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"source": [
"import pandas as pd\n",
"from collections import defaultdict\n",
"import warnings\n",
"\n",
"warnings.filterwarnings(\"ignore\")\n",
"\n",
"import pandas as pd\n",
"import plotly\n",
"\n",
"import greykite\n",
"from greykite.common.data_loader import DataLoader\n",
"from greykite.framework.templates.autogen.forecast_config import ForecastConfig, ComputationParam, ModelComponentsParam\n",
"from greykite.framework.templates.autogen.forecast_config import MetadataParam\n",
"from greykite.framework.templates.forecaster import Forecaster\n",
"from greykite.framework.templates.model_templates import ModelTemplateEnum\n",
"from greykite.framework.utils.result_summary import summarize_grid_search_results\n",
"\n",
"from fbprophet import Prophet"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## peyton_manning"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
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"end_time": "2021-05-22T14:18:44.336236Z",
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"outputs": [],
"source": [
"# Loads dataset into pandas DataFrame\n",
"dl = DataLoader()\n",
"df = dl.load_peyton_manning()"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"ExecuteTime": {
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"source": [
"# specify dataset information\n",
"metadata = MetadataParam(\n",
" time_col='ts', # name of the time column (\"date\" in example above)\n",
" value_col='y', # name of the value column (\"sessions\" in example above)\n",
" freq='D'# \"H\" for hourly, \"D\" for daily, \"W\" for weekly, etc.\n",
" # Any format accepted by `pandas.date_range`\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### SILVERKITE"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:19:34.760677Z",
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"outputs": [
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"name": "stdout",
"output_type": "stream",
"text": [
"Fitting 3 folds for each of 1 candidates, totalling 3 fits\n"
]
}
],
"source": [
"forecaster = Forecaster() # Creates forecasts and stores the result\n",
"result = forecaster.run_forecast_config( # result is also stored as `forecaster.forecast_result`.\n",
" df=df,\n",
" config=ForecastConfig(\n",
" model_template=ModelTemplateEnum.SILVERKITE.name,\n",
" forecast_horizon=365, # forecasts N steps ahead\n",
" coverage=0.95, # 95% prediction intervals\n",
" metadata_param=metadata\n",
" )\n",
")"
]
},
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"cell_type": "code",
"execution_count": 5,
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"ExecuteTime": {
"end_time": "2021-05-22T14:19:35.089104Z",
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{
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},
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\n",
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" \n",
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" 1 | \n",
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\n",
" \n",
" mean_test_MAPE | \n",
" 7.31 | \n",
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\n",
" \n",
" split_test_MAPE | \n",
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\n",
" \n",
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"grid_search = result.grid_search\n",
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" cv_report_metrics=None,\n",
" column_order=[\"rank\", \"mean_test\", \"split_test\", \"mean_train\", \"split_train\", \"mean_fit_time\", \"mean_score_time\", \"params\"]\n",
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"source": [
"### SILVERKITE(gradient_boosting)"
]
},
{
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"execution_count": 8,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:19:53.943896Z",
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"Fitting 3 folds for each of 1 candidates, totalling 3 fits\n"
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"forecaster = Forecaster() # Creates forecasts and stores the result\n",
"result = forecaster.run_forecast_config( # result is also stored as `forecaster.forecast_result`.\n",
" df=df,\n",
" config=ForecastConfig(\n",
" model_template=ModelTemplateEnum.SILVERKITE.name,\n",
" forecast_horizon=365, # forecasts N steps ahead\n",
" coverage=0.95, # 95% prediction intervals\n",
" metadata_param=metadata,\n",
" model_components_param=ModelComponentsParam(\n",
" custom=dict(fit_algorithm_dict=dict(fit_algorithm=\"gradient_boosting\"))\n",
" )\n",
" )\n",
")"
]
},
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"backtest = result.backtest\n",
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"\n",
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\n",
" \n",
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" params | \n",
" [] | \n",
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\n",
" \n",
" \n",
" \n",
" rank_test_MAPE | \n",
" 1 | \n",
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\n",
" \n",
" mean_test_MAPE | \n",
" 10.08 | \n",
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\n",
" \n",
" split_test_MAPE | \n",
" (8.01, 7.54, 14.68) | \n",
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\n",
" \n",
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\n",
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"params []\n",
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"grid_search = result.grid_search\n",
"cv_results = summarize_grid_search_results(\n",
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" decimals=2,\n",
" # The below saves space in the printed output. Remove to show all available metrics and columns.\n",
" cv_report_metrics=None,\n",
" column_order=[\"rank\", \"mean_test\", \"split_test\", \"mean_train\", \"split_train\", \"mean_fit_time\", \"mean_score_time\", \"params\"]\n",
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"source": [
"### PROPHET"
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},
{
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"execution_count": 11,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:20:58.205980Z",
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"name": "stdout",
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"text": [
"Fitting 3 folds for each of 1 candidates, totalling 3 fits\n"
]
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{
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"output_type": "stream",
"text": [
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n"
]
}
],
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"forecaster = Forecaster() # Creates forecasts and stores the result\n",
"result = forecaster.run_forecast_config( # result is also stored as `forecaster.forecast_result`.\n",
" df=df,\n",
" config=ForecastConfig(\n",
" model_template=ModelTemplateEnum.PROPHET.name,\n",
" forecast_horizon=365, # forecasts N steps ahead\n",
" coverage=0.95, # 95% prediction intervals\n",
" metadata_param=metadata,\n",
" )\n",
")"
]
},
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"start_time": "2021-05-22T14:20:58.207084Z"
