmWLNmDQYMGJDn+0HpS0xMRFRUFKKjo8V7VJaWlrCysoKNjU2Or+ko59asWYOpU6ciNjY228W8gPKCXnNzcyxYsACjRo1Saa70xeXLlzF48GAEBwcrfQglJ1Jvp3z58ti6dSsaN26c61zpC29vb6xYsQK3bt2SXHOrA++H5FzHjh1x8uRJAF9ex/nz52PKlCkazopyKioqCr///js2bNiAsLAwANk/Vso/p0WLFsXw4cMxadIkWFtbqzxXyl9YiC01a9YszJkzR3w9KlSogKCgIJ63k9ZgITYREREREalcQkICDh48iD///BN+fn4sxCYirRQbG4shQ4bg8OHDkpuhpUqVwpAhQ9C3b1/Url07S9u6e/cudu7cia1bt+LVq1eSRjAXFxd4e3vD3NxcXbuiVTJ68CG9Bww0/bAEH3zIurCwMJQuXRqfP38G8PXc4K+//sLIkSMVls9Jg0RoaCiGDBmCU6dOieuZmJjg9OnTaNq0qVr2S5flRY/z8mOinZ0dli9fjn79+qk1nq4rUqSIpAehmTNn4rffftN0WkRE+U5kZCSGDh2Ko0ePKi3Glslk6NatG44dO4aEhARxXurl6tati507d6JixYp5mzyRFnn37h369OmDixcvqqyYF5B+Vp2cnLB7926UKFEi19ulL06cOIGePXvi06dPCg+hpJZZuUlm6xUqVAj79+9H+/btc5ewngsKCsKQIUNw584dAFDpZ00Z3ufPnYCAADRs2BCJiYniQ123b99GhQoVNJ0a5UJiYiJ2796Nw4cP48qVK5KRHzJib2+Pxo0b49tvv0WfPn1YdKpHWIgtlZCQgNq1a4ujLwNA9+7dsXv3bnbWQFqBhdhERERERKRyp06dgpeXFw4cOICPHz+K83kjgYjy2pw5c3K9jV27diEoKEjSI6y8IcvU1BQ1a9aEg4MDLCwsYGFhAeBLEXdsbCwePXqEgIAAfPjwAYC0gVImk8HR0RF9+vSRxJs5c2aucybKr3bv3o1+/fpJGhjatGkj9gSVVk4bJBITE9G5c2f4+PiI69rZ2SEoKIg9CmWTuhs6LCws0KxZM7i6uqJbt25scFSBevXq4fbt2wC+fNeMHTsWK1as0HBWRET515IlSzB9+nTxQTE5+bmHsgJEQRDg4eGBJUuWwMjIKC/TJdIqz549Q6tWrRASEpJuMW92yhUyWr9MmTLw9fVF+fLlc54wAQD8/f3RtGlTcSSvtOTvZbly5VCnTh1UrVoVVlZWsLCwgEwmQ0xMDGJiYvDw4UPcuXMHT58+zfD9NzMzw6VLl1CjRo282D2dc/bsWfTo0QNxcXE56m0+J3ifP/dWr16NMWPGiOca5cuXx7lz51C6dGlNp0Yq8vbtW9y7dw+RkZGIjo5GVFQUAMDKygrW1tawsbFB9erV+RCRHmMhtqJHjx6hSZMmiIyMFF+T9u3bY926dTw+Ur7HQmwiIiIiIlKJhw8fwsvLS+ztFVAsOOSNBCLKa6rqyVXZEORymW0/vWXTa4TkMZJ0mYeHB1atWiU5Lzh+/DjatWundPncNEjExsaicuXKCAsLE9f94YcfsGrVKlXuks6bPXu2yrZlYGAAc3NzWFhYiA2ODg4OKts+ffH9999j/fr14ndM9+7dsXfvXg1nRUSUv129ehX9+/fH8+fPMzxnFwQB1tbW2LhxI7p166aJVIm0RnR0NOrXr4+nT59mWEBdu3Zt1K5dG7Vq1UKxYsVgYWEBU1NTfPjwAbGxsQgNDYW/vz/u3r2Lu3fvAlC8Dpdvq0KFCrhx4wasrKzUu3M67PPnz/jmm28QGBio9HWuWLEi3N3dMWjQIJQpUyZL23z9+jW2bt2KjRs34r///lO63Ro1auDWrVsoUKCAyvZFHzx8+BCNGjVCbGwsgPQ/G+rA+/y5N3/+fPz666/iPQ9ra2usXLkSgwYN0nRqRJQHWIit3KNHj9ClSxc8fvwYwJfvGzMzM/zwww8YNmwYqlatquEMiZRjITYREREREeVYdHQ0tm/fDi8vL1y/fh1AxsWJvJFARHlNXoitytsf2W3Uys7yPEaSrmvatCkuX74sfi5tbW0RGhqa7vK5bZBYv349vv/+e3H9QoUKISQkBDY2NqrYHaJ86dChQ+jevbukMT8sLIzDuBIRZSI6OhrffPONOIx86iJs+e9169bF/v372RsbURb069cPu3fvVnpNXLRoUYwfPx4DBgxAuXLlsrzN58+f459//sHKlSsRGhqq9MGJXr16YdeuXaraDb3zv//9D+PGjVN4bU1NTfHbb79h3LhxOR4J4PPnz1i5ciVmzZoljhwm375MJsPy5cvh4eGR633QJy1btsT58+fTvfdUq1Yt1K5dG5UrV4aFhQXMzMxUel3g6uqqsm3pq23btuH7779HfHw8gC/3BitUqIDvvvsOLVq0QL169WBiYqLhLIlIHViILbVlyxbx9/fv32PBggV4/fq1wiil5cqVQ926dVGtWjVYWVnB0tJSJaMUDR06NNfbIP3GQmwiIiIiIsqWlJQUHDt2DF5eXjh8+DASExMz7RlW/v9WVlbo168fVq9enWf5EpF+U1WP2HmBN1tJH1SpUgWPHz+WDC157NixdJdX1iDx/v17FCpUKEvx4uPjYWtri4SEBHH99evXY9iwYaraJaJ8Jzk5GRUrVkRISIj4d3/w4EF07dpV06kREeVbkZGRcHV1xdGjRwFAobFfPs/c3Bxr165F//79NZInkba4cOECWrRooXRkqfHjx2P27NkwNzfP8fbj4uIwc+ZMrFixQnKtIP/X19cXzZs3z/V+6BtBEGBvb4/Xr19L5hUtWhRHjx5FvXr1VBLn9u3b6Ny5s+ShXEEQULp0aYWRCSh9fn5+cHZ2VvicGRkZYfTo0Rg3bly2HnQgzXn27BnGjh0ruT+S+n01MzODlZUVDA0Ncx1LJpPhyZMnud4OEeUeC7GllLXlpH04Vk4d5wr6/NqTanBcFyIiIiIiyhJ/f394eXlh27Zt4k3yrBRgGxgYoH379nBzc0P37t3ZewMRaQSfQyfKHyIiIiTTDg4OGS6vrJHx06dPWS7ELly4MFq2bInjx4+L83x8fFiITTrN0NAQs2fPxrBhw8TGvGnTpqFz587sFZuISAk/Pz8MHDgQr169UlqADXwtAIiLi8OgQYNw5swZrFy5MsvnJET6ZunSpZJpQRBQoEABrFmzBt99912ut29ubo5ly5ahVq1aGDlypELhzNKlS1mInQNnz57Fq1evJAVPJiYmOH36NGrWrKmyON988w1OnjyJhg0bIjExUZz/6tUrnD17Fq1bt1ZZLF22bds2ybQgCLCwsMDhw4f5969l/Pz88O7dOwBQWnAYFxeHuLg4lcTigw5ElN+lbcuRX4spe8BPVXhsJFVgITYREREREaUrPDwc//zzD7y8vHD37l0AWSu+BoCqVavC1dUVQ4YMQcmSJfMmYSKiNNL2DEREmhUbGyuZtrS0zHB5Zb3kxcbGwtraOssxy5cvDwBiQWpgYGCW1yXSVq6urti7dy/+/fdfyGQyBAYGYsSIEdiwYYOmUyMiylc8PT0xe/ZsfP78GYBiD9gGBgZISUlR6HF348aNuHz5Mnbu3Inq1atrKn2ifCk+Ph7Hjh2TFBPKZDLMnDlTJUXYqQ0bNgwvX77Eb7/9JhboCIKAY8eOIT4+HoULF1ZpPF138uRJ8Xf5+zZjxgyVFmHL1axZE7/++qvYE6jciRMnWIidRZcvXxZ/l79fy5YtYxG2FgkKCsKQIUNw584dcZ6ygkNVYUcVubNq1Sr88ccf4rS6exfP63hE+UVWjn+qPEby2EiqwkJsIiIiIiKSSEpKwuHDh+Hl5YXjx4/j8+fPWS6+trKyQv/+/eHm5oaGDRvmWc5EROnx9fXVdAqkZvfu3cOtW7ck84YOHaoz8XRNoUKF8P79e3E6s2F1lRVih4SEoGzZslmOWbRoUYX1ifTBtm3b0LJlS/GYtXnzZnz+/Bl//fUXTE1NNZwdEZFmhYaGYvDgwThz5oxkuGvgyz0O+egCPXv2RP/+/eHv7y8uIy/0DAoKQsOGDbF8+XKMGDFCU7tCacTHxyMqKgrR0dGIiYkRi+xzq2HDhihYsKBKtqXrrl27hsTERPGzAgDVqlXDtGnT1BJv2rRp2LFjBx48eCDOS0pKwrVr19CyZUu1xNRV169fl0wbGxtj9OjRaos3ZswYzJ07F0lJSeK8GzduqC2ernnx4oXk+6t48eIc/UmLnD17Fj169EBcXByLALVEdHQ0goODJQ/o6VI8IiLKHRZiExERERERgC83uTdv3owdO3YgKioKQNZ6vzY0NES7du3g5uaG7t27w9jYOM9yJiIiOnjwIGbOnCmZp87C6LyOp2ssLCwkhdjR0dEZLq+sx+znz5+jWbNmWY758eNHybSqhvMlyu/MzMzExn0fHx8IgoCtW7fiwoULmDJlCoYOHYpChQppOk0iojzn4+ODwYMH4927d0qLsEuVKoXt27eL5xtXr17FhAkTsGbNGkkxNvDlPOOHH37AmTNnsG7dOqUPkZF6vXnzBjt37sSVK1dw9epVvHjxQi1x7t+/j8qVK6tl27rm0aNHkmmZTAZXV1cYGBioJZ6hoSHc3NwwZcoUyef50aNHLMTOpidPnkgK/lq2bAkrKyu1xbOyskKrVq1w4sQJMS57e806+YhT8verbdu2Gs6Isurhw4fo0aOH+B6mbXthYTYR6SN7e3s+cEBajYXYRERERER67M2bN/D29oaXl5fYa0xWe7+uVq0aXF1dMWTIEJQoUSJvEibSMc+fP0dgYKBaeusaO3YsbGxsVLItovwu9TDxeXGzNq/j6RI7Ozu8evVKnM6sENvBwUFh3tWrVzFo0KAsx3z27JlkOrNeuIl0wZYtW8TfBw0ahLdv3yIoKAiCICA4OBijR4/GTz/9hEaNGqFBgwYoVqwYrKysUKCAapoM+IAKEeVHgiBg5syZWLhwIZKTkwFAoQi7c+fO8PLyQpEiRcT5JiYm+Ouvv9C6dWuMGDFCLJqSry8IAnbv3o2bN29i+/btqF+/ft7tlB7z9/fH/PnzsX//fvE6Wl2Fazznzx5l5/gdO3ZUa8yOHTtiypQpmeZBGYuIiJBMV6xYUe0x08ZImwOlr3DhwpIHnUuXLq3BbCg7Ro4cidjY2HQLsGvVqoXatWujcuXKsLCwgJmZmdoeZiEiyi+Cg4M1nQJRrrAQm4iIiIhID23fvh1eXl44c+YMUlJSslx8bW1tjf79+8PNzQ0NGjTIs3yJdEVKSgr27duHrVu34sqVKwgLC1NbrP79+7MQm4jynapVq+LWrVvi+cbDhw8zXL5KlSowMTGRDG3u6+ub5XjJycm4cOGC5PwmdWEVka5yc3NTel4vnycIAuLj4+Hr65utz1RWsRCbiPKb169fY8CAAfDz81PaC3aBAgUwf/58TJo0Kd1t9O7dG/Xq1cOAAQNw7do1Se/Y8l5cmzVrhgULFmDChAlq3yd9tmzZMkydOhVJSUmZ3tPKLfZKmn3KHnxUd4Gosu3zAczsSzuaUF5cO6WN8enTJ7XH1BXFixfH48ePxWker7SDn58fzp8/r3AuYmRkhNGjR2PcuHEoV66c5hIkIiKiHGEhNhERERGRHho0aJDYUCiXXgG2oaEh2rdvDzc3N3Tr1g3GxsZ5mSqRzlizZg08PT3x+vVrAOptHGFvXUSUX1WrVk38XRAE3Lt3L8PlDQ0NUbNmTdy4cUM8tgUGBuLKlSto3LhxpvF27tyJd+/eSXowZy9hpE/Snm/IPwepC7JVjechRJTfHD16FG5uboiIiFBahF22bFns2LEDjRo1ynRb5cuXh5+fH3755RcsW7ZMnC/fZmJiIiZNmgQfHx9s3ryZD4CpwfDhw7Fp0ybxOyy9752033EZfT9lZ1nKnJWVlcK8woULqzVmoUKFspQHZaxQoUKIj48Xp9XZgYBceHi4ZLpgwYJqj6kratSogUePHonT796902A2lFXbtm2TTAuCAAsLCxw+fBjNmzfXUFaUH/H8hIhIu3DsCiIiIiIiPSYvwkjbCCkIAqpVq4ZFixYhJCQER44cQZ8+fViETZQDUVFR6N69O8aMGYNXr16Jn7HUnz9V/hAR5WdOTk6S6fj4eAQGBma4Ts+ePSXTgiBg3LhxSExMzHC9kJAQTJgwQeHY6OzsnI2MibRbZucKPA8hIn3w7bffpluE3a1bN9y+fTtLRdhyBQoUwJIlS3D48GEUKVJE4SF3QRBw9OhRfPPNN7hw4YJK90XfLVu2DBs3blT6YFHan7SULZO6mFvZvTH5/7OX2eypXLmywrxXr16pNeabN2+ylAdlzNbWVjL95MkTtcdMG4MPsGRdu3btAHz97rly5YqGM6KsuHz5svi7/Pts2bJlLMImBakfjAEAU1NTDWVCRERZwUJsIiIiIiISG5esra0xevRoXLt2Dffu3cPkyZNRvHhxTadHpLU+ffqEDh064PDhwwrF13LpNQan13ic2XpEpF5JSUmSaT6klD1NmjSBiYmJZN6BAwcyXGfgwIHicVP+740bN9CxY0c8f/5c6Tpnz55Fs2bNlPbg1rlz5xxkrhsMDQ216qdAAQ7oSEREuZe252RBEGBkZITly5dj//79Oe41t3Pnzrh9+zaaN2+udMSxly9fok2bNrlLnkSPHj3Czz//rPSaumHDhli7di3+++8/xMXFYe7cuQAgOYdMSUlBQkIC3rx5g4CAAHh5eWHkyJGwsbFRKMhu0KABHjx4gJSUFPGHRb1ZV6dOHYXrpNu3b6s15q1btyTTxsbG+Oabb9QaUxdVrFhRvH8lCAJ8fX0RGRmptnhRUVE4e/asZASjihUrqi2erundu7ekN/gHDx7g4cOHGsyIsuLFixeS77HixYtj2LBhGsyI8quXL19Kps3NzTWUCRERZQXvZBMRERER6TFBEGBoaIgOHTrAzc0NLi4uLCgjUiF3d3fcuHFDaUMxAJQsWRIlSpRAREQEgoODJQ1Pzs7OSExMRGRkJMLDwxERESGuL9+efFkHBweUKFFCElvdw/4S6avo6GjJNBtBsqdgwYJo0qSJpLF9//79mD59errr2Nvbo1evXtizZ4/k+Hfu3DlUqlQJTZs2RY0aNWBtbY2IiAj4+fkhMDBQ0uul/Pf69evrdY/YfGBHf9jb27OHaiIiJQRBQMWKFbFz507UrVs319srVaoUzp49i9mzZ8PT01PhuzY5OTnXMeiLhQsXIjk5WXJ+Z2BggBUrVmDs2LFZ2oaRkRHs7OxgZ2eH6tWrY8iQIVi+fDm8vb0xbdo0hIeHQyaT4caNG2jYsCH27NmDtm3bqnO3dJKZmRlat26N48ePi+/X9u3b0atXL7XF/Oeff8TfZTIZWrduzZ5Dc6BBgwbw8fERpz9//ow///wTM2fOVEu8v/76C0lJSZLz1gYNGqglli6ytbXFyJEjsXz5cvE1/OWXX7B//34NZ0YZiY2NBfD1PgW/Zyg9Fy9elBwfixUrpsFsiIgoMyzEJiIiIiLSU46OjnB1dcWQIUNgZ2en6XSIdM7Zs2exfft2hQJsY2Nj/PjjjxgxYgQcHBwAAJ6enpgxY4bC+qmFhITg0qVL8Pb2xrFjxyQ9FL179w4zZ87EwIED1b9jRHouMDBQMm1hYaGhTLRXnz59JMe427dv49atWxkWQy1fvhzHjx/Hhw8fAHwdejk5ORkXLlzAhQsXxGXT9nopZ2hoiCVLlqhyV7SSthTnsmg8d4KDgzWdAhFRviMIAvr06YP169er9GE6AwMDzJ49Gy1btsTgwYPx5s0brfm+1RZhYWHYunWrwkN2q1atwsiRI3O1bRMTEwwfPhwuLi4YMmQITp06BZlMhtjYWHz77bc4ffo0mjZtqord0Cvjxo3D8ePHAXx5vw4ePIhLly6hSZMmKo918eJFHDp0SPLA+rhx41QeRx+0b98eixYtAvD1mmv+/Pno1q0bateurdJY9+7dw9y5cxWOlx06dFBpHF03d+5cHDx4EMHBwRAEAYcOHcKaNWvwww8/aDo1SkfhwoXx/v17cbp06dIazIbyq02bNuHZs2eS77ZatWppOi0iIsoAC7GJiIiIiPTQ9evXUa9ePU2nQaTTPD09JdOCIMDW1hbHjx/PUc9rZcqUQb9+/dCvXz/8999/+P7773H+/HnIZDLExMRgyJAhePLkiUJBNxGpztu3b3HhwgVJI0ilSpU0nZbW6dOnD3788Ud8/vwZwJfj48KFC7Fr16501ylZsiQ2btyIgQMHij1Lpi7ESUtZ8ZOnpyeaN2+uil0gIiIiLWNiYoJly5blumg3I61atcLdu3cxZMgQnDhxQm1x9JGvr6/Ya678PLxNmzYqfT+LFSuGw4cPo3PnzvDx8YFMJkNCQgJ69+6NoKAgWFtbqyyWPujQoQM6deqEY8eOQSaTITk5GUOHDoWfnx+KFy+usjivX7/G0KFDkZKSIo6e07lzZ7Rv315lMfRJy5YtUaZMGbx8+RLAl+uqxMREtGvXDkePHkX9+vVVEufu3bvo1KkTEhMTJddupUuXRqtWrVQSQ1+YmpriyJEjaNasGaKioiAIAsaOHYuEhAQ+kJBPFS9eHI8fPxan+RBy/hAbG6swCl5ayv4/JCQk1++hIAj4+PEjIiMj8fDhQxw5cgQHDhxQuLelqmMwERGpBwuxiYiIiIj0EIuwidTr0aNHYsMt8OVmqqGhIQ4ePKiS4a8rV64MX19f/Pbbb2LvQYIgYNasWShSpAhGjx6d6xhEJHXv3j18//33Cg3FderU0VxSWqpIkSLYtm0bIiIixHmGhoaZrte7d2+kpKTgu+++Q3x8vPg+ZNTjpPz4u3TpUnh4eOQ+eR3ARl4iItI3VapUwa5du1CzZk21x7K1tcWxY8ewaNEizJgxQ3yAjHLn/PnzCvMmT56s8jjGxsbYt28fKleujLCwMABAaGgofv31V6xatUrl8XTdpk2b0KhRI7x48QIymQxPnz6Fk5MTDh8+jBo1auR6+wEBAfj2228REhIi3hcpX748NmzYoILs9ZNMJsOkSZMwbtw4yfVWeHg4WrVqhRkzZmDChAkwMjLK0faTk5OxcuVKzJo1C3FxcQq93E+aNEll+6JPqlatiosXL6JTp04IDg5GSkoKJk6ciMOHD2PmzJlwdnbWdIqUSo0aNfDo0SNx+t27dxrMhuSWLVuGOXPmZGlZ+X0VQRBQrlw5teQjPy7KGRoaok+fPmqJRZrHe3VEukEm8NNMREREREREpFLr16/H999/L+mt6/vvv8fq1auVLu/p6YkZM2ZIls9qg/0vv/yCxYsXi+saGxvj9u3bqFatmip3iUgjDh48iIMHD2a4jL+/P27duiX5/Li6uuY6dtreaOQ9gqX+f5lMhhMnTqBt27a5jkdZFxISgkmTJmHfvn2ZHis7dOiAefPm8SG0/3fu3DlNp5BtLVq00HQKRESk5T58+ABTU9M8j3v58mUMHDgQz549y/PYuqZp06a4fPmyeM5va2uL0NDQdJfPzTU2oHhNX6hQIYSEhMDGxkYVu6NXnjx5gk6dOuHx48fi61mgQAH88MMPmDZtWo56x3737h08PT2xdu1aJCUlifMdHBxw7NgxVKhQQZW7oHc+f/6MunXrIjAwUDJf/lkqX7483N3dMWDAgCwXIIaEhGDbtm3YuHEjHj9+rFBgCADVq1fHrVu3UKAA+xLMjtQPqsTExODnn3/Gw4cPAXx9aLlSpUpo0aIF6tWrh2LFisHKyipLD0NnBYu8s2/NmjUYPXq0eEysVq2awueN8t7s2bMxe/ZsTachSvugysCBA+Ht7a3hrIiIKCMsxCYiIiIiIiJSsaFDh2Lr1q2SRl9/f39Ur15d6fK5aSQWBAF169aFv7+/ON2pUyccOXJEZftDpCnyRpCMejwGFHsNyWz57Eq9/dQNIWXLlmVhjQZFRUXh6NGjuHHjBt69e4eIiAiYmpqiaNGiqFu3Ltq3b4/y5ctrOk0iIiLSYzExMbC0tNR0GlqvSpUqkuLN9u3b49ixY+kur+wa+/379yhUqFCW4sXHx8PW1hYJCQni+uvXr8ewYcNUtUt6JTo6GmPGjMH27dsl74mBgQFatmwJFxcX1KlTBzVr1oSVlZXC+jExMfD398edO3dw6NAh+Pr6IiUlRbxOk8lkGDBgAP7880+l61P2BQQEoGnTpvjw4YNkfurXHABKly6NOnXqoEqVKrC0tISFhQVkMhliY2MRHR2NR48e4c6dO3jx4oXS9eXzzMzMcOnSJZX0lK5vDAwM0r0HouxehirJZDJ8/vxZ5dvVdeHh4Shbtiw+ffokHg+DgoJQpUoVTaem1/LLPUhl8cqVK4dbt27xO4502p9//olbt27lWTyZTAZjY2MULFgQtra2KFGiBKpUqYKaNWvCwsIiz/Ig3cLHCYmIiIiIiIhULCgoSDJdtmzZdIuw05OcnJyl3mlkMhkWLVqEjh07ijd+T5w4gcePH6NSpUrZikmUn2WnLwFV9zuQtlFF3lC2fPlylcah7LG2tsagQYMwaNAgTadCREREpBSLsFUjIiJCMu3g4JDh8squpT99+pTlQuzChQujZcuWOH78uDjPx8eHhdjZlLZn6gIFCiA5OVksxk5OToaPjw98fHzEZYyMjGBubo7ChQsjPj4ecXFxkl6vAWkxr7yH7UuXLqFu3bo5zlUmk+HJkyc5Xl/X1KxZE7t370bPnj3x6dMncX7qB5OBLz1dv3z5Ev/++2+628qoGFgQBBQsWBC7d+9mEXYuKbsPkrbgnfIHW1tbjBw5EsuXLxffo19++QX79+/XcGaUX6T+vHbp0gUbN25kETbpvDNnzuDQoUOaTgMGBgaoVasWunXrhiFDhrCTD8oWFmITEREREZFS4eHhuHTpEm7duoWwsDBERUUhKioKCQkJAAB3d3cWPhGlIzIyUtLLU/369bO9jU+fPmV5+Oy2bdvC1tZWbJwWBAEHDx7ETz/9lO24RPlVRj3M5GVvNIIgwNDQEJ6enujWrZva4hARERER0RexsbGS6cwK3M3NzZVuw9raOssx5UUX8mv7wMDALK9LXwQHB0vujQBfH2pNW9Arl5iYiIiICIXi+9TSXu99/vwZz58/z1Whqbp7NNVGHTp0wOnTpzF48GA8e/ZM8hplp8A3o96aK1SogK1bt6Jx48aqSVqPKXtPUj+0oM6Rwyj75s6di4MHDyI4OBiCIODQoUNYs2YNfvjhB02npvey+7et6s+CjY0NateujUaNGmHw4MFwdHRU6faJ8rP88N2SnJyM27dv486dO5g7dy569+6NRYsWwd7eXtOpkRZgITYREREREYmio6Oxbt06bNy4Ef/995/SZeQNJm3bts1wW0FBQdi6datkXr169dCrVy+V5UuUX0VGRkqmS5UqleHyxsbGCvMSEhKyXIgtH853z549YsOKn58fC7FJZ2i6EUTO2NgYLi4umDRpEho2bKiWGEREREREJFWoUCG8f/9enM5s9ChlhdghISEoW7ZslmMWLVpUYX3KGXkxtpwqikPT215ut0VSTk5O8Pf3x8SJE7F+/XpJUb1cdl93+Ta+//57/PHHH1m+90VZxwcL8j9TU1McOXIEzZo1Q1RUFARBwNixY5GQkIBx48ZpOj29NH78eLi5uWW4zJ9//ok//vhD8pDR06dPcx3bwMAAZmZmMDc3R4ECLOPLK0+fPkVgYCAiIyMRExODuLg4JCcnq2z7M2fOVNm29El++A4TBEEcvWXXrl04fPgw1q5dy87JKFM8ghMRERERERITEzF9+nSsWbMG8fHxKmmAKF++PP7++29ERUWJ80qUKIGePXvmiwtpInWKj4+XTOekt66wsDDY2NhkOWbqYm9BEPDgwYMsr0uUX9WpUweurq4ZLuPv74/bt29LGkGGDh2a69ipG0GKFy+O2rVr45tvvoGZmVmut01ElB9wBBwiItIWFhYWkkLs6OjoDJdXdg3+/PlzNGvWLMsxP378KJmOi4vL8rqkSNX3AnlvMe+Ymppi7dq1+Omnn7Bq1Sps2bIFMTEx4v9n9l6kvs9saWkJV1dXjB49GpUrV1ZbzvqGDxNop6pVq+LixYvo1KkTgoODkZKSgokTJ+Lw4cOYOXMmnJ2dNZ2iXrG0tMz0Hr6VlZXCvOw85EWalZSUhAMHDsDLywsXL15UGHFF1ViInTMZfaelPedIb1ll5ybZGcEj7SgT8fHxGDp0KD59+gR3d/cMt0P6jYXYRERERER6zt/fH4MGDUJQUFCWepDJ6o3dQoUKYdSoUfD09BSL4968eYOTJ0+iQ4cOKsmdKL8yMzOTNEolJSVluLyFhYXCvJCQEFSpUiXLMdPeCH779m2W1yXKr7p164Zu3bpluIynpydu374tmbdp0yZ1pkVEpLU4Ag4REWkjOzs7vHr1SpzOrBDbwcFBYd7Vq1ez9YDRs2fPJNOZ9cJNyrFAVHdUrlwZK1aswIIFC3D+/HlcuXIFV65cwb179xAZGYlPnz5Jli9YsCBsbGxQvXp1ODk5oXHjxnB2dkbhwoU1tAe6KSUlRdMpUA6cP39e/H3FihX4+eef8fDhQwiCgLNnz+Ls2bOoVKkSWrRogXr16qFYsWKwsrJS2XcRi7xJ3+zYsQMTJkxAaGgoAPWfn/CBsexr3bq1pI3r06dP2LdvHz5//izOS/2+mZqaolq1arCxsYGFhQVMTEwQFxeH2NhYhISE4OnTpwqjsMjvdzk6OqJ+/foAgA8fPiAqKgpv377F/fv3xe9V+Xso/1cQBIwePRply5bN9H4Z6S8WYhMRERER6bFTp06he/fu+PTpk9KhJdPejMjuzYMxY8ZgwYIFku1s376dhdik8ywsLCSF2Kl/V0ZZz9fZHdYwbYwPHz5ka30iIiLSXRwBh4iItFnVqlVx69Yt8fvl4cOHGS5fpUoVmJiYIDExUSy68PX1zXK85ORkXLhwQfJ9VqRIkRzlrs/4gKxuKly4MDp27IiOHTtK5icmJornhVZWVjAxMdFEekRaoWXLlgrXTKmL/QDg0aNHePz4MTZs2KDS2DKZTFLYSNnHh4y0x+fPnzFo0CDs2bNH8r6p854F/z5yxsPDQ/z91q1bGDBggHiskr+mjRs3xsCBA9GpUydUrFgxw+19+PAB169fx86dO7Fnzx5ERESI1wX3799H27ZtsWTJEskDLu/fv4efnx9Wr16NI0eOKPzNJCUlYciQIXj69CkKFSqkyt0nHcFCbCIiIiIiPXXnzh306NEDHz9+FJ8GlhMEASYmJmjUqBEcHBxQpEgRLF68ONsxihcvjqZNm4qNV4Ig4NSpU6rcDaJ8yd7eHi9evBCnIyIiMlze0dFRYd7Fixfx/fffZzlmUFCQZJo3gkjf8Ca3bhEEAQEBAbh16xbCwsIQFRWFqKgoJCQkAAB69eqFLl26aDhLIu3AEXCIiEjbVatWTfxdEATcu3cvw+UNDQ1Rs2ZN3LhxQ/zOCwwMxJUrV9C4ceNM4+3cuRPv3r2T9JxXunTp3O2EHnJ1ddV0CpSHjI2NYWdnp+k0iLSKsmuvtO00lH9Mnz4d06dP13QalEWCIGDw4MHYvXs3ANXcByH1O3HiBHr37o34+HgAX96bOnXqYMWKFWjevHmWt2NqaoqWLVuiZcuW+OOPP+Dp6YmlS5ciMTERKSkpWLlyJQIDA3H48GHx4TEzMzPxYbObN2+iX79+ePr0qeRvJzQ0FKtXr8bEiRNVu+OkE1iITURERESkhxISEtCvXz/Ex8cr3NhzdHTElClT0K9fPxgbG4v/l5NCbADo3bs3Lly4IE6/ffsWQUFBSgtPiXRF1apV4efnJzbaZtZIbG9vD0tLS8TGxorr+Pj4ICUlBQYGBpnGi42NxcWLFyWfZ1tb21zvB5E2cHZ2xm+//abpNEgFUlJSsHfvXmzcuBGXL19GXFxcustWqlQpw0Lsp0+f4vTp05J51apVy9YNe8q6gIAAhaHJo6KixNEaLC0tYW1tDWtra9SoUUMcmrxmzZoazlz3cQQcIiLSBU5OTpLp+Ph4BAYGonr16umu07NnT9y4cUOcFgQB48aNw4ULFyT3u9IKCQnBhAkTFL4TnZ2dc5g9ERGRcsqKrlM/PKvqXntZbEr6ZMOGDdi1a5fSz1Hqz1mZMmVgbW0NCwuLLLXFkPrcvn0bvXr1EouwAWDQoEHYvHmzpOfq7CpcuDA8PT3h4uKCrl27IjIyEoIg4MyZM2KP6WnVq1cPN2/eRJMmTfDgwQMAENvufv/9d4wbNy5XOZFuYiE2EREREZEeWrZsGR49eqQw3N24ceOwePFiGBkZqSyWsiIMPz8/FmKTTkvbGPzw4UMkJiZm2NjbsGFDnDp1Svxcvn79Gnv37kWfPn0yjbd8+XJ8+PBB0luXg4ND7naCSEs0b96cxbU6YNWqVVi8eDFevnwJIOPGwaw0RNrY2OCnn36S3LivWLEi/vvvv9wnSwCAqKgorF+/HqtXr8bz58/F+creu8jISERGRgIAbt68CS8vLwBA2bJlMXr0aLi7u8Pa2jpvEtcjHAGHiIh0RZMmTWBiYoLExERx3oEDBzIsxB44cKDYa6X8O+rGjRvo2LEjNm3ahLJlyyqsc/bsWbi5uSEsLEzhnLNz584q2hsiIiJFqi66JtJn8fHxmDFjhtKH0QsVKoShQ4eif//+qF+/PkxNTTWUJaX2+fNnDB06VNKBWM+ePeHt7a2yGI0aNcKpU6fQuHFjJCUlQRAE7N+/H5s3b4abm5vC8paWljhw4AC++eYbfPz4UZwfGhqK69evZ2mkHdIvfJSDiIiIiEjPJCUlYenSpZIibJlMhqlTp2LZsmUqLcIGAAcHB4UbGUFBQSqNQZTfpC0KTU5OxtWrVzNcp1+/fuLv8kZiDw8PvHr1KsP1Tp48CU9PT4Wbii1btsxe0kREGvDmzRu0b98eP/74I0JCQiAIgnhuouwnq6ysrDBs2DBxe4Ig4MmTJ7h48aIa90Y/CIIAT09PlC5dGr/88guCg4MlrzOADN+/1MsGBwdjypQpKF26NObPn8/euVQooxFwqlWrBi8vL8TExMDX1xfr1q3DwoULcxyrd+/ekmn5CDhERESqUrBgQTRp0kQ8T5QXTWTE3t4evXr1kpyfCIKAc+fOoVKlSmjZsiXGjh2LGTNmYPTo0ahVqxbatm2LkJAQhXtm9evXZ4/YRESkUqmvjfPqh0hfHD16FO/evROn5Z+BZs2aISgoCKtXr0aLFi1YhJ2PeHt7IzAwUDxnt7GxwerVq1Uep06dOpg2bZrkumLmzJn4/Pmz0uUdHBzg7u6ucAz19fVVeW6k/ViITURERESkZ44fP47w8HAAXxuUWrRoAU9PT7XEk8lkqFWrlmQodPkwTkS66ptvvoGVlZVk3t69ezNcp3fv3ihYsKA4LZPJEBoairp168Lb21vyxD0AhIeHY+bMmXBxcUFSUpLk/2QyGXr27Jm7nSAiUrO7d++iTp06OHPmjELxtVxuGgzHjx8PQNqr1D///JPrvPXZ48eP0bRpU8ycORMfP35Mt2g+PcqWFQQBHz9+xIwZM9C0aVM8efIkD/dIdykbAUcQBIwbNw63b9/GkCFDMhypIzvSGwGHiIhIldKOFnX79m3cunUrw3WWL18OMzMzcVp+7pGcnIwLFy5g9erVmD9/PtauXYt79+5J7l3JGRoaYsmSJarbEcpXVq1ahQoVKog/FStW1HRKRKQHUlJSNPaTnJys6d0nUrtjx46Jv6d+sO7EiRNKR0UhzZMXXcvfr0GDBsHW1lYtsTw8PCSdkr169Qr//vtvusv/+OOPCvN434uUYSE2EREREZGeUTZU+KJFi9Qas0KFCuLv8t4PiXSZTCZDu3btJE/VHzhwIMN1LCws8NNPP4nFhvJ1w8LC4ObmBltbW9SoUQPNmzeHo6MjSpQoAU9PTyQmJir01tWjRw9UrlxZ3btJRJRjz58/R7t27RAWFqZQ8CIvGC1TpgzatGmDvn375ihGhQoVUK9ePcmx+MSJE6raBb1z+/ZtODk54erVq5IC7LSy2wNX6oLsK1euoHHjxrhz504e7JHu4gg4RESki/r06YMCBQpIrpkzG9GhZMmS2LhxIwwNDcV5qc89lI3qkZanp6fCqFekO6KjoxEcHIznz58jODiY9yxVLCIiAt7e3hg1ahR69uyJLl26YMSIEfj999/x7NkzTadHREQ66ubNmwrz1qxZg0KFCmkgG8rMu3fvcPPmTcm5uDo7GrK2tkaLFi0k9ymPHDmS7vIVK1ZEmTJlAHx9sDOzkWxJPxXQdAJERERERJS30t6AKFu2LBo0aKDWmGl7Bo6JiVFrPKL8oH///ti9e7c4HRISgoMHD6Jbt27prjN9+nT8888/eP78uXjTKXVvoUFBQeK0XNqGYhsbG/zxxx8q3hui/E0QBPj5+Uk+G8bGxmjcuLFK41y5cgWJiYnitIGBAZo1a6bSGPogJSUFffv2RXh4uEIBdtGiRTF27Fi4urrC3t5e/L9du3blKFavXr0k5z7BwcF4+vSp5CExytyLFy/QqVMnREREAFD87pF/9kxMTODo6IiqVavCysoKFhYWkMlkiImJQUxMDB4+fIjAwEB8+vRJYTvy77eIiAh06tQJV69elfwNUNbJR8CRv6Z5NQLO5cuXOQIOERGpTZEiRbBt2zbxfASApMA6Pb1790ZKSgq+++47xMfHS6610yMIAgwNDbF06VJ4eHjkPnkiLSK/B5WaoaEhTExMsryN5ORkzJo1C8uXL0d8fLzSZX755Rd06dIFq1evRqlSpXKVMxFRfvXhwwfExMTg8+fPKtleqVKlsnT+o+9CQ0Ml53qOjo6oW7euBjOijNy5c0eho45KlSqpNWalSpVw+vRp8d7Z7du3M1y+UaNGCAkJEXOMjIxUa36knViITURERESkZ549eyYpysiLXn3SFmLHxcWpPSaRpnXu3Bnm5ubi37u8t66MCrELFiyII0eOoHXr1ggNDRXnp+7RUtlQyfL/K1iwILZv387CNdI7p06dQqdOnSTzRowYofJC7E2bNmH9+vWSeefOnWMxdjatW7cO169flxzbAKB79+7YuHGjwnlDbnTp0gXTpk2TzDt//jwLsbNp8ODBCo1YwJf3zsrKCn379sXgwYPRuHFjFCiQ8S3n5ORkXLt2Dd7e3ti5cyeioqIUHj569+4dBg8ejPPnz6ttn3SZpkbAuXz5MgCOgENEROrTu3fvHK3Xt29fODk5YdKkSdi3bx+Sk5MzXL5Dhw6YN28e6tWrl6N4RNrsf//7HyZMmCCZN3HiRPz+++9ZWj8hIQFdu3aFj4+P0hFxUvv3339x/vx5HDt2DE5OTjnOmYhI0xISEnDs2DFcuXIFV69eRWBgIKKjozM958gOmUyGoKAgjoSZBfIH9+RtKU2bNtVwRpQRZaNkFCtWTK0xixYtKpnO7D6WnZ2dZDr1w6FEcizEJiIiIiLSM9HR0ZLpEiVKqD1m2qKdhIQEtcck0jQTExMEBAQo9CKUmWrVqsHHxwf9+/dHQECAQm+hygiCgJIlS2L//v1q7+GeKD/6+++/JQ28RkZGmDp1qsrjTJkyBZs2bZL0YvP333+zEDsbBEHAggULJEXYMpkMQ4YMwebNm1Uez9HRESYmJpKezAMDA1UeR5d5e3vDz89P4TvIwMAAI0eOxNy5c2FtbZ3l7RkaGsLJyQlOTk5YsGABZsyYgdWrVyMlJQXA12LsixcvwtvbG0OGDFHp/ugDjoBDRESkqEyZMuJDYEePHsWNGzfw7t07REREwNTUFEWLFkXdunXRvn17lC9fXtPpEmnMzp07Fa6vx40bl+X1x44dizNnzgDIuOd54Mv1YGxsLLp06YILFy6gevXqOUuaMvT8+XMEBgYiKioK0dHRKu2dd+zYsbCxsVHJtih/CQkJUSiOdHZ21lA2+debN2+wYsUKbNiwQdJDbmYPopB6mZiYSI5z6i7qpdxR1nlXZGSkWt+3qKioTHNILe13XVJSkspzIu3HQmwiIiIiIj2T9uIwO8NK5lTaIZoKFiyo9phE+UFOe6auVq0abt++jbVr12LdunW4c+dOusuWKVMGo0ePhoeHBwoXLpzDTIm016dPn3DkyBHJaA8dO3ZE2bJlVR6rQoUK6NixI/79918x3v79+5GUlAQjIyOVx9NFPj4+ePHihfj6AUDt2rWxYcMGtcQzNDREjRo1JIWpDx48UEssXeXp6SmZFgQBhQoVwq5du9ClS5dcbdvS0hIrV65E586d0adPH3HYcvnfx/z581mInQMcAYeIiCh91tbWGDRoEAYNGqTpVIjynfDwcFy5ckVyLtm5c2eULl06S+tfuHABGzZsSHckN7nUI+IAXzoOGTZsGK5du6aCvaCUlBTs27cPW7duxZUrVxAWFqa2WP3792chto7asmULZs6cKU7LZDKVFfDriv3792P48OGIjo5WKLzO7EGU7GJhd/YUK1ZM8iABO4fK35SNrhccHKzWQuznz59Lpg0NDTNcPm3v9oUKFVJ5TqT9WIhNRERERKRnTE1NJYUReTF8UmhoqGSaN2eJMmdgYIBRo0Zh1KhRePnyJW7evKm0t64qVapoOlUijTp37hwSEhIkDRwDBgxQW7wBAwbg33//Fafj4+Ph5+eHVq1aqS2mLjlx4oRkWiaTYfHixZne7M6NypUr4+bNm2IxwdOnT9UWS9dcvXoV//33n6QHcwMDAxw+fBitW7dWWZyOHTvi0KFDaNeunaRx8b///sOVK1fQuHFjlcXSBxwBh4iIiIhy4sqVK2IBtpyLi0uW1//1118V5gmCgAIFCsDJyQmlS5fGu3fv4Ofnh8TEREmcmzdvYsOGDXB3d8/dTui5NWvWwNPTE69fvwag3uJNVReaUv7D4t/0zZkzB7NnzxZfo4xGskwto8+Nuou59UmNGjUk9//StlFS/mJra6sw799//0XDhg3VEi8+Ph5nzpyRfMaU5ZBa2nttpqam6kiNtBwLsYmIiIiI9IydnZ2kEDs4OFjtMa9duybpSUUdvZQS6bLSpUtnufchIn1z/vx5ybRMJkPXrl3VFq9r164wMDCQNI74+vqyEDuL0vZwZmdnh7Zt26o1ZtqeetPeOKf0HTt2TPxdfh73448/qrQIW65Vq1b48ccfsXz5cklDyLFjx1iInU0cAYeIiIiIcuLq1asK87I6Cs79+/dx4cIFyUOcMpkMDRo0wM6dO1GuXDlx2Tdv3mDQoEHw9fWVLP/nn3+yEDuHoqKiMGzYMBw+fFhp7+OqxgJd/ZF6RDP6YseOHZg1axYAxc9YZq9Vev8vk8kkx0Nly/J9yLq2bdvi0KFD4t+vsu83yj8cHR3F3+XvmZeXF6ZOnaqWnqe9vLwQHx8vabdOnYMyb968kUznRacHpH0MNJ0AERERERHlrUqVKokXloIg4OLFi2q9gfP8+XO8ePFCMq969epqi0dERPolMDBQMl2lShWYmZmpLZ65ublCT/RBQUFqi6drnj59KrnJ3bJlS7XHTFuInfqBNMrYlStXJNMGBgb4+eef1Rbv559/hoGB9JY1G8uyL22vPBwBh4iItN2iRYvQs2dPyU/a8xQiyr1Hjx5JpkuUKIFixYplad2tW7cqzLO2tsbRo0clRdjy7f7777+oWrUqgK+FjP7+/rh3714OMtdvnz59QocOHcQibHlBZ+oCUUEQMvxJT3aXJ9J1b968gbu7u9LPWJkyZTB16lScPHkSAQEB+OmnnwB8PcbJZDI8e/YMDx8+xOXLl3H48GHMnj0bHTp0QIECBSS9a8sfZLl27RqePXsm/lSoUCHvd1oL9e7dG8bGxuL0w4cP8fjxYw1mRBn55ptvYGlpKZn38uVL/PLLLyqP9fLlS0ydOlXhIYrM7lHfuXNHck877bkNEcAesYmIiIiI9E6jRo0kvRvGxsbixIkT6Nixo1ri/f333wrznJyc1BKLiIj0z4MHDyQ3QevUqaP2mHXq1MH9+/fFuA8ePFB7TF2RtiC0VKlSao9pZGQkmf748aPaY+qKx48fSz5fzZo1Q/HixdUWr3jx4nB2dhZ7xhMEgQ1lOcARcIiISNds2rRJLBAVBAFWVlbYtWuXhrMi0j2pzxtlMhlq166d5XXlPY8CX3vD9vDwQJEiRZQuX7hwYcydOxd9+vSRFEOdOnUKNWrUyNkO6Cl3d3fcuHFDaWEoAJQsWRIlSpRAREQEgoODJeftzs7OSExMRGRkJMLDwyXX7PLtyZd1cHBQ6AG0cOHCebOTRPnEkiVL8PHjR4XeqydOnIh58+ZJRodK2zEAAIVrZfmoA2/evMGqVauwdOlSJCQkAABu3LiBHj164OjRo6hZs6Y6dkdnFS9eHMOGDcPatWvF92rOnDnYsmWLhjMjZQwMDNC3b1+sW7dO8t3z559/wtbWFjNmzFBJnOfPn6N9+/aIjY2VfF8aGBhgwIAB6a4XERGBZ8+eSdZJ21ELEcAesYmIiIiI9E67du0U5s2fP18tsWJiYrB69WqFC9rOnTurJR4REemfyMhIyXTRokXVHjNtjPDwcLXH1BWJiYmS6bQ996pD2r8RExMTtcfUFWl7Oc6LRoa0MdLmQJnjCDhERKRrQkJCAHwt7mzRogUKFGB/Y0Sq9urVK/EcEgDs7e2ztF5oaKjCaFUAMHz48AzX69atGywsLCTzbt++ncVsCQDOnj2L7du3KxRgGxkZYdKkSXj48CFevnyJ69evw93dXen6Fy9exP379xEWFobnz59j+/bt4v371NcV7969w4gRI3D27Fnxp3Tp0nm2r0SaFhMTIynslX8+ZsyYgSVLlkiKsLOrRIkSmDdvHm7cuIGaNWuKx+FXr16hRYsW7AQiBxYsWAA7OzsAX96rbdu24ciRIxrOitLz008/Sc7v5d89s2bNQq9evfD8+fNcbd/LywuNGjXCo0ePFD7D/fr1y7BDgUOHDinMa9y4ca7yId3EQmwiIiIiIj3j5OQkDpmUujhj+fLlKo81bNgwREdHA/h6QduuXTvY2tqqPBYREemn2NhYybS1tbXaY6bt0SZ1z7OUsbS9ZaUtklaHtIXyynokIuXS9h4ub8BSp7RDn7MH8+xr1KiRZFo+Ao66cAQcIiJSt+TkZMl05cqVNZQJkW778OGDZDptkXR6fH19xd/lxYN169bNdASkAgUKoGHDhpJi34CAgOwlrec8PT0l04IgwNbWFpcuXcLixYvh4OCQre2VKVMG/fr1w7///ov79+/D2dlZfH9iYmIwZMgQzJ07V5W7QKQ1zp8/j/j4eABfj3X16tXDrFmzVBbD0dERvr6+qFWrFoAvbXjR0dFwcXHBp0+fVBZHH1hZWWHfvn0wMTGBTCZDSkoK+vXrh9OnT2s6NVKicuXKmDRpkvjZSn1ucODAAVSrVg1ubm44fvw4kpKSsrTNkJAQLF26FLVr18Z3332ntLMHKysrLFq0KMPt7NmzRzItk8l434uUYiE2EREREZEeGj9+vHgxK7+QnTJlCnbu3KmyGJMnT8aBAwckvXEAwIQJE1QWg4iIKG0vr3lRFJ22cVo+ZChlLu3DWC9fvlR7zJs3b4rnIzKZDGXKlFF7TF2RtvfwqKgotcdMG8PY2FjtMXUNR8AhIiJdY25uLpnOi1FViPSRvMBQzszMLEvr+fn5SaZlMhk6deqUpXXTPlgRERGRpfUIePToEXx8fCQ9exoaGuLgwYOoW7durrdfuXJl+Pr6YsaMGZKCuFmzZuGvv/7K9faJtM358+cl0zKZDL/88otCG1huWVlZ4ejRo5Jj8JMnTxQevKDMOTk54fDhw2LHEPHx8ejYsSMmT56cJ/e4KHvmzJmDli1bit85wNc27E+fPsHb2xtdunSBmZkZatWqhQEDBmDMmDH45Zdf8Ntvv2HixIkYMWIEOnTogBIlSqBcuXKYPHkyAgICxG2m/s4sUKAAvL29M3xw7OnTpzhx4oQkn4YNG7LDMVKKhdhERERERHpo5MiRqFSpkjgtk8mQlJSEgQMH4ueff85VEVtISAhcXFywdOlSheGd2rRpo7QwhIiIKKfSFmEo69lC1dLGKFSokNpj6oqKFStKGnDTNtir2rt37/Do0SMAX4v2q1evrtaYuiRtD/PBwcFqj5k2ho2Njdpj6hqOgENERLrG3t5e8gBmXoyqQqSP0j7onNXeV5Vd1zk7O2dp3bQjFsXExGRpPQLOnTsn/i4/Fx8+fLjKe+mcPXs2fv75Z8m1/MSJE3H//n2VxiHK765duyaZNjc3R7du3dQSq2TJkvj1118ln7s///xT4YEZylybNm1w9epVODo6AgBSUlKwdOlSlClTBsOGDYO3tzcePHiAyMhIpKSkaDhb/VagQAEcOnRIHI1BTl5ALQgCBEFAUlIS7t27h127dmHNmjX4/fffMW/ePKxYsQIbN27E6dOn8e7dO3F5+TbkBEGAsbExtmzZkmlHAkuXLkVKSoq4LUEQ0Lt3b/W8AKT1WIhNRERERKSHTExMsH79ehgYfL0kkF/E/vHHH6hUqRKmTp2KGzduKNyAVyYuLg5HjhyBu7s7HBwccOTIEYX1zMzMsHbtWpXvCxER6beSJUsC+Po9lhcNgWljFC1aVO0xdUX9+vUl0xEREbh48aLa4nl5eSnMa9Sokdri6ZoKFSpIGv18fHwUeoRXpfj4eLFHN3nc8uXLqy2eLuMIOEREpEtq1KgB4GsBxevXrzWZDpHOsrCwkExnpbfQ6Oho+Pv7S84JCxQogKZNm2YpppGRkWSaRYZZl7Z3XgAYO3asWmItWLAAtWvXBvDlWJyYmIhJkyapJRZRfhUaGiq5X1GvXj0YGhpmaxtZfcAFAEaMGIECBQqI07GxsTh06FC24ukzQ0ND8admzZq4f/++pKA3Pj4eW7ZsgZubG6pXr46iRYvCyMhIsl5Of1K/b5Q9ZmZmOHXqFCZMmCBpwwa+FmSn7gQsvZ/Uy6YtwnZwcICPjw/69++faT4LFy5EVFSU5GfcuHGq3WnSGSzEJiIiIiLSU87Ozli6dKnCU8WCICAsLAyLFy9Go0aNULhwYdSqVUth/XXr1qFOnTooU6YMbGxs4OLigs2bNyMxMVEybJR8SMTNmzezkIaIiFROXigqd/v2bbX2ih0WFoabN29KGl4qVKigtni6pk2bNgrzFi1apJZYCQkJWLFihUKRaFaHyCagXr16kumPHz9i06ZNaovn5eWlUHiRNgfKGo6AQ0REuiT1OaQgCPD19dVcMkQ6zNLSUjL9+PHjTNc5deqU2IOo/Nr8m2++yfLIUfLRVeQKFy6cpfUICAoKkkyXLVs22yNAJScnZ2k5mUyGRYsWSe6/nDhxIkt/I0S6Iu2IHFWrVs1w+bRFpED2CrGtrKzQvHlzyefu9OnTWV5f36VXoAso9rCsjh/KOSMjI/zxxx+4cuUK6tatq/Q1TVtonV7htZy8F+zp06fD398fTZo0yVIuZmZmsLS0lPxk9wEM0h8sxCYiIiIi0mMeHh4KxU9pb0AkJCTg3r17AL7eTBcEAS9evIC/vz9evXqF5ORkhaeM5csZGBhgzZo16NGjR97uHBER6YWGDRtKpgVBwD///KO2eFu3blW48Zu2l2dKX6tWrVCsWDEAXx8AO3LkCHbs2KHyWOPHj8ebN28AfC0SbdKkCUqXLq3yWLoqddGT/P2aNm0anj9/rvJYISEhmDp1qkJjSdu2bVUeSx9wBBwiItIlLi4ukuLMiIgI+Pj4aDAjIt1UsWJFyYg4165dy7RQd//+/ZJpmUyGFi1aZDlm2sJGMzOzrCes5yIjIyUPiefk3kR2ikLbtm0LW1tbcVoQBBw8eDDbMYm0VdpRAqysrDJcXtnxLLsPRTs4OAD4ej0fEBCQrfX1nbLiXGUF2ar8IdWpV68erl+/josXL8LNzQ2FCxfOsOg9vaL4GjVqYPny5Xj9+jXmzp0LExMTDe4V6TIWYhMRERER6bnJkydjz549sLS0VOgdO6MbB+ndqEj9/9bW1jhw4ADc3d3VuxNERKS3lBWKenp6KvSqpQoxMTHw9PRU+G5s3bq1ymPpKgMDA4wZM0ZyHiEIAr7//nv4+fmpLM7//vc/rF27VuG94tCR2dO+fXsUKVJEnJbJZHj//j3atWuH4OBglcV5+fIlOnTogNjYWMn8IkWKoEOHDiqLo284Ag4REekKKysruLu7SwpEJ0+ezN4GiVTsm2++kUzHxcXh6NGj6S4fGRmJAwcOKFx3KRsJKT1pryvs7OyyvK6+S1vEXqpUqQyXNzY2VpiXkJCQ5XgGBgZo2bKl5FpAldfxRPld2uJNZZ+p1CwsLBTmvXz5Mlsx5Z0ZyKnyXow+YsG0dnJycsLGjRsRGRmJ69ev46+//oK7uzs6d+6Mpk2bwtHRERUrVkTdunXRunVr9OrVC1OnTsW+ffvw8uVL3L17Fz/++COsra01vSuk41iITURERERE6NGjB4KCgjBo0CCxQSu17A7vJAgCevfuDX9/f3Tt2jWvdoOIiPSQk5OTQg/HUVFR+O6778ThkVUhJSUF3333nUJDp62tbbYamelLMXTx4sXF6dTFvX/99VeuCmri4+MxZswYjB8/XpwnbySuW7cuevfunZvU9Y6RkRF+/PFHhULex48fw8nJCbt27cp1jP3796Nx48Z48OCBpLBXJpPBw8MDBQoUyHUMfcYRcIiISFfMmTNHcg55584dPmRHpGJNmzaVTAuCgOnTp6fba/L8+fMV/q9w4cJo3rx5luIJgoDbt29LenWuWLFizpLXQ/Hx8ZJpS0vLDJc3NzdXmBcWFpatmKmLvQVBwIMHD7K1PpE2S1tYHRMTk+Hyyj5zISEh2YqZlJQkmc5uj9r6Lr0ektX5Q+pjZGSEevXq4YcffsC6devw77//4sKFCwgICMB///2HGzdu4PTp09i9ezc8PT3RvXt3lCxZUtNpkx7hXWwiIiIiIgIAFC9eHN7e3vj111+xZs0a7Ny5E2/fvlVYLm2v16mZm5ujZ8+e8PDwQN26ddWeMxEREQCMHj0a06ZNkxQXHjx4EN999x3Wr1+f60LOz58/4/vvv8f+/fsVCkV/+OEHGBiwr4PssLCwwJ9//onevXtLGtwTEhLg4eGBv/76Cx4eHujRo4dCzz/pCQwMxL59+7By5UpERkZKeugCvtyo//vvv9W1Szpt4sSJ2LBhg6SxUCaT4d27dxgwYAD+97//YfTo0ejWrRsKFy6cpW1++vQJBw8exNq1a3Hu3DmlDVVlypTBxIkTVbYf+mzy5MmoVKkS3N3dER0dLX42MjqvTz0voxFyrK2t4eXlxYcviYhI7SwtLbF//360bt0anz59giAIWLVqFT5+/Ihly5bBzMxM0ykSab1OnTqhSJEiiIyMFK/VAgMD0aVLF2zYsAHlypUD8OVB5RUrVmDZsmUK18g9e/ZEoUKFshTvwYMHeP/+veR8s1KlSirfL11lZmYmKQRNW7CZlrLeeUNCQlClSpUsx7SyspJMK2s/INJVRYsWlfzNZ1aIrezBkhs3bqBv375Zjpm2cJuFvll39uxZTadARHqGhdhERERERCRRpUoVLFu2DMuWLcOdO3dw6dIl+Pv74/nz53j79i3i4+ORnJyMggULwtraGvb29nB0dETjxo3RvHnzTIdjIyIiUrUxY8Zg5cqVePfuHQCIDcbe3t64c+cONm/ejDp16uRo23fv3oWbmxv8/f0V/s/W1hYTJkzITep6q2fPnpg8eTJ+//13SVGoIAgICgrC6NGjMXbsWJQvXx5Vq1ZVWH/Pnj24du0aIiIi8N9//yE8PByAYuGovBhg6dKlCsNsU9aYmprCy8sL7dq1Q3Jysjhf/n5dunQJly5dQuHChVG3bl3UqVMHVapUgaWlJSwsLCCTyRAbG4vo6Gg8evQId+7cwc2bN/HhwwcAUCiaFwQBRkZG2LJlC0xNTfN8f3VVjx494OTkhMmTJ2P79u1ISUmRvO7ZGZZX/jnr3bs3li1blukQ6ERERKrSqFEjnDx5Et27d0dERAQEQcDGjRtx4sQJTJ06FQMHDsy0R1giSl+BAgXg7u6OxYsXSx509vX1RaVKlVClShVYW1vjv//+Ez+Dac8jR40aleV4x44dU5jHzj2yzsLCQlIImllRqI2NjcK8p0+fZitm2hjy6zoifVClShX4+/uLx73Hjx9nuLyjoyMKFCgg3ksRBAHnz5/PVkw/Pz/JcbZIkSLZzFp/tWjRQtMpkA66d+8ebt26JZk3dOhQDWVD+Y1M4OMyRERERERERESk5Xbv3o1+/fpJeliW3/YyMDBAmzZt8P3336NNmzYKPTilFRMTgzNnzmDt2rU4c+aMOLRk2uLerVu3YsCAAereNZ02duxY/PXXXxn2zJv6vUw9T9nyaYsABEHAb7/9ht9++02VaeslLy8vuLu7K7wXGb3+6UlvHUEQYGBggPXr18PNzS13CVO6Hj58yBFwiIhI66QuXHr9+jUmT56M169fSx7EMzExgZOTE+rWrYtq1arBysoKlpaWMDIyynV8Z2fnXG+D8h9PT0/MmDFDch2Z+uFDffT+/XtUq1YNr1+/FuelPX9P7wHYb7/9FgcOHMhyrEaNGuH69euS1//Fixd80C+LnJ2d4efnB+DLe9G3b19s37493eVfvHiBcuXKSV7vwYMHw8vLK8sxO3bsiJMnT4rbMDc3z7QAnLQTj4+KfvvtN8ydO1d8TSwtLREVFZXhOrVr10ZAQIDkdQwICICjo2Om8Y4dO4YuXbpIjrv16tXD9evXVbI/RJR9np6emDlzpmSevh8b6Sv2iE1ERERERERERFqvT58+uHDhAv7880+FHpZTUlJw+vRpnD59GsCXoY6rV68OKysrWFlZQSaTITo6GlFRUQgKCsLjx4/FBo60Dczy30ePHs0ibBX4888/UalSJUyZMgWfP38GoLyYOq3Min8FQYCxsTGWLVuWrR7ZKH2urq4wNzfHiBEjEBUVJfmcyWW1z4/03jNra2usX78ePXr0UE3SpBRHwCEiIm3UsmVLpeeJqQtBP336BF9fX/j6+qo0tkwmE89ViXSdmZkZ/vnnH3Tu3BkfP34EIC24VtYLNgDY2dlh9erVWY7z9OlTsQhbrkyZMizCzoaqVauKveUKgoB79+5luLy9vT0sLS0RGxsrruPj44OUlBQYGBhkGi82NhYXL16UvGe2tra53g8ibdGoUSPJdGxsLJ48eYKKFSumu46LiwsCAgIk8yZNmoSjR49mGCsmJgYeHh4K9yObNm2ag8yJSJVSdwKTnRHmSPexEJuIiIiIiIiIiHTCihUrEBkZiW3btikUiaYuEH306FG6w4dm1POy/P+HDh2K//3vf6pMXa+NHz8erVu3xpgxY3Dx4kUAioXvWSV//xo0aIC1a9eiTp06Ks1V3/Xs2RONGzfGd999h5MnTwLI+XslJ3/P2rdvj40bN6JkyZKqSZaypE6dOvycEBGRVlE2OodMJlN63k9EOePs7IzDhw9jwIABCA0NVfoQppwgCChdujQOHTqEEiVKZDlG6mtq+ee4Y8eOuU9ej1SvXl0y/fDhQyQmJmb44GTDhg1x6tQp8b18/fo19u7diz59+mQab/ny5fjw4YOk+MzBwSF3O0GkRZo3bw5DQ0OkpKSI8w4dOoQJEyaku86gQYPg6ekJ4GuHESdOnMDgwYOxevVqmJubK6zz33//oX///nj69KnCcbd9+/Yq2hsiIlK1zB9rIyIiIiIiIiIi0gIymQxbt27F1KlTlf5f6h95T15pf9IuJyf/v99++w2bN2/Ow73SD7Vq1cKFCxdw4sQJdOvWDQUKFJC8L+lJu0yLFi2wd+9eXL16lcWlalKyZEkcP34cx48fx7fffiv5PGVV6s+bi4sLTpw4gePHj7MIm4iIiDKV3rl66pFsVPlDpK9atWqFhw8fYuLEiShRooTS62dra2v8/PPPuHPnTrauv6KiorB+/XoA0ocnunbtqurd0GnNmzeXTCcnJ+Pq1asZrtOvXz/xd/m1nIeHB169epXheidPnoSnp6fCcbFly5bZS5pIi5mbm6NBgwaSXnD37duX4TpVq1ZF69atJecpgiBg+/btKFu2LNzc3LBkyRJs2LABixcvhouLC2rWrIm7d++K25DHq1KlCjp37qy+HSQiolyRCXwsmIiIiIiIiIiIdMy5c+cwevRo3L9/H0DOeuoFvjYK16pVC6tXr4aTk5PKcqT0xcXF4cyZM7h06RL8/f3x/PlzvH37FvHx8UhOTkbBggVhbW0Ne3t7ODo6onHjxujUqRMLeTXgxYsXOHr0KK5cuYIrV67g0aNHGRZlOzg4wMnJCY0bN0bnzp1hb2+fh9kSERGRtjIwMNBIYbS8+Ck5OTnPY5P6eXp6YsaMGZIefvleKxcUFISQkBBERkbCzMwMZcuWRc2aNXP0uTx37pzCA84ymQx//fUXChYsqKKMdZ8gCChSpAhiYmLEv18PDw8sX7483XViY2NRvHhxJCQkSLZTtGhRLFmyBL1790ahQoXE/wsPD8fKlSuxePFiJCYmSkYfMDAwQFBQECpXrqy2fSTN4fFRuT/++AOTJ08WXxcDAwPcv38/w97hHzx4gNq1a+Pz58/ivNSF2Wml/T/567937150795dhXtDRNnFYyNlhIXYRERERERERESkkwRBwI4dO7BmzRpcuHBB8n/pNRanvlUmk8nQsmVLjBo1Cr1791ZrrkS6IikpCVFRUYiOjkZUVBQAwMrKCtbW1rC2toaRkZGGMyQiIiJtZGCguYGeWWChu1hMQ9quX79+2L17t/g3bG9vj+Dg4AzXmTFjhti7tfzvXv5vwYIFUb58eVhbWyMiIgKPHj1CSkqKpAdg+e89e/bE7t2782AvSRN4fFTu5cuXKFu2rOT+obu7O9atW5fhev/73/8wbtw4hfuRykr2lC0zbtw4LFu2LBeZE5Eq8NhIGSmg6QSIiIiIiCh/Cg8Px6VLl3Dr1i2EhYUhKioKUVFRYm8Z7u7uGDRokIazJCIiSp9MJsOAAQMwYMAAvHnzBidOnMC1a9cQGBiIkJAQhIeH4+PHjwCAQoUKwdbWFvb29qhRowYaNWqE9u3bw87OTsN7QaRdjIyMUKxYMRQrVkzTqRAREZEOSUlJ0XQKRET5Tv/+/SXF0CEhITh48CC6deuW7jrTp0/HP//8g+fPn4sFn/KCso8fPyIoKEiclktbGGpjY4M//vhDxXtDlP+VLl0aS5YsQWhoqDjPxMQk0/U8PDyQlJSEyZMnS+ZnNKqA/DM4YcIE/P777znMmIiI8goLsYmIiIiISBQdHY1169Zh48aN+O+//5QuI3/Ct23bthluKygoCFu3bpXMq1evHnr16qWyfImIiLKqRIkScHNzg5ubm6ZTISIiIiIiIqIc2rp1KzZu3ChOy2QynDlzRoMZaU7nzp1hbm6OuLg4AF/u3S9cuDDDQuyCBQviyJEjaN26taSYNHWP16l7wE5NEAQULFgQ27dvh729vYr3hkg7TJgwIUfrTZw4Ec2aNYOHhweuX78u+b+0Dz8AgKOjI+bNm4fu3bvnNFUiIspDLMQmIiIiIiIkJiZi+vTpWLNmDeLj45UOh5Zd5cuXx99//y0OSQ98KYLr2bNnhk/5ExEREREREREREeUVVdwLpbzz/Plz+Pr6ioWL+nyv2cTEBAEBAeJoX1lVrVo1+Pj4oH///ggICJC8hum9noIgoGTJkti/fz8aNGiQq7yJ9FXDhg1x9epV+Pv74/Dhw7hx4wbevXuHiIgImJqaomjRoqhbty7at2+Pli1b6vXxLa/Ex8cjKioK0dHRiImJwefPn1Wy3YYNG6JgwYIq2RYRaQcWYhMRERER6Tl/f38MGjQIQUFBYqNDVoZDy0yhQoUwatQoeHp6ijfF37x5g5MnT6JDhw4qyZ2IiIiI1Ou7777DsGHD0Lx5c02nQkRERESkUs7Ozvjtt980nQZRruS0Z+pq1arh9u3bWLt2LdatW4c7d+6ku2yZMmUwevRoeHh4oHDhwjnMlIjkatWqhVq1amk6Db305s0b7Ny5E1euXMHVq1fx4sULtcS5f/8+KleurJZtE1H+xEJsIiIiIiI9durUKXTv3h2fPn1S2ntI2qLr7D59P2bMGCxYsECyne3bt7MQm4iIiEhLbN68GV5eXihfvjxcXV0xZMgQlCtXTtNp6ZXvvvtO0ylki0wmw4YNGzSdBhERUZ4LCQnBs2fPJPOcnZ01lA1lRfPmzfnAIek1AwMDjBo1CqNGjcLLly9x8+ZNpb3zVqlSRdOpEhHlir+/P+bPn4/9+/eLvV6ra0QM9mROpJ9YiE1EREREpKfu3LmDHj164OPHj5DJZJIbA4IgwMTEBI0aNYKDgwOKFCmCxYsXZztG8eLF0bRpU1y4cEHsFfvUqVOq3A0iIiIiygNPnz7FrFmzMHv2bDRv3hzDhg1D79692RtaHti8ebPWNOLJH+5kITYREemjLVu2YObMmeK0TCZT2fD2RETqVrp0aZQuXVrTaRARqdyyZcswdepUJCUlSYqv1XGvRV3F3USU/7EQm4iIiIhIDyUkJKBfv36Ij49XKMB2dHTElClT0K9fPxgbG4v/l5NCbADo3bs3Lly4IE6/ffsWQUFBcHR0zPkOEBERkc75/Pkz/P39cefOHQQGBiIiIgKxsbGIi4tDcnKySmLIZDKcOXNGJdvSN/KH6gRBwPnz53H+/HmMHTsWvXr1gqurK1q2bKnpFHUeG/OIiIjyP35fExEREeUfw4cPx6ZNm8RztPSKr7MzQnBuRxMmIt3EQmwiIiIiIj20bNkyPHr0SLw5IL9pMG7cOCxevBhGRkYqi9WhQweFeX5+fizEJiIiIgDAzZs3sX79euzatQvR0dFqiyPvqZdyLu254/v377FlyxZs2bIFZcuWhaurK4YOHYry5ctrMk2dpQ1/vyw+IyIi+voAGxERkbbj9xlps2XLlmHjxo0AoNApVWbSWyb1CMPyZdIuy88NkX5iITYRERERkZ5JSkrC0qVLJTcKZDIZfvnlF3h6eqo8noODA0xNTREfHy/OCwoKUnkcIiIi0i7h4eGYNGkSvL29Aai3kUIbCljzK1tbW4SHhwP4+joqa7wKDg7GnDlzMGfOHDRr1gzDhg1Dnz59YGpqmvdJ6yBVfz6UfSYyamRUdz5ERESkW2bMmIGLFy/mWTyZTAZjY2MULFgQtra2KFGiBKpUqYLatWujRo0aeZYHEZGu8PDwwODBgzWdBlGOPXr0CD///LPCPQ1BENCwYUO4u7ujVatWKFGiBJYvX44ZM2aID9PJZDIkJycjKSkJkZGRCA8Px61bt3Dp0iXs2bMHERERkoLs+vXrw9vbG5UrV9bErhJRPsFCbCIiIiIiPXP8+HGEh4dLbii0aNFCLUXYwJeGkFq1auHy5cviTYkHDx6oJRYREemnOXPmaDT+zJkzNRpfGz158gRt2rRBSEhIpkODkma9fv0aR48ehZeXF44cOYLExEQAGRdl+/n5wc/PDx4eHujZsydcXV3RunXrvE9eR7i6uuZ6G9euXcP9+/fT7QGqWLFicHBwgIWFBSwtLQEAMTExiI2NxaNHjxAaGiouK29slF9LVKtWDQ0aNMh1jkRERKQ77t27B19f33xxjm9jY4Nvv/0Wrq6uaNGihabTISLSChYWFrCwsNB0GkQ5tnDhQiQnJ0s6pTIwMMCKFSswduzYLG3DyMgIdnZ2sLOzQ/Xq1TFkyBAsX74c3t7emDZtmtjWeuPGDTRs2BB79uxB27Zt1blbRJSPsRCbiIiIiEjPnDp1SmHeokWL1BqzQoUKuHz5MoAvNzuCg4PVGo+IiPTLrFmzNNrAz0Ls7Hn79i2cnZ3x5s0bAOxtN78rUKAAXFxc4OLigsjISGzbtg1btmzBjRs3AEjfv7RDs3748AFbt27F1q1bUaZMGbi6umLo0KGoWLFi3u+IFtu0aVOO1/38+TMmTZqEBw8eSN4fExMTdOnSBQMHDkTTpk1hZ2eX4XbevXuHixcvYtu2bThy5AgSEhLEYuwHDx6gXbt2WLJkCQwNDXOcKxEREekmTZ/bR0REwMvLC15eXmjYsCFWrlzJh8iIiIh0WFhYGLZu3aowMvCqVaswcuTIXG3bxMQEw4cPh4uLC4YMGYJTp05BJpMhNjYW3377LU6fPo2mTZuqYjeISMuwEJuIiIiISM/cvHlTMl22bFm1Nz5YWVlJpmNiYtQaj4iI9JMmGvjzQw9v2mbcuHF48+aN0qFBgS/nDTVr1oSDgwMsLS1hZmYGAwMDTaRKadjY2GDs2LEYO3Ys7t+/j82bN+Off/7B69evAWTcS/aLFy8wb948zJs3D02aNMGwYcPQt29fmJmZ5f2O6ImEhAR07doVPj4+kvmDBw/GokWLUKJEiSxvy87ODj179kTPnj3x5s0b/Pzzz9i2bRtkMhlSUlKwcuVKBAYG4vDhwzAxMVH1rhAREZEWyw/XTPJz0qtXr8LJyQmzZ8/G9OnTNZwVEemrt2/fYtCgQZL7WI6Ojvjzzz9VGmfMmDG4f/++OG1oaIjdu3crtNfou5IlS2o6hSyRyWR49eqVptPQCr6+vkhKSpKM5tWmTZtcF2GnVqxYMRw+fBidO3eGj48PZDIZEhIS0Lt3bwQFBcHa2lplsYhIO7AQm4iIiIhIzzx79kxy86F58+Zqj5n2xl5cXJzaYxIRkf7J6wZ+Tffspo1u376N3bt3Ky3C7tq1KyZOnAhnZ2cWXmuBatWqYdGiRViwYAFOnz6NzZs34+DBg/j48SOAjIuyL126hEuXLuHHH39Ejx494OrqyqFb1aB///44c+aMOG1iYoJ//vkHPXv2zNV2S5QoAW9vb/To0QODBw9GQkICBEHAmTNnMHDgQOzduze3qRMREZGOSO+aKbuj4qT3EGdGlI3cAgApKSmYOXMmkpOTOboRabUZM2bg4sWLeRZPJpPB2NgYBQsWhK2tLUqUKIEqVaqgdu3aqFGjRp7loQs2bdqEs2fPStppRowYofI4Tk5OWL16tSSOl5cXxo0bp/JY2uzt27fia5Sf5YcHm7TF+fPnFeZNnjxZ5XGMjY2xb98+VK5cGWFhYQCA0NBQ/Prrr1i1apXK4xFR/sZCbCIiIiIiPRMdHS2Zzk5PeDmV9gZRQkKC2mMSEZH+UUWDSXYLAih79uzZI5kWBAFGRkbYuHEjBg0apKGsKDcMDAzQvn17tG/fHnFxcdi5cye2bNkCPz8/AMoLYOSfqfj4eGzbtg3btm1D6dKlMXToUAwdOhQODg55vyM6ZsOGDTh48KDYmGxgYICDBw+iffv2KovRs2dP7N+/H507dxbjHDhwAJs2bcKwYcNUFoeIiIi0T//+/VGnTh1xOjQ0FOvXr8fnz5/FefJzQkNDQ1SuXBnVq1eHjY0NLCwsYGJigri4OMTGxiIkJAR3795FeHg4gC/nlKmLCmvUqCE+aPbhwwdERUXh7du3uHbtmlgUlfacVBAEzJ49GxUrVuR1CGmte/fuwdfXN18UZ9rY2ODbb7+Fq6srWrRooel08r1NmzZJ3rdy5cqhf//+Ko8zcOBAzJgxAy9evADw5bi7YcMGFmKnIz98ltLDe5PZc+vWLcl0kSJF0K5dO7XEsrCwwLx58/D999+L5xibN2/G3LlzYWNjo5aYRJQ/sRCbiIiIiEjPJCUlSabzYujwyMhIyXTBggXVHpOIiPSHs7OzShpLPn/+jMjISISFhYmN/AAkjfzlypWDvb19rmPpq9S988pf07lz57L4QUeYm5tj+PDhGD58OJ4+fQovLy94e3sjODgYQMa9ZIeEhGD+/PmYP38+GjdujGHDhqFv376wsLDI8/3QdklJSZg1a5bk2OXh4aHSImy5Dh06YOzYsfjf//4nxps5cyaGDBmCAgXY/EBERKSv+vXrJ/5+9OhRuLq6ikXYgiDA2NgYPXv2xMCBA9GuXbss3Z8MDg7Gjh07sHXrVgQFBYnnHvfu3UOFChXg7e0NMzMzyToPHjzA6tWrsXnzZsTFxUnORwVBwJgxY9C5c2dYW1urcO+J8p6mizQjIiLg5eUFLy8vNGzYECtXrkSDBg00mlN+9eTJEzx+/Fhyvda/f3+1FAEbGBhgwIABWLhwoRgvMDAQL1684L0t0mnh4eGSz1i9evWyvY2PHz+iUKFCWVp24MCB+PHHH8VOqD59+oSDBw/yIXUiPcMxPomIiIiI9IypqalkOiIiQu0xQ0NDJdN8CpyIiFTJ19cXZ8+ezfXPhQsXEBgYiNDQUDx9+hQbN25E/fr1xZv2giAgNDQUw4YNk6xHWffq1StJ46K1tTV++uknDWZE6lKhQgXMnj0bT58+ha+vL9zc3GBmZgZBECRFAvIeDeWfMUEQcOXKFYwcORIlS5bU4B5oryNHjuDVq1fitIGBAaZMmaK2eFOnToWBwdemhtevX+Pw4cNqi0dERETaY/PmzejWrZvYSYMgCOjatSsCAwOxbds2dO3aNcudRJQrVw6//PILAgICsHbtWhQpUkQ8hzx06BCaNWumMBJg1apVsWLFCgQEBKBx48YKxapxcXFYtmyZSvaVSJNSX1dp6kd+PXf16lU4OTnB09NT0y9LvnTy5EmFeeroDTujbSvLQd/J/37z4w9lX9p2z8xGXjM0NFSY9+nTpyzHK1y4MFq2bCl5v3x8fLK8PhHpBnZJQURERESkZ+zs7BAXFydOy3soVKdr165Jnj4vW7as2mMSERHlRrly5eDm5gY3NzccOnQII0aMQHh4OD58+IBhw4YhJCQE06dP13SaWkc+NLj8nKB9+/ZKGztItzg7O8PZ2RmrVq3C3r17sWXLFvj4+CAlJUVhmHg5QRDw8eNHTaSr9f7991/xd5lMhmbNmqF48eJqi1e8eHE0b94c586dE+cdPXoUPXr0UFtMIiIiyv/OnDmDESNGIDk5GcCX85Lp06dj7ty5udquTCbDiBEj0Lp1a7Rv3x7BwcEQBAH+/v5wcXHBuXPnFHqWtbe3x7lz59CqVStcunRJUji6cuVK/PrrrzA2Ns5VXkSakl6hprIeljMq6ky7fFYKQNO7nktJScHMmTORnJyMmTNnZrodfXLr1i3JtKWlJWrWrKm2eLVq1YKVlRViYmLEeTdv3sTw4cPVFlPbuLq6ajoF0ePHj3Hx4kXxO4pyJjY2VjJtaWmZ4fLm5uZKt5GdETPKly8P4OuoG4GBgVlel4h0AwuxiYiIiIj0TKVKlfDo0SPxZsDFixfFYih1eP78OV68eCHZfvXq1dUSi4iISB1cXFxQr149NGvWDC9evIAgCJg5cyaKFCmCH374QdPpaRUTExMkJSWJ03w4S78UKlQIgwcPxuDBg/Hq1Sts2bIFW7ZswcOHDyXLqeu8VF/cuXMHwNcHHqpUqaL2mFWrVhWLngRBwO3bt9Uek4iIiPKv+Ph4fPfdd5Ii7B9++CHXRdipVaxYET4+PqhVqxbev38v3udcunSp0lF3jIyMsHfvXjg6Okp6zo6Li8OlS5fQsmVLleVGlBf69++POnXqiNOhoaFYv349Pn/+LM6TF3IaGhqicuXKqF69OmxsbGBhYQETExPExcUhNjYWISEhuHv3LsLDwwFA8rCCTCZDjRo10LNnTwDAhw8fEBUVhbdv3+LatWviA9dpi7IFQcDs2bNRsWJFDBo0SN0vh9YICgoSf5fJZKhfv77aY9avXx+nT58W36P79++rPaY22bRpk6ZTwOvXrzFnzhyxUyPKnUKFCuH9+/fidGadQCgrxA4JCcnWfcuiRYsqrE9E+oWF2EREREREeqZRo0Y4duyYOB0bG4sTJ06gY8eOaon3999/K8xzcnJSSywiIiJ1KVWqFI4fP4769esjPj4egiBg3LhxaNasGWrUqKHp9LRGsWLFstUQQrqrVKlSmDp1KqZOnYpr165hxowZOHXqFBscVSA4OFjSe5adnZ3aYxYrVkwhByIiItJff//9N0JCQsRzklKlSuH3339XeZyyZcvC09MTP/74oxhr4cKFGDVqFAoXLqywvJ2dHcaMGYN58+ZJzjt9fX1ZiE1ap1+/fuLvR48ehaurq1iELQgCjI2N0bNnTwwcOBDt2rWDiYlJptsMDg7Gjh07sHXrVgQFBYmfq3v37qFChQrw9vaGmZmZZJ0HDx5g9erV2Lx5M+Li4sTPlnzdMWPGoHPnztnqWVaXyTutkRe5y3vRVafUMQRB4PVaPhIVFYUFCxZg1apV+PTpk6QX7LT3RwoVKpTX6WktCwsLyf3H1A9gKaOsx+znz5+jWbNmWY6ZdlS31CMTE5F+MNB0AkRERERElLfatWunMG/+/PlqiRUTE4PVq1dLbhgZGBigc+fOaolHRESkTlWqVMGECRPExrKkpCSMGzdO02lplZo1a0oald69e6fBbEjT4uLisG7dOkycOFHsnYtD7+Ze2sa+yMhItcdMG4MNjkRERPpt/fr1kkLDIUOGKC2MVoVhw4ZJitMiIyNx4MCBdJcfNWqUwrxLly6pIzWiPLF582Z069ZNPCcXBAFdu3ZFYGAgtm3bhq5du2apCBsAypUrh19++QUBAQFYu3YtihQpIn6WDx06hGbNmikUNFatWhUrVqxAQEAAGjdurHBNFxcXh2XLlqlkX3VBbGysZNrGxkbtMdPG4PWa5n348AFz585FhQoV8Mcff+Djx4+SkWvl/wqCgAIFCmDUqFF4/PixJlPWKnZ2dpJjUWaF2A4ODgrzrl69mq2Yz549k0yz8wki/cNCbCIiIiIiPePk5IRy5coB+NorxcWLF7F8+XKVxxo2bJh4g0N+E6ldu3awtbVVeSwiIqK8MH78eMmNdF9fX9y+fVuDGWmXVq1aAfh6DsLXTv8IgoATJ05g4MCBKF68OH744QdcvnwZgiCwCFtFChSQDoT59OlTtcdMG4MNjkRERPrrxYsXCAoKksxzcXFRWzxTU1O0adNGci55/PjxdJcvUaKEWHAlvy7hA6Kkrc6cOYMRI0YgOTlZ/AxMnz4dhw4dQsWKFXO8XZlMhhEjRuDy5csoV66c+Fnx9/eHi4uL0ms3e3t7nDt3Dk2aNBH/X77eypUrkZiYmON8dEl8fLxk2tjYWO0x08ZI3VMw5a2kpCSsWLECFSpUwKxZsxATEyO2naXtTV4mk2HQoEF48OABVq1aheLFi2s4e+1RtWpVAF8L2h8+fJjh8lWqVBEfWJG//r6+vlmOl5ycjAsXLkg6pSpSpEg2syYibcdCbCIiIiIiPTR+/HiFm6FTpkzBzp07VRZj8uTJOHDggMLwaRMmTFBZDCIiorxmY2ODRo0aSRod9+7dq8GMtEvfvn1hZGQkTt++fRsvX77UYEaUV4KCgjBlyhSUKVMGnTt3xs6dO8Uen1I3OqY9d6TsK1q0KICv5/lnz55V6HVNlWJjY+Hj4yN574oVK6a2eERERJS/3b17V2GevFMIdUnb6cSdO3cyXL5+/fqSa7qIiAg1ZkekHvHx8fjuu++QnJwM4Mvf/w8//IC5c+eqLEbFihXh4+MDMzMz8Xz/4sWLWLp0qdLljYyMsHfvXlhbW0vmx8XFsef5/1ewYEHJdGhoqNpjhoWFSaYNDFgqltcEQcDGjRvh4OCAiRMnIiwsTKEAW76cIAhwcXHB3bt34e3tjfLly2swc+1UrVo18XdBEHDv3r0Mlzc0NFQYxS8wMBBXrlzJUrydO3eKD3XJ39fSpUvnIHMi0mb8diUiIiIi0kMjR45EpUqVxGmZTIakpCQMHDgQP//8c66GpgsJCYGLiwuWLl0qGT5NJpOhTZs2aNeuXa7zJyIi0qTq1asDgKQRkrLGzs4O7u7ukuFWZ82apdmkSG0iIyOxatUqNGzYEDVr1sSSJUvw+vXrDIuv5f9XtWpVzJ8/X4PZa6/q1atLGg8TEhKwZs0atcVbvXo1EhISAHw975cfJ4mIiEj/hISEKMxTd6+QaYs+M3vYU/7gmlxUVJTKcyJSt7///hshISHi9VSpUqXw+++/qzxO2bJl4enpKZ7rC4KAhQsXKvTsLGdnZ4cxY8Yo9Jqdnd5ldZmVlZVk+s2bN2qPmTaGubm52mPSV7t374ajoyNGjBiBFy9eZFiA3apVK1y+fBkHDhzgdXUuODk5Sabj4+MRGBiY4To9e/aUTAuCgHHjxmXam39ISAgmTJig0LGAs7NzNjImIl3AQmwiIiIiIj1kYmKC9evXS3o+kN9E/eOPP1CpUiVMnToVN27cyNIQ8XFxcThy5Ajc3d3h4OCAI0eOKKxnZmaGtWvXqnxfiIiI8lrqnl4FQch0eEuSmjt3LkqWLAngy+vn5eWFI0eOaDgrUpXk5GQcOnQIvXr1QsmSJfHjjz+K55SZFV9bWlpi5MiRuHz5stiDNmVf6gcf5ef4s2bNQlBQkMpjBQYGYtasWQoNjm3btlV5LCIiItIO79+/V5in7h5fw8PDM80htbSFkJ8/f1Z1SkRqt379evF8XyaTYciQIShcuLBaYg0bNgyFChUSpyMjI3HgwIF0lx81apTCPPaI/YW9vb2kqN3Pzy9LbTA5lZKSggsXLkiu2cqUKaO2ePTViRMnUL9+ffTv3x8PHz7MsAC7fv36OHnyJM6cOYNGjRppMGvd0KRJE5iYmEjmZXTMAoCBAweK74383xs3bqBjx454/vy50nXOnj2LZs2aKfQ6DwCdO3fOQeakLdR53CbtxUJsIiIiIiI95ezsjKVLl0ouFuU3/8LCwrB48WI0atQIhQsXRq1atRTWX7duHerUqYMyZcrAxsYGLi4u2Lx5MxITEyW9XAqCAENDQ2zevJlDqBERkU5I20jP3tOyp0iRItixYwcKFiwImUyG5ORk9O3bF//++6+mU6NcuHPnDiZMmICSJUuiR48eOHDggHheCEChsRH42ntyhw4dsH37drx58warV69mo2MuDRgwAEZGRuK0TCbDp0+f0KZNG9y+fVtlcW7fvo22bduKvWHLGRkZYeDAgSqLQ0RERNrF2NhYYd6TJ0/UGjPt9pXlkFra3i3VVbxKpC4vXrxQeNDSxcVFbfFMTU3Rpk0bSVvC8ePH012+RIkScHBwAPC1zeHdu3dqy0+b1KxZUzIdFRWl1iL1y5cvIzIyEsDXa3BHR0e1xaMvDx20bNkSnTt3xu3bt5UWYANf3o9q1aph7969uHbtGh9oVqGCBQuiSZMmkoce9u/fn+E69vb26NWrl+Q+liAIOHfuHCpVqoSWLVti7NixmDFjBkaPHo1atWqhbdu2kpEJ5PHq16/PHrF11PTp05GSkiL+JCcnazolykdYiE1EREREpMc8PDywaNEiyTz5DSH5k/gJCQm4d+8egK9P+AqCgBcvXsDf3x+vXr1CcnKyQi+H8uUMDAywZs0a9OjRI293joiISE1ev34tmTY0NNRQJtqrWbNmOHjwIMzMzCCTyfDx40d069YNI0aMQHBwsKbToywKDQ3F0qVLUbt2bdSrVw8rV65EWFhYlnq/rlq1KhYuXIiQkBAcO3YM/fr1U+itiHLGzs4Ow4cPV3jg8t27d3B2dsbChQszHVo3I4mJiViwYAGcnZ3x7t07hQZHd3d32NnZ5Xo/iIiISDspOw/IrBfK3IiOjoavr6/knDOzc5Ho6GjJtJmZmTpSI1Kbu3fvKswrV66cWmPKty9vO7hz506Gy9evX19yTRIREaHG7LRHkyZNFOZ5enqqLZ6ybSvLgXLP398f3377LZo3b44LFy5I7o2kJggC7O3tsWnTJgQEBLDtTE369Okjmb59+zZu3bqV4TrLly+XnBPIj3fJycm4cOECVq9ejfnz52Pt2rW4d++e0vfX0NAQS5YsUd2OEJHWKKDpBIiIiIiISLMmT56MSpUqwd3dHdHR0QpDbwHKh1hK/VS4MoIgwNraGl5eXujatasaMiciItIMHx8fyfdf0aJFNZiN9mrbti2uXbuGPn36iI0XGzduxObNm9G6dWu0aNEC9evXR9GiRWFlZaWygnd7e3uVbEdfJSUl4eDBg9i8eTNOnjwpPpAnp+zcUP7/VlZW6N+/P9zc3NCwYcM8y1kfzZs3D4cPH8arV6/EeTKZDB8+fMD06dPx119/YciQIejbty9q166dpW3evXsXO3fuxNatW/Hq1SulDY6lSpXCvHnzVLovREREpF1q1Kgh/i4vYPL29sb06dNhY2Oj8nirVq1CYmKiGEsmk0lyUCYkJEQyXapUKZXnRaROaf+GgS+jT6mTtbW1ZPrly5cZLp/2XglHE/uiS5cuMDQ0REpKinjcOnHiBA4fPoxvv/1WpbGOHDmC48ePS67bZDKZyuPouydPnmDGjBnYtWuXWHwNKN4fEQQBdnZ2mD59OkaOHCkZyYpUr0+fPvjxxx/FkQ0FQcDChQuxa9eudNcpWbIkNm7ciIEDB4o9Had++DwtZffAPD090bx5c1XsAhFpGRZiExERERERevToAScnJ0yePBnbt28XbwLKpVdsrYz8ZkTv3r2xbNkyNmQQEZFO2b17N169eiVp5C9RooSm09JaVapUwa1btzBt2jSxt5jk5GScPn0ap0+fVnk8mUwmNsBQ9ly9ehVeXl7YuXOn2INgVgqwDQ0N0a5dO7i5uaF79+6ZDhNPqmFtbY09e/agbdu2+PDhgzhffux6+fIlFi5ciIULF8LU1BQ1a9aEg4MDLCwsYGFhAQCIjY1FbGwsHj16hICAAHE7yhqVBUGAqakp9uzZo1CgQURERPqlZs2asLOzQ2hoqDgvIiICY8aMwfbt21Ua6969e5g3b57CuWibNm0yXO/OnTuSazp19yRMpGrv379XmBcaGoqSJUuqLWZ4eHimOaRmZWUlmea1+BdFihRB586dcfjwYcnopIMGDYKPjw/q16+vkjg3b97EwIEDFUYwat26NUqXLq2SGPru9evXmD17NjZv3ozPnz9nWIBtZWWFyZMnY9y4cShcuLAm0tU7RYoUwbZt2yS98Welk4fevXsjJSUF3333HeLj45V2XpWW/P7X0qVL4eHhkfvkiUgrsRCbiIiIiIgAAMWLF4e3tzd+/fVXrFmzBjt37sTbt28Vlsuop2xzc3P07NkTHh4eqFu3rtpzJiIiyktPnjzB+PHjFW68Ozs7aygj7ff69WvMmDED27dvlzRsKOtlhjRjwYIF2LJlC/777z8AWSu+BgBHR0e4urpiyJAhKF68eN4kSxINGzbEv//+i+7duysd+Ub+Xr1//x5XrlzBlStX0t1WRu+7IAiwtLTE/v372dM5ERERAQAGDRqEpUuXSooMd+3aBVNTU/z9998wMDDIdYxbt26hU6dOSEhIkJyfGBkZYcCAAemu9+rVK/HhWrlq1arlOh+ivKTsAdcnT56otRD7yZMnmeaQWmJiomSaxadf/fzzzzh8+LA4LZPJ8P79e7Rv3x6rV69Gv379crX9Xbt2YfTo0YiLi1O4fpsyZUqutk1AZGQkFixYgL/++gufPn3KsAC7cOHC8PDwwJQpUxQeTiD16927d47W69u3L5ycnDBp0iTs27dP7B07PR06dMC8efNQr169HMWjrHn69CkCAwMRGRmJmJgYxMXFZfreZMfMmTNVti3STyzEJiIiIiIiiSpVqmDZsmVYtmwZ7ty5g0uXLsHf3x/Pnz/H27dvER8fj+TkZBQsWBDW1tawt7eHo6MjGjdujObNm7OXQyIi0kl79+7Fjz/+iDdv3ig0rHTp0kVDWWk3b29vjB49GvHx8QpFntkZjSOrWNydM9OnT5cUx2dUfG1tbY3+/fvDzc0NDRo0yNM8STlnZ2dcvXoVw4cPx4ULF9Id9Sazz0d6n0lBENC0aVNs2LABlStXVk3SREREpPUmTpyINWvW4OPHjwC+Pmy5adMmBAQEYMWKFWjcuHGOtv3p0ycsWrQIv//+u6SnSnlvryNGjEDRokXTXf/AgQMK85ycnHKUC5Gm2NnZKcw7cOAAmjdvrpZ40dHR8PX1lVwXKMsh7TqpmZmZqSM1rdS0aVP06dMHu3fvlvTOHx0djYEDB2LHjh34+eefs31sunz5Mn7//XccPHhQ3Cbw9fjYrVu3TEcMoPR9+PABf/zxB5YuXYq4uLgMC7CNjIwwYsQIzJgxI9PPCuVPZcqUwc6dOxEVFYWjR4/ixo0bePfuHSIiImBqaoqiRYuibt26aN++PcqXL6/pdHVSUlISDhw4AC8vL1y8eBGxsbFqjcdCbMotmcAWCCIiIiIiIiIiItH79+8RGRmJ+/fv4+rVq9i5cycePHigtBGrfv36uHr1qoYz1j5LlizBlClTJI1WqV9fdZBvX5U9pegDAwODDItwDQ0N0b59e7i5uaFbt258KC8f27BhA6ZNm4awsDAAGQ+rmxH559bW1haenp4YMWKEynIkIiLSZp6enpgxY4bk3Fafzz2XL1+OiRMnSl6P1Of/zZo1w4ABA9CxY0eUK1cuw219/PgRN27cwO7du7Fr1y6EhYUpXD8IgoDSpUvD398/w15HW7RoIT6gJggCChQogPDwcFhYWKhit/MVGxsbyfSvv/6KiRMnaigb1ZF/1uT08bMWEBCA2rVrS+5R2Nra4sGDBwrvuyooO7517doVBw8eTHedb7/9FkeOHBHXadiwYYaj8OibiIgI1KlTB69fv5bMT31sc3R0RNu2bdGwYUNUr14dVlZWsLKyEou2o6KiEBQUhGvXruH06dMIDAxU2IZ8ulSpUrh161aGD6qQcomJiVi1ahUWLlyI8PDwDAuwDQwMMGjQIMyePTvT7zYiSt+OHTswYcIEhIaGAlB/Bxv6eC5BqscesYmIiIiIiIiISKsZGhqqdfvpNbDIZDIsXbpUrbF10bFjx8QibGW987LfiPxN/v5Ur14drq6uGDx4MIoXL67hrCgr3N3dMXToUOzbtw8bNmyAj48PUlJSFJbL6LMok8nQunVrDB8+HD179mThPREREaVr/PjxuHbtGnbs2CGeX8gLMgVBgJ+fH/z8/AAA5ubmqFatGmxsbGBubg4TExPExcUhLi4OL168wNOnT8XzFmXXZ4IgwNTUFHv37s2wCPvu3buSUUJkMhmcnZ11sggb+NIjcerC2U+fPmW4/IULF3D27FnJvPzYO2Tt2rXh6uqq6TQ0qmbNmrCzsxML1IAvhb1jxozB9u3bVRrr3r17mDdvnsI9kcx6Vr5z547k749FqVJFihTBoUOH0Lp1a0kvr6kfWgkMDERQUFCWtpd2pLHU862srHDo0CEWYWdTSkoKNm3ahDlz5uDly5cZFmADQLdu3TBv3jxUr149z3Ml0hWfP3/GoEGDsGfPnnSPa6rGe9GkKizEJiIiIiIiIiIirZYXN0vTNmIBwIoVK9C0aVO1x9YlSUlJGDNmjNLerwVBQLly5eDi4oLatWujcuXKsLCwgJmZGQwMDDSUMckJggAbGxv0798fbm5uqF+/vqZTohwwMjJCv3790K9fP8TFxeHGjRu4fv06/P39ERERgejoaHEIcUtLS1hZWaFIkSKoWbMmGjZsiPr16+tsoRIRERGp3pYtWwBAoRgbkF7HxcbG4tq1a0q3kfZ6T9l1hKWlJQ4cOIAGDRpkmM/ff/8NS0tLybwBAwZkYU/0w/nz5zFr1izJa5wfC7G7du2Krl27ajoNjRs0aBCWLl0KmUwmFu/u2rULpqam+Pvvv1VyHX3r1i106tQJCQkJkr8LIyOjDD87r169wqtXryTrVKtWLdf56JpvvvkGJ0+ehIuLC969e6f0OJmde17Kjo8lSpTA4cOH8c0336gucT2wa9cuzJw5E48ePcq0ALt169aYP38+GjZsmOd5EukSQRAwePBg7N69G0DGxdcsnqb8iIXYRERERERERESk9dTZK0ZqgiCgcOHCWLJkCX744Yc8ialLDhw4gODgYIXii7Jly2L58uXo1q2bJtMjJQwMDNCxY0e4ubnBxcWFPSDrEHNzc7Rq1QqtWrXSdCpERESkowoUKIBt27bByckJv/76K+Li4hQKDeXSK6jJrAjH2dkZ69evR6VKlTLNZ9WqVVi1alU29kB/KXt4lvKXiRMnYs2aNfj48SOArz0pb9q0CQEBAVixYgUaN26co21/+vQJixYtwu+//474+HjJNbxMJsOIESMy7F35wIEDCvOcnJxylIuua9CgAW7cuAFXV1f4+PgoHTksu+TH044dO2LDhg0oUaKESnLVB8eOHcOvv/6KO3fuZFqA3bBhQ3h6embaOzwRZc2GDRuwa9cupce+1J/HMmXKwNraGhYWFuy8g/IVFmITERERERERERFlQH6j19DQEF27dsXSpUtRvnx5DWelnVI3xspf1ypVquDs2bMoXry4hrKijLx69Qp2dnaaToOIiIhIa7CHPkUeHh7o2bMnxo8fj/379yMlJUWhyCarBYfy17dEiRKYM2cO3N3dVZ4vkTYoWbIk5s2bh4kTJ4pF2PJ/r1+/jqZNm6JZs2YYMGAAOnbsiHLlymW4vY8fP+LGjRvYvXs3du3ahbCwMKUF+aVKlcLcuXMz3NauXbsk04aGhjkuCtcHpUqVwunTp7Fjxw7Mnj0bDx8+BJD9Qmz58bF69eqYPXs2evbsqfJcddXFixcxdepUXLx4EUD6D6MIggBHR0fMmzcP3bt3z+MsiXRXfHw8ZsyYofTBh0KFCmHo0KHo378/6tevD1NTUw1lSZQxFmITEREREREREZHWU1exQ4kSJVCvXj04Oztj0KBB7EUol27cuKHQu9P69etZhJ2PsQib1OXevXu4deuWZN7QoUM1lA0REVHueXh4YPDgwZpOI98qVaoUdu/ejVevXmHDhg34559/8OjRo2xto1ChQmjbti3c3d3RpUsXGBoaqilb3WBiYoLExERxOvXvpBvGjx+Pa9euYceOHZLe5gVBgCAI8PPzg5+fH4AvI+JUq1YNNjY2MDc3h4mJCeLi4hAXF4cXL17g6dOnSElJAQClPQELggBTU1Ps3bsXVlZW6eZ09+5dXLhwQZKPs7MzLCws1PES6JT+/fujf//+OHv2LHbu3Injx4/jxYsXWVq3fPny6NixI/r374/mzZurOVPd0qVLFxw/fhyA8r99+fxy5cph9uzZGDx4MEcMIFKxo0eP4t27dwqjKDZr1gze3t4oW7asJtMjyhIWYhMRERERERERkVY7e/asyrZlYGAAc3NzWFhYwMbGJsPGRcq+t2/fSqYdHR3RtGlTDWVDRJp08OBBzJw5UzKPhdhERKTNLCwsWGiYBaVKlcLMmTMxc+ZMRERE4Pr167h58ybevHmDmJgYREdHIyEhARYWFrCysoK1tTUqV66MBg0aoGbNmiy+zgYrKyuEhoaK0+Hh4RrMhtRly5YtAKBQjA1IH1qPjY3FtWvXlG4j7cPtyopQLS0tceDAATRo0CDDfP7++29YWlpK5g0YMCALe0JyrVq1QqtWrQAAYWFhuHfvHkJCQhAeHo6PHz8C+PJgiq2tLezt7VGjRg3Y2tpqMmWtduzYMUmv8nLyz0Xx4sUxffp0fP/99zAyMtJUmqQGgiAgICAAt27dQlhYGKKiohAVFYWEhAQAQK9evdClSxcNZ6kfjh07Jv4u/yzWq1cPJ06cQKFChTSYGVHWsRCbiIiIiIiIiIi0WosWLTSdAmWRvMFQfkO9WbNmGs6IiDQp9fDp7FGMiIhI/xQpUgQdO3ZEx44dNZ2KTrK1tUVoaKh4vpVeES5ptwIFCmDbtm1wcnLCr7/+iri4OIWCbLn0RhPL6FxcEAQ4Oztj/fr1qFSpUqb5rFq1CqtWrcrGHlBGihYtKhZlk3qlvjaV/+vs7Ixx48ahcOHCKu0IIqfat2+v6RS0XkpKCvbu3YuNGzfi8uXLiIuLS3fZSpUqZViI/fTpU5w+fVoyr1q1auyVPgdu3rypMG/NmjUswiatwkJsIiIiIiItJ+/xQpuwpzsiIiL9ZG5ujujoaHG6WLFimkuGiIiIiLTG27dvMWjQIEkRoaOjI/7880+VxhkzZgzu378vThsaGmL37t0cKYe00jfffIPAwECxyPbmzZvw8/PjA7E6ysPDAz179sT48eOxf/9+pKSkKBRYZ/XhR/mxtkSJEpgzZw7c3d1Vni9RfiP/u0/97/nz53H+/HlNpiWSyWT4/PmzptPQaqtWrcLixYvx8uVLAOk/nAJk7XhpY2ODn376CfHx8eK8ihUr4r///st9snpG/uCYnKOjI+rWravBjIiyj4XYRERERERazs3NTet6j2MhNhERkX4qW7aspBD7w4cPmkuGiIiIiLTGpk2bcPbsWUkvlSNGjFB5HCcnJ6xevVoSx8vLC+PGjVN5LCJ1a9KkCbZu3Qrga0+vLi4umDdvHnr16gU7OzsNZ0iqVqpUKezevRuvXr3Chg0b8M8//+DRo0fZ2kahQoXQtm1buLu7o0uXLjA0NFRTtkT5X0aFuqQ93rx5A1dXV5w5c0bynqbXtprV993KygrDhg2TPBj45MkTXLx4EU2bNs1d0nomIiICwNeR0/j6kTaSCfzWICIiIiLSagYGBuKNdG0gk8mQnJys6TSIiIhIA4YNGwYvLy+xoaNfv37Ytm2bhrMiIk3w9PTEjBkzJIVuvE4gIqL0VK5cGU+ePAHwpUCjfPnyePz4sco7J0hJSUHFihXx4sUL8V5bjRo14O/vr9I4RHkhKioKpUuXxqdPn8R58vMuALC0tISFhQUMDAwAADExMYiKipKcn5UtWzbP8jUyMsLDhw/zLJ6+iIiIwPXr13Hz5k28efMGMTExiI6ORkJCAiwsLGBlZQVra2tUrlwZDRo0QM2aNVl8TXoloza2/NIJEq+Zc+7u3bto3749wsPDJd+BqaUtzpYvN3fuXEybNi3D7T99+hSVKlWSrDdy5Ej89ddfKt8XXWZhYYEPHz6Ir+H06dMxZ84cTadFlC3sEZuIiIiISEfklxtCGdGWYnEiIiJSjy5dusDLywvAl/MCX19fzSZERERERPnekydPxKJreXFG//791XIvzMDAAAMGDMDChQvFeIGBgXjx4gXs7e1VHo9InaytrTFy5EgsX75c8vmR36ONjo6WjFgkJ/9/QRAQHBycZ/kWKMDyFXUoUqQIOnbsiI4dO2o6FaJ8TRva2Ch7nj9/jnbt2iE8PByA9D2Wf9fZ29vDwcEBRYoUwa5du7Ido0KFCqhXrx5u3rwpfseeOHFCNTugR4oVK4Znz56J0wkJCRrMhihnDDSdABEREREREREREekHFxcXFC9eXJx+9+4dTp8+rcGMiIiIiCi/O3nypMK8/v37qy2esm0ry4FIGyxcuBB16tSR9AIqk8nS/Ukro2VV+UNEpEmCIOTrH8q+lJQU9O3bF+Hh4ZLvGkEQYGtri9mzZyM4OBjBwcE4deoUduzYkeNYvXr1kkwHBwfj6dOnucpf39SoUUPytx4aGqrBbIhyho8UEhERERFpOXt7e96sJiIiIq1gbGyMGTNmYMyYMWIvMZMmTcKtW7fE4bCJiIiIiFK7deuWZNrS0hI1a9ZUW7xatWrBysoKMTEx4rybN29i+PDhaotJpC7GxsY4e/YshgwZgn///RcAe30lIkrt7Nmzmk6B1GDdunW4fv26pAAbALp3746NGzfCyspKZbG6dOmCadOmSeadP38eFSpUUFkMXde2bVscOnRIvF989epVTadElG0sxCYiIiIi0nJ5OTwkERERUW6NGjUKhw4dwokTJyCTyRAQEIBhw4bBy8tL06kRERERUT4UFBQk/i6TyVC/fn21x6xfvz5Onz4tFu/cv39f7TGJ1MXS0hKHDh3CmTNn8Ndff8HHx0fyoEFG2BMrEem6Fi1aaDoFUjFBELBgwQJJEbZMJsOQIUOwefNmlcdzdHSEiYkJEhMTxXmBgYEqj6PLevfujUmTJiEpKQkA8PDhQzx+/BiVKlXScGZEWcdCbCIiIiIiIiIiIspTu3fvRps2bXD9+nUAwNatW/H+/Xv8/fffKFKkiIazIyIiIqL85MWLF2LveDKZDOXLl1d7zNQxBEFgRwgqdOPGDVy4cAG3b99GYGAgIiMjERMTg7i4OKSkpKgkhkwmw+fPn1WyLV3Spk0btGnTBsCXAqeQkBDExMTgw4cPEAQBhw8fxr59+ySft40bN+ZZfhwlibRR69atlc6XyWQ4c+ZMttbJCxnlRaQrfHx8JOePAFC7dm1s2LBBLfEMDQ1Ro0YN3Lx5U5z34MEDtcTSVcWLF8ewYcOwdu1asYB+zpw52LJli4YzI8o6FmITEREREREREVG+MWfOHE2nkG0zZ87UdApax8zMDL6+vhg6dCj27t0LQRBw4MAB+Pn5YcyYMRg+fDhKliyp6TSJiIiIKB+IjY2VTNvY2Kg9ZtoYcXFxao+py5KTk/Hnn39i3bp1kt7F2duy5lSpUgVVqlSRzHv58iX27dsnmefq6pqXaRFpHV9fX7FoUE7+IEN21skLmeVFpCtOnDghmZbJZFi8eDEMDQ3VFrNy5cq4efOmWPz99OlTtcXSVQsWLMCBAwcQGhoKQRCwbds29OvXD126dNF0akRZwkJsIiIiIiIiIiLKN2bNmqV1jUIsxM6e1MX2NWvWxL179/Dw4UMIgoCwsDDMnj0bs2fPRsWKFVGvXj0UK1YMVlZWKmss4ftFREREpF3i4+Ml08bGxmqPmTbG+/fv1R5TV924cQPu7u64d++e0sJrVV//sbibiDRBfuzJzjEtL49X2navjSg3rl27Jpm2s7ND27Zt1RrTyspKMh0dHa3WeLrIysoK+/btQ5s2bZCQkICUlBT069cPBw4cUPv7R6QKLMQmIiIiIiIiIqJ8R1saz9mQlX3pFdvL58nf+8ePH+PJkycqj89CbCIiIiLtUrBgQUkxdmhoqNpjhoWFSaYNDAzUHlMX+fn5oVOnToiPj89RkSIRkbbIybGNx0Mi9Xj69KnYM7VMJkPLli3VHjNtITZHU8kZJycnHD58GN27d8eHDx8QHx+Pjh07YsKECZg2bRqsra01nSJRunjFSERERERERERE+Y5MJsv3P5Q7giCIP/JpQPrep15GFT9ERET/x959h0Vxdm0Av4eqghRRRKNgFwtirBgNigoYa2I3Ghtq7DHGFhNii5oYo8bX2Dsm1lhjwwJiCVhRwV4xEVE6CCplvj/8dmRoUmZYYO/fde0VnmF3zpng7k45cx4iKnrSF7aEhoaqHjN9jNKlS6ses7h58OABOnfujJcvXwJAhuMopff1uc+vHP5/JMqdvHwOqfUZyM9HIiAiIkI2/uCDD1SPaWhoKBsnJiaqHrO4ateuHQICAlC3bl0AQGpqKhYtWoTKlStjyJAh8PLywq1btxAZGYnU1FQtZ0v0DjtiExERERERERFRoaP0BaKsCqff15WNF6rUk5NidiUL3vm3JCIiIiqabG1t8d9//0k36p05c0bqcKiG1NRUnD59Wrb+ypUrqxKrOJsyZQpiY2Mz/J1EUYSenh6cnZ3RrFkz1KlTB5aWljAzM2PncS3r2rUrKlWqpO00iIqUGTNmFMhriCjn3rx5IxubmJioHjMyMlI2NjY2Vj1mcaOvr59hWdoZFBMSErB582Zs3rxZ8diCICA5OVnx9ZJuYSE2EREREREREREVGs7OzvkuqAgJCcHDhw8zdFvT0NPTQ4UKFWBmZgZzc3MAQExMDGJjYxEaGirrpJH2ZK8gCKhatSqLMBTCwmgiIiIiygkHBwf8888/0jgqKgrnzp1Dy5YtVYn3zz//IDIyUjalvaYjH+VMUFAQdu/eneGYTE9PDyNHjsT333+PChUqaDFDyoyDgwMcHBy0nQZRkcJCbKLCp1SpUoiPj5fG6Yuk1RAeHi4bp5/Rhd4vq3PFaWdV4flkKsxYiE1ERERERFmKiYnBlStX8OLFC0RFRSEqKgqvX78GALRt2xatWrXScoZERFTc+Pr65uv1S5YswXfffZfh5GyjRo3w+eefo2XLlnBwcECpUqUyfX1CQgKuX7+Os2fP4s8//8Tly5cBQCrCePbsGcaNG4evvvoqX3nqMiWK7YmIiIhId3z00UdYvXq1bNncuXNx6NAhVeLNnTs30xwo5/7++2/ZWBRFGBkZYdu2bfj000+1kxQRERHphLJly8oKsf/991/VY166dEk63ykIAht55FFmM6mkndFSjXPKLO4mpbAQm4iIiIiIZC5cuID169fj9OnTuHXrVpYHoAYGBtkWYoeGhuL69euyZba2trC3t1c0XyIiIuDtCdMhQ4bAy8tLtuzjjz/G4sWL0ahRoxytp1SpUmjevDmaN2+OiRMn4vLly5gwYQLOnDkDQRCQkJCAiRMnIjAwEOvXr2dBcR7kt9ieiIiIiHRLp06doK+vj9TUVOkGyaNHj+LAgQPo0qWLorEOHjyII0eOyPbzBUFQPE5xd+zYMelnTVfx77//nkXYREREpLrq1atLsyWKoogzZ86oGi8sLAx3796VzaZSr149VWPqCp57p6JET9sJEBERERFR4XDw4EF89NFHcHJywurVq3Hjxg2kpqZKdxunfeSEKIro0qULPvnkE+nRr18/lbeCiIh01dixY7F582bZd9WiRYtw6tSpHBdhZ6ZRo0bw8/PDr7/+CuBdZ+zNmzdj3LhxiuRORERERERZs7KyQseOHWXd8ERRRP/+/XHx4kXF4ly6dAmff/65bHYdQRDQtm1bVKpUSbE4uiAkJERWOGNqaorJkydrMSMiIiLSFU2aNJGNIyIicPbsWdXibdq0KcOy5s2bqxavOMvsmrTaDyKlsCM2EREREZGOS0hIwPjx47FhwwYA8imYMrvTOKcHpRUrVkS/fv2wefNmadm1a9dw9epVODo65jNrIiKid/bt24cVK1bIuo6sW7cOgwcPVizG119/DUtLSwwdOlSKs2LFCri7u7M7HhERERGRyqZMmYIDBw5IY0EQEB8fDzc3N6xYsQJ9+vTJ1/p37NiB0aNHIy4uLsP5sKlTp+Zr3broxYsXAOTF7MbGxlrOipRy/fp1+Pv7w9/fH0FBQYiMjERUVBRiYmIAAObm5rC0tISlpSXq16+PFi1awMnJCQ4ODlrOnIiIdEG7du3w008/yZb9/PPP2L9/v+KxXr9+jd9++y3D/uMnn3yieKzizsfHR9spEOULC7GJiIiIiHRYSEgI3NzccPfuXVlXofSy+112Jk6ciM2bN0sFawDg5eXFQmwiIlKMKIpSYYTmIn+/fv0ULcLWGDx4MI4dO4atW7dK321TpkxhITYRERERkcpatmyJXr16YefOnbIbMKOjo/H5559j27ZtmDJlClq0aJGr9f7zzz/45ZdfsG/fPmmdwLtji27duqFdu3ZqbFKxlpiYKBtXq1ZNS5mQUqKiorB27VqsWLECjx8/lpZn1rQjMjISkZGRAN52mtd0CrWzs8Po0aPh4eEBS0vLgkmciIh0jouLC6ytrfHixQtpv/HgwYPYtm0b+vbtq2isCRMmIDQ0VLZ/+tFHH3E2lTxo3bq1tlMgyhc9bSdARERERETaERkZibZt2+LOnTvSyYG0F5tEUYShoSGqVauGZs2a5SlGgwYNUKdOHQDvpo09fPiwYttARER07Ngx3LlzR3az0Jw5c1SL9+OPP8rGd+7cgbe3t2rxiIiIiIjoreXLl+ODDz4A8K5ZgOZ80/79+9GqVSs4ODjg66+/xtatW3Ht2jWEhIQgNjYWcXFxePLkCa5du4Zt27Zh4sSJaNCgAVq1apWhCFujYsWKWLVqVYFvZ3FgZmYmG5cuXVpLmVB+iaKIuXPnolKlSpg2bRoePXoknTtO27wjs4fm9ZrHo0ePMHXqVFSqVAnz5s3L8cyLREREuaGnp4cxY8bIvqdEUcSIESNw5swZxeL873//w6pVqzLsQ3711VeKxSCiooOF2EREREREOmrAgAF48OBBhhPjhoaGGDJkCHx9fRETE4O7d+/C398/z3F69OghO6l+69YthIaG5jt/IiIiALLpyQGgadOmqFq1qmrxqlatiubNm8u+29LnQEREREREyrOyssL+/fszFPlqimtEUURwcDCWLl2KAQMG4MMPP0TVqlVhaWkJCwsLVKlSBR9++CH69++P3377DUFBQdLr0hbQiKIICwsL7N+/H+XKlSvozSwWatSoITtmCg8P12I2lFf37t1Dy5Yt8cMPPyAxMVHWzCN9wXVmMnuuKIpITEyEp6cnWrZsifv37xfgFhERka746quvYGNjI40FQUB8fDxcXV2xfPnyfN0MlJCQgDFjxmDChAnSMs13ZKNGjdCzZ8/8pE5ERRQLsYmIiIiIdNDOnTtx5MiRDBeZmjZtips3b2LdunVwdnaGsbFxvmN16dIlwzJfX998r5eIiAgALl68CODdyW4HBwfVY2piaL5HNTkQEREREZG6PvzwQ3h7e8Pa2lpWQJNVB97sHulfp3lthQoVcPz4cXz44YcFu3HFSNOmTQG8O2Z69OiRFrOhvLhy5QpatGiBgICADLMpppWT91laaQuy/f394eTkhMDAwALYIiIi0iVmZmZYtmyZ9F2k+S57/fo1xo0bBwcHB6xatQrPnz/P8TqDg4MxZ84c2NnZYeXKlRlu5jM0NMTq1asV3xYiKhoMtJ0AEREREREVvFmzZkk/a04UuLm54cCBAzA0NFQ0lqOjIwwMDJCSkiItu379Ovr166doHCIi0k2a2R00J9UrVKigesy03VREUWQHLyIiIiKiAtS0aVNcvHgRgwYNwsmTJ2UFMNl1582O5niiQ4cOWLduXYEcVxRn3bp1w7JlywC8/X976tQpJCUlKX7ekdQREhKCTz75BBEREQAyvq807xdjY2PUrVsX9vb2sLCwgJmZGQRBQExMDGJiYnD79m0EBwfj1atXGdajOY6PiIjAJ598goCAANja2hbQFhIRkS7o3r07Jk+ejF9++UX6DtJ8/9y4cQOjR4/G2LFjUbVqVdjb22d4/a5du3D+/HlERETgzp070gwfaW/o04wFQcCiRYt4Ix+RDmMhNhERERGRjvH398eNGzdkJ76rVq2Kv/76S5WLIUZGRqhTpw6CgoKkZbdu3VI8DhER6aaYmBjZODY2VvWYcXFxBR6TiIiIiIje+eCDD3D8+HFs27YNs2bNwu3btwHkvhBbU0hTr149zJo1C927d1c8V13Url071KlTRzoHmJCQgO3bt2PAgAFazoxyYsCAAXj+/HmmBdgWFhbo3bs3BgwYACcnJxgYZF9ykpKSgvPnz8PLywvbt29HVFRUhmK4sLAwDBgwAH5+fqptE1FRcPHiRfj5+SEwMBDBwcGIiIhAbGws4uLikJqaqkgMQRCQnJysyLqIioKff/4ZL1++xPLlyzN8/4iiiJSUFNy7d09qtJG2g/bVq1dx9epV2XLN69P74YcfMHr0aLU3h4gKMT1tJ0BERERERAXr4MGD0s+au7Tnz58PExMT1WLWqVNHiiWKIu7du6daLCIi0i3pT3yHhISoHvPx48fZ5kBERERERAWjb9++uHnzJk6cOIERI0agcuXKUmHN+x5VqlTBqFGjcOrUKVy/fp1F2Ar7+eefZecDv//+eyQkJGg7LXoPLy8vnDlzJsNxrp6eHkaPHo379+9j5cqVaNWq1XuLsAFAX18fLVq0wPLly/HgwQOMHTsWenrvylQ0cc6ePQsvLy9lN4aoCEhKSsKvv/6KOnXqoHnz5pg8eTL++OMPXLlyBSEhIYiOjkZKSkqOv9ty8iDSNcuWLcOiRYtk31uCIMgemb030r5v0j437e8NDQ3x+++/Y8aMGQWyLURUeLEjNhERERGRjvH395eNLSws0KNHD1VjWlpaysZRUVGqxiMiIt1hZWWF0NBQ6YT5iRMn8OrVK5QoUUKVeK9evcKJEydkJ93LlCmjSiwiIiIiIsoZFxcXuLi4AABevHiBoKAgPHnyBOHh4UhMTAQAlCxZEmXLloWtrS3q16+PsmXLajPlYq9z584YNmwY1q5dC0EQ8OTJE/Tq1Qv79++Hvr6+ttOjLMydO1c2FkURJUuWxI4dO9CpU6d8rdvc3BxLly5Fx44d0atXL6kwX3M8P2/ePHzxxRf5ikFUlPj5+WHEiBG4e/dupkWgSt/4zyJs0mUTJkxA27ZtMWbMGJw9exaA/D2Wm/eb5r3UtGlTrFq1Cg0bNlQ0VyIqmliITURERESkY+7duyed3BYEAS4uLrIuJGqwsLCQjePi4lSNR0REuqNOnTp4+vSpdLI8Pj4ef/zxBzw8PFSJ5+Xlhbi4ONl3aZ06dVSJRUREREREuVeuXDmpKJu0a/ny5fjvv/9w+PBhCIKAI0eOwM3NDV5eXqhYsaK206N0AgICcOfOHen4WhRF6Onp4cCBA2jbtq1icTp06ID9+/fD1dVVVhh6584d+Pv7w8nJSbFYRIXVvn370LdvX7x580Y6v0RE6mrQoAFOnz6NY8eOYfny5Th06BCSkpKk32f1Pkz7XSUIAlq3bo3x48fjs88+Uz1nIio6WIhNRERERKRjwsPDZWNbW1vVY6bvSvry5UvVYxIRkW5wcXHBiRMnALzrojV58mR88sknil/Y//fffzFlypQMJ+VZ5EFElHfsykZERFR8GRgYYN++fRgxYgQ2btwIQRDg6+uLevXqYeTIkRg5ciTs7Oy0nSb9v8OHD0s/awpDx48fr2gRtoaLiwvGjx+PJUuWyI6xDx8+zEJsKvYuXryIXr16ITk5GYIgZDjPxGMkInW5urrC1dUVcXFxOHHiBM6dO4dr167h8ePHePbsGRISEpCSkoISJUrA0tIStra2qFu3LpycnFQ550y5k5CQgKioKERHRyMmJgbJycmKrLdZs2aqzbJJukEQ+Q1ORERERKRTDAwMIIqidDL9hx9+wIwZM977Oj09PVn3zzlz5mD69Ok5ijlhwgQsXbpUen3JkiVZjE1ERIp4+PAhatasKV2k0vzX3t4eR48eReXKlRWJExISgg4dOuDWrVsZuoPduXMH1apVUyQOERERERFRcTB79mzZeMeOHbhx44bs/CIAVKlSBU2bNoW1tTUsLCxgYKBML7kffvhBkfXokg4dOsDb21v6G+nr6+PJkyewsbFRJd6zZ89QqVIl2blqV1dXHDlyRJV4RIVBamoqmjZtiitXrmRagF2yZEm0b98eDRs2RM2aNWFubg5TU1NFZzVt3bq1YusiIlJbaGgotm/fDn9/fwQEBCAkJESVODdv3kStWrVUWTfpBnbEJiIiIiLSMSVLlkRCQoI0jo6OVj1mZGSkbGxmZqZ6TCIi0g1Vq1ZFr169sH37dlkXoVu3bqF58+ZYtGgR+vbtm68YW7duxTfffINnz57JirAFQUCvXr1YhE1ERERERJTOzJkzMxQZamgKfYG3N9c+evRI8fgsxM69e/fuyQrlW7VqpVoRNgDY2NjA2dkZvr6+Utx79+6pFo+oMPD29s5QhC2KIszNzeHp6YmRI0eiVKlSWsyQiKhwuHbtGubNm4c9e/ZIXa/V6jec1T4rUW4od8sUEREREREVCWXKlJGNQ0NDVY959epV2UGsUt1JiYiIAGDhwoWwtLSULRMEAc+ePUP//v3RrFkzrFmzJsONQdmJjIzE6tWr0bx5cwwYMADPnj3L8Bxzc3P88ssv+c6fiIiIiIiouNJ0O04/i5HmRlpNAa6SD8qb58+fy8a1a9dWPWb6GOlzICpudu/eLRuLoggbGxucPXsWEydOZBE2ERGAxYsXo1mzZti5cyeSkpJks2co/SBSCjtiExERERHpmGrVquHJkyfSRY6zZ8+qGi86OhpBQUEA3nUPLYiT+EREpDs++OADeHl54dNPP0VKSoq0XPNdd/HiRVy6dAljxoxBrVq14OjoiJo1a8LMzEyapSE2NhaxsbG4e/curl69ijt37iAlJUVWJKAhiiIMDAzg5eWFSpUqFezGEhHlwMOHD9G+fXtZIVLz5s2xdetWReP07dsX58+fl8b6+vo4ffq0qp0TiYiIqGjJSYGLkkUwLMTOu8TERNm4fPnyqse0trbONgei4iYgICDDbGsrV65E3bp1tZwZEVHhMGzYMGzYsCHT8/Jppd/ny25/MjfPJcorFmITEREREemYRo0a4dSpU9L46dOnuHr1KhwdHVWJt337dumEokazZs1UiUVERLqrY8eO2LJlCwYOHIikpCRpedruasnJybhx4wZu3ryZ7bqyOzEriiIMDQ2xceNGdOrUSdmNICJSyJo1a/Dw4UPZ1PLLli1TPM6AAQOwY8cOWZy1a9fi+++/VzwWERERFU0sjC46jI2NZYXQUVFRqsdMH8PIyEj1mETalH7GtWrVqqFr165ayoaIqHBZvHgx1q9fDyDjOfn3yeo5aTtfp5+hJTfrJ3ofFmITEREREemYNm3aYPHixbJlCxcuhJeXl+KxRFHEr7/+muHOYnd3d8VjERER9e7dG5UqVcLgwYNx79496fsn/UnbnJxYzawrhiiKqF69OjZs2IBWrVoplzgRkcI2b94s+xyrW7cuOnbsqHiczp07o06dOrh165ZUjL1hwwYWYhMRERGcnZ3ZbbCIsbS0lBViP3r0SPWY6WOUKVNG9ZhE2qS5+UBzI2ubNm20mxARUSFx9+5dTJkyJcP+oyiKaNasGTw8PODi4oIKFSpgyZIl8PT0lDUGSElJQVJSEiIjIxEeHo7Lly/j3Llz2LVrFyIiImQF2U2aNIGXlxdq1aqljU2lYoqF2EREREREOsbd3R3m5uaIjY2VDlC3bduGoUOHwsXFRdFYs2fPlgrhNEVvDRo04IEtERGp5qOPPsL169fx448/4pdffsGbN29kJ2/zUgig6YI9adIkeHp6okSJEkqmTESkqKCgIDx9+lR2Mapfv36qxfv888+li1/A22Ka27dvo3bt2qrFJCKioq1t27aZLhcEASdOnMjVawpCdnlR1nx9fbWdAuVStWrV8N9//0n7kSdPnsTLly9hYmKiSryEhAScPHlStt9atWpVVWIRFRalS5dGdHS0NK5QoYL2kiEiKkR++uknpKSkyLpX6+np4bfffsPYsWNztA5DQ0OUL18e5cuXR7169fDFF19gyZIl8PLywvTp0xEeHg5BEHDx4kU0a9YMu3btQvv27dXcLNIhLMQmIiIiItIxRkZG8PDwwKJFi6S7f1NSUtCvXz/4+fkpViS9d+9ezJkzJ0PxW04PlomIiPLK2NgYc+bMwbhx47BhwwasX78ed+/elT0nq4Ls9N2ya9SogaFDh2LIkCEoX768ajkTESnl2LFjGZb17t1btXh9+vSBp6dnhhxYiE1ERFnx9fXNtNNddjdNZvaagvC+vIiKk8aNG+P06dPSODExERs2bFDtfO6mTZuQkJAge481btxYlVhEhcUHH3wgK8R+/fq19pIh0kHJycm4du0aAgMDERwcjIiICMTGxiIuLg4pKSmKxOBNfLn34sULbNmyRVaELQgCfv/9d3z55Zf5WrexsTGGDRuGrl274osvvsCxY8cgCAJiY2PRpUsXHD9+HC1btlRiM0jHsRCbiIiIiEgHTZ48GWvXrkVcXByAtycFnj9/jhYtWsDLyyvf05b/8ssvmD59OlJTU6WDZkEQUKNGDQwaNCjf+RMREeWEtbU1pk6diqlTpyI4OBjnz5/HhQsXcO3aNURERCA6Olq6+GVubg4LCwtYWVnBwcEBzZo1Q7NmzVC/fn3tbgQRUS5dvXpVNi5Xrhxq1KihWrwaNWqgXLlyCA8Pl5YFBgaqFo+IiIoPzU2QuSl0Tn/jpJpYgE26pl27dliyZAkASF2qp0+fji5dusDOzk7RWE+ePMG3336b4X3GrpRU3H344YcICgqS/u0/e/ZMyxkR6YZLly5h7dq12LFjh+xmCKXxJr688fX1RVJSkmyWjHbt2uW7CDsta2trHDhwAB07dpRm5Hj9+jV69uyJGzduwNLSUrFYpJtYiE1EREREpIPKly+Pn376CaNHj5YVSkdFRaFLly5wc3PDhAkT0K5dOxgY5OywIS4uDnv37sVPP/2EW7duyU42aKaPWr58eY7XR0REpKR69eqhXr16GDJkiLZTISJSVXBwMIB3F/+aNGmiesymTZvi0KFD0v7/zZs3VY9JRERFX16KVFjYQqQeNzc3WFlZITIyEsDb91t8fDxcXV3h7e2NKlWqKBLn33//hbu7O2JjY2XvaSsrK7i7uysSg6iw6tixI7y8vAC8PWbz8/PTckZExVt4eDgmTZoke9+phfupeZfZZ+HkyZMVj2NkZITdu3ejVq1aePHiBQDg+fPn+P777/H7778rHo90i562EyAiIiIiIu0YOXIkPv/8c9lJB82dxt7e3ujYsSOsra3h5uaG8ePHZ3j98ePHMWHCBHzxxRdo2rQpypQpg8GDB+PmzZsZirAFQcC0adPQrl27Ats+IiIiIiJd9PTpU9nFP1tbW9Vjpo0hiiKePHmiekwiIiraRFGUPfLymoJ4EOkSQ0NDjB8/PsP54nv37qFFixbYsWNHvmPs2bMHTk5OuHXrVobzx+PGjWMTDyr2unbtCisrK2kcEhKCCxcuaDEjouLr/v37aNKkCby8vKR9O0EQVHtQ3l2+fFk2trKygqurqyqxzMzM8OOPP0r/HkRRxMaNG6Ub0YjyinuxREREREQ6bOPGjYiLi8OBAwdknbE1J9ujo6Nx4sQJnDhxAsC7O8VFUcSpU6dw6tQp2XKN9CccBg0ahB9//FHVbSEiIiIiIiA2NlY2LoipVdPHiIuLUz0mEREVXTNmzCiQ1xBR7k2cOBHr1q2T3VgnCALCwsLQr18//O9//8Po0aPRrVs3lCpVKkfrfPXqFfbt24dVq1bh1KlTmd7kULlyZUycOFGx7SAqrEqWLImpU6diypQp0nWUKVOmwMfHR8uZERUvz549g7OzM0JDQwFk3q2aN90VHuHh4dL1aUEQ0Lhx41yvIzExESVLlszRcz///HOMHz8er1+/BvBuX4WzaVJ+sBCbiIiIiEiHGRgYYM+ePZg4cSKWLl0qK8bWyOpExPuKrzW/nzx5Mn7++Wcl0yYiIiIioiy8evVKNtbTU39izPQxXr58qXpMIiIquliITVR4mZiYYNOmTXB1dUVKSoq0XFMcde7cOZw7dw6lSpVCo0aN0LBhQ9SuXRvm5uYwMzODIAiIjY1FdHQ07t69i8DAQFy6dEnaP0w7k6JmbGhoiM2bN8PExKTAt5dIG77++mvs3r0b/v7+AAA/Pz94enpizpw5Ws6MqPj46quvEBoamuW1SwsLCzg4OKBmzZowNzeHqalpgZw/ocxFRETIxjVr1sz2+fr6+hmWvXr1KseF2KVKlUKbNm1w5MgRadnJkydZiE35wkJsIiIiIiIdp6enhyVLlqBDhw4YPXo0Hj16JDsxkVVRdnbTbImiiMqVK2PFihXo2LGjOokTEREREVEGJUuWlBVCP3/+XPWY6WNwSnkiIiKioqt169ZYs2YNPDw8MpwP1oxfvnyJM2fO4MyZM+9dX1bnlEVRhJ6eHlatWgVnZ2cFt4CocNPX18euXbvg7OyMhw8fQhRFzJs3D4mJiZg/fz4MDQ21nSJRkXblyhXs3Lkz0yLszp07Y+LEiXB2dmbhdSGSfnY3c3PzbJ9funTpTNeRm1nhqlatCuDd/k1wcHCOX0uUGX6iEBERERERAKBDhw64c+cOVq1aBUdHR4iiKD00BEGQHmmlfW6VKlXw66+/4vbt2yzCJiIiIiIqYGXKlJGN//33X9Vjpo/xvgtmRERERFS4DRo0CDt27ICFhUWW54fTnhPO7pHZOWVRFGFpaYmdO3di8ODBWthCIu2qWLEifHx84ODgIC1bvHgxPvzwQ3h5eeHNmzdazI6oaNu1a5dsLIoiDAwM4OXlhf3796NNmzYswi5k0neyzqzjdVqZFWI/efIkVzHLlSuXr9cTpce2FEREREREJDEwMMDw4cMxfPhw3Lp1C0eOHMG5c+dw7do1hISEZJjmXBAE2NjYoG7dunByckLHjh3RokULLWVPRERERER2dnYICQmRimNOnz6N5ORk1bpUJyUl4fTp07IOiba2tqrEIiIiIqKC0717dzg5OWHo0KHw9vYGgCxnUswpzf6im5sb1q9fj4oVKyqTLFERVLlyZfj7++Prr7/G6tWrIYoibty4gcGDB2Ps2LFo3rw5mjRpgnLlysHCwuK9hYk5NXDgQEXWQ1RYnThxQvpZc0PQnDlz0L9/fy1mRdkxMzNDfHy8NI6Ojs72+Zk1AHj8+DFatWqV45iJiYmycVxcXI5fS5QZFmITEREREVGm7O3tYW9vjwkTJkjLYmJikJCQgJSUFJQoUQLm5uacJo+IiIiIqBBp2LAhTp8+LY1fvnyJkydPws3NTZV4J0+eRHx8vFSIIwgC6tevr0osIiIi0o7Zs2dn+bsffvgh168pCFnlRblTsWJFHDlyBN7e3vj9999x8OBBpKamAsh5Ibam+FpPTw9dunTBmDFj4OrqqlrOREVJiRIlsHz5clhZWWHevHnSDa5xcXE4ceKErKBUKSzEpuLuv//+k31HWVpa4ptvvtFiRvQ+5cuXx3///SeN31eIXbNmzQzLAgICclVs//DhQ9lYqZtdSHcJYtp5ZIiIiIiIiIiIiIqJ5ORkXL9+HVeuXEFwcDAiIyMRExODuLg4pKSkKBJDEARVLooREeXVzp070adPH+kCviAIaN68Oc6dO6dKvBYtWiAgIEAWb926dZxinoiIqBjR09PLsug2q2Or7F5TEJQ65iO5kJAQHDp0CP7+/vD398fdu3eRXclJzZo10aJFC2k2Rc6cQiS3d+9eTJ48GQ8ePMjwOzXKuQRB4OcjFXslSpRAUlKSdI6iT58++PPPP7WdFmVjwIAB+PPPP6V9x2bNmuGff/7J8vkpKSkwNTXFmzdvALz9vKxfvz6uXbuWo3gpKSmoVKkSnj9/Lr2+UqVKCAkJyeeWkC5jR2wiIiIiIiIiIipWAgMDsWbNGmzbtu293TPyQ3Myn4ioMOnQoQOMjY3x5s0bqTg6ICAAa9euxbBhwxSNtX79eqkIW0NfXx9dunRRNA4REREVDumLAnNyPKSNvnA8TlOPra0tRo4ciZEjRwIAkpKSEBUVhejoaERFRQEALCwsYGlpCUtLS86mSJSF5ORkfPnll9i4cWOmn5OCICj+WcY+naQrjI2NkZSUJI3t7Oy0mA3lRJ06daSfRVFEUFBQts/X19eHg4MDLl68KH1WBgcHw9/fH05OTu+Nt337doSFhcmaClSqVCl/G0E6j4XYRERERERERERULMTFxWHy5MlYu3YtRFFU9QITL+wTUWFVunRp9OzZE3/88Yd08V4URYwZMwYVKlRAp06dFIlz+PBhjBo1Svo81Fy46tq1K6ysrBSJQURERIVL2uOgnB5vFfSxEwsNC5ahoSGsra1hbW2t7VSIigxRFNG3b1/s2bOHN/kTqcDa2hrx8fHSWF9fX4vZUE60aNFCNk5ISEBwcDDq1auX5Wu6d++OixcvSmNRFPHVV1/h9OnTMDIyyvJ1T548wddff53hs9fZ2TmP2RO9xUJsIiIiIiIiIiIq8p49ewZnZ2fcv39fuvDOC1lEpKumTp2KrVu3yj4Pk5KS0LNnT8ycORNTpkzJ82ekKIr45ZdfMGPGDCQlJcnWIwgCvv32W0W2gYiIiAqfvBQ5szCaiEhu0aJF2L17d6Zdr9N+ZhoaGsLU1BSmpqbQ09Mr6DSJiiwHBwfcv39fGoeFhWkxG8qJjz76SJrdTWPv3r3ZFmJ//vnn+O677wBAakJw8eJFdOjQARs2bMi0E7qPjw8GDx6MFy9eZPj87dixo0JbQ7pKEHnkQ0RERERERERERVhcXBw++ugjBAcHA8i8AFutU2CCICAlJUWVdRMR5ceYMWOwYsUK2TSrmv9++OGH+Oabb9CzZ88cTxeflJSEXbt2YdGiRbh8+bKsc5vmZw8PD6xevVrNzSIiIiItaNOmTZY3cfn4+OT6NQUhq7yo6Js7dy5++OEHaSwIApKTk7WYEVHORUVFwc7ODi9fvpQtF0URpUqVQq9evdCtWzc4OjqiSpUqbDJAlAf/+9//8NVXX0nnQRo1aiTrnEyFU7t27eDj45Orv1vv3r2xa9euDOen9PT00LJlS9SvXx+WlpaIiIjAmTNnEBwcnOn5rCZNmiAgIED1baTijYXYRERERERERERUpE2bNg0LFizIsotQyZIlUb9+fdSpUweWlpYwMzNTtJPQjBkzFFsXEZFSEhMT0aRJE9y6dUu2PG2XbEtLS3z88cdo1qwZ6tWrBwsLC1hYWEAQBERHRyMqKgo3btzA+fPncfr0aURGRmY664Aoiqhbty7Onz+PUqVKFdxGEhGRzrt48SL8/PwQGBiI4OBgREREIDY2FnFxcUhNTVUkBos8iQqXuXPnwtPTUxrzBmkqSpYuXYoJEybIigABoFOnTli1ahUqVqyozfSIioWwsDDY2toiOTlZKrR9/PgxKlWqpO3UKBsrV67E6NGjZY0ELly4gEaNGmX5mqdPn8Le3l52c0tWs2VmdT7LwMAAJ06cwMcff6zk5pAOYiE2EREREREREREVWaGhoahWrZps2kLg7UlUBwcHTJ8+HV27dkXJkiW1lCERkfY8evQIH3/8MZ4+fSpbnvayQE47rGX1GlEUUblyZfj5+WU67SsREZHSkpKSsHTpUqxduxZ37tyRlnMWHCLdoCnETluoxfcoFRVdunTBwYMHZf9+O3TogAMHDijaNIBI140ePRorV66Uzl8MGTIEa9eu1XJWlJ2IiAhUqFBBdgNkz549sWPHjmxft2vXLnz++ecZ9gUyOzbIrDj7559/xuTJk/OROdFbBtpOgIiIiIiI8mfz5s3aTiHXBg4cqO0UiIiomDhw4ABev36dYTrBr7/+GgsWLIC+vr6WMyQi0p4qVarg1KlT6Ny5M27duiV9VqYvpM6JzAq2RVFEvXr18Pfff7MIm4iICoSfnx9GjBiBu3fv5qi4Ir/Y04yIiJR09epV2XeVvr4+Vq5cySJsIoXNmTMH+/fvR2hoKERRxKZNm/DZZ5+hU6dO2k6NsmBlZYU///wTERER0rKcnNvv2bMnUlNTMXToUCQkJGR67is9URShr6+PRYsWYdy4cflPngjsiE1EREREVOTp6ekpfpFJbexQQkRESvnss8+wb98+WSehvn374o8//tB2akREhUZcXBwmTJiADRs2AMh/kZrm83bEiBFYuHAhTExMlEiTiIgoW/v27UPfvn3x5s0b6btIbey2S1T4sCM2FWWlSpXC69evpX+7zs7O8PHx0XZaRMXSmTNn4O7ujlevXkEURZQsWRLbt29H586dtZ0aqeDJkyeYNGkSdu/e/d79And3d/z4449o3LhxAWVHuoCF2ERERERERZymELuo7NrzxDgRESmpbt26uH37NoC3RRIGBgYICQmBjY2NljMjIip8/P39MWPGDBw/flw6fshpEVva53/yySeYNWsWL1gREVGBuXjxIj766CMkJydnOUuDWngui6hwYSE2FWUlSpRAUlKS9G937Nix+O2337SdFlGxdfz4cfTo0QPx8fHS+27o0KH47rvvUKVKFW2nRyqIiorCoUOHcPHiRYSFhSEiIgImJiYoV64cGjVqBDc3N1StWlXbaVIxZKDtBIiIiIiISBlFoSt2USkWJyKiouPFixcA3nWqa9myJYuwiYiy4OTkhKNHj+LBgwfYsWMHjhw5gkuXLuHly5fZvs7U1BRNmzZFhw4d0Lt3b9jZ2RVQxkREREBqaiq+/PLLTIuwNd0N27dvj4YNG6JmzZowNzeHqakp9PT0tJQxERFR5iwsLKRzWQBgaWmpxWyIir/27dvj/Pnz6NWrF4KCgiCKItavX4+NGzeibdu2aN26NZo0aYJy5crBwsIC+vr6isS1tbVVZD2Ue5aWlujfvz/69++v7VRIx7AQm4iIiIhIx2VVHJ3Xwm6l10dERJSdmJgY2djBwUFLmRARFR3VqlXDtGnTMG3aNIiiiEePHuHJkycIDw9HYmIiAKBkyZIoW7YsbG1t2SWKiIi0ytvbG1euXJGdWxJFEebm5vD09MTIkSNRqlQpLWZI6QUFBeHy5cuyZQMHDiw28YiI8qpGjRp4/vy5NI6MjNRiNkS6oXbt2rh8+TKmT5+OhQsXAgBSUlJw/PhxHD9+XPF4giAgOTlZ8fUSUeHGQmwiIiIioiLO1tY230XO8fHxiIiIyLSrUFolS5aEubk5gLeFb5oiDQ1BEKR1aDqTWllZwcTEJF/5ERERZcXExASxsbHS2MrKSovZEBEVPYIgoGrVqpyWlYiICq3du3fLxqIowsbGBsePH0fdunW1lBVlZ9++ffjhhx9ky9QsjC7oeEREedWsWTOcO3dOuo7y8OFDLWdEVPw9ffoUnp6e2Lp1q/TeEwSBs/gSkaJYiE1EREREVMQ9evQoX6/fs2cPRo8enaGrkLW1NXr37o2WLVvC0dERNWvWzDAlV0pKCu7evYurV6/i7Nmz2LFjB54/fy4VZIuiCAMDAyxevBiffvppvvIkIiLKTOXKlREcHCyN03fIJiIiIiKioi0gICDDjf8rV65kEXYhp/lbaf5b3OIREeXFp59+iiVLlgB4+7nl6+uLN2/ewMjISLuJERVTXl5eGD16NBISEmSF12kbSymJxd1EuktP2wkQEREREZH2zJgxAz179pSmwhNFEdWqVcOuXbvw33//YenSpejTpw/s7e0zFGEDgL6+Puzt7dGnTx8sXboUT58+xa5du1C9enXposezZ8/Qo0cPzJw5s4C3joiIdEHDhg1lF9qfPn2q5YyIiIiIiEhJz549k42rVauGrl27aikbIiKivHN2dkaDBg2kcUJCAjZt2qTFjIiKr4ULF2Lw4MF4+fKl7Pwxb9giIjWwEJuIiIiISEfNmzcPc+bMgSiK0mPcuHG4ceMGunfvnmnh9fvo6emhe/fuCA4Oxrhx42SdaObMmYP58+ersCVERKTLOnbsKP0siiJOnTqlxWyIiIiIiEhpUVFRAN51PG7Tpo12EyIiIsqHxYsXA4B07eT7779HeHi4lrMiKl4OHz6MqVOnSvuP6Yuw014bVfJBRLrLQNsJEBERERFRwTtz5gw8PT1l03XOnDkTnp6eiqzf0NAQv/32G8qWLYsZM2ZIcTw9PdG6dWt89NFHisQhIiLq1q0bypYti4iICADA8+fPcfr0aXz88cdazoyIiIiIiJRQunRpREdHS+MKFSpoLxkiIqJ8cnFxwbRp0zB//nwIgoAXL17Azc0Nvr6+MDMz03Z6REVeUlISxowZI+uCrSGKIqpUqYKuXbvC0dERtWrVgpmZGUxNTaGnx362hZ0oirh+/TouX76MFy9eICoqClFRUXj9+jUAoEePHujUqZOWsyRdxUJsIiIiIiIdNGHCBNld4O3bt1esCDstT09PnD59GsePH4cgCEhNTcWECRNw/vx5xWMREZFuKlmyJKZNm4ZJkyZJN/58++23OHPmjLZTIyIiIiIiBXzwwQeyQmxNoQWRRlJSkmxsZGSkpUyIiHJm7ty5iImJwfLlyyEIAgIDA9GwYUNs3LgRzs7O2k6PqEjbu3cvHj16JOt+DQB2dnZYsmQJunXrps30KJdSU1Px119/Yf369fjnn38QFxeX5XNr1KiRbSH2gwcPcPz4cdmyOnXqsKkLKYK3chARERER6ZizZ8/i8uXLUrEaAPz666+qxVu4cKFsfOnSJZw9e1a1eEREpHsmTJiA5s2bS99r//zzD3744QctZ0VEREREREr48MMPZR0Nnz17puWMqLBJW6gPvO2iTkRU2C1btgz/+9//YGxsDEEQ8OjRI7i4uMDFxQV//vknnj59qu0UiYqkvXv3Sj9rzhfXrl0b//zzD4uwi5jff/8dVatWRd++feHt7Y3Y2FiIopjpIyfKlCmDb775BqNGjZIeHh4eKm8F6Qp2xCYiIiIi0jFpT0AAQP369VG/fn3V4jVo0AAODg4ICgqS5dCyZUvVYhIRkW7R09PDnj170KJFC4SEhEAURcydOxcAMHPmTE4rSURERERUhHXs2BFeXl4A3hbT+Pn5aTkjKmyCg4NlYzMzMy1lQkT0fm3btpWNy5cvj8ePH0vNc/z8/KTvOmtra1hbW8PCwgL6+vr5ji0IAk6cOJHv9RAVZhcvXpRu4APe/rtfu3YtbGxstJgV5UZoaCgGDRqEEydOyIqs0/5d08ppIbaFhQWGDBmCZcuWScvu37+Ps2fP8ro15RsLsYmIiIiIdMz58+cBQOok1KhRI9VjNm7cGNevX5cOkDU5EBERKcXGxgZnzpyBu7s7bty4IRVjHzt2DDNnzoS7u7u2UyQiypNq1aplulwQBNy/fz9XrykI2eVFRESUF127doWVlRUiIyMBACEhIbhw4QKaNm2q5cyoMHj27BlOnz4tFTAKgoAaNWpoOy0ioiz5+vpmWUyYdiZTAAgLC0NYWFiWz8+NtLNLEBVn6WdPqVu3Lotsi5CrV6/Czc0N4eHhWX5u5aQ4OysTJkzAsmXLZJ+3f/zxB/+NUL6xEJuIiIiISMfcuXNHdnBZqVIl1WNWrFhR+lkURdy5c0f1mEREpDvSdsRbsGABpkyZIhVjBwQEoGPHjqhSpQratGmDpk2bSp2EDAyUOTXm7OysyHqIiDLz6NGjDBfjgewvNGX1moLAC/tERKS0kiVLYurUqZgyZYr0PTNlyhT4+PhoOTPStqCgIIwYMQJv3ryR7YM0bNhQe0kREeVQ+uM1zTj9MZUoivk+tuNxGumSxMREAO9uPmjVqpWWM6Kcevz4MVxdXREeHg5A/tml+Ry0tbVFzZo1YWVlhR07duQ6RrVq1dC4cWNcunRJOnd29OhRZTaAdBoLsYmIiIiIdExMTIxsnJCQoHrMV69eZZsDERFRfrRp0ybTC0qaE6miKOLhw4d49OgRNm7cqGhsQRCQnJys6DqJiDKT2cWn3LymIGij8JuIiHTD119/jd27d8Pf3x/A25sxPT09MWfOHC1npnv27duHffv2Zfuca9euZVg2dOjQfMcWRRGJiYmIjIzE7du38e+//wLIuM/Tvn37fMciIlJbTo/XWERNlDulS5dGdHS0NLa2ttZeMpRjqamp6N27N8LDwzOcAytXrhzGjh2LQYMGwdbWVvpdXgqxAaBHjx64dOmSNH706BEePHig1RnmqOhjITYRERERkY5JSUmRjTUXLNT05MkT2Tg1NVX1mEREpHsy6ySUl8JFIiIiIiIqXPT19bFr1y44Ozvj4cOHEEUR8+bNQ2JiIubPnw9DQ0Ntp6gzAgMDsXHjxhwVBmqOwURRxKZNmxTNI6sp6W1tbVmITUSFHs9REanHzs5OVoj98uVL7SVDObZmzRpcuHBB2q/TfE5++umnWL9+PSwsLBSL1alTJ0yfPl22zM/Pj4XYlC8sxCYiIiIi0jGWlpZ48eKF1CXUx8cHKSkp0NfXVyVecnIyfHx8ZBdElDxYJiIi0sis6DrttK5KdxDiRTMiKih5+bzhZxQRERU3FStWhI+PD7p06SJ1XF68eDGOHDmCqVOnok+fPjAyMtJylrolN/sbSu+bpD++09yIu2TJEkXjEBEpbcaMGdpOgahYc3R0RGBgoLSv8PTpUy1nRO8jiiLmz58vK8IWBAFffPGF4jNcAkDdunVhbGyMN2/eSMuCg4MVj0O6hYXYREREREQ6pnbt2nj+/Ll0MBsREYF9+/ahe/fuqsTbu3evNI2U5sC5Vq1aqsQiIiLS4LStRFRcbNiwoUBeQ0REVBRUrlwZ/v7++Prrr7F69WqIoogbN25g8ODBGDt2LJo3b44mTZqgXLlysLCwUKzxwMCBAxVZT3GT3XFX+sJrNY/RRFGEvr4+5s6di27duqkWh4hICSzEJlJXp06dpJk4RFGEr6+vdhOi9zp58iRCQkKka8nA24L6devWqRJPX18f9evXx6VLl6Rlt27dUiUW6Q4WYhMRERER6RhnZ2ecPn0aAKQD2vHjx6Nt27aKd6qOjo7GhAkTMlxocXZ2VjQOERERO78SUXE1aNCgAnkNERFRUVGiRAksX74cVlZWmDdvnnR+Ky4uDidOnMCJEycUj8lC7Ixyewym1jGbkZERunbtikmTJqFZs2aqxCAiIqKio2vXrrCxsUFYWBgAICwsDMePH0f79u21nBll5ejRo7KxIAhYsGCBarM5A0CtWrVw6dIl6VjiwYMHqsUi3cBCbCIiIiIiHdO7d2/MnTtXtiw0NBTdunXD/v37YW5urkicmJgYdO3aFU+fPs1QiN2nTx9FYhAREQFAamqqtlMgIiIiIqICsnfvXkyePBkPHjyQzjmlncZcaZxtR65hw4bvvenr2rVruHLlimyGPCWK2fX09GBqaorSpUvDxsYGjo6O+PDDD2FqaprvdRMREVHxYGRkBE9PT4wZM0baF5k0aRIuX74MPT09badHmTh//rxsXL58edUL59M3J4uOjlY1HhV/LMQmIiIiItIxDg4OcHNzg7e3NwRBkE5CnDlzBi1btsTatWvh5OSUrxj//PMPhg0bhlu3bskuhAmCAFdXVzg4OCixKUREREREREREpCOSk5Px5ZdfYuPGjZkWXGvOcymJM+9k1K1bN3Tr1i3b58ydOxdXrlyRLduwYYOaaRERERFJRo0ahf379+Po0aMQBAHXr1/HkCFDsGnTJm2nRpnQ3GCpuZbcpk0b1WOmL8SOi4tTPSYVb7zNg4iIiIhIBy1evBglSpSQxpqD2xs3bqBly5bo3bs3vL29c9VhNDU1Fd7e3ujVqxdatWqFW7duZbhYZWxsjMWLFyu2HUREREREREREVPyJooi+fftKRdiaouu0DyIiIiIijZ07d6Jp06YQRRGiKGLLli3o0aMHIiIitJ0apZP+b/LBBx+oHtPQ0FA2TkxMVD0mFW/siE1EREREpIPq1KmD33//HR4eHrIpXDUnI/766y/89ddfsLKyQrNmzeDo6IiaNWvCzMwMZmZmAIDY2FjExsbi7t27uHr1Ks6fPy8dKGsKsNN3w162bBnq1KmjhS0mIiIiIiIiIqKiatGiRdi9e3emRddpGwEYGhrC1NQUpqamnHq+EGBHcSIiItIWU1NT+Pr6YuDAgfjrr78giiL27t2LM2fOYMyYMRg2bBgqVqyo7TQJwJs3b2RjExMT1WNGRkbKxsbGxqrHpOKNhdhERERERDpqyJAhiIqKwuTJk6VlaQunASA8PByHDx/G4cOH37u+tBdW0l4Q0yz/6aefMHToUEVyJyIiIiIiIiIi3RAVFYVZs2ZlWoBdqlQp9OrVC926dYOjoyOqVKnC7tiFgLOzM2bMmKHtNIiIiEhHzZ49W/rZwcEBQUFBuH37NkRRxIsXLzBr1izMmjUL1atXR+PGjWFtbQ0LCwvo6+srEv+HH35QZD26olSpUoiPj5fG6Yuk1RAeHi4bW1hYqB6TijcWYhMRERER6bCJEyeicuXKGDVqFCIjI2XdsTVy2rkms4tcoijC0tISy5cvR58+fZRJmoiIiIiIiIiIdIaXlxfi4+MzNBDo1KkTVq1axU6GhdDHH3+Mjz/+WNtpEBERkY6aOXNmptct0+9P3rt3D/fv31c8Pguxc6ds2bKyQux///1X9ZiXLl2SXRevXLmy6jGpeGMhNhERERGRjuvVqxdcXFzw9ddf448//gAgL6rOSxchzQmMfv36YfHixbC2tlYmWSIiIiIiIiIi0inHjh2TfhZFEYIgoEOHDti3bx/09PS0mBkRaVNOG4gQFUXXr1+Hv78//P39ERQUhMjISERFRSEmJgYAYG5uDktLS1haWqJ+/fpo0aIFnJyc4ODgoOXMiQqX9N8Vmn3JvDSkyinOzpJ71atXx8OHDyEIAkRRxJkzZ1SNFxYWhrt370rxBEFAvXr1VI1JxR8LsYmIiIiICGXLloWXlxe++eYbrFq1Ctu2bZNO6AHvP2mQ9iRF6dKl0a9fP4wYMQKNGjVSLWciIiIiIiIiIir+rl69Kjs3pa+vj5UrV7IIm0hHde3aFZUqVdJ2GkSKi4qKwtq1a7FixQo8fvxYWp5ZkWhkZCQiIyMBvO3qumnTJgCAnZ0dRo8eDQ8PD1haWhZM4kSFWE6KopUsnOZNQnnTpEkTHD9+XBpHRETg7NmzaNmypSrxNJ+ZaTVv3lyVWKQ7BJGfAERERERElE5iYiJOnjyJ8+fP48KFC7h27RoiIiLw+vVr2fOMjY1RpkwZODg4oFmzZmjWrBnatm2LUqVKaSlzIiKi7D158kTWSSgqKgoApC5Cmk5Ctra2Ws6UiKhgxMbGIi4uDikpKYqtk5+hRESkpFKlSuH169dStzpnZ2f4+PhoOy2iYufmzZuoUKECLCwstJ0KkU4RRRHz5s3DvHnz8OrVq0wLObMqFM3quSVKlMB3332Hb7/9lt15SSfp6elJ3Y4LmiAIip5j0QUnTpyAq6urrEN1p06dsH///mxfl/bvLAgC5syZg+nTp2f7mtevX6NatWp49uwZgHdd0h8/fswbvShf2BGbiIiIiIgyKFmyJDp16oROnTrJlr9+/RrR0dEA3k59V6JECS1kR0RElHOvX7/G1q1bceDAAQQEBCA0NDRHr7OxsYGTkxO6dOmCfv36wdjYWOVMiYjU9ebNG+zfvx9+fn4IDAxEcHCwtG+vJEEQkJycrPh6iYhId6WmpsrGDRo00FImRMXbjh07sGDBAvTs2RPDhw9Hq1attJ0SUbF37949DBw4EAEBAVLBaG4KpzN7riiKSExMhKenJ/7++294eXmhevXqiuVMVBQ4OzvzJoQixMXFBdbW1njx4oVUWH3w4EFs27YNffv2VTTWhAkTEBoaKivg/uijj1iETfnGQmwiIiIiIsoxY2NjlC9fXttpEBERvVdkZCR+/vlnrF+/XpqqNTcdUEJDQ7F3717s3bsXkydPhoeHByZPngwrKyu1UiYiUkVkZCRmzJiBP/74AzExMdJyTpZJRERFhYWFBV68eCGNLS0ttZgNUfGWmJiILVu2YMuWLbC3t8eIESMwcOBAvu+IVHDlyhW4ubkhMjJSKgbMzPuO3dK/TjMWRRH+/v5wcnLCsWPH0LBhQ0XyJioKfH19tZ0C5YKenh7GjBmDGTNmQBAEqUh6xIgRqFSpkmI3h/3vf//DqlWrMnxufvXVV4qsn3SbIPJsKxERERERERERFSMHDx7E8OHDERYWJrtYldsuKOlfW758eaxduxYdO3ZULFciIjVt27YN48aNky7sp6VGZyhN8QCn4CUiIiW1atUK586dA/D2+2vMmDFYunSplrPSLZs3b9Z2Crk2cOBAbadQ5MyaNQuzZs2Sip+At+85Y2NjdO/eHcOHD0fr1q21nCVR8RASEoJmzZrh+fPnADIen2neg8bGxqhbty7s7e1hYWEBMzMzCIKAmJgYxMTE4Pbt2wgODsarV6+yXU/58uUREBAAW1tbtTeNiChPYmNjYW9vj7CwMGmZKIowNjbGr7/+ilGjRmX4jNPT05N1tp4zZw6mT5+eYd0JCQmYPHkyVq5cKT1X899GjRrhwoULqm8fFX/siE1ERERERERERMXGV199hWXLluVpOtf00r5WFEU8e/YMXbp0wbhx47BkyZL8pkpEpKrly5dj/PjxSE1NBaBO4TUREVFBaNasGc6dOyd9lz18+FDLGemewYMHF7l9CRZi54+mQEkURbx69Qpbt27F1q1bUbNmTYwYMQKDBg3ijFFE+TBgwAA8f/4808JpCwsL9O7dGwMGDICTkxMMDLIv7UpJScH58+fh5eWF7du3IyoqSlqv5r0cFhaGAQMGwM/PT7VtIiLKDzMzMyxbtgw9e/aUFUq/fv0a48aNw/LlyzFu3Dh89tlnsLa2ztE6g4ODsXv3bixdujTT2QcMDQ2xevVqtTaJdAw7YhMRERERERERUbEwcuRIrFmzJsvpXHN7GiyrdQiCgGHDhmHVqlV5zpWISE3Hjh2Du7s7gKw/y9TCjthERKQ0Pz8/tGnTRirIMDExQUREBIyMjLSdms5I222wKOD+SN6k7YidXvoZo4yMjPDZZ59h2LBhaNu2bUGmSVTkeXl5YdCgQZl2dv3yyy8xZ84cWFpa5mndMTEx8PT0xIoVK6SbcoF357M2btyIL774Il/5ExGpaerUqfjll18yNEkB3u6D6OnpoWrVqrC3t8fff/8tK9p2dHSEra0tIiIicOfOHYSHh2d4vWYsCAL+97//YfTo0QW8hVRcsRCbiIiIiIiIiIiKvGXLlmH8+PFZXjDW09NDmzZt0Lp1azRs2DDbKV0DAwPh5+eHkydPIiUlJdPuRIIg4LfffsPYsWMLahOJiHLk9evXqFevHh48eJDp55etrS26deuGhg0bombNmjA3N4epqSn09PQUy8HOzk6xdREREQFAw4YNcf36dWlffOXKlRg+fLi209IZmkLsokDzb4SF2LkXGhqKFStWYMOGDfjvv/8AZH9Tn+Z31atXx/DhwzF48GCUK1eu4BImKqLs7e1x584dWUFgyZIlsWPHDnTq1EmRGEeOHEGvXr2QkJAgLRNFEbVr18bNmzcViUFEpJaxY8di+fLlmRZja2R2k2BWz8/s/NiMGTMwY8YMJdMmHcdCbCIiIiIiIiIiKtIeP36MevXqITExUbZccyFr0qRJ+PLLL1GxYsVcrffZs2dYtWoVfvnlFyQkJGQ4kVuqVCkEBQWhSpUqSmwGEZEidu/eLU3jCry78GRra4tFixahe/fu2kyPiIgoT3x8fNC+fXsAb7/bypUrh+DgYJQtW1bLmekGFmLrltTUVBw8eBBr1qzB4cOHM71BGchY4GRoaIhu3bph+PDh0vuViOQCAgLQokUL2fGanp4evL29Fe8u7+PjA1dXV+m9qvl8PHv2LJycnBSNRUSktCVLlmDq1KlITk7O9PfvK3nNat/FyMgIixcvxqhRoxTJk0iDhdhERERERERERFSkeXh4YMOGDRmKDlu3bo3NmzejcuXK+Vr/v//+i0GDBsHHxyfD9IWDBw/GunXr8rcBREQK+uKLL/DHH3/IOgPVrFkTvr6+qFChgpazIyIiyrvvvvsO8+fPl77jGjZsCF9fX5iZmWk7tWKvSpUqRaYQW+Phw4faTqFYePr0KdatW4f169fj8ePHAHLWJbtKlSoYPnw4hgwZgvLlyxdcwkSF3MyZMzF79mzpu0wQBHz11VdYtGiRKvEmTpyIJUuWyOJ9//33mDVrlirxiIiUdO3aNYwZMwZnz54FkPk+SE5o9lOaNm2KVatWoWHDhkqlSCRhITYREREREclERUXhypUrCA4ORmRkJGJiYhAXF6dYFxlBEFiwRkREiomOjoaNjQ2SkpIAvCuQ/vTTT7F161YYGRkpEicpKQn9+vXD7t27ZcXYxsbGCA0NhYWFhSJxiIjyq379+tJU05rPRD8/P7Rs2VLLmREREeVf2mnKRVFElSpVsHHjRjg7O2s7NaJiTRRFeHt7Y9WqVfj777+RnJycoy7ZBgYG6NKlC4YPHw53d/eCTJmoUOrQoQO8vb2l7zF9fX08efIENjY2qsR79uwZKlWqBFEUpeNDV1dXHDlyRJV4RERqOHbsGJYvX45Dhw5J1wGArAuz0++PODs7Y/z48fjss89Uz5V0FwuxiYiIiIgIYWFh2Lx5MzZt2iQVbaiBU4MSEZHSNm3ahCFDhsiKo2vWrInAwECULFlS0VivXr2Co6Mj7t27J8XS3GA0ePBgRWMREeVV2bJlERUVBeDt51T9+vVx7do1LWdFRESknN9//x2TJ0/G69evpX1yZ2dnDB8+HG3atEHFihW1nSJRsRYWFob169dj3bp1ePDgAYCcdcm2tbXFsGHDMHToUM7UQjqrRo0aePjwoez7y8fHR9WYbdu2ha+vr1T8Xa1aNencFhFRURIXF4cTJ07g3LlzuHbtGh4/foxnz54hISEBKSkpKFGiBCwtLWFra4u6devCyckJn3zyCY8PqECwEJuIiIiISIelpqZiwYIFmDNnDl69eoWCODxgITYRESlp6NCh2Lhxo2yK1YMHD6JDhw6qxDty5Ag6duwoizdw4EBs2LBBlXhERLllbGyM5ORk6TPqyy+/xPLly7WdFhERUb60bdtWNn748CEeP34s2y/XsLa2hrW1NSwsLKCvr5/v2IIg4MSJE/leD1FxdPLkSaxatQr79u3DmzdvctQlW19fH506dcKIESPQoUOHLLtZEhVHZmZmePnypfTdNXz4cKxcuVLVmKNGjcKqVauk70xTU1PExsaqGpOIiEjXGGg7ASIiIiIi0o74+Hi4u7vD398/w8lwtfA+UCIiUtr169dlYxsbG1WnO3Z3d0eFChXw7Nkz6QJW+hyIiLTJzMwMkZGR0rhcuXJazIaIiEgZmk6emdHsl2uEhYUhLCxMkXNc6Yu8iUiubdu2aNu2LSIiIrBhwwasW7cOt2/fBvDuPHPa95AoikhOTsb+/fuxf/9+VK5cGR4eHhg6dCg++OADrWwDUUFKTEyUjcuXL696TGtr62xzICIiovzT03YCRERERERU8N68eYPOnTvjn3/+kS4oaR5piaKo6IOIiEhp6bvgtWnTRtVCCU2MtN9rISEhqsUjIsotOzs72WfUy5cvtZgNERGRstKfZ9L8nPbcluZ4gOexiAqOlZUVJk2ahJs3b8LX1xeff/45jI2NM7yXNO9RzfssJCQEM2fORJUqVdC1a1f8/ffffP9RsWZsbCwbR0VFqR4zfQwjIyPVYxIREekadsQmIiIiItJBS5YsgZ+fX7ZTRZYrVw516tSBpaUlzMzMoKfH+ziJiKjwiYuLk40LooNW+hjpcyAi0qZGjRrh8uXL0r7+06dPtZwRERGRcnJ60yW7WBNpj7OzM5ydnREVFYXNmzdj7dq1CA4Oln6fviGIKIpISUnBwYMHcfDgQVSsWBEeHh4YPnw4u2RTsWNpaSnrSP3o0SPVY6aPUaZMGdVjEhER6RpB5O2EREREREQ6JSoqClWrVs1QNCaKImxsbPDVV1+hb9++sLOz01KGREREOWdsbIzk5GSpC960adMwd+5cVWN+9913mD9/vtTFy9DQEK9fv1Y1JhFRTv3999/o2rWr9BlVvnx5hIaGajstIiKifNFmgwBBEJCSkqK1+ETFwblz57BmzRrs3LlTKkLVHMdrpC1dEQQB+vr6+PTTTzFhwgR89NFHBZ4zkRpat26N06dPS8drpUqVQlhYGExMTFSJl5CQAGtrayQmJkrvuZYtW8LPz0+VeERERLqKHbGJiIiIiHTM33//jdjYWNk0rYIgoGfPnli7di3MzMy0nCEREVHOmZiYICYmRhr/999/qsdM311WrYtlRER54e7ujsqVK+Pff/8FADx//hzHjx9H+/bttZwZERFR3s2YMUPbKRBRPtStWxcffvghzp07h7t378rOTQOZd8lOTk7GX3/9hb/++gtubm6YO3cuGjVqpJX8iZTSuHFjnD59WhonJiZiw4YNGDt2rCrxNm3ahISEBNn7q3HjxqrEIiIi0mXsiE1EREREpGM+//xzbNu2Teq4IAgC2rdvjyNHjnDaViIiKnIcHBxw48YNAG8v1NatWxdBQUHFLiYRUW6sX78ew4YNk/b5HR0dcenSJa12EyUiIiLKTExMDK5cuYIXL14gKioKUVFR0oxDbdu2RatWrbScIeXH6dOnsWbNGvz111949eoVgIydr7OT9rn6+vr4+uuv8eOPP8LIyEidhIlUdvDgQXTp0kV2M4KpqSmuX7+u+CylT548gYODgzQ7quZ60P79+9GpUydFYxEREek6dsQmIiIiItIx169fl53gFgQBv//+O4uwiYioSLK3t0dwcLD0PXbz5k1cvXoVjo6OqsS7fv26FE9zAatOnTqqxCIiyquhQ4di7969+PvvvyEIAq5duwYPDw9s2LBB26kRERER4cKFC1i/fj1Onz6NW7duIavecQYGBtkWYoeGhuL69euyZba2trC3t1c0X8qdiIgIbNq0CWvWrMGdO3cAZF18rVleunRplC9fHvfu3ZM9J22xakpKCn799VdcunQJ+/fv5+xUVCS5ubnBysoKkZGRAN7+G4+Pj4erqyu8vb1RpUoVReL8+++/cHd3l82OCgBWVlZwd3dXJAYRUUFITk7GtWvXEBgYiODgYERERCA2NhZxcXFISUlRJIYgCDhx4oQi6yLdxUJsIiIiIiId8+LFC9m4cePGqFGjhpayISIiyp9WrVrhr7/+ki2bNGkSjh07pkq8yZMnZ1jWsmVLVWIREeXHli1b0L59e1y8eBGCIGDz5s2Ij4/HqlWrUKZMGW2nR0RERDro4MGDmDt3LgICAgAgywJs4P2dkjWv79KlC5KTk6VlDRo0wJUrV/KfLOXayZMnsXr1auzbtw9v3rzJtvO15ncNGzbEyJEj0b9/f5iYmODs2bNYu3YtduzYgcTExEwLsn19fTFmzBhs3LixYDaMSEGGhoYYP348ZsyYIfv3fe/ePbRo0QK//fYbevfuna8Ye/bswbhx4/D06VPZe0cQBIwbNw4GBiwVI6LC79KlS9I+QXR0tGpxNJ+PRPnFeQiJiIiIiHSMptOC5sCySZMmWs6IiIgo77p16yb9rOlSffLkScybN0/xWAsXLoS3t3eGE7Offvqp4rGIiPLLzMwMx44dg7u7u1Tosnv3btStWxdz5sxBaGioljMkIiIiXZGQkIBhw4aha57PhE4AAPRhSURBVNeuCAgIgCiK0v6JIAgZHjlVsWJF9OvXT1qfKIq4du0arl69qtamUDrPnz/HTz/9hJo1a8LV1RU7d+7E69evpXPP6f+moiiiRIkSGDRoEPz9/XH58mWMGDFC6m7dsmVLbNiwAU+fPsXChQthY2OToaBbFEV4eXnx70xF1sSJE2FraytbJggCwsLC0K9fP3z88cfYunUrEhIScrzOV69eYfv27Wjbti169uyJp0+fZnhO5cqVMXHixHznT0SkpvDwcAwePBjNmjXD6tWrERUVJdvXU/JBpCRB5L8qIiIiIiKdYm5ujvj4eOlkuKenJ2bOnKnttIiIiPLM1dUVJ06cyNDlZ9KkSZg/fz709PLfi8DT01NW3K2J0a5dO3h7e+d7/UREahFFEQsWLMCcOXOQmJgo6/RTvXp1NGnSBOXKlYOFhQX09fUVifnDDz8osh4iIiIq+kJCQuDm5oa7d+/Kiq/TS/s7zf7KnDlzMH369GzXf+3aNTRs2FD2uq+//hoLFy5UfmNIcuTIEaxZswZ///03kpOTc9T9unbt2hg5ciQGDRoECwuLHMV59eoVZs+ejZ9//lm2Pk1n3yVLluR7W4i04dSpU3B1dUVKSopsedrjtVKlSqFRo0Zo2LAhateuDXNzc5iZmUEQBMTGxiI6Ohp3795FYGAgLl26hJcvX2ZYh2ZsaGiIY8eOwdnZueA2kogol+7fv4927drhyZMn2e43KknzmZn+85got1iITURERESkY+zt7aULH7wwQURExcHZs2czXEjSfM/Vr18fixcvRtu2bfO07lOnTmHixIkIDAyUXcjS/Hz69Gl89NFH+d4GIiI1xcfHY+bMmVi0aJFUpKShxgUtXrwiIiIi4O3MfM2aNcODBw8AIENhIAAYGRmhcuXKsLKywvnz53NdiA0A9erVw61bt6T11qlTB8HBwSpskW7777//sH79eqxfvx4hISEA8N7iekNDQ3z22WcYOXIk2rRpk+fYK1euxOjRo2X7so0aNcLFixfzvE4ibdu0aRM8PDwydGXNy/FaVq8RRRF6enpYu3YtBg8enL+EiYhU9OzZMzRu3FiawS27G/eUxkJsUoKBthMgIiIiIqKC1aBBA9y5c0c6gA0LC9NyRkRERPnTsmVLDBs2DGvWrJFdtBdFEdevX4erqyuqV6+O/v37w9nZGQ0bNoSlpWWm64qJiUFgYCD8/Pzw559/4s6dOwCQaRH2sGHDWIRNRIVaamoqli5dilmzZiE2Nlb6HMusCEopancqIiIioqJjwIABePDgQYZ9DyMjI/Tv3x+DBg1C8+bNYWxsDAB5ns2oR48e+PHHH6U4t27dQmhoKCpUqJD/jdBxqampOHjwINasWYMjR44gJSUlR92v7ezsMGLECHh4eMDa2jrfeYwcORK//fabdF5bFEU8evQo3+sl0qZBgwahdOnSGD58OKKiovJ1vJZVwaKlpSXWrl2Lzz77TJmkiYhU8tVXXyE0NDTLfQsLCws4ODigZs2aMDc3h6mpqSIzYRIphR2xiYiIiIh0zPr16zFs2DDphLWdnR0ePnyo7bSIiIjy5fXr13B2dsaFCxeyvGCVdrmVlVWmU7pGRES897WiKKJZs2Y4deqUVDBARFTYxMbGolevXjh+/HimF+/VKJjmdK5ERESksXPnTvTp0yfDsVTTpk2xbds2VK1aNcNr9PT08tQR+8KFC2jevLnstVu2bEG/fv0U3SZd8vjxY6xbtw4bNmzA06dPAby/+7Wenh46duyIkSNH4pNPPlF8f3PMmDFYsWKF9HfW19dHUlKSojGItOHp06cYOnQovL29AeT/WE3zXnVzc8P69etRsWLFfOdIRKSmK1euoHHjxpkWYXfu3BkTJ06Es7MzC6+pUGNHbCIiIiIiHdOjRw9MmDABL1++BACEhITg6tWrcHR01HJmREREeWdsbIyjR4/C3d1dVoydVVF2eHg4wsPDs11nVheXmzVrhsOHD7MIm4gKrTdv3qBz5844c+YMgOwv5LNXCxERFRfXr1+Hv78//P39ERQUhMjISERFRSEmJgYAYG5uDktLS1haWqJ+/fpo0aIFnJyc4ODgoOXMi6dZs2ZJP2uKo93c3HDgwAEYGhoqGsvR0REGBgaym8GuX7/OQuxcSklJwb59+7B69WrpZr6cdL+2sbGBh4cHRowYgcqVK6uWX/ny5WXj1NRU1WIRFaSKFSviyJEj8Pb2xu+//46DBw9K/75zWpSteT/q6emhS5cuGDNmDFxdXVXLmYhISbt27ZKNRVGEoaEh1q9fj/79+2spK6LcYSE2EREREZGOMTc3x7hx4zB//nzpJN7333+PAwcOaDkzIiKi/LGwsMDp06fx/fffY9GiRRmKC7MqrM7qd+mfp6enh0mTJmHOnDkwMjJSLnEiIoXNmDEDZ86cyfZzz8DAAHZ2djAzM+N0rkREVGRFRUVh7dq1WLFiBR4/fiwtz+xGo8jISERGRgIALl26hE2bNgEA7OzsMHr0aHh4eMDS0rJgEi/m/P39cePGDdm+SNWqVfHXX38pXoQNAEZGRqhTpw6CgoKkZbdu3VI8TnE3b948zJw5E8D7u18LgoC2bdti1KhR+PTTT6Gvr696fgURg0ib3Nzc4ObmhpCQEBw6dEi6ueju3bvZ3kBbs2ZN6eaijh07wtbWtgCzJiLKvxMnTkg/p50ZhUXYVJSwEJuIiIiISAd5enpi165duHfvHkRRxKFDh7BmzRoMHz5c26kRERHli5GRERYsWICuXbtiypQp8Pf3B5B1oXVOCrABoEWLFliwYAFatmypbMJERAoLDQ3FokWLMu1YWLFiRQwfPhzdunVDvXr1VCmEIiIiKgiiKGLevHmYN28eXr16lWmBWlb7+um7/D569AhTp07FjBkz8N133+Hbb7/NcQdSytzBgwelnzXFNPPnz4eJiYlqMevUqYPr169DEASIooh79+6pFqu4Sk1Nlf5eWXW/LlOmDAYPHowvv/wSNWvW1EaaRMWera0tRo4ciZEjRwIAkpKSEBUVhejoaERFRQF424xAM8sDj+uIqKj777//ZPselpaW+Oabb7SYEVHusRCbiIiIiEgHlShRAvv370fLli0RFRUFURQxZswY6OvrY+jQodpOj4iIKN9atWqFc+fOITAwEMuWLcPBgwcRFhaWq3WUL18enTt3xpgxY9CwYUN1EiUiUtimTZuQlJQkXcDSFNN8+eWX+PXXX1GqVCktZ0hERJQ/9+7dw8CBAxEQEJDjGW7SyqrDb2JiIjw9PfH333/Dy8sL1atXVyxnXaO5IVbDwsICPXr0UDVm+m7mmmJFyp+0NyePHDkSvXv3hrGxsVZysbOzQ+vWrbUSm0ibDA0NYW1tDWtra22nQkSkihcvXgB4dw7Lzc2NM2FQkcNCbCIiIiIiHVW7dm34+PjA3d0dz549Q3JyMoYPH47Dhw9j9uzZqFOnjrZTJCIiyreGDRti7dq1AN52uvP390dQUBAiIyMz7SRUpkwZ1KtXDy1atECVKlW0mDkRUd6cPHlS+llzAeuLL77AihUrtJgVERGRMq5cuQI3NzdERkZK33OZyaxDdlrpX5f2BiZ/f384OTnh2LFjvCEzj+7duyd1phYEAS4uLtDT01M1poWFhWwcFxenarziThRFlC5dGv3798eoUaPg4OCg7ZQwYMAADBgwQNtpEBERkcKMjY2RlJQkje3s7LSYDVHesBCbiIiIiEgHhYSEAADMzc2xZ88eeHh44MaNGxBFEbt378bu3bvh7OyMtm3bomnTprC2toaFhQUMDJQ5hLC1tVVkPURERLlRpUoVFlcTUbEXHBwsKy4zMjLCokWLtJgRERGRMkJCQvDJJ58gIiICQMZiak3xtbGxMerWrQt7e3tYWFjAzMwMgiAgJiYGMTExuH37NoKDg/Hq1asM69EUD0dEROCTTz5BQEAAz2PlQXh4uGxcEP8PS5QoIRu/fPlS9ZjFlaOjI0aOHIn+/fvDxMRE2+kQERFRMWdtbY34+HhpzG7YVBSxEJuIiIiISAdVqVIl284/AODn5wc/Pz/FYwuCgOTkZMXXS0REREREQGRkJADIOlCWKVNGy1kRERHl34ABA/D8+fNMC7AtLCzQu3dvDBgwAE5OTu9tJpCSkoLz58/Dy8sL27dvR1RUlLReTTF2WFgYBgwYoMr5seIuMTFRNjY3N1c9pma2Iw0jIyPVYxY3H3/8Mf755x80b95c26kQFVtxcXEZPq/UvFmloOMREeWFg4MD7t+/L43DwsK0mA1R3qg7/w8RERERERVaoihm+hAEQbrgpNaDiIiIiIjUkb44zd7eXkuZEBERKcfLywtnzpzJ8D2np6eH0aNH4/79+1i5ciVatWqVoxnd9PX10aJFCyxfvhwPHjzA2LFjoaf37tK5Js7Zs2fh5eWl7MbogJIlS8rG0dHRqsfU3IymYWZmpnrM4qZt27YswiZS2dKlS1G1alXpUa1atWIVj4goL1xcXAC8uyHyypUrWs6IKPdYiE1EREREpKM0Bdeah0b6gmwlH0REREREpC5LS0vZmEVIRERUHMydO1c2FkURJUqUwN69e7Fs2bIM33+5YW5ujqVLl+LAgQMoVaqUtFxTCDJv3rw8r1tXpZ+NIzQ0VPWYV69elZ1/rFy5suoxiYjyoqAb17BRDhEVdr1794ahoaE0vnLlCv79918tZkSUeyzEJiIiIiIiAFkXZhMRERERUdFRu3Zt2cX1Fy9eaDEbIiKi/AsICMCdO3ek81WiKEJPTw8HDhxAp06dFIvToUMH7N+/P8N5sTt37sDf31+xOLqgWrVqUqMHURRx9uxZVeNFR0cjKCgIAKS4tWvXVjVmcfTkyRP4+fnJHsUpHlFhUtDXYHjNh4gKs/Lly8PDw0PajwOAmTNnajcpolxiITYRERERkY5K3wWhIB5ERERERKSuFi1aAHh3of3u3bvaTIeIiCjfDh8+LP2sKc4YP3482rZtq3gsFxcXjB8/PsN5rLQ50Ps1atRINn769CmuXr2qWrzt27dn+Js1a9ZMtXjF1ebNm+Hi4iI91HiPaTMeERERFV5z5sxBxYoVAbzd59+0aRMOHjyo5ayIcs5A2wkQEREREVHBe/jwobZTICIiUkxycjK2bt0qu/BuamqK7t27Kxpn9+7diI+Pl8Z6enoYMGCAojGIiPKrR48emD9/PoC3F65Onz6Nly9fwsTERMuZERER5U36btR6enqYMmWKavGmTJmCpUuXyo4vAgICVItXHLVp0waLFy+WLVu4cCG8vLwUjyWKIn799dcM3V7d3d0Vj6ULCrqZBpt3EBEREQBYWVlh27ZtcHd3x6tXr5CSkoLevXtj+/bt6Ny5s7bTI3ovFmITEREREekgOzs7badARESkmH379mHQoEGyC++TJ09WvBA7ICAACxculC0rW7YsOnTooGgcIqL8aNSoEVq1aoWzZ88CAN68eYNly5Zh6tSpWs6MiIgob+7duwdBEKRu2K1atYKNjY1q8WxsbODs7AxfX18p7r1791SLVxy5u7vD3NwcsbGx0v/Dbdu2YejQoXBxcVE01uzZs2X/RgCgQYMGqFWrlqJxdEna/5fFMR6RLklJSZGN9fX1tZQJEdH7tWrVCvv27UOPHj0QHx+PxMREdOvWDUOHDsV3332HKlWqaDtFoizpaTsBIiIiIiIiIiKi/FizZg2At520RFFEyZIlMWnSJMXjfPPNNzA2NpbFWrVqleJxiIjya+nSpdDX15eKWubNm8cCMiIiKrKeP38uG9euXVv1mOljpM+BsmdkZAQPDw+puFYQBKSkpKBfv364c+eOYnH27t2LOXPmyG7KFQQBY8eOVSwGEVFRlnZmN+DtDHJERIVZ+/btcf78edSrVw/A2/Pw69evR82aNeHu7o558+bB29sbV65cwcOHDxESEqLIgyi/2BGbiIiIiIiIiIiKrLi4OJw8eVLWIa9r164oW7as4rGsra3RrVs3bN++XYp35MgRJCYmomTJkorHIyLKq4YNG2LJkiUYO3YsBEFAXFwcXF1dcerUKdja2mo7PSIiolxJTEyUjcuXL696TGtr62xzoPebPHky1q5di7i4OABvC6SfP3+OFi1awMvLCx07dszX+n/55RdMnz4dqampUiG2IAioUaMGBg0alO/8iYiKg/v378vGpUuX1lImREQ5V7t2bVy+fBnTp0+XZqhMSUnB8ePHcfz4ccXjCYKA5ORkxddLuoUdsYmIiIiIiIiIqMg6efJkhpOk/fr1Uy1e+nW/efMGPj4+qsUjIsqr0aNHY8GCBQDeXlB6/PgxHB0dsXnzZi1nRkRElDuaWWk0oqKiVI+ZPoaRkZHqMYub8uXL46effpK6YgNv90mioqLQpUsXfPLJJzh69Giuil7i4uLg5eWFevXqYdq0aUhJSZGKsDU35i5fvhwGBuxHVxSk/9vz70akrDdv3sDX11fWvIA35hJRUfD06VN8+eWXWLZsmeyGO80slWo8iPKLe7JERERERERERFRknTlzRjY2MDCAm5ubavHc3NxgYGCAlJQUadnp06fz3c2NiEgNkyZNQu3atTFs2DCEh4cjJiYGQ4YMwezZszF06FC0adMGjRs3zlDgRkREVJhYWlrKOlI/evRI9ZjpY5QpU0b1mMXRyJEjcebMGfz5558Zimi8vb3h7e0Nc3NzNGnSBPb29hlef/z4cTx//hwRERG4desWAgMDkZqaKhXLpC/CnjZtGtq1a1dwG0j5EhsbKxuzUy+RcpKTkzF+/HhERUVJn5UA4OjoqMWsiIjez8vLC6NHj0ZCQkKGG/rSfp4phUXYpBQWYhMRERERERERUZF148YN2bhevXqqFhSWKFEC9evXR2BgoLTs5s2bqsUjIsqLatWqycYpKSlSgZIoinjw4AE8PT2l35uamsLCwgL6+vr5ji0IQobpr4mIiPKjWrVq+O+//6TvsZMnT+Lly5cwMTFRJV5CQgJOnjwp6yBatWpVVWLpgo0bNyIuLg4HDhzIUIwNANHR0Thx4gROnDgB4F0xjCiKOHXqFE6dOiVbrpG+EGfQoEH48ccfVd0WUtbt27dlYxZiU1F37do12fmizFy5ciXDMiVmLRJFEYmJiYiMjMTt27dx7NgxhIWFZfisbNmyZb5jERGpZeHChZg6darspjvN/jhRYcdCbCIiIiIiIiIiKrLu3LkjOyHr4OCgekwHBwcEBgZKcdNfPCYi0rZHjx7JCpzSXrBK2zlSIy4uDnFxcYrE5sUxIiJSWuPGjXH69GlpnJiYiA0bNmDs2LGqxNu0aRMSEhJk32mNGzdWJZYuMDAwwJ49ezBx4kQsXbpUVoytkVUnwvcVX2t+P3nyZPz8889Kpk0qi42Nha+vL294oGJlz549mD17do6em/amkyFDhiieS2bHgqVLl8Znn32meCwiIiUcPnxYKsJ+33ksosKIhdhERERERJSlmJgYXLlyBS9evEBUVBSioqLw+vVrAEDbtm3RqlUrLWdIRES6LioqSja2srJSPWb6GJGRkarHJCLKC01hS9qL/JrlnM6ViIiKinbt2mHJkiUA3n23TZ8+HV26dIGdnZ2isZ48eYJvv/02w/dk+/btFY2ja/T09LBkyRJ06NABo0ePlm4a08iqKDu7/RVRFFG5cmWsWLECHTt2VCdxUkVkZCSGDh2a4YaHhg0bai8pIoXk5ZhIjeOo9J+rgiBg0qRJKFGihOKxiIjyKykpCWPGjMm0+7UoiqhSpQq6du0KR0dH1KpVC2ZmZjA1NYWenp6WMibKiIXYREREREQkc+HCBaxfvx6nT5/GrVu3sjwJaGBgkG0hdmhoKK5fvy5bZmtrC3t7e0XzJSIi3Za+g6u5ubnqMdPHiI+PVz0mEVFesUM1EREVdW5ubrCyspJugBQEAfHx8XB1dYW3tzeqVKmiSJx///0X7u7uiI2NlX1/WllZwd3dXZEYuq5Dhw64c+cONmzYgBUrViAwMFD6XWadstNKe46yatWqGDt2LEaNGsWiwhw6deoUTp06le1z/Pz8MizLaXff7IiiiMTERERGRuL27dsICAhAUlJShr9169at8x2LqDB43zHY+7r9q6FTp0747rvvVI9DRJQXe/fuld2op/mctLOzw5IlS9CtWzdtpkeUIyzEJiIiIiIiAMDBgwcxd+5cBAQEAMi+C0NOTgyKooguXbogOTlZWtagQQNcuXIl/8kSERH9v/RdL2JiYlSPmT5GUlKS6jGJiHKL3amJiKi4MDQ0xPjx4zFjxgxZse69e/fQokUL/Pbbb+jdu3e+YuzZswfjxo3D06dPZQUggiBg3LhxMDDgZXWlGBgYYPjw4Rg+fDhu3bqFI0eO4Ny5c7h27RpCQkLw6tUr2fMFQYCNjQ3q1q0LJycndOzYES1atNBS9kWXr68vZs2alePzupr/zpo1S/Fc0s7SolGuXDl07txZ8VhEuiSzY8AKFSpg4sSJmDhxIm/SJaJCa+/evdLPms+y2rVrw8fHBzY2NlrKiih3eMRIRERERKTjEhISMH78eGzYsAHA+6f/zGlBR8WKFdGvXz9s3rxZWnbt2jVcvXoVjo6O+cyaiIjoLVNTU6kzHgA8f/5c9ZgvXryQjUuVKqV6TCKi3NDs2xMRERUXEydOxLp16/DkyRNpmSAICAsLQ79+/fC///0Po0ePRrdu3XK8f/7q1Svs27cPq1atwqlTpzI951W5cmVMnDhRse0gOXt7e9jb22PChAnSspiYGCQkJCAlJQUlSpSAubk5DA0NtZdkMZPbm/XUuLkv7TlnzQ0Ps2fPhr6+vuKxiAqShYUF7Ozssn1OTEwMoqOjIQiC9O/f1tY237H19PRgamqK0qVLw8bGBo6OjmjevDnatWvH9xYRFXoXL16U7R8IgoC1a9eyCJuKFBZiExERERHpsJCQELi5ueHu3buZdiLRyO532Zk4cSI2b94snVQEAC8vLxZiExGRYj744ANERERI3zVXr15VPWZgYKDsO7F8+fKqxyQiyo1BgwZpOwUiIiJFmZiYYNOmTXB1dUVKSoq0XHMccO7cOZw7dw6lSpVCo0aN0LBhQ9SuXRvm5uYwMzODIAiIjY1FdHQ07t69i8DAQFy6dAkvX74E8K4YVEMURRgaGmLz5s0wMTEp8O3VZebm5jA3N9d2GsXW+87vpi+8VrODribWqFGjMGLECNXiEBWUr776Cl999VW2z5k7dy48PT1lyx4+fKhmWkREhd6zZ89k47p166Jly5ZayoYob1iITURERESkoyIjI9G2bVs8ePAAQMZOJABgZGSEypUrw8rKCufPn891jAYNGqBOnTq4deuWdGHs8OHDWLhwoTIbQUREOq9GjRq4du2aNL5x4wZCQkIU6SaUmZCQEAQHB8s6F9WoUUOVWERERERE9E7r1q2xZs0aeHh4ZJjRTTN++fIlzpw5gzNnzrx3fVnNCieKIvT09LBq1So4OzsruAVEhUNuulyr0RFbo0mTJpg6dSp69OihWgwiIiIq/BITEwG8uzmyVatWWs6IKPdYiE1EREREpKMGDBiABw8eZLjQZGRkhP79+2PQoEFo3rw5jI2NAbyd2i4vevTogR9//FGKc+vWLYSGhqJChQr53wgiItJ5zZs3x+7du2XL1q1bh1mzZqkSb926dRmWNW3aVJVYREREREQkN2jQIJQuXRrDhw9HVFSUdL4pswYD75PVrHCWlpZYu3YtPvvsM2WSJioEqlSpgtatW2f7nMePH+PRo0eyG4+VuBlBT08PpqamKF26NGxsbODo6IjmzZujVq1a+V43ERERFX2lS5dGdHS0NLa2ttZeMkR5JIhq3sJIRERERESF0s6dO9GnT58MF6maNm2Kbdu2oWrVqhleo6enJzsJP2fOHEyfPv29sS5cuIDmzZvLXrtlyxb069dP0W0iIiLddPXqVXz44YfSd5ooiihVqhTu3r2r+E0/oaGhqFmzZoYOHX5+fpwqkYiIiIioAD19+hRDhw6Ft7c3gMyLqnNDc8nczc0N69evR8WKFfOdI1FRM3fuXHh6esrO46akpGg7LaJiZcuWLRlu8vfx8dFSNkREhUOjRo1w9epVaf/j66+/5uzKVOTkraUdEREREREVaWm7hKa90HTmzJlMi7Dzw9HREQYG8sl4rl+/rmgMIiLSXY6Ojqhdu7ZsWUJCAnr16iUVTCshMTERvXv3RkJCgmx55cqVWYRNRERERFTAKlasiCNHjuDIkSPo0qWLVDiamx5kmucLgoCuXbvi6NGjOHLkCIuwiYhINQMGDICPj4/sQUSk6xwdHaX9cuDtTZdERQ0LsYmIiIiIdIy/vz9u3Lgh6xRUtWpV/PXXXzA0NFQ8npGREerUqSNbduvWLcXjEBGR7ho/frxUcKH5fvvnn3/w6aefyqY0zKuYmBh0794dZ8+elXXeFgQB48ePz/f6iYiIiIgob9zc3LBv3z48ePAAy5cvx8CBA1GzZk0A7wqtM3vUqFEDAwcOxPLly/HgwQPs3bsXrq6uWt4aosKBk6oTERFRQerUqZP0syiK8PX11V4yRHlk8P6nEBERERFRcXLw4EHpZ00R2fz582FiYqJazDp16uD69etSd6J79+6pFouIiHSPh4cHFi1ahAcPHgCA9H1z/Phx1KtXD8uXL0e3bt3ytO79+/dj9OjRCA0NzfA7Ozs7jB49Ol+5ExERERFR/tna2mLkyJEYOXIkACApKQlRUVGIjo5GVFQUAMDCwgKWlpawtLRUpRkBUVHn6OiIQYMGaTsNIiIi0jFdu3aFjY0NwsLCAABhYWE4fvw42rdvr+XMiHKOhdhERERERDrG399fNrawsECPHj1UjWlpaSkbay6AERERKcHIyAirV6+Gq6urrDO2KIoIDQ1F9+7dUaNGDYwYMQLt27eHg4MD9PQynyguNTUVQUFBOH78OFavXo27d+9m6LYtiiL09fWxevVqlChRomA2koioAMTHx0v76paWljA1NdVyRkRERHljaGgIa2trWFtbazsVykRkZCQCAwMRHByMiIgIxMbGIi4uDikpKYqsXxAErFu3TpF16ZLOnTujc+fO2k6DiIiIdIyRkRE8PT0xZswY6bz+pEmTcPny5SzP4xMVNizEJiIiIiLSMffu3ZMOYgVBgIuLi+oHsRYWFrJxXFycqvGIiEj3uLi4YO7cufj222+lgum0hdN3797FlClTAAAlS5ZErVq1YGFhAQsLCwiCIHXKu3v3LhISEqTXpV2PhiAImDNnDjtyEFGRFR8fDx8fH/j7+8Pf3x9BQUGIiorKUPykr68PCwsL1K9fHy1atICTkxNcXFxYoE1ERES59vTpU3h5ecHLyws3b95ULY7mnCcLsYmIiIiKjlGjRmH//v04evQoBEHA9evXMWTIEGzatEnbqRHlCAuxiYiIiIh0THh4uGxsa2uresz03UJfvnypekwiItI9U6dORUxMDH766SdZ8XTagmwASEhIQGBgYIYCa83v078u/XM8PT0xbdo0pdMnIlLdzZs3sWzZMmzZsgXx8fHS8vSffxrJyckIDw/HqVOncOrUKQCAiYkJBg4ciDFjxqBOnToFkjcREREVXW/evMG8efOwYMECvH79Osv9DiIiIiLSbTt37kS7du1w4cIFAJDOX61evRpWVlZazo4oeyzEJiIiIiLSMYmJibKxubm56jE105trGBkZqR6TiIh007x581C1alVMmDABiYmJmRZkA2+LDjMrAMis+Frz/FKlSuH333/HoEGDlE+ciEhFL1++xIQJE7B+/XoAObvxJK20z4+Pj8eKFSuwYsUKeHh4YPHixTAxMVE+aSIiov8XFxeX4dySmo0FCjpecRYREQFXV1dcvXpVtj/xvn2P/GChNxEVB0lJSbh79y6ioqIQHR2NmJgYJCcnK7Luzz77DKVLl1ZkXURESjI1NYWvry8GDhyIv/76C6IoYu/evThz5gzGjBmDYcOGoWLFitpOkyhTLMQmIiIiItIxJUuWREJCgjSOjo5WPWZkZKRsbGZmpnpMIiLSXcOHD0fr1q0xfvx4eHt7A8h4oT+nF/41F/E7d+6MJUuWoFq1asomS0Sksn/++QcDBgzAo0ePpM+03BY/ZTWDwLp163Dy5Els2bIFTk5OyiRMRESUztKlS/HDDz9IY0EQFCtGKwzxiqvY2Fi0bt0aN27cAJD9Ta9ERARcvHgRW7Zsgb+/P65evYo3b96oEsfJyYmF2ERU6MyePVv62cHBAUFBQbh9+zZEUcSLFy8wa9YszJo1C9WrV0fjxo1hbW0NCwsL6OvrKxI/7f4/UV6wEJuIiIiISMeUKVNGVogdGhqqesyrV6/KLrZUrlxZ9ZhERKTbatWqhSNHjsDf3x/Lly/H3r17ER8fn+F5mu+nzC7+m5mZoUePHhg1ahSaNGmies5EREo7evQounfvjlevXkEUxTwXQGV1M4soinjw4AHatWuHPXv2wM3NTZnEiYiI0inoYl0WB+fft99+ixs3bmR5Qxfw9hxhzZo1YW5uDlNTU+jp6RV0mkREWnf48GHMmjULFy5cAKDud5CaMxIQEeXHzJkzM/2MSn/+/t69e7h//77i8VmITfnFQmwiIiIiIh1TrVo1PHnyBIIgQBRFnD17VtV40dHRCAoKAgCp+KN27dqqxiQiItJwcnKCk5MTkpKScPbsWZw/fx7BwcF48uQJwsPDkZiYCODtjBFly5aFra0t6tevj+bNm6NFixYwMODpMyIqmq5du4aePXsiMTERgiBkWgQlCAKqVKmChg0bwt7eHhYWFjAzM4MgCIiJiUFMTAxu376NwMBAPHjwIEMxt+bnxMRE9OzZE+fOnUP9+vULdDuJiEh3aM5lFdd4xcmdO3ewatWqTPc/GjRogAkTJqBr164oU6aMljLUDX5+fln+ztnZOdevKQhZ5UVUHCUlJWHSpElYtmwZAHkBthoF0/xOI6KiIP1nleZcVNrPRaU/z3iTCimBV5KIiIiIiHRMo0aNcOrUKWn89OlTXL16FY6OjqrE2759e4aCjWbNmqkSi4iIKCuGhoZo06YN2rRpo+1UiIhUl5ycjP79++Ply5eZFkBVr14dHh4e6N+/f45nq3n69Cm2bNmC9evX486dOxkKsuPj4/H555/j8uXLvImFiIhIx+3cuROpqamyDoaCIGDOnDmYPn06i10KSJs2bbLsLJmcnJyr1xSE7PIiKm5SU1PRrVs3HD16VCoozOkMRtm9RzMrTuRnLhEVJTn5zFLyc403qZBSOLcPEREREZGOyawAbeHCharEEkURv/76a4YDYnd3d1XiERERERERsGLFCgQHB2foFlSqVCksWLAAN27cwLRp03JchA0AFStWxJQpUxAUFISFCxfCxMQkw3OCg4OxYsUKRbaBiIiIiq4jR45IP2uKsCdOnIjvvvuOBYFaIIpihkdeXlMQDyJdMWXKFOmzMm2n17TvhTJlysDc3Fx6jua/tra2sLGxgbGxcYb3T9p1CYKAcuXKwdbWFra2trCzs4OtrS0MDQ0LdFuJiHKD+x5UVLEtBRERERGRjnF3d4e5uTliY2OlKVa3bduGoUOHwsXFRdFYs2fPxr1792RTuTZo0AC1atVSNA4REVFhFxQUhMuXL8uWDRw4UEvZEFFxJooiFixYkKEIu1y5cjh06BAaN26cr/UbGBhg4sSJcHFxQceOHfH8+XMAkPb5f/nlF4wdO5ZFVkREVGSlpKTIxvr6+lrKpOh68uSJbF/AxMQEs2fP1mJGui39fmFuX1MQWAhFuuTy5ctYtGhRprMX9ezZE8OHD0fr1q1hZGSEuXPnwtPTU/a8hw8fSj+/fPkSly9fxrlz57BlyxbphlzN8VmpUqWwadMmODs7F8i2ERHllbOzM88lUZHGQmwiIiIiIh1jZGQEDw8P6USfIAhISUlBv3794Ofnp1iR9N69ezFnzpwMU5aPHTtWkfUTEREVJfv27cMPP/wgW8ZCbCJSg4+PD/777z9ZRzVjY2McP34cDg4OisX58MMP4e3tjWbNmuHNmzfS8v/++w8+Pj5o27atYrGIiIgKUnx8vGxsamqqpUyKrrCwMADvumG7urqiZMmSWs6KiKhwmDdvnmwsiiJKliyJ7du3o3Pnzrlal4mJCT7++GN8/PHHmDp1Ko4fP46xY8fizp07EAQBjx8/hqurK1avXo1BgwYpuRlERIry9fXVdgpE+aKn7QSIiIiIiKjgTZ48GWZmZtJYEAQ8f/4cLVq0wKFDh/K9/l9++QW9evVCamqqLEaNGjV4so+IiHSWpsMXO30RkZq8vb2lnzXFT56enooWYWs4ODjg+++/z/C5dvToUcVjERERFZT79+/LxqVLl9ZSJkWXgYG8H1z16tW1lAmJoih75OU1BfEg0hVPnjzBnj17ZDfOCoKArVu35roIOzPt27dHYGAgBg0aJK07KSkJHh4e2LNnT77XT0RERJljITYRERERkQ4qX748fvrpJ9lJbkEQEBUVhS5duuCTTz7B0aNHkZycnON1xsXFwcvLC/Xq1cO0adOQkpKS4WTi8uXLM1yIISIiIiIi5Vy4cEE2NjIywujRo1WLN2bMGBgZGcmWXbx4UbV4REREanrz5g18fX0hCIJ0PsvW1lbbaRU5ZcuWlY1LlCihpUx0W2pqaqaPlJSUXL+mIB7Z5UVUXPj6+spu1BcEAb169ULXrl0Vi1GiRAls2LAB/fv3l2KkpqZi0KBB+PfffxWLQ0RERO+wAoKIiIiISEeNHDkSZ86cwZ9//ikVTGsuMnl7e8Pb2xvm5uZo0qQJ7O3tM7z++PHjeP78OSIiInDr1i0EBgYiNTVVOomYvgh72rRpaNeuXcFtIBERERGRDrp//76seKxNmzawsLBQLZ6FhQVcXFxw9OhRKW76TqJERERFQXJyMsaPH4+oqCjpvBYAODo6ajGroqlevXp4/PixNH7+/LkWsyEiKjz8/PwyLJswYYIqsdatW4d//vkHDx8+BAC8fPkSU6dOxR9//KFKPCIiIl3GQmwiIiIiIh22ceNGxMXF4cCBAxmKsQEgOjoaJ06cwIkTJwBA1qnh1KlTOHXqlGy5RtqLVQAwaNAg/Pjjj6puCxERERERAREREbJx9erVVY+ZPkb6HIiIiLJy7do1BAYGZvucK1euZFi2efPmfMcWRRGJiYmIjIzE7du3cezYMYSFhWU4r9WyZct8x9I1H3/8MQ4dOiT9vwwODtZyRkREhcO1a9dk4woVKsDJySlX69DcdPs+RkZG+Omnn9C7d2/pus/OnTvxyy+/oGLFirmKSURERNljITYRERERkQ4zMDDAnj17MHHiRCxdulRWjK2Rvsg6q+XpT/xpfj958mT8/PPPSqZNRERERERZSExMlI2trKxUj5k+xqtXr1SPSURExcOePXswe/bsHD03bYOAIUOGKJ5L+lneAKB06dL47LPPFI9V3PXp0wfTp08H8Pb/q7+/PyIiIgpkv4SIqDCLiIiQzWDUpEmTXK8jMTERpUqVytFzu3XrBjMzM8TFxQEAUlJSsHfvXowePTrXcYmIiChretpOgIiIiIiItEtPTw9LlizBoUOHYGdnl2mBteaR1fLMirArV66Mv//+m0XYREREREQFqGTJkrLxixcvVI8ZHh4uG5coUUL1mEREVHyIovjeR15ek9tH2nNcmvGkSZP4vZYHVapUQe/evaW/XWpqKhYsWKDlrIiItC8yMlI2trOzy/b5hoaGGZbl5sZXQ0NDuLi4yLpoa2Y6JSIiIuWwEJuIiIiIiAAAHTp0wJ07d7Bq1So4OjpmerEru8JrzaNKlSr49ddfcfv2bXTs2LGgN4OIiIiISKeVLVtWNr5//77qMdPHYLdLIiLKrfQ3/GfXACAnz8/LI71OnTrhu+++K4jNL5Z++uknmJubS51fly5digsXLmg7LSIirYqPj5eNLSwssn1+6dKlMyyLiorKVczKlStLP4uiiJs3b+bq9URERPR+LMQmIiIiIiKJgYEBhg8fjsuXL+PGjRtYtGgRevbsiZo1a8LY2DjTbkQ2NjZo164dvvvuO5w9exb379/H119/zW5BRERERERaUL16danbmSiK8PX1zdB1TUlRUVHw8fGRTa9dvXp11eIREREpKbPO2DY2Nvjll1+wb9++TAu0KWfs7Oywfv16qdD99evX+OSTT3DlyhVtp0ZEpDUmJiaycWpqarbPz6wQ+8mTJ7mKWaZMGdn4v//+y9XriYiI6P0MtJ0AEREREREVTvb29rC3t8eECROkZTExMUhISEBKSgpKlCgBc3PzTKfGIyIiIiIi7WjatClOnjwpjZOTk7Fs2TL88MMPqsRbvnw5kpKSZIVqTZs2VSUWEREVPxYWFrCzs8v2OTExMYiOjpbd9GNra5vv2Hp6ejA1NUXp0qVhY2MDR0dHNG/eHO3atYO+vn6+10/AZ599hg0bNsDDwwMpKSmIjIxEixYt4OnpiQkTJmQoSCQiKu5Kly6N2NhYaRwTE5Pt8zPrmP3o0aNcxXz58qVsnL4rNxEREeWfIKadZ5yIiIiIiIiIiIgUN3fuXHh6esqKR1JSUrSdFhEVQz4+PmjXrp1UGC2KIoyMjBAQEABHR0dFYwUFBaFJkyZISkqSYgmCgOPHj8PFxUXRWEREpLu4L130+fn5oW/fvnj27BkAQBAElC5dGn369EHr1q3RpEkTlCtXDhYWFuxCTkTFWosWLRAQEADg7Wfh559/Di8vryyff+/ePdSqVUv2HThs2DCsWrUqxzE//fRT7N+/X1qHiYkJ4uLi8r0tRERE9I6ethMgIiIiIiIiIiIiIiJltGnTBpUrV5bGgiDgzZs3cHV1xcWLFxWLc/XqVbi5ueHNmzey5ZUqVWIRNhEREck4Ozvj5s2b8PDwAPD25q3Y2FisXbsWX3zxBerUqYOyZcvCwMAA+vr6+X4YGHBi8Lx6+PAhqlevjmrVqkmPfv36KR6nb9++shg1a9aUCvWJijN7e3sAkIqib9y4ke3zq1evLs0eoHlN2hmQ3ufVq1fw8/OT3eRiZWWVh8yJiIgoOyzEJiIiIiIiIiIiIiIqJgRBwKRJk5B2MkxBEBAeHg4XFxcsWLBA6mCdFykpKVi8eDGcnZ3x7NkzWedtTWwiIiKitBISErB06VIcOnQIwNt9E01BoVoPyps1a9bg4cOHePz4MR49eoTHjx/jiy++UDzOgAEDpPU/evQIDx48wNq1axWPQ1TY1K1bVza+ceNGtrM8CIKADz/8UPa59uDBA3h7e+co3rp16xAdHQ3g3TFb1apVc584ERERZYuF2ERERERERERERERExcioUaNQv3592TJBEPDy5Ut8++23qFOnDubPn49Hjx7leJ1PnjzBzz//jLp162LSpEmIi4uTdVUTBAH16tXDqFGjlNoMIiIiAICdnR1at24NZ2dn6b9UdPj4+KB27dqYOXOm1PFYU1CoKchW8kH5s3nzZtn/x7p166Jjx46Kx+ncuTPq1KkD4F2X3w0bNigeh6iwadmypWz85s0bXLlyJdvX9OzZU/pZ834ZO3YsYmNjs33d1atXMW3atAyfja1bt85l1kRERPQ+gsjbQYmIiIiIiIiIiFQ1d+5ceHp6ShfMBEHItuMREVF+Xb9+HS1btsTLly9ly9MWPgFApUqV0LBhQ9SuXRvm5uYwMzODIAiIjY1FdHQ07t69i8DAQISEhGT6es0yU1NTnDt3LkMBOBEREemurVu3YvDgwRlm41CzYJrHW3kXFBSEBg0ayI5b58yZg+nTp6sSL7Pj5Bs3bqB27dqqxCMqDJKTk2FpaYmEhATp3/20adMwd+7cLF/z/PlzfPDBB0hNTQXw7nPO3t4eK1euxMcffyx7fmpqKjZu3IhJkyYhOjo6wyxGFy5cQKNGjdTbSCIiIh3EQmwiIiIiIiIiIiKVsRCbiLTh6NGj6N69O169epXhd2kvDbyvGCq754qiiBIlSmDPnj1wd3fPZ8ZERERUXAQEBKB169Z48+ZNpvsaapYp8HgrbxYvXoxvvvlGdtx6+/Zt1KhRQ5V49+7dQ61atWTxfvvtN4wdO1aVeESFRefOnXHo0CHp337t2rVx8+bNbF8zatQorFq1SnqNhiAIsLW1Rb169WBpaYmIiAgEBAQgOjpael8B74qw27VrB29vb1W3j4iISBcZaDsBIiIiIiIiIiIiIiJSnru7O44fP44BAwbg4cOHsiKo9B2ts5NVobYoiqhWrRq2bNkCJycnZZImIiKiIk8URXz55ZeZFmGLoohSpUqhffv2cHR0RK1atWBmZgZTU1Po6elpKWMCgKtXr8rG5cqVU60IGwBq1KiBcuXKITw8XFoWGBioWjyiwqJPnz44dOiQNL5z5w58fHzg4uKS5Wvmz5+P3bt3Izw8XFZcLYoiHj9+LM1gpFkOZDyOK1myJH799VclN4WIiIj+HwuxiYiIiIhIJjIyEoGBgQgODkZERARiY2MRFxenWBcZQRCwbt06RdZFRERERETZa9GiBa5du4aJEydi7dq1sq5oGu/riJ2eZh0jRozAr7/+ChMTEyVTJiIioiLu6NGjuHbtWoYbvywsLDBjxgyMGDECJUuW1GKGlJng4GAA7/b1mjRponrMpk2bSp2BAby3KzBRcfDpp5/C2NgYr1+/BvD2PffTTz9lW4htYWGBXbt2oWPHjkhISACQ9c21md0AIwgCVq1aBQcHByU3hYiIiP4fC7GJiIiIiAhPnz6Fl5cXvLy8VD3ZrTnhx0JsIiIiIqKCY2JiglWrVuGbb77B77//js2bNyMmJkb6/fsKsdNe1Dc3N8egQYMwevRo1KpVS7WciYiIqOjasWOHbCyKIipUqIATJ07A3t5eS1nR+zx9+hSCIEj7fra2tqrHTBtDFEU8efJE9ZhE2la6dGn4+Pjk6pgM/8fefYdHUe/tH783AUIIhIQOktCRagFEepEiiAdpAo9IU48+UgQF1AOCBTmABVEposKRoqJwEPABROm9NwlSpISeDgkkpM7vD347ZEgIIdllk+z7dV17me9kZj6fCe4mO3PvdyQ1b95cK1euVK9evXT58uU73vEoNcMw5OPjowULFuiZZ57JfvMAACBdBLEBAAAAN5aQkKB///vf+uijjxQfH3/XW5IDAAAAyL2qV6+uzz//XBMnTtSmTZu0Y8cO7dixQ4cPH1ZkZKRu3LhhWb9gwYIqVqyYateurcaNG6tRo0Zq0aKFChUq5KIjAAAAucGuXbvMUKB9YoaZM2cSws7hoqOjLWN/f3+n17y9RkxMjNNrAjlBo0aNsrRd8+bNdfz4cY0fP15z5sxRRETEHdf18vLSgAED9M477+iBBx7IaqsAACATCGIDAAAAbioiIkLt2rXTwYMHM7xtnSMR9AYAAABcr1ChQurQoYM6dOhgWZ6QkKCoqChJN2997eXl5Yr2AADIksTERJ04cUJRUVG6cuWKrl69qqSkJIfsu2vXripSpIhD9uUOLly4YBlXqlRJnTt3dlE3yKzbP5Tn4eHh9Jq317h+/brTawK5XeHChTV58mRNnDhR27dv1549exQSEqKIiAj5+PioZMmSqlevnlq0aCFvb29XtwsAgFsgiA0AAAC4oejoaLVs2VJHjhyRlPFt6wAAAAC4hwIFCqh06dKubgMAgEzbs2ePFixYoB07dujgwYNKSEhwSp1GjRoRxL4H9jCtfTbs1q1bu7gjZIa3t7clCB0aGur0mrfXyJePCAuQWR4eHmratKmaNm3q6lYAAHB7/BULAAAAuKF//etfOnLkSJoAdurgdUBAgKpVq6aiRYuqcOHC92UGFAAAAAAAAOBuVq1apffff1+7d++W5NzJBJx597i8ysfHR9HR0ea4bNmyLuwGmVWsWDFLEPv8+fNOr3l7jaJFizq9JgAAAOBoBLEBAAAAN3P8+HHNmjUr3RD2Qw89pOHDh6tz584qVqyYizoEAAAAAAAA0kpMTNTIkSM1bdo0SdYAtjMC09wtLmseeOABSxA7Pj7ehd0gsypUqKCzZ8/KZrPJMAxt3rxZSUlJTpulOjExUZs3bzbrSVJgYKBTagG4N4cPH9a+ffssy/r16+eibgAAyPkIYgMAAABuZtGiRUpJSTEvTtlvETp+/HiNHj2aWX4AAACAXOzcuXM6ffq0ZVmLFi3yTD0AgPtKSUnRM888o9WrV5uhzTudx7o9QJ3R+a70wtacH8uehx56yHI3vsuXL7u4I2TGI488os2bN5vj69eva926dWrfvr1T6q1bt07Xrl0z/z+x2WyqU6eOU2oBuDfLli3TuHHjLMsIYgMAcGcEsQEAAAA389tvv5lf20PYb7zxhsaMGePCrgAAAAA4wrx58ywXzG02m5KSkvJMPQCA+3rzzTf122+/yWazWYLSqUPZxYoVU3Jysq5cuWLOsmuz2RQYGKiEhARFRUXpxo0b5rap92Vft0SJEipUqJCldv78+e/DEeYdHTp00MKFCyXJnFkZOV+zZs305ZdfWpa99957Tgtiv/fee2mWNW/e3Cm1ANw7++9F+38BAMCdebi6AQAAAAD317lz5ywnzXx8fPTBBx+4sCMAAAAAjmQYhuWR1+oBANzPvn37NGXKlDRBMMMw1KNHD61evVpxcXEKCwvTiBEj0mx/+vRpXbhwQbGxsYqJidHGjRs1ceJE1apVyxLkNgxDhQoV0ty5c3X69GnzUalSpftynHlFt27dVLRoUXMcHBys3bt3u7AjZEaHDh3k5eUl6dbzYefOnfr2228dXmvOnDnauXOn5Tnt6empf/zjHw6vBQAAADgbQWwAAADAzYSEhEi6NZtBu3bt5O3t7eKuAAAAADjS/Z6xjBnSAADO9O9//9syNgxDBQsW1PLly/Xzzz+rXbt2KlCgQKb25ePjo+bNm+utt97Sn3/+qd9//13VqlUzz5UFBwerXbt2mjt3rjMOxS0ULlxYI0aMsMyiOmrUKBd3hbspUqSIevTokebDCYMHD9aKFSscVmfVqlV69dVX08xG37lzZxUvXtxhdQAAAID7hSA2AAAA4Gby5ctnGVepUsVFnQAAAAAAAAAZO3funH755Zc0oc0ff/xRTz/9dLb337ZtWx04cED9+/c3952YmKgXX3xRv/zyS7b3767efvtt1atXT9LNf7PNmzdrzJgxLu4Kd/PWW2/Jw+NWjMT+fOjRo4cmT56crbufGIahjz76SN26dVNiYqLlezabTf/617+yvG8AAADAlQhiAwAAAG6mRIkSlnHBggVd1AkAAO4nOxetAQAAAHe0YcMG8+9oe1D62WefVefOnR1Wo2DBgvrPf/6jPn36mDVSUlLUv39/nT9/3mF13Em+fPn066+/qmLFipJu/ttNmjRJr7/+uhISElzbHO6oTp06euWVV9I85+Lj4zV69Gg99thj+vHHH9MEqTOSmJioH3/8UQ0bNtS//vUvxcfHp/lgxQsvvKD69es75ZgAAAAAZyOIDQAAALiZ2rVrW0JgoaGhLuwGAAD3MGbMGKWkpJiP5ORkV7cEAA6RlJRkGd9+Bx4AALJr06ZNaZYNHz7cKbVmz56typUrm+Pr16/rrbfeckotd1C2bFlt375djz/+uKSbodsvvvhCjzzyiObNm0cgO4f65JNPVLNmTUkyA9M2m02GYWjfvn16/vnnVbZsWXXt2lUTJ07U8uXLtWnTJh06dEh//vmnNm/erOXLl2vSpEnq1q2bypUrp+eff1579+41g9ep1axZU1OnTr3fhwkAAAA4DGdEAQAAADfTvHlzrVy50jzhHRQU5OKOAAAAAORW0dHRlnGRIkVc1AkAIK86dOiQZVy2bFk1atTonvaRXvgzPQUKFNCkSZPUs2dPM3i6aNEiffzxxypXrtw91XR38+bNM79+6aWXdOXKFR07dkyGYejo0aMaOHCghg4dqscff1z169dXqVKl5OfnJ09PT4fU79evn0P24468vb21YsUKNW/eXBcvXjSX258ThmEoMjJSy5cv1/Lly++6v9STgqR+HhqGoYCAAK1YsUKFChVy7EEAAAAA9xFBbAAAAMDN9OrVS6NHj5Z082T3jh07FBERoeLFi7u4MwAAAAC5zbFjxyxjgtgAAEeLiIgwA6A2m00NGjS4533ExcVlOuj5zDPPyNfXVzExMZKk5ORkLV26VIMGDbrnuu5swIAB6YbfU4d5Y2JitHbtWq1du9bh9QliZ0/FihW1ceNGPf300zp69KhlZmy71AHrjKT3/4FhGKpdu7b+7//+TxUqVHBM0wAAAICLeLi6AQAAAAD3V8WKFdWzZ0/zRHlKSoo++ugjF3cFAAAAILeJjo7Whg0bLOG4SpUqubotAEAeExkZaRnfLbSZP3/+NMtu3LiR6Xr58+dX69atLbNob9y4MdPbw8oeurafi7T/XO2P1N931AOOUblyZe3cuVMDBw5M92eb+t8xo0dq9n288sor2rFjByFsAAAA5AkEsQEAAAA3NGnSJBUtWtS82PHFF19o9+7drm4LAAAAQC4RGRmpfv36KTY21rL8kUcecU1DAIA869q1a5axn59fhuund3eGqKioe6oZEBBgfm0Yhv7666972h633C2Ym9kwb1ZCv8i+IkWKaPbs2dq2bZvatWsnSfcceE+9/lNPPaVdu3Zp5syZ8vHxcUrPAAAAwP2Wz9UNAAAAALj/KlSooDlz5ujZZ5+VJMXHx6tjx476448/9Oijj7q4OwCAO/P09HR1C/fEZrMpKSnJ1W0AcBMbN26864ycmzZtSrPsgw8+yHZtwzAUFxenyMhIHTt2TDt37lRiYmKawFPLli2zXQsAgNR8fHwUHR1tjlNSUjJcP70g9rlz51SlSpVM1yxWrJhlfOHChUxvC+RFjRo10urVq3Xq1Cn9/PPP+u2337R3715dv349w+0KFy6sxx57TB06dFDPnj2ZARsAAAB5EkFsAAAAwE117dpV//nPf/Tiiy8qOTlZkZGRaty4scaOHavhw4czIwkAwCW4jTQA3NmGDRv0/vvvZ2q2R/vrqWEYev/99x3ei33/qXspWbKknn76aYfXAgC4tyJFiliC2FevXs1w/fRmzD5z5sw91bw9XHr7rNy4u8DAQGaozoMqV66st99+W2+//bYMw9CZM2d07tw5hYeHKy4uTpLk7e2tEiVKKDAwUBUrVnRtwwAAAMB9QBAbAAAAcGN9+/ZVhQoV1Lt3b12+fFkJCQkaN26cPv74Y/Xq1UstW7ZUgwYNVLJkSfn5+XHxBABwX+SW3zeExgG4yr2+/jjj9Sr1a7VhGLLZbPrggw9y3Z0NAAA53wMPPKDz58+b46ioqAzXr1GjRppl27dv14ABAzJd88SJE5ZxgQIFMr0tbrrX8DtyH5vNpkqVKqlSpUqubgUAAABwKQ9XNwAAAADAtVq0aKG//vpLL774oqSbIYro6Gh9++236tu3r2rWrKkSJUooX7588vT0zPYjXz4+DwoAAABkh81my/Bxr+tn5WFnD3m/+uqrevnll+/bzwAA4D7swWqbzSbDMHTkyJEM169SpYp5pzf7NuvWrct0vRs3bmjTpk2W33fFixfPQucAAAAAAHdAEBsAAABwc7Gxsfriiy+0cuVKSbdCGoZhOO0BAEBGnPk7iN9nAPKKe3l9cuZrYYMGDbRo0SJNmzbNBT8FAIA7qFWrlmV85MgRJScn33F9m82mRx991PI78dSpU/r9998zVW/27Nm6cuWKpFt3fWDGXwAAAADAnTAVHQAAAODG1q9fr379+unixYvmMvsFpvRm0ssuQmsAgLtZv369q1sAgByrYsWKatmyZYbrBAcH68yZM+aHK202m1q0aJHt2h4eHipcuLCKFCmiMmXK6OGHH9bjjz+u6tWrZ3vfAABkpGnTppZxQkKC9u/frwYNGtxxmx49emjLli2Sbs2KPWTIEO3Zs0e+vr533O7gwYN6++2305wXu9vvXwAAAACA+7IZJCEAAAAAt/Tjjz9qwIABSkxMtCx3RgDbzh4EyWjWIgAAAABZN2HCBI0dO9YSxObvbwBAbpaUlCR/f3/Fxsaav9vefvttTZgw4Y7bhIaG6oEHHlBKSoqkW+ekatSooa+++krNmze3rJ+SkqLvvvtOI0eO1JUrV8zzY/btdu/erXr16jnvIOEShw8f1r59+yzL+vXr56JuACDn4H0lAAD3hhmxAQAAADe0c+dODRw4UImJiekGr/m8JgAAAAAAAHKCfPnyqWXLllq5cqUZCFuyZEmGQexSpUrppZde0qxZsyyh6r/++kutWrVSYGCgateuLX9/f0VERGjnzp26cuWKGTazr2+z2dSmTRtC2HnUsmXLNG7cOMsygthZc+3aNUVFRUmS/P39VbhwYRd3BAAAANw/BLEBAAAAN2MYhl555RUlJCSkCWEbhqFChQqpbdu2evjhh1W9enX5+vqqcOHC8vDwcFHHAAAAAO4VH64EAOQlvXr10sqVK83x8ePHtX79erVu3fqO20ycOFFLlixReHi4JVxtGIaCg4N19uxZc137783bz5V5e3vr008/deShIIexB+5Th/BxZ9euXdP69eu1Y8cO7dixQ4cPH1ZUVFSamXI9PT3l5+enOnXqqHHjxmrUqJFat25NQBsAAAB5EkFsAAAAwM2sXr1ahw4dslxYMAxDfn5+evfdd/Xyyy/L29vbhR0CAAAAyKqHH35Y/fv3d3UbAAA4VJcuXeTl5aX4+HhJN89lTZo0KcMgtp+fnxYvXqynnnpKsbGxkpTmfJhdepMV2Gw2zZo1S3Xr1nXkoQC50l9//aVp06ZpwYIFunbtmrn8Th/+S0pKUnh4uDZu3KiNGzdKknx8fNSvXz8NHjxYNWvWvC99AwAAAPcDQWwAAADAzfz888+WsWEYKlu2rNauXasaNWq4qCsAAAAAjvD000/r6aefdnUbAAA4VJEiRbR+/XpdvXrVXJaZ2YubN2+ulStXqlevXrp8+bJlmzttbxiGfHx8tGDBAj3zzDPZbx7Ixa5fv67hw4drzpw5ktIGr+/2PEy9/rVr1zRz5kzNnDlTL774oj777DP5+Pg4vmkAAADgPiOIDQAAALiZXbt2WW7HarPZNHPmTELYAAAAAAAAyLEaNWqUpe2aN2+u48ePa/z48ZozZ44iIiLuuK6Xl5cGDBigd955Rw888EBWWwXyhO3bt+v555/XmTNnzEB1Zj4AkVp6s81L0uzZs7Vu3TotWLAgy89tAAAAIKcgiA0AAAC4mQsXLljGlSpVUufOnV3UDQAAAAAAAOBchQsX1uTJkzVx4kRt375de/bsUUhIiCIiIuTj46OSJUuqXr16atGihby9vV3dLuByq1evVrdu3XTjxg1zMo/03D5D9u1u3y71BCGnTp1SmzZt9Msvv6h9+/aOaRwAAABwAYLYAAAAgJu5fv26pFuzYbdu3drFHQEAAAAAAADO5+HhoaZNm6pp06aubgXIsQ4dOqQePXooLi5ONpst3VmtbTabKlasqEceeUQ1atSQn5+ffH19ZbPZdPXqVV29elXHjh3TgQMHdOrUqTRhbvvXcXFx6tGjh7Zt26Y6derc1+MEAAAAHIUgNgAAAOBmfHx8FB0dbY7Lli3rwm4AAAAAAAAAADlBUlKS+vTpo+vXr6cbwK5SpYpefPFF9enTRwEBAZna58WLF7VgwQLNmTNHx48fTxPIvnbtmp577jnt27dP+fIRYQEAAEDuw1+xAAAAgJt54IEHLEHs+Ph4F3YDAAAAwBWCg4MVFBSkqKgoXblyRVevXlVSUpJD9j1kyBAVK1bMIfsCACC3OHz4sPbt22dZ1q9fPxd1A2TNzJkzFRQUZAlLG4YhHx8fvfvuuxo2bJjy589/T/ssV66c3nzzTb3xxhv64osv9N5775l3bbQLCgrSzJkzNXToUIccBwAAAHA/EcQGAAAA3MxDDz2kI0eOmCfTL1++7OKOAABwngMHDmjHjh3auXNnmsBhcnJytvdvs9l05MgRVa9e3QHdAoDzpKSkaMmSJVqwYIF27NihsLAwp9Xq3bs3QWwAgNtZtmyZxo0bZ1lGEBu5iWEY+uijj9KEsEuWLKmVK1eqfv362dp/vnz59MYbb6h169Z66qmnFBoaKunm+2rDMPTxxx9ryJAhaWbiBgAAAHI6gtgAAACAm+nQoYMWLlwo6eaJ9M2bN7u4IwAAHCsuLk5z587V9OnTdeTIEXO5YRgu7AoAXOerr77ShAkTdPHiRUnOfT0kOAMAcGeGYZihUn4nIrdZv369Lly4YP6/axiGvLy8tGbNGtWtW9dhdR599FH9/vvvatiwoRISEszlFy5c0Pr16/XEE084rBYAAABwP3i4ugEAAAAA91e3bt1UtGhRcxwcHKzdu3e7sCMAABxn165dqlOnjgYPHqygoCAZhmE+pJsBQUc9ACCni4qKUpcuXTR48GBduHDBfD105Gshr4sAAAB5w++//25+bf+bcezYsQ4NYdvVrVtX77zzTpoPCK5evdrhtQBkHZMaAACQOQSxAQAAADdTuHBhjRgxwjIzz6hRo1zcFQAA2Td79mw1b95cZ86cuWPwOrXUAe30pA5x321dAMhpbty4oSeffFK//vprmvC1XXqvc5l5zbvX9QEAAJDz3T5ZR4ECBTRo0CCn1Rs8eLAKFChgWbZnzx6n1QOQeWPGjFFKSor5SE5OdnVLAADkaPlc3QAAAACA++/tt9/W0qVLtX//fhmGoc2bN2vMmDGaMGGCq1sDACBL1q9fr1dffVVJSUnpBg0zkt7377QPgoYAcosXX3xRe/bsuePrWbly5VS2bFlFRETozJkzstlsZmC7RYsWSkhIUGRkpMLDwxUREWFub9+ffd1q1aqpbNmyltqFChW6PwcJAAAAhzl58qTl77xWrVrJz8/PafX8/PzUunVrrV692qx78uRJp9UDAAAAnIUgNgAAAOCG8uXLp19//VXNmjXT6dOnZRiGJk2apNjYWE2ePDnNTCQAAORkV65c0bPPPmuGsO0Mw1DhwoX1j3/8Q61bt1bZsmX1yy+/aM6cOZaLy+vWrbMEDvft26dt27bp2LFjkmTu02azqUGDBho/fry8vLzMOoGBgff3gAHgLtavX68ff/wxzWtigQIF9Nprr+mf//ynqlWrJkmaMGGCxo4dm2b71M6dO6dt27Zp/vz5WrVqlfn6aRiGQkJCNG7cOD333HPOPzAAAAA4TeoP30lSlSpVnF7z9hq39wAAAADkBgSxAQAAADdVtmxZbd++Xc8884x27twpwzD0xRdfaPXq1Xr77bfVu3dvAtkAgFzhiy++UGRkpBk4tM/22qNHD3355ZcqXbq0ue6BAwfSbN+yZct097tnzx5NnTrVEmbcs2eP3nzzTa1YsUIPPPCAg48EABzj9jvdGIahEiVK6LffflO9evXueX8BAQHq1auXevXqpePHj+vll1/Wpk2bZLPZdPXqVfXt21cnT55ME+gGAABA7hEXF2cZFy9e3Ok1b69x48YNp9cEAAAAHI0gNgAAAOCG5s2bZ3790ksv6cqVKzp27JgMw9DRo0c1cOBADR06VI8//rjq16+vUqVKyc/PT56eng6p369fP4fsBwCAuLg4ffHFF5YQts1m08CBA/Xtt99ma98NGjTQggULNHDgQA0cOFAXLlyQYRg6dOiQmjZtqh07dqhMmTKOOAwAcJgTJ05o3bp1ltdFT09PLVu2LEsh7NtVr15dGzZs0Lvvvqvx48ebM2O/9957Kl68uAYNGpTtGgAAALj/vL29FRsba47DwsKcXjM8PNwyLliwoNNrAjndqVOnFBQUpMjISF2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7hq/t3/fz81OvXr3uW6+Aq7Rp0ybNHR0mT56s5cuXO7xWfHy8Pv/88zTPvY4dOzq8FgAA7o4gNgAAAOBmNmzYoMTERPPWdzabTW3atMl2CDu1UqVK6ddff9VTTz2ldevWyWazKT4+Xj169NCRI0fk7+/vsFoAAEg3Z/P5/fff1aVLF0VERMgwDM2ZM0erV6/Wv/71Lz333HMqWrSoq9sEAAAA4AIBAQH66aefFBUVpZUrV2rPnj0KCQlRRESEfHx8VLJkSdWrV0/t27dXpUqVXN1unjV9+nR99NFHOn/+vCTrDMm3y8yMycWKFdOIESMUGxtrLqtSpYqOHz+e/WaRaYcOHdLcuXP1ww8/KDQ0VNLdZ7+236Gxffv2GjBggLp06SIvL6/71jPgKq1bt1apUqUUFhZmXqNZsWKFFi5cqN69ezu01vDhw3Xp0iXLtaAmTZqofPnyDq0DAAAIYgMAAABuZ9OmTWmWjRo1yuF1ChQooCVLlqh69eoKCwuTJIWGhuqdd97R9OnTHV4PAOC+Uv9u+/LLLzVq1ChdvHhRhmHo/PnzGjJkiEaMGKHGjRurXr16qlmzpvz8/FS0aFHlz58/2/VbtGiR7X0AAAAAcD5/f3/16dNHffr0cXUrbuXSpUvq37+/1q5de9eArpRxQDs1Pz8/DRw4UNOmTTOXnTx5Ulu3buWufE4WHh6u77//XnPnztXBgwclZS58LUk1atRQ//791bdvX5UrV+7+NAzkEB4eHho8eLDeffdd2Ww2MyT98ssvq3z58mrWrJlD6nz55ZeaNWtWmufisGHDHLJ/AABgRRAbAAAAcDP79u2zjIsXL6527do5pZavr68+/PBDvfzyy+YJxe+++07jx49XsWLFnFITAOB+WrVqlebCkn2mH/vXN27c0IYNG7RhwwaH1rbZbEpKSnLoPgEAAAAgrzh48KDat2+v8PBwy/u01DITzr6T4cOHa9q0aea5R0n6/vvvCWI7QWJion799VfNnTtXv/32m5KSkjIdvvbz81Pv3r01YMAANWzY8L71DOREw4YN08yZMxUSEiLp5nPn2rVrateunT799FO9+uqr9/xaaBcbG6tRo0bpq6++MpfZX3vr1aunHj16OOQYAACAlYerGwAAAABwf4WHh1tuRVe/fv173kdcXFym133uuedUsGBBc3zjxg0tW7bsnmsCAHA3hmGYD/tYkmWGIWc8AAAAAABpBQcHq127dgoLC0sTwra/nwoICFCbNm3Us2fPLNWoXLmy6tevb+7fMAytXr3aUYcASXv27NGQIUNUtmxZPfvss/q///s/JSYmpnnPnZphGPLw8FCHDh20cOFCXb58WTNmzCCEDejmBDbTpk2znL+y2WyKj4/X0KFDVbduXc2aNUuhoaGZ3mdQUJDGjx+vChUq6Kuvvkrzmps/f359/fXXDj8WAABwEzNiAwAAAG4mIiLCMq5WrVqG63t6eqZZduPGDXl7e2eqXqFChdSqVSv99ttv5rJ169Zp4MCBmdoeAIDMuv2ifur/pndhOLsIYQMAAABA+lJSUtSzZ09zUgg7wzBUsmRJDRkyRP3791dgYKD5vZ9//jlLtbp37669e/ea4zNnzujUqVOqXLly1g/AzV26dEnz58/X3LlzdfToUUl3n7nc/v2aNWuqf//+6tu3r8qWLXt/GgZymW7dumnUqFH6+OOPzeeT/cMkR44c0aBBgzRkyBBVqlRJNWrUSLP94sWLtWvXLkVEROj48eMKDw+XZD0PZh/bbDZNmTJFjz766H06OgAA3A9BbAAAAMDNREdHW8ZFixbNcP0iRYqkuw9/f/9M16xUqZKkWycSg4KCMr0tAABZ4ejQNQAAAAAg87755hvt3r3bEgaUpC5dumjOnDny8/NzWK1OnTpp9OjRlmWbNm0iiJ0FP/74o+bOnau1a9cqJSUl0+Frf39/9e7dWwMGDNBjjz123/oFcrPJkyfr+vXrmjFjRpowtmEYSk5O1t9//62TJ09Ksk46cPDgQR08eNCy3L797caNG6dBgwY5+3AAAHBrBLEBAAAAN+Pt7a1r166Z4/RmvE4tvSD2uXPnVKFChUzXLFmyZJrtAQBwJGanBgAAAICcwTAMTZw4Mc2MrH379tV3333n8Hq1atWSl5eXEhISzGVMBJE1ffr0MYOgdncKYHt6eqp9+/YaMGCAnnnmGRUoUOB+tgrkCdOmTVPVqlX11ltvKSkpSVLa51x657wy8xwtUKCAPvvsM7366qsO7hoAANyOIDYAAADgZnx9fS1B7CtXrmS4fnozZgcHB6tZs2aZrhkXF2cZx8TEZHpbAADuJiUlxdUtAAAAAHAxwzD0559/at++fQoLC1NUVJSioqIUHx8vSerevbs6derk4i7dw7p163T27FlLoPfhhx/W7NmznVLP09NTderU0d69e81lR48edUotd5HR7Ne1atVS//791bdvX5UpU+Z+twbkOcOHD9cTTzyhwYMHa+vWrZKsz8F7ueub/Xn62GOPadasWXrkkUcc2isAAEgfQWwAAADAzZQuXVoXLlwwx3cLYlerVi3Nsp07d6pPnz6Zrnn69GnL+G6zcAMAAAAAAAB3k5KSov/+97+aM2eOtm/fnuGH/6tWrZphEPvUqVNas2aNZVnNmjXVvHlzh/XrLlavXm0Z22w2ffTRR049J1i9enXt3bvXDH+fOnXKabXciT3UWaxYMfXu3VsDBgxQgwYNXNwVkPc89NBD2rx5s/744w/NmDFDK1euVGJiovn9O4Wxb58Zu2XLlnrttdfUtWtXp/cMAABuIYgNAAAAuJkaNWpo37595om7Y8eOZbj+gw8+aN7a034hY8OGDZmul5ycrM2bN1tOFBYvXjxLvQMAAAAAAACSNH36dH300Uc6f/68JGsY7XaZmU20WLFiGjFihGJjY81lVapU0fHjx7PfrJvZtWuXZVy6dGm1bdvWqTX9/Pws47tNPoGMGYYhT09PPfnkkxowYIA6d+6sAgUKuLotIM9r166d2rVrp5iYGK1du1bbtm3ToUOHFBwcrMuXLys2NlbJyckqWLCg/P39FRgYqFq1aqlRo0bq2LGjypUr5+pDAADALRHEBgAAANxMzZo1za8Nw9Dhw4czXN/T01N169bVnj17zItWQUFB2rFjhxo1anTXej/99JNCQkLMELfNZlP58uWzdxAAAAAAAABwS5cuXVL//v21du3aNDOBpiejgHZqfn5+GjhwoKZNm2YuO3nypLZu3aqmTZtmr2k3c+rUKcu5wFatWjm95u1B7IxmR0fGatWqpf79+6tv374qXbq0q9sB3FKRIkXUpUsXdenSxdWtAACATPBwdQMAAAAA7q/GjRtbxrGxsQoKCspwm27dulnGhmFo2LBhSkhIyHC7c+fO6fXXX09zIaxFixb30DEAAAAAAAAgHTx4UI888ogZwrbZbObDzjAM83Gvhg8fLska6v7++++z3be7iYiIsIwfeOABp9fMnz+/ZRwXF+f0mnnR7t279eeff2rkyJGEsAEAAIBMIogNAAAAuJkmTZrIy8vLsmzp0qUZbvPcc8+ZF6Ds/92zZ486dOig4ODgdLdZv369mjVrprCwsDTfe+qpp7LQOQAAAAAAANxVcHCw2rVrp7CwMDOEbWcPXgcEBKhNmzbq2bNnlmpUrlxZ9evXN/dvGIZWr17tqENwG7dP3uDj4+P0mpGRkZbx7ec/kTn169d3dQt3dfjwYc2bN8/yAAAAAFwpn6sbAAAAAHB/FSxYUE2aNNH69evNC0q//PKLxowZc8dtAgMD1b17dy1evNicZcgwDG3cuFFVq1ZV06ZNVadOHfn7+ysiIkJbtmxRUFCQ5aKY/esGDRowIzYAAAAAAAAyLSUlRT179lR4eHiaAHbJkiU1ZMgQ9e/fX4GBgeb3fv755yzV6t69u/bu3WuOz5w5o1OnTqly5cpZPwA3U6hQIV27ds0c3x6Sdobw8HDL2M/Pz+k14RrLli3TuHHjLMv69evnom4AAAAAgtgAAACAW3r22We1fv16c7x//37t27dP9erVu+M2U6dO1W+//abr169LkhnGTk5O1ubNm7V582ZzXfutX1NfGJMkT09PffLJJ448FAAAAAAAAORx33zzjXbv3m35wL8kdenSRXPmzHFo6LZTp04aPXq0ZdmmTZsIYt+DEiVKWILY58+fd3rNvXv3Wu7oFxAQ4PSacJ3Us9bffg4aAAAAuN8IYgMAAABu6Nlnn9Vrr72mpKQkSTdPXE+aNCnDmYLKlSunOXPm6LnnnlNycrIkpbn4lVp6J8AnTJig5s2bO+IQAAC4J4Zh6M8//9S+ffsUFhamqKgoRUVFKT4+XtLNWe86derk4i4BAAAA3M4wDE2cODHNXdf69u2r7777zuH1atWqJS8vLyUkJJjLgoKCHF4nL6tSpYpOnz5tBmW3bNni1HohISE6ceKEJZhbu3Ztp9YEAAAAADuC2AAAAIAbKl68uH744QdFRESYyzw9Pe+6XY8ePZSSkqIXXnhBsbGxlllm7sQwDHl6emrKlCkaOnRo9psHACCTUlJS9N///ldz5szR9u3bFRMTc8d1q1atmmEQ+9SpU1qzZo1lWc2aNfmAEQAAAOBk69at09mzZ82QrSQ9/PDDmj17tlPqeXp6qk6dOtq7d6+57OjRo06plVc1aNDA8v4pIiJCW7duVdOmTZ1Sb+7cuWmWPf74406pBQAAAAC3I4gNAAAAuKkePXpkabuePXuqcePGGjlypJYsWWLOjn0nTz75pD788EPVr18/S/UAAMiK6dOn66OPPjJvgZ3e3RvsMnMb42LFimnEiBGKjY01l1WpUkXHjx/PfrMAAAAA7mj16tWWsc1m00cffZSpSQWyqnr16tq7d68Z/j516pTTauVFbdq00aRJkyzLJk+erOXLlzu8Vnx8vD7//PM07+s6duzo8FoA4ExJSUk6dOiQDhw4oKCgIEVERCg6OloxMTF3vQ6TWTa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A note on feature selection\n","- must be done **within** CV folds"],"metadata":{"id":"t4xO6jY_mjw7"}},{"cell_type":"markdown","source":["## It looks like all band gap needs is `atomic_density` and `c`. Let's compare these features for the two targets"],"metadata":{"id":"i3B_3WUomrId"}},{"cell_type":"code","source":["fig = plt.figure(figsize=(6,2.5))\n","\n","ax1 = plt.subplot(121)\n","target = 'Eg'\n","x = splits[target][0][:, good_features.index('atomic_density')]\n","y = splits[target][0][:, good_features.index('c')]\n","z = splits[target][2]\n","ax1 = plt.scatter(x, y, c=z, cmap='viridis', alpha=0.2, lw=0)\n","ax1 = plt.xlabel('atomic density')\n","ax1 = plt.ylabel('c')\n","ax1 = plt.colorbar(label=target)\n","\n","ax1 = plt.subplot(122)\n","target = 'E'\n","x = splits[target][0][:, good_features.index('atomic_density')]\n","y = splits[target][0][:, good_features.index('c')]\n","z = splits[target][2]\n","ax1 = plt.scatter(x, y, c=z, cmap='viridis', alpha=0.2, lw=0)\n","ax1 = plt.xlabel('atomic density')\n","ax1 = plt.ylabel('c')\n","ax1 = plt.colorbar(label=target)"],"metadata":{"colab":{"base_uri":"https://localhost:8080/","height":0},"id":"_dG1hwwfmWFO","executionInfo":{"status":"ok","timestamp":1689084126979,"user_tz":300,"elapsed":4755,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}},"outputId":"1447ed8b-a732-453d-8d9f-2dba3efab4b6"},"execution_count":33,"outputs":[{"output_type":"display_data","data":{"text/plain":["<Figure size 1800x750 with 4 Axes>"],"image/png":"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\n"},"metadata":{}}]},{"cell_type":"code","source":[],"metadata":{"id":"xx7h22admzUL","executionInfo":{"status":"ok","timestamp":1689084126980,"user_tz":300,"elapsed":21,"user":{"displayName":"Chris Bartel","userId":"15075417558930110679"}}},"execution_count":33,"outputs":[]}]}