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t8VLi4eHJeHh4Mv4+fhHvbT2LxTvO4eN/c3FVjwjMG5WMq3pEuE0UNEG0Fx3nLSaINmDV0WI8uvwwTpXWYWRyGB4b0RXje0fhYnGR6RilgoG/RgV/jQqxwT4Y2CVEtrxGrQ51TTqU1zfjQoVBSSyubjQqh00oq2tGWW0TSmqacPxiDUprm9Co1VuUo2QYRPirBUqieLqZUxoDvVUuHbyqG7SY8f0erDp2ETMyYvHiNT3QI4Ic612Nj5cSf949GP/54yje2nwGvxwsBAMgKkCDLsE+uLJ7uFG580aXEB90j/BHuJ8agRoVfNXKTqUQje0VibG9InGmrBaLNpzCrwcLcfXinUgJ88VjI5MxKyuBXDYIj4FaOuGRnCypwaO/H8Hq4xeRGOKDD27og9uy4hHk0zofII1KCY1KiRBftdUIVr2eRV2zDnVNWpTUNOG80YpoUg55imLupTrsuWCwJOr0lpPN3iqFYao5UOiDaLIm8qyLPi1ImMyyLCobtMivbEB+Zb3xf/O//QWVKKhswJOjU/D4yGRE+Hf8JcQ6CwzD4M2JaZjaLxbny+uRGuWPSH/Dx4InJs9ODvPDZ1P74Z3r0/Dhtlx8sysPD/x2GE+tOo67Bifg4eHJSKLlA4lODil+hEdR1dCMV9fm4N1/zkCtVODREV1x/7AkdG9nnx8Fz4oYGeCNtJhA2WObtHrUNetQ06hFYVUDLlQ2oKiqwWQ9LKtrQqlxqvlwURU2n24WTOHxCfRWCaaWAxRadIupRXSABv4aFQqrhErdhcoGFFQ2oK5ZZ1FWkLcKkf4aJIb44qnRKZhJVhO3ZXBiCAYnyluqPQ1ftQpPXJGC/4zqhpVHi/HBP2fx/j9n8d4/ZzGuVyTmjuqGkd3COpXVkyA4qJcmPAK9nsX3ey9g/spjKKpuxITeUXjw8iRc2d39V5BQqxRQqxQI9vFCfLAPBsocpzf6ItY361DZ0Iz8ykZcqKhHickPsQmXeMrijvJylNY0om7fRUE5XkoGEX5qRPhr0DXEB4MSghHpr0aEvxqR/hrEBXkjKdQHob4a+KmV8PVSdih/RILgYBgGE9KiMSEtGicuVmPRhtP47VAhVh67iNQof8wd2Q03Z8a1yFJOEO4KKX5Epyc7rwIP/e8wdpwrR1pUABaOT8WN6TEdylHdHhQKBn4aFfw0KoT7a9AtXN6K2azTo65Jh/MX8qEICEVeeT0qG7ToEuKDuEBv+Hur4KdWumQFCIJwBT0jA/DV9Ay8d0Ma3vvnLJZk5+Hunw5g3h9HcO+QRDx4eVfEB/u4WkyCaDWda+QjCB4Xqxvx9J/H8dXu8wj18cILV/XAXUMSkBBMPjxeSgWCfBQI81MjNjoQadHyU80E4UkEeHvh2at64Jkx3fHLwQJ8vO0c3th4Gm9uOo0b+sRg7qhkDEkMoWlgosNCih/RKcnOq8D4L3airK4Zt/SPw5xhSRiaGEJTkgRB2AXDMJjaLw5T+8XhYEEl/rvxNH4/XIRfDxWiX2wg5o3qhqn9YsgqTnQ4SPEjOh1/HivG1CV7EOStwv/d3B8T0qJo5QiCIFpMemwQvrslE+V1TXh78xl8v+cCbvthHx5bfgT3D0vC/ZclIaqN10YmCGfhfmnXCaIVfL7jHCZ+tRtdQnzw9fQM3JRBy4URBOEcQnzVeOXaXjj11Gh8N6M/ekb44eW1J5Hwylrc/P0e7MmrcLWIBGETGhFbyJMrjyEt2h+3DognXw83gGVZPL/mBF5dl4NhiSF4+/o0Sl9BEESboFQqcGtWPG7Nikd2XgX+u/EUlh8uxtJ9BRiYEIx5o7phUt9oeLnhknYEQYpfC2jU6rAt9xIWbTyFb3bn4Zvp/UFeHq6jSavHPT8fwLfZF3B9WhQWXZeKnpG0cgRBEG1PVkIwfpyZhYvVDXhz0xn8sC8f077bg+gADR66vCvuHZqIMD+1q8UkCBP0OdICNColNt0/DC+M7YF/c8uR+sZGLNl/EXqJVRWItqWqoRnjv9iJb7Mv4N4hXfDplHRS+giCaHciA7zxxoTeyH3mSnw+NR1dgn3wzOrjiHtpLe5cth+HCqtcLSJBACDFr8UoFQxevLon9s0dgbSoADy9Pg+Xf7gNp0trXS2ax5BfWY/hH/6LjafL8MJVPbDout6IDvR2tVgEQXgwKqUCdw9JxM5Hh2Prg8MwLjUSP+zLR/qbmzH8w234/VCh5NKLBNFeuFTxe+edd5CWloY+ffpgxowZaGhoEOxvbGzEtGnTkJKSgsGDByM3N9c1glqhV2QAdjxyOZ4fEYtDhVVI++8mvLHhFL3YbcyRomoMfX8rTpXW4t2JaZh/ZUqr19klCIJwJpd1DcNvdwzEmadH4+HLuyKntBaTvslG19fW4a1Np1Ehs7QiQbQlLlP88vPz8f777yM7OxuHDx+GTqfDsmXLBMd8+eWXCAkJwalTp/DYY49h/vz5LpLWOgzD4N6BMTj0n1EY1CUY81cdQ9Y7W3CkqNrVonVKNp0qxWUfbEV9sx6Lp6ZjzrBEWlKJIAi3JTbIB+9N6oPzz1yJDyb1QbifGvP+OIrYl/7GnF8O4HgxjRVE++FSi59Wq0V9fT20Wi3q6uoQGxsr2L98+XLMmjULADBlyhSsX78eLOu+lrSkUF9svn8YPprcB7nldej/9ma8uOYEmnV6V4vWaVi6Nx9XL96BUF8vfD2tH27OjIOKIucIgugAqL2UePDyrtj7+EisnzMEY7pH4KtdeUh9YxOu/ORfrD5WTL7iRJvjsqjeuLg4zJs3D126dIGPjw/Gjh2LsWPHCo7Jz89HQkICAEClUiEoKAhlZWUIDw+3KG/x4sVYvHgxAKCoqAgFBQVtXwkeJSUlpt83dNVg2MxUPL4mFy+tPYkf9pzDB+OS0Teq4y8Vxq9ne8KyLD7ZXYzX/slHeqQPXrsiDpkhehQWFrbJ9VxVz/bGE+rpCXUEqJ4djV5+wKfXxuPCsHB8sqsIK05WYNwXu5AYpMbdmZEYHe1qCduezvIsbeFu9XSZ4ldeXo7ly5fj7NmzCA4OxtSpU/H999/j1ltvbVF5s2fPxuzZswEAWVlZFtbD9oB/zVgAG3ok4dvdeZj7x1GM/79jeHREMl69the8O/i0ZHvfW52exSO/H8ZH2/JxVY9wvHt9H/SObvvIXVe0IVfgCfX0hDoCVM+OSGwsMCg1GfVNOnzyby6+2pWH5zZewEIvBe4c7IVHR3RFcpifq8VsMzrTs7SGO9XTZXNk69atQ9euXREREQEvLy9MnjwZ//77r+CYuLg45OXlATBMC1dWViIsLMwV4raYmQMTcHz+FRjfOwpvbT6D3m9swrazl1wtVoehrkmLG7/ZjY+25eK2AXH4enpGuyh9BEEQ7YmPWonHR3XD4SdG4c+7B2FQnB8+/jcXKa9vwLjPd2L9yRK3dnUibFPXpMWRwipoXez+5TLFr0uXLtixYwfq6urAsizWr1+P1NRUwTETJ07EkiVLAAC//PILRo8e3SFXyQjzU2P5nYPw88wBaGjWYfiH23DfLwdR06h1tWhuTUlNI0Z/sh0rjhRj3qhkvD+pL+KCfFwtFkEQRJtybWoUvr+xB44/MQp3DkrAjnPlGPPZDvRatBGLt59DXRONHR0JPcvi3KU6bDlThlNltWh2sR+nyxS/wYMHY8qUKcjMzETfvn2h1+sxe/ZsPP/881ixYgUA4K677kJZWRlSUlLw9ttvY+HCha4S1ylM6ReL4/OvwE0Zsfhs+zn0WrQR606619y/u3C6tBbDPtiK/flVeOO6VLx8TS8EU7oWgiA8iJQIf3wxLQPnn70Sr1/bEwBw7y8HEfvSWjzxx1Hklde7WELCFlUNzThUUIWjxTUI8VHDW+V6Vy+G7YS246ysLGRnZ7frNQsKChyaw//zWDHu+/UQzpfXY+aAeLw3qU+HUGwcrWdL2HW+HNd9sQtNOj3enpiG27Li233Ny/aopzvgCfX0hDoCVM/OhlQ9WZbF/w4V4aNtZ7HpdBkYABPSojF3ZDIu6xra4WbEOvuzzC2rxdHiGuiryxBjrGdpbRNGdAtr8xRk1vQgWqvXRYxLjcKxJ8Lw4G+H8W12HtacuIjFU9NxfZ8YV4vmUlYcLsL07/cg1EeNT6f0xQ19YqBQdKzOjCAIoi1gGAaT02MwOT0GRwqr8cbGU/j9cBF+P1yEPtEBmDeqG6b3j4XGDaxKnk5dkxbHLtYg3E+N6kb3eh6UAM2F+KpV+Gp6BtbPGYogby/c8HU2bvxmN0pqGl0tmkv49N9cTPpmN7qG+uLr6f0wOT2WlD6CIAgJ0mICsOTm/jj33JV44aoeqGvS4fZl+xH30lo8u/o4CqsabBdCtBmnSmuhViqgdMMxjBQ/N2BkSjgOzRuJBy9Lwoojxei5cCN+2HvBYyK49HoWT606hvt+PYRhSaH4/uZMXNUz0tViEQRBuD3BPmq8eE1P5Dx1BX64pT96Rwfg9XU5SHhlHaZ9m41d58tdLaJHwbIsCivrcaGyAUHe7jmp6p5SeSAaLyU+mNwXtw6Ix10/HsAt/7cP3+25gC9vykBskLerxWszmrR63Pnjfvzf3nxM6hONtyb2RtdOnLOKIAiiLVAoFJiRGY8ZmfHYd6EC/914GiuOFuOnA4UYEB+EuSO7YUq/mHb3l/YUqhqaUdXQjOLqJhRVNyLUx8ttfS6pBbgZgxNDcGDeSDwxqhs25pSh58IN+HzHuU5p/ausb8a1n+/E/+3Nx/3DEvHZlL6k9BEEQbSS/vHB+OG2Ach95ko8OToFF2sacfP/7UX8y2vx6tqTHutO1BawLIsL5fXYdvYSDhVVo6K+GdEBGqhV7qteua9kHoxSwWDRhN7Y9ejl6BHhj9k/H8QVH/+Ls2V1rhbNaeSV1+PyD7dh85kyvHR1Dywc3xsRAZ3XskkQBNHehPtrsGB8Ks4+fSW+ntYPyaG+eG7NCcS/vBYzf9iH/fmVrhaxQ1NW24StZy/hYGElQn3ViPTTdIjsHKT4uTHpsUHY/ehwvHR1D+zOq0TafzfivS1nOvwi3ocKqzD0g604e6kO79+QhvmjUxDgpr4QBEEQHR2lUoHbB3XB9keGY/tDl2FiWjR+PlCA/m9vwbD3t+K3g4UuX02io1FW24Rd58uhABAV4A2VGwZxyEGKn5ujUDB4fmxP7Js7Av1jg/Do8iMY+v5WnLhY42rRWsT6kyW4/INtaNLq8fnUdNw7NIlSDxAEQbQTQ5JC8fOsLJx95ko8PjIZ58rrcOOSbCS+ug5vbDiF8romV4vo1jTr9MgpqcHO8+UI0Kjg3cb5+NqCVplZJkyYYNV5kVuBg2g9PSL8sfWhy/D25jN4+e+TSH9zE14Y2wNPXJECVQdx1v1+zwXc+eN+JAT74P0b+mBcaqTbOr8SBEF0ZqIDvfHWxDQsHJeKL3edxxc7z2P+qmN44a8TuHVAHB4b0Y3WRefBsiyKqxtxpKgaWj2LcF+1W6ZqsYdWKX7z5s0DAPz2228oKirCrbfeCgBYunQpoqKiWi8dIYBhGMwd1Q03psfgrh/345nVJ7BsfwG+u7k/+sUGuVo8WViWxcINp/D0n8cxID4I717fB5cnh7paLIIgCI/HS6XAnGFJmDMsCZtOleKdLWfwbfYFfLEzD6O6hWHuqG4Y1yvSo3Oq1jVpcbCgCpfqmhHi4+XWgRv20CrFb+TIkQCAuXPnCpYGmTBhArKyslonGSFLUqgv1t83DJ/8exbPrj6BAe/8g/lXdMPzY3u43bSpVqfHQ/87jE+3n8M1PSPw1sQ0+ookCIJwQ0alhGNUSjjyKuqxaEMOfj5QiAlf7kJiiA8eHdEVdw7qgkBv9w9ecCaNWh2y8yrRrNMjKkDjanGcglPU1traWpw5c8b099mzZ1FbW+uMogkr3DesKw7PG4Wre0bg9fWn0Pe/m7HznPsk66xt1GLyN9n4dPs53J4Vjy+m9SOljyAIws1JCPbBh5PTcf7ZMXj3+jQEeavw2PKjiH1pLR787RBySjqmj7kjsCwLrU6Pkxdr0KjVdYhoXXtxSijlO++8g1GjRiE5ORksy+LcuXP47LPPnFE0YYOYIG+sunswvs3OwxN/HMWwD7biocu74vVxveCrdl2k7MXqRlz35S7suVCB+Vd0w/zRKQjxVbtMHoIgCMIxNF5KPDIiGY+MSMZfxy/ivX/O4rPt5/DxtlyM7RmBx0cm46oeEZ3GV5tlWZTUNOL4xVrUNWsBlgELFhF+nWvscopmcM011yAnJwfHjx8HAPTq1QsaTecwiXYUZmYlYHxqJO79+SDe++csfj9chCUzMjCyW3i7y5JTUoNrPt+J/MoGvHFdb8wZmgg/DaVrIQiC6Khc3SsSV/eKxOmSGizaeBq/HirE1Yt3IiXcD4+PSMbMrPgO28/r9CxOldbifHkdtHoWgRoVIvw6rw7jNA/FPXv24MiRIzhw4AB+/PFHfPvtt84qmrCTMD8Nfrl9IH6dNQA6PYtRH2/HPT8dQFVDc7vJsONcOYa+vxWX6prw6Y198dDlXTtsZ0AQBEEI6Rbhj8U39UPec2OwcHwqVAoG9/92CLEvrcXc5UeQe6ljLTSg17M4e6kOp0prEOTthUh/TYdM0eIIThmRb7vtNpw+fRoZGRlQKg03jGEYzJw50xnFEw4yOT0WY7pH4P7fDuGrXeex6lgxvrypH65NbdtI698PFWLG93sR7qfGB5P6YGJatEdHghEEQXRWfNUqzB+dgieu6IYVR4rx0dazeO+fM3j3nzMYnxqFuaOSMSI5zK2ngasbtDhcVIWK+maE+2k6bHoWR3GK4pednY2jR4+69QP2NAJ9vPD9LZm4dUAcHvj1MMZ9sQsz+sfiw8l9EdoGvnYfbT2Lh34/jN6RAXj3+t4Y0zPS6dcgCIIg3AuGYXB9n2hc3ycax4ursWjDKfzvcBH+OFqM3lH+mDuyG27OjHMrK1qTVo+8ijqcLKmDr5cCkf6dd1pXCqdM9fbp0wdFRUXOKIpwMtf0isKh/4zEXYMS8NOBQnRfsAEL1uU4LTu7Xs9i/sqjePB/hzG8ayiWzMggpY8gCMID6RUVgK9n9Efec2Pw8tU90KjV466fDiD2pbV4atVR5FfWu0SuJq0eNY1aVNY3Y8e5S9hwqgSnSmsR5usFfw90RXJKjUtLS9G7d28MGjRIENRBK3e4B75qFb6YloHbsuIxf+UxPL36OF5ZdxJ3DEzA3FHdkBzm16JyG7U63L50P5btL8CU9BgsGp+K5PCWlUUQBEF0DgK8vfDc2J549qoe+PlAAT7edg6LNpzGfzedwaQ+0Xh8ZDKGJIa0uRxanR75lQ04WVIDHcuCBeCtVHTqwA17cIri9+KLLzqjGKKNGdktHDseGY7Np0vx342nsXjHeXy6/RwmpkVj/ugUh17Eivpm3PD1bmw+XYYHL0vCs2O6IyrQuw2lJwiCIDoSDMPgpow43JQRhwMFlfjvxtNYfrgIvxwsREZsIO7KCMXsyOg2WQmjsr4ZhwurUNGgRbivV4dZ2rQ9cIriN3LkSJw7dw45OTkYM2YM6urqoNPpnFE00QaM7BaOkd3CkXOxBq+vz8Gvh4rw++EiDEwIxpOjU3B9n2irTq7ny+tw7ec7cbKkFq9e0xMPXt4VQZ0ouSVBEAThXPrFBuH7WzJRXteEtzadxvd78/HQn7l4eXMB7r8sCfcNS2r1yhj1zTrUNmpxsbYRuZfq4eelRHQnWW3DmThF8fv888+xePFiXLp0CadPn0Z+fj7mzJmD9evXO6N4oo3oHumPr2f0x9vXN+GNjafwXXY+blySjcQQH8wdmYw7B3WxSMVy+GIdbl9+GFUNWnw4qQ9mDkyAjxs57RIEQRDuS4ivGq+OS8VLV/fEJxsPYemxarz090m8vj4HU9NjMXdUMjLjg62WodOzqG3Soq5JhwsVDWjW68GyQGVDMxiGgUoBRPqpKeBUBqcofh999BF27dqFwYMHAwC6d++OixcvOqNooh0I8VVjwfjeeOWaXvhs+zl8tv0cHv79CJ5dcwL3D0vEw8OTERPojbUnSnDjjyfgp1bhy5v64cb0GDKfEwRBEA6jVCowuXcEHhzTD7vPl+O/m07jf4cL8cO+fAxMCMK9QxNxbc9IMAoG1Q1a6MECAGobdSitbYSeZcAwLHxUSigYBgoFEEHKnl04RfHTaDRQq80pQrRaLd38DohKqcADl3fFA5d3xR9HivDO5jNYtOE03tp8Btf0jMTq4xfRJdALH07JwDW9IukZEwRBEK1mYJcQ/DQzCxerG7Bo42n8sDcfd/90EOF+akzoHYnrekeZ1spVKRiE+qqhoPGnxTjFXDNy5Ei8/vrrqK+vx9q1azF16lRMmDDB6jknTpxARkaG6V9gYCDeffddwTGbNm1CUFCQ6ZiXX37ZGeISdjAhLRob7h+GPY8Pxw19orH2ZAky44Pw7tVdcG1qFCl9BEEQhFOJDPDGWxPTcHz+FVg4rhfig7zx9e4LuPn/9uHDrbkoqWmCn1pFSl8rcYrFb9GiRfjiiy/Qt29ffPbZZxg3bhzuvvtuq+f07NkT+/fvBwDodDrExcVh0qRJFscNHz4cK1eudIaYRAvoHxeMn2ZmoaK+CY3NeuhqLrlaJIIgCKITE+TjhbmjumFCWhQ2nirF2pOl+PPYRfzvcBEGJgRhWkYchncN9ZiVNpxNqxU/nU6HtLQ0HD9+HPfcc0+Lyli/fj26deuGxMTE1opDtBHBPmrAByiocbUkBEEQRGdHpVSgd3Qg/DUqJIX64v5hSfjjaDF+PliIeX8cRVyQN27qF4uJvaMQ4O15SZhbQ6vvllKpRM+ePXH+/Hl06dKlRWUsW7YMM2bMkNy3fft29OvXD7GxsXjzzTeRlpYmedzixYuxePFiAEBRUREKCgpaJEtLKSkpadfruQqqZ+fCE+rpCXUEqJ6dDU+opz11VAGIVjTgdFkdrkv0woTELtiaV4P/Ha/AO1vO4JN/z+Lq5EDc0DMECUHOX47UGdRUmGfKauq1KPJtgqYNchfaC8OyLNvaQkaMGIF9+/Zh0KBB8PMzr9xgz8odTU1NiI2NxZEjRxAVFSXYV1VVBYVCAX9/f/z555945JFHkJOTY7PMrKwsZGdnO16RVlBQUIDY2Nh2vaYroHp2Ljyhnp5QR4Dq2dnwhHo6UsfCynrsL6hCoLcK3ipDCrFjxdX4cX8B/jpZgmYdi2GJIZjePxZDEkPcyg+worQYweEG/aa0tgkjuoW1eRo0a3qQU+yjDQ0NAj88lmUxf/58u85dvXo1MjMzLZQ+AAgMDDT9HjduHO6//36UlpYiPDy89UITBEEQBNEhiAnygcZLid3nK6DTs/BTq5AaFYAXr+6Jhy7vit8OFeKXg4V4+PcjSAzxwbSMWFyXGgVfNeWZFeMUxU+r1WLkyJGCbfX19i3GvHTpUtlp3qKiIkRFGSJId+3aBb1ej7CwsFbLSxAEQRBExyLUV41hSaHYeb4cTJPOpNSF+alxz5BE3D4wAetySrF0Xz7e2HgaH23LxfVp0bgpIwbxQT4ult59aJXi98knn+Djjz/GmTNnkJ6ebtpeXV2Nyy67zOb5tbW1WLt2LT777DPTtk8//RQAMGfOHPzyyy/45JNPoFKp4OPjg2XLllEaEYIgCILwUAK8VRjUJRjbc8vBMBBMmXopFbi2VySu7RWJQ4VVWLqvAD8eKMDSffkYkRyG6f1jkRUf5PF6RKsUv5tvvhnXXnstnnrqKSxcuNC0PSAgAKGhoTbP9/PzQ1lZmWDbnDlzTL8ffPBBPPjgg60RkSAIgiCITkSgtxeGJIZgx7lLYBiYfP749I0JRN+YQFysacQvBwvx26FCbD5Thm5hvpieEYtre0XC20OXG22V4hcUFISgoCAsXbrUWfIQBEEQBEFYJcjHCwO7hGDnuXIofRh4ySwfGumvwf3DknDnoAT8faIEy/YV4LX1p/DhtlxM6hONKf1iER2gaWfpXQslvyEIgiAIosMR6qtGZlwQ9lyoRJifGiorCZ29VUpMTIvGhN5R2JtfiWX7C/Dtngv4bs8FXJESjun9Y9EvJtAjpoFJ8SMIgiAIokMSFeiNvjF6HCysRqS/7TV8GYbBgPhgDIgPRkFlA34+WIDfDxdjXU4pekX6Y3pGLMb2iIDahXn22prOWzOCIAiCIDo9CSG+6Bnhh4s1TdA7kJo4NsgbjwxPxp93D8KTo1PQqNXhxb9P4rqvduGz7edQWtvUhlK7DrL4EQRBEATRoekW7getHjh7qRaR/o757Pl4KTElPQY39o3GzvMVWLa/AJ/vPI+vd+fhqh7hmJ4Rh7TogDaSvP0hxY8gCIIgiA4NwzDoEeGH+mYtLtY0IdzP8eXbGIbBkMQQDEkMwfnyevx0oAB/HC3G6uMlSI8JwLSMWFyZEg6VTCBJR6FjS08QBEEQBAFAoWDQNyYQkf7qVk/TdgnxwbxR3bDqrkGYNzIZ5fXNeGb1CUz8eje+2nUe5XUddxqYFD+CIAiCIDoFKqXCpPyV1Da2ujx/jQrT+8fh11lZeGdib3QN9cXH/57D+C934eW1J3GypMYJUrcvNNVLEARBEESnQaVUID02CPvzK1Fe34QQH8enfcUoGAbDk8MwPDkMZ8pq8eP+Aqw6dhErjhQjMy4IM/rHYkRyGJRWUsq4C2TxIwiCIAiiU6FUMOgTEwAvhQI1jVqnlp0c5oenruyOP+8ehIcv74qCqgb8Z+Ux3PD1bny35wKqGpqdej1nQ4ofQRAEQRCdDo1KiayEYDTpWDRq9U4vP9DbCzOz4vH7HQPxxnWpiAn0xnv/nMW4L3ZhwfocnL1U5/RrOgOa6iUIgiAIolPip1Ghf1wgdp2vQIiPV5skZlYpGIxOCcfolHCcuFiDZfsN0cC/HirC4C7BmJDsi7FhkTaTS7cXZPEjCIIgCKLTEu6vwYD4IFyqbwbrQILnltAz0h8vjO2BVXcNwn3DEnGmrA7PbirAjUuysWxfPmqbnDvt3BJI8SMIgiAIolMTFeiN5DBfXKprH/+7EF817hrUBX/cORDPXB6NYG8vvLn5DO788QDqm3XtIoMcNNVLEARBEESnJyXcD0XVjahu0CLAu33UH5VSgSuSAjEpqzsOF1Vjz4UK+Hgp2+XacpDFjyAIgiCITo+XUoFBCcHQsiwatO1vdesTHYDxqVHtfl0xpPgRBEEQBOER+GlUyIwPQmWDFk1tEOnbESDFjyAIgiAIjyHUV40Bce0T7OGOkOJHEARBEIRHERXoja5hPihrp2APd4IUP4IgCIIgPI4e4f7w8VK6RYqV9oQUP4IgCIIgPA6VUoG+MQGoadJ51JQvKX4EQRAEQXgkIb5qJIX4oNSDpnxJ8SMIgiAIwmPpFRkAXy8lGlycWLm9IMWPIAiCIAiPRaFgkBrlj8oGz/D1c6nid+LECWRkZJj+BQYG4t133xUcw7IsHn74YaSkpCA9PR179+51jbAEQRAEQXRKwv3UCPPzQk1j51f+XLpkW8+ePbF//34AgE6nQ1xcHCZNmiQ4ZvXq1cjJyUFOTg527tyJ++67Dzt37nSBtARBEARBdEYYhkFqVAC2nb0Eby8lVArG1SK1GW4z1bt+/Xp069YNiYmJgu3Lly/HzJkzwTAMhgwZgoqKChQWFrpISoIgCIIgOiOB3l5Iiw7ApbomV4vSprjU4sdn2bJlmDFjhsX2/Px8JCQkmP6Oj49Hfn4+YmJiBMctXrwYixcvBgAUFRWhoKCgbQUWUVJS0q7XcxVUz86FJ9TTE+oIUD07G55QT3eso5JloauqxMUaBmqVc2xjNRWXzL/rtSjybYLGSWW3BLdQ/JqamrBixQosWLCgxWXMnj0bs2fPBgBkZWUhNjbWWeLZjSuu6Qqonp0LT6inJ9QRoHp2Njyhnu5YR5+QCOzILUeAnxpKJ035BodHAQC0tU2IjgmDj5fSKeW2BLeY6l29ejUyMzMRFRVlsS8uLg55eXmmvy9cuIC4uLj2FI8gCIIgCA8h1FeNXpH+KOukU75uofgtXbpUcpoXACZOnIhvv/0WLMtix44dCAoKspjmJQiCIAiCcBZJob4I91OjqqHzJXZ2+VRvbW0t1q5di88++8y07dNPPwUAzJkzB+PGjcOff/6JlJQU+Pr64uuvv3aVqARBEARBeACG3H4B+OdMGfz0rNOmfN0Blyt+fn5+KCsrE2ybM2eO6TfDMPjoo4/aWyyCIAiCIDwYf40KvSL9cbS4BpH+aiiYzqH8ucVUL0EQBEEQhLuRFOqLlHA/lHYifz9S/AiCIAiCICRgGAYp4X7wV6s6zaoepPgRBEEQBEHIoFQw6B8XhEatHo1avavFaTWk+BEEQRAEQVjBX6NCZnwQyuubwLKsq8VpFaT4EQRBEARB2CDcX4PEEF+U1XXsFC+k+BEEQRAEQdhBr0h/hPh4dej1fEnxIwiCIAiCsAOVUoGMuCD4eilR2UGTO5PiRxAEQRAEYSdqlQKZCcEAGNQ16VwtjsOQ4kcQBEEQBOEAPl5KDIgPQk2TFvoOFuxBih9BEARBEISDBPl4oVu4H8o7WLAHKX4EQRAEQRAtICnEFywAnb7jWP1I8SMIgiAIgmgBapUCSaG+HSrQgxQ/giAIgiCIFpIQ7A2tnu0wvn6k+BEEQRAEQbQQX7UKXYJ9UNXQMdbyJcWPIAiCIAiiFXQJ8UWTrmOs40uKH0EQBEEQRCsI8FYhwl/TIXz9SPEjCIIgCIJoJamR/mjU6qF18whfUvwIgiAIgiBaiZ9Ghd5RAW6/ji8pfgRBEARBEE6gS4gPAr29UNPovoEepPgRBEEQBEE4AYZhkBYdgNpm913DlxQ/giAIgiAIJxHs44Vofw2q3DTQgxQ/giAIgiAIJ5IS4YcGrR6sGyZ1JsWPIAiCIAjCiQR6eyE20BuVbpjUmRQ/giAIgiAIJ9M9wg9aPQudm6V3caniV1FRgSlTpqBXr15ITU3F9u3bBfs3bdqEoKAgZGRkICMjAy+//LKLJCUIgiAIgrAfX7UKfaID3M7qp3LlxR955BFcc801+OWXX9DU1IS6ujqLY4YPH46VK1e6QDqCIAiCIIiWExvkjVAfL1TUNyPYx8vV4gBwocWvsrISW7ZswV133QUAUKvVCA4OdpU4BEEQBEEQToVhGCSH+0GnZ6F1k7V8Xab4nT17FhEREbjjjjvQv39/3H333aitrbU4bvv27ejXrx+uvfZaHDlyxAWSEgRBEARBtAyNSoHeUQEoq2sGC9f7+7lsqler1WLv3r344IMPMHjwYDzyyCNYuHAhXnnlFdMxmZmZOHfuHPz9/fHnn3/ihhtuQE5OjmR5ixcvxuLFiwEARUVFKCgoaJd6cJSUlLTr9VwF1bNz4Qn19IQ6AlTPzoYn1NMT6ggY6hkezkLTWIOLNY0o8m2GRuW6EAuXKX7x8fGIj4/H4MGDAQBTpkzBwoULBccEBgaafo8bNw73338/SktLER4eblHe7NmzMXv2bABAVlYWYmNj21B6aVxxTVdA9exceEI9PaGOANWzs+EJ9fSEOgKGeoZG6rAnrwLRMcHw8VK6TBaXqZzR0dFISEjAiRMnAADr169H7969BccUFRWZkh/u2rULer0eYWFh7S4rQRAEQRBEa/DxUmJgF9cqfYCLo3o/+OAD3HLLLWhqakJycjK+/vprfPrppwCAOXPm4JdffsEnn3wClUoFHx8fLFu2DAzDuFJkgiAIgiCIFqFRuVbpA1ys+GVkZCA7O1uwbc6cOabfDz74IB588MH2FosgCIIgCKJTQit3EARBEARBeAik+BEEQRAEQXgIpPgRBEEQBEF4CKT4EQRBEARBeAgMy+VL6USEh4cjKSmpXa9ZUlKCiIiIdr2mK6B6di48oZ6eUEeA6tnZ8IR6ekIdAdfUMzc3F6WlpZL7OqXi5wqysrIsIpQ7I1TPzoUn1NMT6ghQPTsbnlBPT6gj4H71pKlegiAIgiAID4EUP4IgCIIgCA+BFD8nwa0T3NmhenYuPKGenlBHgOrZ2fCEenpCHQH3qyf5+BEEQRAEQXgIZPEjCIIgCILwEEjxIwiCIAiC8BBI8bNCXl4errjiCvTu3RtpaWl47733AACXLl3CVVddhe7du+Oqq65CeXk5AIBlWTz88MNISUlBeno69u7dayrriSeeQFpaGlJTU/Hwww/DXWbYnVnH+fPno0+fPujTpw9+/PFHl9RHDkfrefz4cQwdOhQajQZvvvmmoKw1a9agZ8+eSElJwcKFC9u9LtZwZj3vvPNOREZGok+fPu1eD2s4q45y5bgLzqpnQ0MDBg0ahH79+iEtLQ0vvPCCS+ojhzPbLADodDr0798f1113XbvWwxbOrGdSUhL69u2LjIwMZGVltXtdrOHMelZUVGDKlCno1asXUlNTsX379navjxTOquOJEyeQkZFh+hcYGIh333237SvAErIUFBSwe/bsYVmWZauqqtju3buzR44cYf/zn/+wCxYsYFmWZRcsWMA+8cQTLMuy7KpVq9hrrrmG1ev17Pbt29lBgwaxLMuy27ZtY4cNG8ZqtVpWq9WyQ4YMYTdu3OiSOolxVh1XrlzJjhkzhm1ubmZramrYrKwstrKy0jWVksDRehYXF7O7du1in376afa///2vqRytVssmJyezp0+fZhsbG9n09HT2yJEj7V8hGZxVT5Zl2c2bN7N79uxh09LS2rcSNnBWHeXKcRecVU+9Xs9WV1ezLMuyTU1N7KBBg9jt27e3c23kcWabZVmWfeutt9gZM2aw48ePb79K2IEz65mYmMiWlJS0bwXsxJn1nDlzJvv555+zLMuyjY2NbHl5eftVxArObrMsaxhboqKi2Nzc3DaXnyx+VoiJiUFmZiYAICAgAKmpqcjPz8fy5csxa9YsAMCsWbPw+++/AwCWL1+OmTNngmEYDBkyBBUVFSgsLATDMGhoaEBTUxMaGxvR3NyMqKgoV1VLgLPqePToUYwYMQIqlQp+fn5IT0/HmjVrXFUtCxytZ2RkJAYOHAgvLy9BObt27UJKSgqSk5OhVqsxffp0LF++vF3rYg1n1RMARowYgdDQ0HaT3V6cVUe5ctwFZ9WTYRj4+/sDAJqbm9Hc3AyGYdqvIjZwZpu9cOECVq1ahbvvvrvd5LcXZ9bTnXFWPSsrK7FlyxbcddddAAC1Wo3g4OB2q4c12uJZrl+/Ht26dUNiYmKby0+Kn53k5uZi3759GDx4MIqLixETEwMAiI6ORnFxMQAgPz8fCQkJpnPi4+ORn5+PoUOH4oorrkBMTAxiYmJw9dVXIzU11SX1sEZr6tivXz+sWbMGdXV1KC0txcaNG5GXl+eSetjCnnrKIVd/d6Q19ewoOKuO/HLckdbWU6fTISMjA5GRkbjqqqs6bT0fffRRvPHGG1Ao3Htoa209GYbB2LFjMWDAACxevLitxW0xrann2bNnERERgTvuuAP9+/fH3Xffjdra2vYQ2yGc1QctW7YMM2bMaCsxBbj32+Em1NTU4MYbb8S7776LwMBAwT6GYWx+PZ86dQrHjh3DhQsXkJ+fjw0bNuCff/5pS5EdprV1HDt2LMaNG4dhw4ZhxowZGDp0KJRKZVuK3CJaW8+OgifU01l1tFaOO+CMeiqVSuzfvx8XLlzArl27cPjw4bYSt8W0tp4rV65EZGQkBgwY0JZithpnPM+tW7di7969WL16NT766CNs2bKlrcRtMa2tp1arxd69e3Hfffdh37598PPzczufamf1QU1NTVixYgWmTp3aFmJaQIqfDZqbm3HjjTfilltuweTJkwEAUVFRKCwsBAAUFhYiMjISABAXFyewcl24cAFxcXH43//+hyFDhsDf3x/+/v649tpr3cZJFXBOHQHgmWeewf79+7F27VqwLIsePXq0c02s40g95bBWf3fBGfV0d5xVR6ly3AlnP8vg4GBcccUVbuWGATinntu2bcOKFSuQlJSE6dOnY8OGDbj11lvbXHZHcNbz5PqcyMhITJo0Cbt27Wo7oVuAM+oZHx+P+Ph4k3V6ypQpgmBCV+PMd3P16tXIzMxsNxcwUvyswLIs7rrrLqSmpuLxxx83bZ84cSKWLFkCAFiyZAmuv/560/Zvv/0WLMtix44dCAoKQkxMDLp06YLNmzdDq9WiubkZmzdvdpupXmfVUafToaysDABw8OBBHDx4EGPHjm3/CsngaD3lGDhwIHJycnD27Fk0NTVh2bJlmDhxYpvK7gjOqqc746w6ypXjLjirniUlJaioqAAA1NfXY+3atejVq1ebye0ozqrnggULcOHCBeTm5mLZsmUYPXo0vv/++zaV3RGcVc/a2lpUV1ebfv/9999uFXnvrHpGR0cjISEBJ06cAGDwgevdu3fbCe4Azu5nly5d2m7TvAAoqtca//zzDwuA7du3L9uvXz+2X79+7KpVq9jS0lJ29OjRbEpKCnvllVeyZWVlLMsaoufuv/9+Njk5me3Tpw+7e/dulmUN0TqzZ89me/XqxaamprKPPfaYK6slwFl1rK+vZ1NTU9nU1FR28ODB7L59+1xYK0scrWdhYSEbFxfHBgQEsEFBQWxcXJwpSnnVqlVs9+7d2eTkZPbVV191ZbUscGY9p0+fzkZHR7MqlYqNi4tjv/jiC1dWzYSz6ihXjrvgrHoeOHCAzcjIYPv27cumpaWxL730kotrJsSZbZZj48aNbhfV66x6nj59mk1PT2fT09PZ3r17d+o+aN++feyAAQPYvn37stdffz176dIlV1bNhDPrWFNTw4aGhrIVFRXtJj8t2UYQBEEQBOEh0FQvQRAEQRCEh0CKH0EQBEEQhIdAih9BEARBEISHQIofQRAEQRCEh0CKH0EQBEEQhIdAih9BEIQTefHFF/Hmm2+6WgyCIAhJSPEjCIIgCILwEEjxIwiCaCWvvfYaevTogcsvv9y00sD777+P3r17Iz09HdOnT3exhARBEAZUrhaAIAiiI7Nnzx4sW7YM+/fvh1arRWZmJgYMGICFCxfi7Nmz0Gg0piXTCIIgXA1Z/AiCIFrBP//8g0mTJsHX1xeBgYGmtZvT09Nxyy234Pvvv4dKRd/YBEG4B6T4EQRBtAGrVq3CAw88gL1792LgwIHQarWuFokgCIIUP4IgiNYwYsQI/P7776ivr0d1dTX++OMP6PV65OXl4YorrsCiRYtQWVmJmpoaV4tKEARBPn4EQRCtITMzE9OmTUO/fv0QGRmJgQMHgmEY3HrrraisrATLsnj44YcRHBzsalEJgiDAsCzLuloIgiAIgiAIou2hqV6CIAiCIAgPgRQ/giAIgiAID4EUP4IgCIIgCA+BFD+CIAiCIAgPgRQ/giAIgiAID4EUP4IgCIIgCA+BFD+CIAiCIAgPgRQ/giAIgiAID4EUP4IgCIIgCA+BFD+CIAiCIAgPgRQ/giAIgiAID4EUP4IgCIIgCA+BFD+CIAiCIAgPQeVqAdqC8PBwJCUltes1m5ub4eXl1a7XdAVUz86FJ9TTE+oIUD07G55QT0+oI+Caeubm5qK0tFRyX6dU/JKSkpCdnd2u1ywoKEBsbGy7XtMVUD07F55QT0+oI0D17Gx4Qj09oY6Aa+qZlZUlu4+megmCIAiCIDwEUvwIgiAIgiA8BFL8CIIgCIIgPARS/AiCIAiCIDwEUvwIgiAIgiA8BFL8CIIgeHz6by7+PFbsajEIgiDahE6ZzoUgCKKl3PfrIQAA+9YEF0vStuj0LJQKxtViEATRzpDFjyAIQgKWZV0tQpuRV14P1X9W4sOtZ10tCkEQ7QwpfgRBEBI06zqv4neipAYA8F32BRdLQhBEe0OKH0EQhIeh56yZNNNLEB4HKX4EQRAeBul9BOG5kOJHEAQhAYvOO9XL1YwUP4LwPEjxIwiC8DC4wBWGIdWPIDwNUvwIgiA8DJPFj/Q+gvA4SPEjCILwMPTk40cQHgspfgRBEB4GTfUShOdCih9BEIQEnTh/M0X1EoQHQ4ofQRCEh0E+fgThuZDiRxAE4WFwCZwZsvkRhMdBih9BEISHYZrqJb2PIDwOlyp+d955JyIjI9GnTx/J/SzL4uGHH0ZKSgrS09Oxd+/edpaQIAhPpRO7+JmSU5PeRxCeh0sVv9tvvx1r1qyR3b969Wrk5OQgJycHixcvxn333deO0hEEQXROtpy5ZPhBmh9BeBwuVfxGjBiB0NBQ2f3Lly/HzJkzwTAMhgwZgoqKChQWFrajhARBeBKlNY2uFqFdeP+fswAABc31EoTH4dY+fvn5+UhISDD9HR8fj/z8fBdKRBBEZ+bxFUddLUK7QmofQXgeKlcL4CwWL16MxYsXAwCKiopQUFDQrtcvKSlp1+u5Cqpn58IT6ulIHatra02/iwoLoVG59bexgJY8y+amhnbvK1uLJ7RZwDPq6Ql1BNyvnm6t+MXFxSEvL8/094ULFxAXFyd57OzZszF79mwAQFZWFmJjY9tFRj6uuKYroHp2LpxRz/zKesQF+ThBmrbB3jr6+hQBKAcAREVHw1ft1l2kBfY/yz0AALXGu0O2844oc0vwhHp6Qh0B96qnW3/OTpw4Ed9++y1YlsWOHTsQFBSEmJgYV4tFEASPVUeLEf/yOvy0v2NZjqTwNJc38vEjCM/DpZ+zM2bMwKZNm1BaWor4+Hi89NJLaG5uBgDMmTMH48aNw59//omUlBT4+vri66+/dqW4BEFIsPWsIUJ0y+ky3JThPl+1LaEzL9MmBal9BOF5uFTxW7p0qdX9DMPgo48+aidpCIJoCfXNOgDoUP5wcniY3udxFk6iY8OyLHJKa9Ejwt/VonRoOn5PTRCES2nQ6gEA6s6g+PFMfp5h/SPNj+g4vL35DHou3IjNp0tdLUqHpuP31ARBuJQGo8VPrSQloqNBFj+iI/FvrsGtZMe5chdL0rEhxY8giFahM5rGlIqOr0V4hJGPh5I0P6IDwXDt1dNeVCdDih9BEK1Cb5jpBdPBpw1v+jYbP3aCyGRH6AS6usfSrNNjyHv/YO0J98oR15ZwzZX0vtZBih9BEK2C64Q7uvHo5wOetxwkpXPpuORXNmDn+QrMWrrP1aK0GyaDH2l+rYIUP4IgnEJnUyE8YWzpDNPzngr36PSuFaNd4WYVWI94O9sOUvzagH0XKgXRgQTRmaG23nEhva/jwllrPen9I4ufcyDFz8msOlqMzHe24O3NZ1wtCkG0C3pjJ0yzhh0PCu7ouHCKn96DlCBqrc6BFD8nc6KkBgCw50KFawUhiHaCm3bp6MEdnoiCTH4dFoXJ+uVBmh/hFEjxczLcO0iDIOEpsJ3U4ucJ4ykFd3RcGA+0+BHOgRS/NoL6U8JTMEX1ulQKoiWQwa/jwln69J7whWKEU3Y9p8ZtAyl+BEG0CtZs5iY6GBTV23HhlB9PsviZ8vh5UJ3bAlL8nAw1SMLTMFv8SInoaFBwR8eFG2s8y+Jn+J/SubQOUvzaCOpOOybHiqvBzP0DOWX1rhalw8CNO9QZdzw0KhoCOiqepPBx0HeKc6C33snQ4Nex+W7PBQDAkn3FLpak48CaNb9OhSe8yyqa6u2wdGSLX5NWj6s+3Y79hTUtOr8DVtmtIMXPyXTWCEcx2XkVWHW08ylH5udneIAfb8tFSU2jxXHTvt2DmT/sbU/R2oyckhr8sPdCi89nRf+7K/+35wJOlda6Wow2p65Ji7c2nYaukzt/bTldho2nSl0thon6Zh1GfrQNG3Oct3auXs/i7c2nUdOotdjHfZh0xMd8pKga63JK8fDqXADAgYJK/H7I9pKJHd2d5PMd51BQ2eBqMUjxazs6dgO1xcB3/8F1X+5Co1bnalGcCj9O4XBhFR747RAmfLnL4rifDhTguz357SucE/nzWDGW7jXI3/fNzbjl//ahrLapRWV1FMvDrT/sQ/qbm1wtRpvz3JoTmPfHUby56ZTsMUmhPgDcS1n/36FCHC2qtvv4kR//i9GfbHebPHY7zpVjy5lLeGLlMaeV+fvhIsxdcRR3/rjfYp/J0O4m9XcEhVHz4GTPeGsLJn2TjVoJBZdPR165o6CyAbN/Pogxn253tShQuVoAomNT26SDRqV0tRhOY+NpswWhvtmwCmZVg/XOqCMy/guDMnvusUw0ag31LKxqQJif2uGyTBa/DtAZc8+0M3OprhmA4d20hTs9s8nfZAMA2LcmOHQey7rHDAtnYXWmLNVGRUjqWXbkqF7Ocid+GysamuGnkVdLTFG9bvXJYh9cP1tR3+xiScji53Q6XnNsHW7Q3zqVXecrABg6b51xVOzMSW6bdeaul2lhPTuCxUHfgtGxA1RLEk4BoYjdjo+1Z9mhLX5mDU6ArancjpzHj5sRcYfVclyq+K1ZswY9e/ZESkoKFi5caLH/m2++QUREBDIyMpCRkYEvvvjCBVI6BvcSuv7Rtg8tVRbcHQZmZUFp5S3piJ0un9wKs/9iS58kp1O5853QdfDn5Ah6Bz5YOqLlxF1575+zTi/T/Cwt93HPTtcBH6Fp1RGL7TbOM/7fEV9nnZVn2d64bKpXp9PhgQcewNq1axEfH4+BAwdi4sSJ6N27t+C4adOm4cMPP3SRlC2nk+pDFnTWavItftaUWz0LKDvwTRjzrdkfqbUdkjt3xp090IEPV1V3GGA8iZVtEOxmbdbBnd83W5hqY2Hxs3FeB27TnCHBHWaQXGbx27VrF1JSUpCcnAy1Wo3p06dj+fLlrhKHaCHu0IjbCu5r25pi19EtfnxaPNVrii5033uh9SjFz35fMzd+ZHbTCaogizUlviPXm6tPvVYv2t55xxOdG32Quczil5+fj4SEBNPf8fHx2Llzp8Vxv/76K7Zs2YIePXrgnXfeEZzDZ/HixVi8eDEAoKioCAUFBW0juAwlJYYQ/sqqKgBAY31tu8vQHnD15LhYXIhqr84T3MHRVF+H4hJDoIdO2yz7LAsKC9s9F9rm3CpkxfrBT+3c+15eUowCbZXD5zU0GKaL66or3bLNl5SUoKrR7Bxvr4zFRYWoteJo7m5w72ZNXR0AoL6mSrauOmM0fkNdjds9M1vyiPugwsICt1IYtM1NTrmnJSUluFRu0BaaG+styiy8ZE4L4m7P0BYXjbKX1GkFspdcLIK22kv2vHpj2651075GjpKSEpTCsCgAq9e5XHa37tUmTJiAGTNmQKPR4LPPPsOsWbOwYcMGyWNnz56N2bNnAwCysrIQGxvbnqICAGJjYxEQUAugAD6+/i6RQYp1J0twqa4ZN2U4Rx5DvfYAAKKiY+DfgQZH2xjq5e3rh5CQMAA50Kg1Es/ScFx0dAzU7bj6Qe6lOtz86x6M6R6OtXOGtqKkPRZbwiKjEBvh73BJavV5AICPf5DT2vyhwipsOlWGh4Z3dUp5mqBwAAbrrbyMwnsSGR2DYB/5QcgZbD5digsVDbhlQLxTyouNjYVaY0jTExAYLFtXpeooAMC7nfqpz7bnYkB8MLISgq0cZbj/9sjD74NiYmLdZM1hgzwqL7XT7qm/Meebj6+fRZnVqhoARwDYd8/ciVovsezG8SQqGuH+Gtnz/PxKAJTBxz+wzeu8PfcSjl+swR2DujilPJb1AwB4qbxc/rxcNmLHxcUhLy/P9PeFCxcQFxcnOCYsLMz0++6778YTTzzRbvJ1Jq76bAcA4IY+0e2qpHR07Jkya2/n+IZmg6XmZBskIm7tVK8z78WAd7agWcdiar8YRAd6t7o8rd62v6YrGPWxIafXpL7R8FXLd8fbcy/hz2MX8cq1vWyWafYlkj+mvad45/xyyHBdB1O12IPB3cK9nquzMAV3SOzryG4mcu+hrfezPfP4DftgGwDgxvQYBHq3/gPQWqBOe+MyLWDgwIHIycnB2bNn0dTUhGXLlmHixImCYwoLzZm8V6xYgdTU1PYW024qG7Ro1OrcOkqurrn1yZYv1Wmh5aUA6cB9j1VYljU5VltLi9HermNczsRmrWP56E6V1oKZ+wd+O2hliqGFD7MtVmxrNjrEnL1UJ7m/62vrkPn2ZrvLs5XixNWDqK1ckcM+2IZX1+Ugv1J+Denyei2adXqeL5EdUb3tUO0mB9uqLUpqXZ8HzRpy95SZ+wduX7rPobK4rlYqBUhH7nrl3jd7o3rbEy4vZmsxPUs3+Ph0meKnUqnw4Ycf4uqrr0ZqaipuuukmpKWl4fnnn8eKFSsAAO+//z7S0tLQr18/vP/++/jmm29cJa5Nen90AJd9sM3tFCF+NGNrIxsbmnXo+8kB3L5sfyulcn/0rPl+Wcu71N4KA+dP2KRzbDDdca4cAPD5jvOyx7S0P2qLBM7eRst0nUwS4txL9diXb78/olZvuF8KmR7P1e+tvelmrA1CfT4+gClLss1BSVbarcly0g7qwwdbnZfm5H+HCpHx6UGsPFpk2uZmXa5VeZZkO7Y0YmeN6m2t6O1Z9WYH+1o5HEmz1Na41Dlr3LhxGDdunGDbyy+/bPq9YMECLFiwoL3FajF7LlTihj7RANwn7Jyv7LU2srHeaDFcfrjIxpGdA50bTplxA3VLn6X1dtnSBM7c/867Gb5qJRq0elObaw3ZBTXo0zUIgHynKyV5eyr1jlpwxXDTuyuOFOPqnhEAbDzNdmy39q0gYp9A/5y5BABYn+M+a/SKcWa7MVuqJa7jtKu0Py1JqO4qpNZJdgSWZbE7vwYR4QaXFY+e6iXaB36KjdZa/Liz+YOnO09ttwZ+UlRr2eTbu/bcI2x2MGur1o7jWzpemX38nIevMVK8tYrfjnPluH7pCcw3rp8q9yRdPdXb2EqrQrPe8nx7Pj6XHy52inJtDXvksLdrMlnA3NinT6ourW1fUr5vrm6ztsivrMcpGV9kvuSO1IOx4uS35XQZwp9bg0stXHNcjkaZvlOr0wvcnuT4aX8Bblh2Ap9tPwfAPYxCpPg5GXd7FVuq7NU0ai0se22xFqWrySmpwb4LlRbb7e2M2t3iZ7yeoznz7pBY5N0CppU+frzTqxu0GPvZduTK+OjZwlfNKX6WHevGU9LWHr2exa8HCwTWBM6/zJaFyNXvrb3PU69nUd+swx9HhO8mp9jba03grpZf1YBH/nfYXjHbDKn6nymrRXZehWCb2f3CvM1Z7+DGU6W45fu9rVaopM7+78bTssdvOV2GvHJ5301HruNOxL+8Dt0XbIBez0KvZ/HLgQLTtKncLbZ162VWegMALNiQg7K6Zny3x7HpdFvI+aj2XLQR6idWWRz7+6FCwbaKBoN7xpYzZU6VqzWQ4udkuIbrLroR33dIx8p/nTy58hh2Gv3AAGD8Fztxw9e7cazI7EfFWZn4ip+bf3QKKK9rwqyl+1DNc6TvsXAjMt/ZYqEg21uv9k5azF3P2nW3nC7DC2tOmP4WLgpuzV+xdbLxT//9cCHWnizF/b8ealFZnMWvQWtpjeIrcb8dNHeyX+w8jylL9mDhhlOmbf4aQznlNhZGd3U7tmbBfX7NcdNvPQs88vthTPxqN/4+Yc5n19yKVQEanRx8YQ05pUqqPXd7fQMGvvuPwMeqLdchHvPpdvywLx8nS2paVY5UFb+VUUbqm3UY+fG/uOqz7U65jruw2GjdAgxT/R9ty8XUb/fg3c1nAIgtfvaXa/ZNtSTURw0AqGxwbvCPnFvNmbI6sABW8VZseW7NcUz6Jhs/7ss3bYsP8gEAFFQ1iItwGaT4OQF3NrnzFRprg8uijacw5P2tpr93nq8AAJzjfYlyHbA7OKe2hEUbTuPb7At4+s9jFvsaRNNdoT72ub/a8+TPltVZlN9SuOtZM+SO/PhfvLz2JIqMHU2ZnVMfLW3F3Hn8CFwusKClFmcfTvGTsPjxuXFJtul3XoWhrZ4vN8vRGgW+Pd9qazNGr6zNMf3WsyxOXDQoJmfLzNNo3LvZEoXIq43XHOSXLtccrLUT/oeLlIO8s9xNuDZb2sqpQkfGg0pj3U6WOJ6eqaUfnXo92+Zj1r2/HBT8nWOc8i2uMSR751/fEUk4txsp8bl27OzlGZt11vvu677cZfrNTW3nllv2hU2m8df14ycpfk6A39C4Bs0whq+5B349JLK42MehwipUOeHLRRDVK6P4SXUCXNPkv0OmXGitlso1qLiOQaK+3MvZLzYQAOCrtu/VsNX5Nuv0SH59PW74ercjotq8nj0dNxcByq+v1ZyELJCdV4EF63PkD7Ii04/7C/D7YYMFjlNAWjo4Wfuyt2U14kdh23t1V3y68esh5aMnhZ41v5P8qF2txBQox1c7zwusElJlthfyz86+8zkFmV/3P48V45tdeTJn2A/XZu3xh7WGIz5+rOh/e1m04RR2GT/OHUX5n5WY+q1lAvf2wNpULWC+T6+vy8Ee0TQ/0L7R6ByOBNKZ3k3+h4kbGoZI8XMCzRINgwGDL3eex8f/5uL+Xw9KnGWd9Dc3Y/iH21otG180ucFFql2afWj5FkO9cZ9zVL9P/s3Fu1vOOKUse+BSoUh17KYOWMJfzRq2juMU73UnS6wfaCdmHz/bx3LPi6/8W39yLAa++w+e/vM4Ch2YluDfg3/PGtwFTBa/lip+xv8dURxNebLA73TtO9cVnTP/kvYOLnqWlfS1tWaNv+unAwKrhL04y3LCL0WuSHufszm9iXnb5G/24I4f96NRwi3g9XU5sgEGYlrbZjlsKSUv/WV2w2jppZ5cdczCqiZHaU0jJny5S2D5//VgoZUznIvANcj4P/95S717z6w+jqx3/7Esy9nC2YEjgXTmd9Pxj8/2hBQ/JyCXa8zsj+VYedyLcLCwulVyAcJOTG5wkep0GZPFxrytxlhP/svXmkZ9/6+H8NjyI+0W2s9NBUjdB8vOx/6B2BpcR9BKI4LF9ewpjsv1Z69Swa9KSY39011SlituELXTkGWBVPszXU/mHJNSwOvV7M136IqPcv4l7VWyWBaSicW5lCktmeqVuvbSvflQ/Wclclrg77Ynr0Iwy8G/t3Lvi71dADcLIqXgin0VL1Y34pnVxzHyI/s+oJVWPgxbC7/EF/8+iTzjVKCcklhtI6G3I7y/9SxWHi2WdHFpL8SPi98MWnS32+F95T4uHMnjZ343zdva04fWXkjxcwJJr60z/XZkakoOZ/oo8MuSGwStXU3P2zvQ+AXmbBe/1uYXtBcvo0Zgz/WcZvFzskbhSHGNEhY/q2W3RCAR3KDJWVdbPdUr5XsnU6SU4//ldlrNXT3V2xKLH1/56f3GJgAtezellI+VxqnhH/bmW+yzRda7/+CyD8z+wvb4c9nTTqoamvHbIUM0sz1+xlyZ9g68phmBVvZHUqeLP24LqzhfN8tjv951HoHPrMbRiy2LiBejMSZDdzQFVFsiG9Vr4zzug7A9aqJsQXuQejcnf5Mtd7jLcFjxKy8vx8GDjk9ddmZqGs0WP1NUL2M9/5s1nKkICRI4817848XV6LFgAy5WN0hb/Iz/S04D8347Y4pM21KzkB3MX3kUj/5uSFdhtvhZXo//3AD7OxadDdmd7Wgs9azKapvQY8EGHCoQrmTBpSGwd6pX8BXuwHMVWK64L95WBndIlf3BP2dx07eWnSg3qLYmM75UddvaCsi/NTqjkt6s02PA21uw+thF2XOsrczRkrpLPSJvL/s/kqQ4Wmy2FAqmemXKs0c5K+etWtIWSXBbMtBLIX5H7/npAE6Igjc4K5LU+/yHUeneeq6iVXJwqJWc4uf8fvbenw/gudXHkXupDt0XrMd5ifRNf5+wbMv8jw3xLbDW91hbq9fZ63CrJPqwF/86gfusTLHbs2qOO2CX4jdq1ChUVVXh0qVLyMzMxD333IPHH3+8rWXzWJyp+PGL+je33PT77S1nkFNai3e3nLXq4+esdCVXfbpd1gHbWfV9Yc0JTOD5MkW98Bfe2Hga7/1zFizLwkspP5hxWxz18ZPy7+TjfMXP/HvrmTKcLq3FmuMXkVNai3l/HAVg7nS4wdReqyO/M3ZEbIGvmsji11ofv+MXzQrEw78fxs8HCi1cK7hr2LPSihyuSETOvybXji7WNGJvfiVmyqzparD4yZfZklRLzlRwpQZtfh+y+vhFlBojOwsqG/DK2pNgWRbL9jluWbQpi4PHmy1+rVOQxLfgi52WyyRyfZC1D+viWudM93IWP0eXeZSjpKYR4c+twe7zFVi84zxeXZeDz3ecw6nSOizgpVLi+HG/5frgwqle4U2w1vdYCw5xtp8u14+u4aVNeunvk/h0+znZ3H7cLXb3xBd2KX6VlZUIDAzEb7/9hpkzZ2Lnzp1Yt26d7RMJAI53QPYscSTF4u3nLBau5w+8c/84iromQ2fixyXI1epkLH7yYfMteb3W5ZTKJhEurW2STKIsR/qbm/D5jnMW219eexIrjxab/IAu8vzUmnWs2eKn4zpdK1+dcMyPTg7+7Ap37+1hzfGLiH95rcU5/E5y+Ef/ImXBBsGzBAAv0Xq+AoufnT2SIwq/1JQlN91qS/G97oudeG71cYvtnJxf7cqz6NDF95yT1ezj5xyLnzVOXKxBfqUhfcya4xdlBwKO4upGhD67RhCpyL8mp/hpjB8ncqtp6FnWqjLdEv9bZw6Yr66zjAjnN4Gp3+7B6E8MOetmLt2H59ecwK8HCyUVBjFtMZhuPl2KAwWGvscU1WujzTZqdUh8ZZ1Fol4Oez4iTImMJfZxbf/TPSUysxOOPS/O4rc7r8KulSY4vsvOQ69FGyy2rz1ZgrK6ZjzHyy+56bQhObFUu5VcdUTmmixrve9pi6jeIe/9g/ckggxVRteg/9ubj5/3Cz9M5CzUUv637ohdip9Wq0VhYSF++uknXHfddW0tU4eGa5AMWtZRbTldhugX/7b7+FVHi02dyL2/HMS+/CrczrMWiAdeThnyVxvy1NU36Ry2+DnqmGuro5q6JBuZ72xBjUz6msr6ZmzirdZwqLAas38+aHKQFnOypNYihU6zTm96kaW+tsUdCf8va8/RliM4//77PbUal32wVfZ+nLhYg2PFhoCeR38/jPzKBqQafbc4pIwR/hrzswTMaWs4n56WBHdIncLM/QMJL6+12C6YsuQUP6PylX2hElOXCKdnt5wuQ3mdoR2uOnYRr67LwfbcS3bJBVhOWXHPQMq/xqIODqzVa41eizYi/uV1YOb+gWs/34nZPx+wOGb1sWJTpOnqYxdRXt+MrHf/wfnyOlysbhQup8h9jBj/5qya4rbCsuZ6tsYazz/VmiL56rocvPL3Sdn9NY1aQcT687zE4eZrCcs/b8y3yCkJlQ3NuH9YEgAgLshb9lp81xln5RId9fF2ZLy1BYC5zU77bi++FFnpTpXW4nChwZVif34VzlfUY9I32aiRCMKw57HYY/EDhNPbjpTPh7P4nb1UDy/RShNitp29hMOFVbhQUY+ZS/fjxMVaTBalojK5xfC2ce9gnZTiJ3EdYVSv/D7Lsmz74ry8NkewGIGYivpmQaT3zvMVeHT5EYvE3fwADc4nk0OcIYNzYegoq1vZpfg9//zzuPrqq5GSkoKBAwfizJkz6N69e1vL1iHhkq0KBhgrjbSuSSuI4Hp8xRGLY5i5f0j6Faw7WYLrvtyFh0VLLi3JNmeJFyt+3HQG58PTpGOtmtal9pU4mODUllPxvnxDhzr3j6PYIfHC3rgkG1d8sh1ny2oFg8jPB6S/uAe++w/6/neTUAY9axHVK/21bfjf3q9qW9ZZ8f3/N7ccia+sQ9KrlhbzXos2ovcbm8Cy5mdyXrSUk9SXrrfK/CwBcxCLVDqXP44W48pP/pWUlV+yWBngrKgXKhtQ36TFpbomyfOk7u0vBwtRa1zovEmrx8iP/8XIj4QyfLg1V/C3tX6zXvS13WxShAx/L9xwyqYFToyUZdIRy0ruJeFzys6rwLgvduH2pfuNspnLSnx1PaJe/Fs4Rc5Faxu3cbvEYulZ1jT9LamctyB/WKNWb9Uy+/xfJ8DM/QOvrLVUAO9Yth9XfbYD+y5UyJ4vLplTsPjplSL9NQCAcD81dp0vNyU25sPvUu1b/1f00VvdKHMkBPIAwN0/CRX57gs2oO+bm6HXs4JE9+tyLNM02XPXK419vtT7zFdqpeoppRhZy4zAKX72cPmH29D3zc1IeMXcP/1PtHSn1JUCvA0fn3+fKEH3BesF+4Q+4cL/xeWxsDHVayysUae3aCP8cW/B+hz8c6YMzNw/sO2scKm0YR9sRfcFGyz6iO+yhaurqJTm+yb22RN/8HOKoF70HrsrdrWI0aNH4+DBg/j4448BAMnJyfj111/bVLDOgD1Kf/cFGxH4zGrT39yKBRycZeRT3hI4HMXGjuyshEPtuUt10DyxCvvyhVOo5k7X8Oh1elbQ+XBTAdaCO/jY08BtOW5z67Iu3nEeQ9/favFCHjAGLZwqrRVNWxr+f2/LGfRetFFwzoVKYR46Pcvyonq59SItvzrFA68tqhrNSnt9sw7zVx41KTmAtDUlr7IB58rr5ZO6stLX7/raOnzyb67FdnEghZfI4ice1Deckl4z0lpwB7+MW3/Yh7Dn/jK1FUH7Md1bYdl7jFP53P4Toq9r7lkuP1yEsOfWCNqM+F40ixU/CQX33l8sLXDWsNcq+n97LoCZ+4fFdvHsMpczjXs3pUp/cpU5vYZWNHBwiJ/D/oJK2X2A/VO9/Ge2/Egxxn62w8rRBj7aetZi2xGjhVoqV97+/Ep4z19l8fHCKTacz62OF6ncrNNj8HtbBUuYSfVF9vStepO/FYMd58oR9eLf+Hx7ruzx4sFdarUd8RKCDAzK7/TvzAmR7VG4nzVOk0or7/zfljWVOsda+1Ur7VP8bMnd0KxD+HNrTDkA+bJxSyxWNmhxqlQ0HjGWz0ug7Imua096r0/+PYfgZ9fIHrv8SDH+NAZILd0r9DE8Zgw8ypWZMfpixzkkvrpOMF0rfr/F76m4r3Vzvc8+xW/IkCGYOnUq/vzzT7fMQu1KvstuXcZ4bv2+GqOy4OMlfCTiL08pzkks8P3boUI06fQWCZK5xsx3vpdcncN43KbTpbhQ4fgC4nykEqtKycQht3JEYVWjoIPjmuKjy4/g2EXr+cb0etb08kq9nOJWbW8zr+ZNT3/wz1m8sfE05vKsttYsKXLXKK1tlFQAci/V44ud8u2NUzK9eFF8vx0sdGCNSPM1xQor3wrBpdTgpqVZifYjln/kx/8K9jfpWMkow3l/HMWlumacucRfdk1YltjHj7OA8WU+VuxY/jl7HfpflrB6AfIWKE7Bl7LSfLgt13x9nfSA8dcJoUWptJa/fJl1ORyJltzAc6WQw9p4XFBlaU37aFsuGrV6rDgiXDWEm0LjW/y4+8O1jyNFls9PMD0oIYO1KcO9xg8P8f00HatnLRS/F/+ynLaWym/5ze48QQAD/z7JuTAEeXsZZbauvEsN0FJtyVrErr0Rprb8cfMq6lFW14zfjRZAflvz9pJXJaSyW1hri/YEd3Dw+zZxNUuMQUR6GTUsp6RWUnG85+eDOF9eL/g4ErsWiO8V1265PsgeP0VXYpfid/LkScyePRvfffcdunfvjqeffhonT8r7fXgKu89XYKZxKkeKQ0XGgdGOsrhGK7b4WZuy4hrQ8Ys1FsEOclNFjKjT1emF6zZyDZZrm5/tOC+ZQd0RmmxM9fKtZoDl1ysn86xl+2WTZdvCkAZDWL415e6j7It2KX81PHlqmrjpGzPW/KfkOoeoF9daWN+sTZdz9RJb/KobtbhxSbbVNspH4OMnegZWrUe8nZxSKFdt/rPlf9SYLa6GH8W8aTlxUeL2NMI4bWxPBHV1oxZbz1haPO1N2itXL/HAwP1ZVN2ItzadsemPp9WxeHPjacS+JPShFK+4IVTsbFv89BIfSuLfUkgN1tbq8OjyI6ioEypF4r6EQ8riZwrQseIjpbchv3gT/93jFCOVjPWrWa+3+ACVeueSXhNOY0oqoLzfwz6QziOZGRckez4jmOq1vBFVEn6F1rIL2PsRa8vqLd7Ll0xlRbmUepZ8mfj+eCzLOrTEqRfveQ5MCBbs4/wN5ayC1325Cy9IKPcc/PPE9WsS+/iJ2q+728fsUvwYhsFVV12FpUuX4vPPP8eSJUswaNAgjBw5Etu3b7ddQCel0spaugwDfCYxPSsH18bEip+9OTelfOMM5YotR4b/+dOD/PdC6h0ptuIbIzX4lNY0Ysh7/yDXuIi8o5nLrX0NHhDlqrMXrV5v+oKTskrx11gGgAYtK7ls2blLdYIpL04xb9bp8YfRsuHFWzrCmjJi3beSFRxn7YueFXU63PWlHK2twRfnrp8OYJeoQxZT06TD5tOlgi9jLsJYTkngK1hbTktPOVvIJSpK7l7Ym4Jm+EeWPo5Sg96m02USUdXSWAs22H7uks2BQKtn8Z+VR60fJEKyviKT30aeJY9/eEvGJVv3V/xucgNnt3BfwXaFeNaB1wdxCgz/fpo/Ys0CPC0RCW4xZWj8k4FZibtQUS+5GklRVaOFZcyeeySpgNox6tsb3CGlT70mMSOiZ1nUNGqxIcfScmtvBKyjabXsVfykuIv30ffUn8Jn+bwVZUwlWoyaH4DBWVE5uHtrrVpbJD4CTefzfovf78Zm6eAO7lqvrD2Jr3dZpvFxF+xS/MrKyvDee+8hKysLb775Jj744AOUlpbirbfews0339zWMrot9i+zJDzu3KU6Uy4rDq5Ts1D8rFyD/1XuJe60bDR6fpZ6SYtfK8zRS/cVYOf5Cjxh9GFyNH+UOEqUP73C97FxpJtq1OktLX68/dxv/qOqkFDsL/twGx7kBdNwq2PMX3kM+40DnxevN7Ku+Fn5Suf/ZlmrX/SmehnL46J665sdvO+8w0+V1uHWH/ZZXIPP7J8PYtTH21FZb1aOEkN8jMfLKH68grwkrC/2PFO59sS/144qNlKD3tRv9+COZfsF2+TqJR73BO+mUmFTabI33yH/MnKJ100R+RDeq9a66VhL9A5Y3kNbdQ40BgRUN2rNU72mNYfNx5n7MscsUvzjOef7bbnl6LFwo7FcXr8H1kJ5sed+SQZa2HGbzZYhiXtqIy5QatZDp2dx6//txZWfbsc8UYCgvfpcfqV1lxCxqEJrpBWLn8Q2fn5OsQ9odaN82ivxuCSwAovuFvdOWVN8rX2w8esrThElnokTz7oU1zThzh8d8zNuT+xS/IYOHYqqqir8/vvvWLVqFSZPngyVSoWsrCzMmTOnrWV0W+zNpyV+8ZJeW4/4V4RRnZzDutjHz17fI/GXEIdFOgjT8dI+fvyvZA5HdUB/jUF55ToovsXvp/22E7XyO9NnRF+DLV33sLFZb7oX1vL48d9vKaVN3Dk2aw3H7OUF0aj4ip+dyp3FPkcsfpC2+NU4kDeQXw4Hf4CRGqAOG10Z+P543C2Tqxu/HvZaCcRyybkOtGZ5PDlrx0+iyHG5S1jLj6hSMDaVCHujim0pBeIISjkrX0uUQFuniNso51tl4Wto3B7hpwYAlNc3W3yUSdXTlgIjvg5/2lg8bbtkd56gvKZmSx8/e9qTVLuxJzjBPOtguY+vjEjtl1M2/zVa6N/afEYwW2HvWui9RAFyYsRt1JbbgdRxUojbqCN+0fxZDQsfTyv32B7ZBKeJCm+wUPyMfbC7z/EasUvxO3HiBJ577jnEx8db7Js/f36LL75mzRr07NkTKSkpWLhwocX+xsZGTJs2DSkpKRg8eDByc3NbfK22wN4vKanOQazAfGSM1rS0+Nl3Db6VCZC3+LEsi/pmHcqNfhSGqF4zZosfL6LJygAtdQvE67Ty68o5tPM7I2560CyD+fdike9iSxW/Jq2ExY//tWj8Q62yPk0rVlY4SwL/K9XuqV7evs2nhVM0An+7Fvr41TvoD2kxcNpwppeWxXpnK7T48afzpJUEqW1ySnBrVkmx9oF1lhexKhVBDwinnMR4KRjbFj+JA6T6DZsWP4HCxMr69UndZy4hdUOzDt/usQwikhrU+P2EuI1y4lv2QYb/vY19XbOOH9Vr+F8w1StyZZDD+lSv8Pl+uPWsYMq3SaeXsPhZvZysTGKlQApT9LvEPv4ztNei2KzTC9KC8VPX5NsR3GXPcm7i3HV8rCs8ltP2fMTbrCp+oqNf5yUMF59lan9WypNqZ1KIi2gU3S9OZrHsRXYH1rUvKnsOKi0txRtvvIEjR46gocFckQ0bLLN624tOp8MDDzyAtWvXIj4+HgMHDsTEiRPRu3dv0zFffvklQkJCcOrUKSxbtgzz58/Hjz/+2OJrOht7Bxp7fCe4aTlx6L29XxAqmZHHwscPwOhPtpt8AlkAp3kD2+HCKozoFi7ofKwNalJw7wT3UvGnmzjLpvI/K03bxI71/BewXOToW28jQliOZj2L1ccN4f0HC6tQUtNooWQDwpxXUs9NpWAE27mBit/pcgpNeV0TBrwjHxjDL/64KCpZHMForWPmvu5ZGO4dlzplpcx6r7LyiLpOhWAAsq8McZCGGP69k7NSW5QJ4bsmN+UneB8d1AGtBXccLa5G13A/vGwlkbHY4seX0TDVa10gqfdcKp0IH2n/MKGpTNiOrMtwqqQWcUE+8HnyT7uvx0esGJjbgOWJVQ3NgrWk1xqTQHPvu1SX06qpXtHzrWrQCpKja/WWU732JMiWem7BPraH1XU5pdCL3Gw4BMq9lEVRqq1odQKFk+snN58uxdwVtn1HH/ztkNX9UgFmfKWpVCLamYPvfsCVJSpcsM/aeCk+lcsn+m12HtaL/BvNEbayxVm1fIldAfirnojH/t15FYgL9rGM9pXoV9wgqBcMa4fNf+zYsZg2bRrefPNNfPrpp1iyZAkiIiKwaNGiFl94+/btePHFF/HXX38BABYsWAAAeOqpp0zHXH311XjxxRcxdOhQaLVaREdHo6SkxOayU1lZWcjOtlzM3Zk8tvwwPvn3nKwFKlCjEkSr3tQv1jSVsNS4LuVHk/viAd4LN6N/nGmfFBPTouCnNncqy/bnm16E1Eh/mylNAOD6tCgsF6VXEDOjfyyW7hPmPpqZFY9vRQkuAWBsj3CE+RmSr9Y2aeGnVuFUaS12G5emmpgWhZpGnSBdhK16xgV5Y0RyGABYHDcoIRi7eMte2cvQxBBsFwXATEyLMqWamNw3GhqVUlauGf3jJOVJjwlElxAfrDxqvqcKBpiWEYczZbXYeV5e1pv6xaCmSYcgby+r9wMAekb4WSz0LsWobmGm5ZMcpX9coCmZNsctmXHQs0BRdQM2yuT/EzM9IxYrjxWjplGouMzoH4ed58txpkzaaibH1H4xssm6rR1zc/84/GDjeTIwWGsbtXr8fVI61UdaVADSYwNtPqMZ/eNQ26SFr5cSK44Wm6bKk0J8wDCMrLUQkL73V/WIMClEUgRqVBjfOwoqBYPv9li+m11CfFBW22RKMj49I9bUd0rVJTMuCD0j/a3W87reUQjQmPsg/rGXJYVgW2651Gmt4vo+UfD1UiGvoh5bz8qv8DKpTzR0LGvqI/cXVJrS+iSG+EimveIYkhiMHecqBNsi/NQY0yMCDCDbjqQI8/XC2J6Rss+Fw1+tREq4n8k3WK6P4bi5fxxYmf3DkkIEa7FnxgehZ4T1Z8ldr6ZRiz+OWh8TAOCKbmHYyOtb/NTKFi0vOi0jVnL9XgAY2yNC8B5yMnJI9R+2xhPA3I8BwvsX5K0yJdO2RpS/GsU85bZfTCAOFArf1+kZsVgmqpfcO8y+NcHmNVuLNT3ILsVvwIAB2LNnD9LT03HwoGEFiYEDB2L37t02zpTnl19+wZo1a/DFF18AAL777jvs3LkTH374oemYPn36YM2aNaYp5m7dumHnzp0IDw+3KG/x4sVYvHgxAKCoqAi7du2yOMaZTPv5JLaer3bonGg/FZQKBvnVhq9aXy8F6ngO+HEBXqZ9cvh6KRDirURFgw61Dp4LGKadrAUKtIRgjRINOj0atCy8lQzCfFUCWUK9lbjUYH8H4eelQLC3wRonrpO99XSUaD8VmnSsVTmDNUpU8JSZHqEaXKzTokLinLgAQ4SZPbIGaZSobGyZJVPqus68PwoGiPF3rEw5GcT3T6Nk0GhH2Lr4PHtRMPJf+9x7VFDdDBZAgFoBhgGqGjnLOyPwJRS/q1L4eSkE7yRHXIAXyht0Vs9v6XNz9LxYfy+wAAprpM+xt7y4AC9crNUK+pK2ejfDfAx9QVm99TbAPTPu2fJlCfFWotyBPggwtM8QHxWKZO6VHHEBXmBZoKAF54n7dT4KBgjzUaGkTivYJtfGbT0Pe9plW+BIO9EoGYT7GhT5kjqtpH+vI222qlGH6iZzfSP9VLhY65gvtDM4/XCGydWhrZg4caKs4mfXXIuXl2EQi4mJwapVq7Bv3z5cuiT/5eUKZs+ejezsbGRnZyM6OhqxsbFt+u+fR0YJvnwB4OPJfazK+MPMgTj59BgMSwrBwIQg6FlgRHIoAENQx8mnx5iW3+IINzpAc0xIi8bJp8dgcnqMYPuOR0di3qhkm/dJnOsIAB4d0dXmedZ4cHgyrusdDQC4ons4Tj49RrB//pU9kBBsXoPziSu64T+jusmWt2b2EJx8eoxFOQAkt83oH2tTxvuHJcruG5oYguy5o/DxlH5Wy3icJ/OCcb1w/OmrsGB8b8ljN9x/mYWsg3j3PiM20PT7sZHCe3HP4C5Yemt/q7LIsf2RkS06T0ySMTo3OkCDnY+NxNDEEADA01emoOLVq62eu+nB4RbbHhuRjFfG9RJsW3PPEIvjxP6egKF98bG2nivHzzMHWD3uut5ROPn0GAQZI0tnD01C4Yvmeq2bM1Rw/O93DELxi1dZveakvjGS27c+PAJHnhgle95To1Nw8ukxmNpPeP6tA+JkzjCw/aHLcOKpKwVTR0tvybR6ztr7LsOeudJt5MHLknDy6TF48eoepm38YLOrepg/uDc9ONziA/Lk02Osytw/LlB2n5jUSH8ABovM3rmj8NV02+/D0ERDX3p9H0MfefLJUaZ9y+8cbPXcWVmW/uur7h6MvaJ7NaRLsNVyRiaH4cyzY3HsydE25eVzz+AuOPHUGNw5uIvsMWG+aiybmWX6u0uwD6pfv1ZSdiUDHJ5/Japfu0awnXsnHhhmeNbT+8s/L/HUd6bo+T1/lePLtq6fY+jb7c3+MjQpFCeeMowF3PMVc/LpMTb7yy4hPtg/7wo8cLlwrNv8wOUWx8YEaGzKNSPD+pjTLczX6v7QyLbXUaxhl+L37LPPorKyEm+99RbefPNN3H333XjnnXfsOVWWuLg45OWZHYgvXLiAuLg42WO0Wi0qKysRFhbWqus6E7XI+c3WwuEJwd7wVaugUSmg0xt8JsJ8DYqdl0IBX7UKOU8JOwxf0VeBRmk47rs9QtN2oLfKLp8pqQzr4mtIDb7WaualZOBvVIL91Cr4qoUKsYIRZo9XMgwGWulAAzSGMsTlAJDc5q+x7VMjlZCWY2hiCOKCfBDi6yV7DACE+5k7hAHxQWAYRvJeAUCwj9pSVp4IfH+ZEB/hdRUM4ONll/utBVxEdWvhglz81CqE+qpNz48BEOSjtnKmYQpSiuMXhVPVgRK+UFLvEKecOUKgt0r22QAGnzxftcrkT+SnVgqel0bkaxvorUJkgHWFU8pnFDBM6flLtFuzLIZ2LX5/5e4jx5CkUPhpvATXtdUFRPirEaCRbucqpeGe9IkOkNzP9z8OlngmvmqVILCpNXC+tld2D0eXEF+E+lpvcwDgZ2z7/sa+o3uEuR5SfQT/GYtzwAGGfijSX/jMNSrr75eCMbw7gTbeETE9I/zgp1FJysHBMBD0UVy7UUusxcvC2O5E5XGuSdy55mTalu+dLe+0IB/r/aUU6TGBguvawk+thJ9xPJBbc9hXrZJt0xw6HYtgHy+LlVuk2oWXPWsb2xA/1MZY4mo/P7ve0uuuuw5BQUHo06cPNm7ciD179mDixImtuvDAgQORk5ODs2fPoqmpCcuWLbMoc+LEiViyZAkAw9Tw6NGjbfr3tSfiLPC2lsbxNnYaXICAjjU0xgCNCvOM1qT4YB+rZV4wRt7dMTBBeBzD2OWMLNVxiTtrqQGTP7iInZe9FAqTZUAqRQfDMAKnXJWSEXzxTUyLEhwvl+ZDTgHwseNFtdZsuH1iBVhMgLd5f3psEAD5AAWpjnSY0WoGCB3txfUK8FbZ/UUsxt4O1RZcm1ApGKgUjOkece9fZlwguojaKmBQoqU+LhgA41MjBduk1hCVqrevqD3a8k7pGx1g+MiyojxzV+aCosTPURwsJSXrg5clCf4WW+s5GIaxGhkvt0duoBPDvz/i1SfG9ogQ/K00Pk8pruhmsOjJ3V5+2xL3ffa0OrmPL6n3mruXnHImbgNScM9Iqh9WKoA3rksVbOPf30ESH6JKBWNRVrifjQG9pa+f8URb9fRVme/VEGN/IvU89ax0X3BFSphAzi92GpIMS2YNsPGeyX3oWIPrP+y9T/y6SQUwPj7CMBsg1d/yya9qgFLBYFaWcNyUksOeYEZrhgRDudb3O6ufbilWe5aHHnoIDz/8sOy/1qBSqfDhhx/i6quvRmpqKm666SakpaXh+eefx4oVKwAAd911F8rKypCSkoK3335bMuWLKxEnTRY/yzsGJmD5HQNNf3OdiFJh9h/SqBSofO0aPDFaeupT/E5z0yufTOlr2vbx5D7w9lLaFXkpNTiJXyixAjRnaKJgyueDG4RT2l5KxqTUSnW6DIRfj0qGMTX8lHBf/DIrS3C8XITytzOkzfk+dgwK1jApfjbKCeR9VZrWG5WRVdwpfnFTOoYlhUgey/f1uCUzDtN4Tvhia6At7OlPsuKDZPdF+aux7cHLcMS4Du+xizVgYO6ouPL3PD4S/52QanH+yrsHIVDGanFtqlnBXzCul2AqdkhisKxM4oS1tr5vtj10OXpFBlhY5Plw95dTcMV6nULUsatVwr+fvKIbbhJN96glFN73b0hDgMa6hYOTRazQ2rIucfDfafF10mMC8L/bswT7pd7RR4Z3xTijYm5PP6JkGPw12zx9+susATbPSY3yl9wu9V5zdecUTFtKxlc39TMpCVKKkJJh8J8rUpDCW0WE+0C5e3ACRiZbziRx5XAW0BHJobjbylQsd52WwJ1lrZ56FtDw2ticIYlGOeU+OIR/r509GIkh1qcgASDZOE0pbgbi8uQ+uPc/PkK2bNMHpBXFaXLfaJP7Dr+tip/rstsy8ZrRfYRT+q0vHcdgDs/l552JvQX9K+eOZI9xydYhtkpwtf3KquKXlZWFAQMGoKGhAXv37kX37t3RvXt37N+/H01N8uHb9jJu3DicPHkSp0+fxjPPPAMAePnll02WP29vb/z88884deoUdu3aheRk2z5s7cnqe6z7jSgVwIAE8yBrXqpIYUplYLCmMLKdvLghq4xl8I+fMywJSjuSxBpksNwmXkGBi4rz8VLg2l6RuCUzTvACihUtL6XCrNRKtGgFY7nuodI02FleX8lYNsse4X6Y2Cdask6+dgyQVi1+xtfU20Y5/GlUhpEfZACzNUFwXwQ5oyyPBYD7hiUhKyHE9Cy7hlpa1axhz5ekNeuTn0aFTJFiqGDM3TT/TKlBSs7qJWb20ESE8KbvJqZFm64lplaU1sSWK7q3l8LwfKzcCu4WcI/BQhlihO+S2OJ3x+AuFrKqJQbgOcOSoFYprFpw5R7ZdBt+RBwageInLhxICvXl/yl4R83KHmtSsqQSm4tRKoBIf4PrQ3KYLyan25Z13kjpj9s0iall0/tjFFXK4sonzE8t/yx52/jPjHvfm3Ws5Acc925z9bypXywu62rd1ailM1KMHfXUs8KUM9GBBrnkThHLovFS2mWZnWp8ltyzT5bxVxuWJO1zZ83FgsPa+6BgGPSIMHwk8NuquK/1UihMH83cGGIrdRp/duvh4ckC946b+sXalI3DtmJnwyJo+xJtitW3adasWZg1axYOHjyITZs24aGHHsJDDz2E9evXY//+/e0kovvSJyYQI5OlGz9gUCj4HQ33S6VgTL4WtqaHxfulrFtcI7PnS11qYBVPKXG+MsHeXvjfHVm4PDlMMACIlTuVwjx1K2nxYxihxU9hfepLbF2xhT3RUVJfmJzFlquOLauClHIup/hxz4S7V9YUMn/BVJ3hf+5Z2mv14bDVab1wVQ+rnY5ez1ooInydlV8PqTrZO/CJzxU/Cz7pMUKncmsfOOkxgXZZXUzLmnHL3InOEV+C/3ESG6hBjwh/i3stNd2ksOP5c3vEtQrwVuG7m6Wt3K9d21PyuuLrKBjG4pnx3720KIPSxa9vVxuO6YDh45XrN/i5y6zdei8r7/VDIqd7zhrHtSdbip8hutUgh9Tz539omq6hMisLUv0Wd1+5/7V61uaUog0xARhcESzl5+opX76eZQXTkF4mK5d9H1v2Ti+akqkb/5b7mJNy6QCsu8yYPiCtfojz3hu+b7hY8ePdDFvtg4NfnngM4tqa2NovKaOVQ/hBUPbI4Qrsulvl5eWoqjLnrKmpqUF5ufPzNXVErA3MDCMeKM3/c8lObS1bJd4/vKu8ommPj59Ugw0TOaL6GV9cFjIKk4RvI3ec1PvHQNjh8hVFKYkdnS7hK65yTrUMY1lP7iufu5p4uTwxUo/K1vPj7oe1BeDD/c2WL65D4J6lrYFGjC3F69peEVYHAClrGiNSHjikqi5Xsq1HKn4WfMTBBtY+cNKi/e3qVLn2ypUlPkf8KnED8tlnrsQfdw0ynCNWXiUaP3eELQuHHOI2y8G/J/x3VFwPheja4ktJXXtQlxB5YY2oVQq7rSzWrgUY3oX3J/VBxavXmN4nTtngZLfl76hUMKZZBSk9SGl8fnxJOcWlWaeXsRIa9nP11OlZOxRQczmDJfwG7xncBX/faxnNziEVqMGh1wvL9zL5p9r7sWX+LW7fyTyr8KS+0QjyVuE6ozVYrj+W2x5hR1SstX7KMG4af/O2ixVcfptw1FggeV3e9cUMtzDwyF+ve7ifzQ9w16p9dip+Tz75JPr374/bb78ds2bNQmZmJp5++um2lq1DkFsun5SVP0UG8B1bGZMzrS2Ln/ilHtPd9teEFNxXpp9EdOFoUZlch8jvG0pqzVP74r6PL6H0VC8jCGZQKniKhMSY4ejXEP8eJYX4oOmN8fi/W4SWEgbAfycIU6+Y/NaMf9uy+Amst8aftp6f+Vzh33yrVZ9os0XLnq9NAPhuRobsda7rHWVKh8HHx0sBf431wBGWZQWKBKcMS3WK0hY/4d89I/wkryP+SFExQgsPH/F1EkN8TIOeWNFfe5KfvV++otw94KxV4nYrbpbcoJMU6ovM+GBJuTilgG+h5Nqyve2EDwPGlH4pMUQc9GV+CfmJ2y2+ExhGuPwiY7EbgGMfjZxCw1lp+YqfNSVW7hZw70KQj5fpvnMf1CZLmA3Fj5/PTmy95V+b/95xU71aPSvZb0lZ/BQKBvo3r7Mih7kcKWX16p4RpqljPtxZ4mhyPjqWFSi1Kl4Alj1IPZtoo5J2xyBz0EN8kA/KXrkGg4zBI3Itg2EYyfHIS6mAWqmwSE/EnQNYV3wUDD+YzLzdwu2J97etaPKnr0yxup9/Lan71CNc2I8xAO4dKp0i7EBBVcf28eO44447sHPnTkyaNAmTJ0/G9u3bMWvWrLaWrUOQXym/Fh//ywUQWvy4pYlsWbeU4ohbXvj5yG5huIHn92ZNcXl9XC/8cEt/9Iq0HIjjgnzQ/MZ4U54tL56vj5R44heQYXjTLJJTvbCYKjbV206r0T1D5J2qLafcFJZf5gxwx6AuqFs4jneesHexrfhZytjSaRZ+Z8qPkOSuwcnSJLMyjJdSgdxnrpTc98ddg/DvQ5dZbN/3+Aj0jg6w+rWt1ws7Je4+2jvVK94WGyhMh/HQ5V3RNzrAst3LNIdlt2YiPlhYhq9aiYaF49GwaJxFZG1prX2+x2b3CPs+wKRumfgUTsnzUytxXWokru5pjqi1ZikyfQNJjLDh/hpo/3sdPp8qzDEpJ6742SpEfZDUfkB6cOemgU3nGv/npvKiAzVQKxk8xHsG1gKkFAyD/XNHYN5IeV/ty4wBUOIpT2tToFzZ1p4lt41fT04xa9ZJT/VybZSLHO1nzL1p7f3hlyM+7v0b0nB9n2jJD1uTj58VBZdlheMBd469ip9UE5SaHlcbfbY5Xz25PohhgEdHSD/LxjfGY9F4y+AvDuvBTub9Vn38lHyLn/V+2J40Q1IftwDw66wBmCvKO8swwFyZdnyipBa28tK7OqrXaqKo48ePo1evXti7dy8AICHB8FVQUFCAgoICZGZmtr2Ebk5MoDdOldZK7lNA6E9j8iHgPXSbPn7S4yMAYNP9w1DPc3y31un6a1S4Li0aH/xzVrB9klFxVCkVpjV2uUFKbgZHrIwqbXS6DANLHz/GfK7l8ZbbpvSTdx6XOl4sOpeqgq/ccWdxstj035EIOrHV6XKDuVIh9HOU+4xmjOVxg6t4MXDTcQyDxFChL5ZGpTC1rWCJvGd+aiUYxnoiAvHao2KFj5HYJzjexob3J/VBfbPOQsnmriu+ndf3ibZwp5g1IB4KBQONQtnqDtTk42cx1Su8D/YouRpj+wn3U2PFXYME76Y1ZYErR+xqwFnelQrGphsCh7gJW/r4SV9brHQ2LhqPkppGpCwwr8fOzRZwSeU1KiUaFo0XrMVtbc1jBcOgX2wQtoYKk//zz/jjrkFYffwiDhqXMeNmCmxOsSoYU38l1QdxlnR+PTllQcdKK35c3315chgaF423y2rLv/+bRUsnpkUHWKTB4eDeSn49/ze1Gyb9fNr0t55lpT8+eW4S1vQNtVJp8c52CfHBxZom073oFxuISKMVkOuDGqysEy5em5afskrqQ1pOuRIewwsm4yt+osYt9PGz/mzsyW9qcvsQCTc5PdaiP7iud5TsvVYwELz7UrjY4Gfd4vfWW28BAObOnWvxb968ee0ioLtjTVmQ8/Hjn2HbR8ywf87QRLwzsTdiRasR8F+uy43+f5dJpA3hysniRRkDwOO8r5bPpqYjMy4QKVw4P8tKNlBxGhsw5pdGdqqX9+KoeMEdUtWX2safNulinPbiptSkBmXxQDa+tzmVyJsTeuOWzDjTtIlUJyOFlOWkJf41HGvuGYxlt2ZKHsdF0nG5urqLphqkxo9F41MFX8Fje0RgqmCFF+MAIboGH/EzF6dxgcQ+PpYWJctj+G32OuNzSTLmBJRaWUbMTF4Oy3uGJKK3TJoQe5BTFmylsgAsfckGJQRj4fheplVp7M1zxhX9zvVppm23DYhHDM9aamExlsu1J2GNFyoLZkuKIW2QYbt4qletUiBOlKdxaGIIXru2Fx4Z3pVXvjAjAdcHSU1ZctfqEiIfqR7o7YVpGXEWyr6cwsRh6+OTuy8ClxPO6qtnJd9PPmqVwqJcyb7LSkGjupmnRSf1jcar15gDdEwWP2M9owI0FrkFWVbYv/KzRADWlT4A0Ej4wa28azBev7YXehhdMvj9dJbxXbzGaLkeylPqAEO7FbebJ0ebp1StyWPtdkvNkgE2pnqttI+HLk/CBFGuWD7cOMJZdKUSmIv7tRtEGSb41nEFw6DBluLnzha/zz//HACwcePGdhGmI2I9b5DIQgJLi58tuM4mLsgbj8qkQ+C4IiUcOU9dgTBfNfIrG9D3zc0W5QxNCsW5Z69E7zc2WSywPSQxBNmPjcCS3YaFxeVeXHEHqGQYnsXGsG/x1HTM/vkgAMsvUQVvqtfee8HvYI7PvwJny+rQNcwXp0pqkSNhcRV/ofFlnjuqG/R6FhEv/GWQz04ZpGYL5PL4meTgrs8wAl8oFsDVvSItjudKiw/2wblnr4RGqcAr1/TEpdpm9Fhkfg85C8bUfjH4+UCh5LX/uncINuSU4OeDwv1cfUcmh+HnG5MxYPFh0z4da9j/0OVd8cHWszxLn+Xzsie4w9ad/XVWFnJKa9Er0h8nn7wCuZfqsPLYRZ6slucIImyDvHH4P6OgmLfS4jh+G+gZ4YcTJeZ2IlZ4bLlc2GPxUyoYzB8tv4xV+StX40JlA+768QB251VYvF8hAiutyOJopZ9RKhiT5UXq/kv5+GnfvA7VDVq8uclgUZJTJAXvrQJ4eoz1ZbpmZMahf1wgwnzVOFFSg+Ef/SuQE7BMA2LNvVBu3+dT03GPsX8BDJY2OX9NQLodcvLoZHz8rFH9+rW4UFGPSH817vv1EH4yvoP8ch4d0RXvbjHPsPCf4W+3D4Rez+LZNScM8nGKn8qsjIrRiS1+xt/2fnxKWU2jAjR4akx37DhnCNbkG/eyEoJx+qnRCPZR4YkruiFAo8KH23J512csZoWkptL5mL1rrI2bluMJYOlWw5++tWYRvndIEnpGmhWz167thRDeIgQ7H7kcZ8rqkBrlj8z4IBy/WINl+wtkywMMHyKcZAnB3jj0n5GmPogB8POsLDy/5gT+OnER9ca1kKP81SiuaYK3jfRO7YFVxe+3336zevLkyZOdKkxHxNpLJzfNwm/ztiLiuPLt8L0GAKSEG6wfIaKpPr5+0iXEF11DfXG4qNrifIZhTNakS3XNki+o+AVkGF5EnfHwe4YkmhU/Rig/C3MHZrfix+uQfLyU6G38KusbG4izlywDbGzdLoWCwaU6g5/loUJzxHqPCD+cLJGZuufJyv1yzLGar/hJS8iInhNHmJ9G8jh+5yqVdoGvJHHPgC9xtCgCj1OWJvWNxgdbz1pMhzMSA4+c/Py/5e6SWqUw5XHrHuGPygbhgun2tHt7FHe5lD+yUb3ia0icK2670YHWl3QL9lUj2FeNnY8OR583NpmSZEu9A4GiJaik/Gr5+8RTbnwZhRYU8x+OrhBj77vay2j90Iimp7mz7Zm2Nvk9yuwf1U2YT0+hUFid6jUnyTZv4/pEualea23PX6My1TOCF6whcOPh/Y6SiHTltznuWpylU+xyAXBTvVIWv5YrfuayjHKI7niycaYh1E86Ulds8ePfx1BfNf6aPRi7zlfgOU7B5WYdrMjJD9QRt3O5a1mbeRNXW/zx4s0bT1KjAlBgxW9fDkb0XPrGBOJ/dwxE4NOrweVK4KbTP5zUx70tfn/88YfsPoZhSPGDKLM4Y9k5Czpd0/SmeaNchy0uX05RsBexsrb23iFYsjvPlCiTj60O3tKPiP+iWp6rZCyTS5vy3En0RVIdrrWoQ+GgLezgAzQqLJmeIXsuIAzQOfHkaDBzpdu9VP9qK7iDlVMs5Hz87PT+4MrTKA0DRXpMAK6UiLCzFnkrVR+dcapXITpGKhpPqg7i529vfczHCxE/d7loZltwbTZAo0J1o1m5lPPxE79u0lPdwr/FSrQ1+O+zVNm3DRCuWy62SPGvLQgoEN1BsbuJpWJutDDZE9Vr8wjx8WKZDX/zE6W/M7E3YgLtv2/issx/2wgwM/4vtGByFj85P2H7+lyBMsnrDjgZ+0QHWA10AMxKGeerJjUuiJdhc9TiZ81H0TTt7eAww5fn1Wt6IiNOmHNzbM9Ii5V3DOfJl8kAFoYEQCq4w/y3NaXW0Yh6W0rZT7cZ3HOijWt3T88QvqtypytaeI/bAquK39dff91ecnRYuBdmYKwvhoh86xhxcAf3P69hSH3Z8ZFzvnYU8UsTHeiN+VdKT9uY/AHjgyxemmm9Qyz8DBUKc7oWyek/xvLL3TzQSHW4llh7WaSuyfnGvXZtT0xKt0wrIDhfVMBjI5LxzpYzEtdpRafLiFZEkDnO3i6K6+ZeuqYHTpbW4NVreiJFQomX9Hey4rfHspyLAneMUOGz1inGSgzgjn7YSiUgBoDldwzETwcKMLan5fS4PZiWaBN9tZiCb5ww1evIVzz/+UudlSnydRS7FPCvxcl+XfcgdLNIOyG0+Fko5iZLj4ycvB2OBtKImx5XBYWCwS2Zcbi8ayjmDEuSPNekqEkItmB0nETZjMCtwqI8rp68Arnj5Ppge/tcvoIoFbg3IjkU43rL+5gB5hWeOAVG1oIrMZ7Yq9gYArukjzUpJQ5oJQwM66z3ivRHYogPbh+UgLggS/9NYaSzWRZrcppHB8v7afqbsW+q1/E+SHr7tzMy8G9uOcYZl54M8Fah+Y3xaBBFPcu5ZchZVV2BVcWPo7KyEi+99BK2bNkCABg5ciSef/55BAUF2Tiz88MN/NPTQgV+BAAsUilIZfG3FgUHOJ7MWFZOBxIBc0cGSawTe2NqqMWUFgPrFj+FhC9IsLHsmkatxfFSKzNYs0hI1axrmC8aF423qVgDlvf42l6Rkoqf1LOQuq838fJXmRVieztnuw4zlRcX5IMtD1imbuHgy8zJYlLiJO6cTvSlbfbFtJRPfGeX3Wa5XqvDViLeCb2j/E1TtBP7RMsu2WcPXHszBFw0W8glzsNu31Sv7WPkEK52YXmm1Oo4gmtL7JvUKxgJosAJQx8kL5lpMLJjLHLUL0luZQQA+P4W6xkhrL0HN6aFQyOaulco7LT48erJ3Tc5ZcdexY//LPn3emq/GCzccArDbSzzBgBRxulifqQxYPAfy6uQnnq0NtXbX2R5A4R9qLhu3MSF3kGlRKVU4Nj8K6weI5fpQQ6+9daaxY//llr1gZXIxmAN/jPkJ26+LSsBt2UlCI5VKRXwFymdclcL91Pj7KV6u1cZaUvskuDOO+9EQEAAfvrpJ/z0008IDAzEHXfc0daydQjM61ta7uNbTri/AWFjllJMvuct0+QsVwBHGj+XQoQfIm/+UjP8/8VN/XhlMxYKAx9xVC8ApEb645qeEXhhbA+rsrx3Qxp6R/lbzdwvN7CpVQq7IivFMmuNDoWpkf6CKDX+wMU9Vym/k89EOde47aF8v0vZ/tW+B26PQmu4rvw+rjor7hyIOcZkpCwM9RRbBaU6Vr4IQd4qDJdY6J6b/gyRWYFCTiZnM2doIuaNTMYEo+VFfB3xlL347krV39LiZ788WoHiZ7lffD2LiFK+i4nxPeXczQ/NGyko25pcXDuWWwaPHzHtqF+ShWLspIfLgEFMoDfeud6ckF3JKEx9kDUrPL+WmfFBGNIlGI9ZyStoD/xnyb92ZnwwGhaNw6R02x8snMJnSqVlNCJtffAyXM+LSOXXTBzVy+fjyX1Nv3+dlYVbMuOs3pceEf4I91PjYdHSec5Ayjda/O58emNfjDAqWQreeCJI52LDD1f++o7Ky7tGC4xzcuPRi1f3xJOjU0yR767ELovf6dOn8euvv5r+fuGFF5CRkdFWMnUorE0XiKdZxBGSgLRJ/5YB8RjTIwK/HizAP2cMOa9aPdXr2JKvRnhmdoaBlrdW5F2Du+Dunw6Y9pu/0KQGSImVEJQKrJ5tuXTRVzf1EygJDw9PxpyhSVYTdLY2l5v4fO6RhPh64bVre2HhhlMApJUoC6d7mK1LAM/HjzGskHLfsER88u85WXO/vY/Z3ikZvsLAycKdydV7Qlo0vJQKfLr9nOk5mj9SuDYrLMNe7hjUBX1jAjHRSjoFPq19llyOOT6BGgUy44IwpV8sXvrrhF3XtbAtSFS8NVO9AsXPjuMtLX7CdxMwW2368FcOYaSX2zPvN/wv91j/vncIIl/4W3CsvbTmWVpTSLliHx3RDY8tPwrA8G7qee+a5TmWGzUqBbY/Mtxi++mnRmPjqVJE+Fu2JSmaebM24mvbu9Y2955yH7haY727hPji8ZHdsPxIMQBxEIHhf/GsQ88IPwzhRU5PTo/BZBvuLj5eSlx8aazdy+8ZZLHvOMnnIfp7Wv845JbXY4txvJN6luJ6SomaGOKDX2ZmIbe8DlO/3QPAcR8/fru1x/dVSgYxPUI1GBAfbJomdjV2mYF8fHywdetW09/btm2Dj498LiZPglMGpBqheJrF9LXDu+vi6DSOqAAN7r+sq6kjaHVwhyP+RxIRVdzLI9WBMox0FJZpv4IRKAzinHR8buwXY9FZ2srK3tp7I2e58VYpRIt6Wx5jGeEsfw2GYTB7iNGyJiOynOXFAjsfp1RkodTzNU97meXlH2OKiuRHJvNkfXS4tNVEpWTw+Khukv6HUvCr5Uifyz2md3m58LjTZ6aHmaIT5RAPKvx6ZsUHybgw2C+fmGZe3gx+2QEalcnywcciuIPX7Lh3Uy5nqDUF7EajQnCtRGohwBCxyuVWdLS6tpRpa9jyPZQ4w3oeP648XoFS+doAw7J8dw1JlI0EFyNYsq6FjYI7S8rHj6/0Cyx+CsZiv83rWLP+MozVfHgtRW42TAw/oEzKkMDva6P81RazQOWvXI21s4cgq0uwIOF/a1wUWmJweYq3PBzXR07tHSoZ2e0q7LL4ffLJJ5g1axYqKysBACEhIViyZEmbCtZR4Boj11APzRtpyp/HMIyggTO8zhgA7h6cgOtt+C2ZB9zW0ZIOiX+GSsGgEdIvEcuaG7jUWrMGx2vD/o1zhmK4jLJruKbjcvK/uFtiZBDPlFzdMxLT00Jw12XC9R2lBlApix8fk8O58TippaMAYPvDl+OrneeF08HWZLbzPnHXi/BTWwxk4ucLwCJ/lji6l98RcmPToIRgPCmzFqajj4OvBDnS5rljwyTunz1tylpU75YHL5N0GWiNRUvQZnnbq16/FhXG5Rz5iC/Fr5PUwK9UMNDrWOO0vbwc3SP80fzGeOvJdh1WwjgZW441C7NUuYbgKeNvK9PyXD+06q5BGN09wuI4wPE+hK/Et9Qn27QmsYTiJeefbbL4WfGllMMZAQb2B79Y/uba74MDIxARGgIfL4Xk7ITUxykA7Hl8hEUgCZcuyRLHngn/6JZY/PhpuExltuZlaAPsUvxSU1PxxBNP4PTp06ioqEBQUBB+//13pKent7V8bo85Cajh7z4xgbipXyx+OlAABSPyCzNZUcxf6LYy0jurvTiiUEm1dSmrgp9aaUoCrRNNEQqvzc+XZt303pIXxJHpCSnEnbVSweCta5IRGyu0gvCVLe6XRbSljag5uYFhSGKIKRLZHuy9T2ZLrXmbVMCJOV+k0FdTKv+ZpTDyefIcVvx4v+22fsL6oC99HeFxUv5DR/4zCqdKa2X9RO1cplkSaz5+wRJBVWKkrPH8QYrLG6lgbD+DtuqDLJRVJ3VmksEwCnPSX6nZDXF2BAUj31Yc9UXkK34t/RjgTlNLrK4hsPjxdssFd7SXjmFvVaXdJAz/Z8X4YdbInsZtXDu2/AAFhM/L3lVxWoK1IBh7kPoQczO9zz7F7/rrr0dwcDAyMzMRFxdn+wQPQmwpAXiDrcw5rESjtkVrffwc6Y+sKQb8KQhO8VMw5ilCueWS7K1zS16QygZLC4kj2O0kLGVZsVEfrt6mVBYttJ60FE4+W4MZN/iLp+w5ecW+f4CdVoNW9HgtuUe2IgjlyrSYsgeD3tEBpsSuUrTG4sdvsy0phZ9/UyX6+ASEintLpx/FONoHtSaYw9pMh3QAmdnv1epUrxNkE8NPOt7SjwGuLXlJFMBvm+JEwYCl4m5P1Voys9JSBBY/Ky5BZsWPlZzqbWnQhaPWTf7zbInFT9D8GMF/boNdit+FCxewZs2atpalQ9IvNhC/Hy5CKG8JGLG1RAwrOs4aremfYgM1KKhqdLgcqbZ+WVIo/jhaDP5rzE1L8JfYkbqMgpFeNUKKltR3cBf7LWVS9I+1TH1gC7OPn9isIfxzct8Y/HKw0DT4mtpEC7Sa2wcm4JvdeQBsJ/7mEAdnSO0DzOsvi0tViAZg/oBhzzN1dIBpSUfLR8raI7QiypxnxcdPjtYofq9c0xPPruaW67JdjtjvNZLnLzS4SwhOltTCh2ct4n98tjZgxlnuJo5gT4QuHwWjkLQSmfaLLNrO5N6hidh0ugyAY77UfLizODl7RZoVe7lVKeSmeu2hpVO91/SMwJoTJY5dS9LHj+sPzdv4/vI6k68x75wWqk+OPnJ+JHtLJpMk32c30/zs+j4ZNmwYDh061NaydEieu6oHfrwtE1d2MysfXKcll6/HPN1guzXYSrdgjfwXxlqUYw9SV1p6ayZ+vC1TsBg1f3Bp1AqXpeHDAJhnXLjey0agRku+xHtG+uOv2YMdPo/jtqx4u46T9PGzmOoV8v0t/bHrkcvRLzbIsN+k9zn+PL+enoEUY5CCo9PbUndV4D+jFCqITTphG5bKpG+tbHv2SSGoVgs6XWs53ACgyTiiiAdTX/HUkR3Xbo0h7ZkxPUzP0p5iogI0+HyqtGvNZ1PT8dNtAwS527juQqWw7uNnD9zpLWmzpS/z+yD74aZP+V1o3nNj8PvtWZKKjrcXY+qDpFI/2fg+axXT+8fhzkGG/G4tDu7gnbb94csE6bLkFDvT6kcWQTTyMrTW0CmVicEW/I85sZ87Xxwup61SATRqDS5E/GCTlsru6NDZJcQX6+cY6tnaD1EON9P7rFv8+vbtC4ZhoNVq8fXXXyM5ORkajQYsa3AaPnjwoLXTZbl06RKmTZuG3NxcJCUl4aeffkJIiKXVRqlUom9fQz6iLl26YMWKFS26XluiVDC4KSMOBQXmRZ25QVnuS80hxc9JU4Mt6Y/44vlpVBb1VJmsWDzFT8o5WaHAK9f2wtxRhoW+rV7TcTFN12gpkf72RVvxO2C9aWC1fl2NSomBPIukaRBt4QPl1uO1V/EzJW2WmCYROk4byuUUwIZmQ8fL5XKUStBtlwQOPlCBf41jpwKQ8dvibZJrpxoHEpxztNaSxn9/7OHuIYm452fLPtfHS4mpGbGCd5O7j15K+dUa7MUkX4v8nVr2XmpNFj/z+fHBPogP9hHUk8NLqbTaB5k+oFskjW04BaWlvRC/LQ1JNER1c/W0dQ8dSc7P0Z7WW+6VHt41FP7G/l+qzXPPXMkwptUwNHzFr6XXb0Ft1SLXl9bSoRS/lStXtslFFy5ciCuvvBJPPvkkFi5ciIULF2LRokUWx/n4+GD//v1tIkNborUxTWFteTMxJsWvlQ3QMX9C+y5milBlgQatUFHgwynAjjqtt4S2fMGUAsVP+hlaSzQNtH7a7Nfbs/DMn8cFU0HWME/HWips/GAVrq1y1oMG0SBqnuo1w9XdmhXXcYtfKwN1pPy7eFKYLX5CmVviJ9VqSxrDleP8VsvdRi+lwnQdawvZW6MVep9ouS77r89FPdsbJatkeG2W1x4fvCwJ58rrTXJwH05tFmXZyuAOKWxN5Yr3ayQCRFyJqd3wxJJq83xlv0Fr8LPjB7sIPjrbYMqej6I1XzsSONOn1BlYVfwSExPb5KLLly/Hpk2bAACzZs3CqFGjJBW/jop5msL8sP3U5qkkRyx+zsKRQUpqkJcuk7MGsYg1LuMW6G2p3DmS4qA9nY4dRaVgsO3By7A995JpoXn+C/3Q5UkYIbF6hTPpEeGPn2dl2X282ZndvG2z0R+JvzwTN3hw//t4GQbI+GBDygQpRffK7hGYmRWPm/s7L+CL/4Xdki91KR2UX3ezVUjYzsxR6/Z/5bfad65VZ1uHq4KX0qz2Jodapploa6TWabUHbvUce6O0VUoFkkJ8UFzdaFLuAOCDyX3RrNObylk3Zyje2nQayWHOvRdtqYjYsuhx72y4nxrX94nGpFYsbdgWSKX64n7x3zUtLziHy3nHT29linxWMvBV2x/V26LVNyQCplqDu41qdgV3OJvi4mLExBgSh0ZHR6O4uFjyuIaGBmRlZUGlUuHJJ5/EDTfcIFvm4sWLsXjxYgBAUVGR5HRAW1JSYnZ4bW4yBFSw9VUoKCjAV9cnw1vBmmSqrasDADTWVduUs854bF1NVavqVFJchKYq+5bNSg8ytPYr49UW1+TXE3rDV1nFpTI8f1kEuvrpkebfbHFOTWUZCgos1+SVoqiosEXOyqVlVQCA5uYmu+/THRkRWH+2EuUlxdDXCO+NoJ7ctuIiJGkUSOrpi9KLRRb7H80MhrcXrF7/YoWhbeh0unZpo0yz4Vne1ifY4npVVdUoKdEJ5ArSKFBQUIAUbxavXhGHzGjD1Fp9vWG90LrqCkE5C0ZGAdDK1qWy9CIKVPV2y1t8sdb0W6uVL1fMC6Pi8fqWfNRXlKJAYXhnmpuaAACNdbWmcmpqDeUrmw3b/r2rD/49VwHUXEJBY6VJ8asovYgCtfQaqRw1xlRGANAr3Nvh56kzWjVqq8pRUGCfu0GgRoHJPUMkr8Vvs9xg21RdjsoyJT64NhExfsoWtbnmZkMEcnXFJRQU2NeHcDTyFrAvKS5Cgw1XD46xCRq8BSAzlLXeBxkpLS7C4vFdsOKYL8KZWhQUNEmW6w/ghcsigKYqFBRUSR7TknvE9ekNDvbT43sE40JlI4qLiiz6Pa6eZXWG+x+gNryb30/qBr3e3H+UXzK0aVavw8uXRwCQ71tqamoMctbWtLr/uVhchGY7xpQkb4P847uap+n1esO7U1tVadpWXW2QTdlciwcGxyGAjUFWiLkuXB7hq7oGoqL0IirslLP0YhG8GrxtH8ijrNRwTx0ZTx4YGIWfj5ahquwiChoMCitrVGYb7Bjr25M2U/zGjBmDoiLLwfG1114T/G1Iciw90J87dw5xcXE4c+YMRo8ejb59+6Jbt26Sx86ePRuzZ88GAGRlZSE2NlbyuLaEu+aHUwPx+rocjO3XDbExgbhDJIuPj0HR9QsItCmnv18pgFL4+AW0sE6GZWuiY2IQYmdy4NhYoPmNROhZ6WANTg6NOgdAA3yDQtEjKR6vJCWIjjRcOyI8ArGx4XbJGRsTYzOvmBThtWoAOVB5qe2+T1/dFou6Ji181dKvAVfO4qnNqG3UIikhTqatGmSPiY21mV+qQWPoUBQKRbu1Ud1/49Ck0/Ny7RmXMtL4IiIiArGxsYiOZnHHwEpM6hON2FiDxeAZXuomteY8AMA/MMROuQ3XCImIRGyspf+uHHnN5abfCqXK7nv0Ymws5l+TDm+VwvSMvNSnAdTB28/PVM7C64PhpTmOiZnJiI0NRmwsMNS85CsUzD4AegSGRSI21vqamrWNWgD7AQBbHhyOiADHBhcvr5MAGhAYHGp3PStft6/N6tm9AIDQsHDExsbiwVa0NY3mLADAL8jeZ29Gq9MD2GeQLSYWAd72DTmxsUBj32QwjOW0vGG/QY4l03UormlEcpd4KBQM0lNaM0u1R1C2I/j6GpQ0Xzv6dD4r77X9PGNYFvcOrcTYHoZneYuo/GJ9JYDjYBRKm9cO8DcoT95+/q3ofwz3KTIqGhF2+EfHAmh+IwE6ljVFp3upjgNohE/A/7N352FRVf8fwN/DLrvsO8gi+yKCigsuqCgaarlrampY2aalafXLJS3LNsu+FS0uLVqZW5rmvi+IiBuKqKCsCggIss/c3x8maYqCzJ07MO/X8/TkzFzu+Zwzd+585p5zzzGri+OdARYoVaRgWLgbPFwtsMD13pvuWl+5nczrGbRq1DnIwtoODo28wpsjLwZwHto6ug1up6UjHfDhf95LmVYyAMDwsb+/xSFa4rdjx456X7O1tUVubi7s7e2Rm5sLG5sHLxd0Z85Ad3d39OjRAydOnKg38VMnXtbGWDaqXb2v/zvG6tHaO92+G9TlAev/NUZju6Uaknw9aOLYB27XiESuqWMhGvvX9Z1w7/Zsp4Z9mTTkQqXZP13hYf8sg6UKWloyGGjdn5BW3z3xrJYMP4wMqXcfcZ1c8XdqPtpaP3zpszv6+Vhj6/n8Rr+fzuZ3HeeN7KKpL+m+OwJXC0OsHB1a7z7mRrfFm3+df+RYTeDeOzgbm/QB99/h2FANOWb/vbmj6UtwdWtjgf2XbzxwHeRHqW8etoZ41FKNADAu/L8/NqXR0OmqHuRR76dMJsPXQ+tfLOFOV7DY496aQkdb655k40Ht5GBmgJ/H1v/ZbOwNOr62xjh3reyxhozcOVbljWzT+t5LNRviJ01Xb2xsLFasWIFZs2ZhxYoVGDRo0H3bFBUVwdDQEPr6+igoKMDBgwcxc+ZMCaJVvroxfg04E07u6IK21sb1rivZUGKMJ/S2NkZSVsk9Y2oeRNGAQVPX5/XF+etljV5QW500ZHyipZEekqdHNmqMiliqaxs+gOXJIHvcer9/gxOJtRPCcfRKEfxsG3fcOpgZYN/Uzoj88lCj/u5hGnNEzY7ywotd2twzJrc+TZ8mRbxj/c4n7nHu+Pyv+f180KetNUL/+RHaGPeuda3en+3sd3rjSlHDhyXcTcqcq745ONXZg9b+fpQ7P8buTPXyKEdf7objWcVwMW/8RZP/rvTSVEz8AMyaNQvDhw/H999/D1dXV/z2228AgMTERHz99df47rvvcO7cOUyZMgVaWlpQKBSYNWsW/Pz8HrHn5uFBK2PURyaToftD1rZtKDEOvPhhQQh3NkPXR9zQ0JAPj7WxfoO6DeovQ/rTXkPbONix8V+gYmjsXIANudJ0RytdbfTwfFT3/oM5/bMGp5Vx468wPVAjD/6Gdkc2fWJk5eznQe6ex6+ptLVkj/1e3k3N8z44mLWCg1nTelakuHvzTvdpQyd1B6RNVIHHm63C3vT290NDb7gwMdB57OP2TpJpoq+sH+jqdfBLkvhZWlpi586d9z0fFhaG7777DkDLnjT67vUiVUWMsoz1dTCt+6O73lV5LpTyl5Uq79JWBulT5QdrY2mId/t53zNZ+OOo+5wpIaYHUdb7LeZh87hTuIihuX0+GuNxV8JQBgPdhs/tqS7Tivx3RaCG6O1ljRe7uCHW31acoO7iY2OMt6I80a2JszRI8V3fEJIkfppOiulcpPzAq7JoKX/Jqtln+5HU4Sppfd7u01Zp+xLr+Gvqybxuacemh1IvZVzxU5aWnPhJ6c5Qm8Zc8ZPa8xGueHHdGVi1angKoqUlwxdPBooY1b9kMhkWxPgqb39K25NyMPGTQN3NHWo6j5+yyGS3EzEttTvsxdHcvtea0feEWmryjUh165WKd+Ao4+YOZVGjHFTppPwNdadbsrE3IjRVU97OqV3b4OkwJxQXXFdaPNRw6nNW0CDCAybDFZsUEyPH+Ny+W1uVg7qlTL7UpRvlUb755w5BTcn71P1dETO+xkyeLrbm8vl4HA+aKF1V7ozx66DCmQKUwdRAV62uSItJ3Q59XvGTgBRfuFJ8vn4b1x4H04sQ5GD66I2byOOfBe+7i7xyxoPkzOmD1OtlKi/3cTV0Gp6WQt1Ouv8l5mdTU75YpXbnx7wUra2tJcPJ1yJVllj725ngbF6pSspqKdRtRSomfhJS7U0Pqj/wDPV00MfbWiVluVkY4trcPpJ80dmbGsDetPHzuEnlThNpSN4Hdb3md2eao8eZsPxR9r7QGUsPpN+z5BW1XEEODZspQBmfhKRpkcgqqYBVE2Zh0DTqdgZi4ieBfyf7VGEXqMpKko7NY0yiq4nuHHe84ictuYhDPiI9LBGphGmgqHHU7cqOGPR0tOBu2bCJ3OkfanZYcIyfBO7c+q/KLyR1nzyVVEfrn099S0/76ubLlDiO+ty5C5N3uzZ/Lf2zRI/n3xs5JQ3jPup6TmzRmrK8D1FTKXtWerWnph+0O4lfc16thm6rO6c3k7dSnadyaonU7bBg4ieBuo+cuh0NpBH+HeOnGSd/sT9mto+5wsidCXfV6c5bejxSTuDcGDzUCOAYP0loyhcuqac7V/w0ZR4/Mb/rDr3UBbeqah/rb++0v5YG/Pw2a+AyeM1ViIMZfjqeDYdmcpOXhnz01Yh6Zdwt+9OopupO+Cr4+XXl7ShcLLglejnUfER5WcFEXwdj2ztKHYpKiHlHe4SbxWP/bd3NHWr2paBsabN7Ie9mpdRhiGpapDv8bI0R3szm0iPVULdPOBM/CaniYHBpbQiX1oYqKImaC2tjfRQv6AeFIOD6tTypw9FYM3t44MV1Z2BhqCt1KKLytDKCp1XLvgtUS0uG/r7iryGrLOqWiLR06tbFzsRPAlJO9kkE3P6iaulXmu5MraGutZzatQ3Ghzujla621KGQhmFXr2rI/vN/dcHETwL/3tyhbocDUctRN52LGn/MjPV5CibV0YR5BtWJlEv5PYwGDCtWP5zOhYiIVG18uBNM9XUQ42sjdSgaRd2+6/lzUwLq+iuAqCXi54zoNndLI9xY0E/qMDSQep2EmPhJgNO5EKkOu7eI/sUJw1VP3X58sqtXAnVX/CSNgkhD8INGRBJSt1OQJInf77//Dn9/f2hpaSExMbHe7bZu3Qpvb294enpi0aJFKoxQXP8u76NuhwNRy8NPGRFJSd3OQZIkfgEBAVi7di0iIyPr3UYul2Pq1KnYsmULUlJSsGrVKqSkpKgwSvE0l+V9iFoCdTvpEpGGUbOTkCRj/Hx9fR+5TUJCAjw9PeHu7g4AGDlyJDZs2AA/Pz+xwxMd7+olEt+/V9aljYOINNOd8fyqWKWrMdR2jF92djacnZ3rHjs5OSE7O1vCiJSHX0hEqsObO4hISup2BhLtil/v3r2Rl3f/clALFy7EoEGDlF5efHw84uPjAQB5eXnIyclRehkPk5+f3+BtK6tur1t562axyuNsqsbUszljPZu/mpoaAEDlrZvN7nP2OFrye3k31rPlaOl1vHPFr7y0RK3OQaIlfjt27GjS3zs6OiIzM7PucVZWFhwd619UPi4uDnFxcQCAsLAwODg4NKn8x9HQMlsZXAVQChOz1pLE2VTNMebHwXo2b7q6FwEAhsamLbaO/8V6tiyaUM+WXEeZ7AQAAUamZmpVT7Xt6g0PD0daWhrS09NRXV2N1atXIzY2VuqwlOLbYcF4KtAO4S7mUodCREREIlK3rl5JEr9169bByckJhw8fxoABAxAdHQ0AyMnJQUxMDABAR0cHS5cuRXR0NHx9fTF8+HD4+/tLEa7SObduhTUTwtHBpbXUoRC1eBxLS0RSUrdTkCR39Q4ZMgRDhgy573kHBwf89ddfdY9jYmLqEkEiosehbiddItIwanYSUtuuXiKipvh3TWw1O+sSkUa4M4OHlpplfkz8iKhFU69TLhFpGnX77cnEj4haNHU76RIRSYmJHxG1aMz7iEhK6vbjk4kfERERkUjULO9j4kdELZu6/domIpISEz8iapFk//k/EZEq3fnRqW4zCzDxI6IWidO5EJGU/p3ORb2oWzxEREqhUNw+62ox7yMiCSjuJH5qdg5i4kdELdK/J101O+sSkUZQCHd+fKrXOYiJHxG1SHdOuup1yiUiTVGX+KlZpqVm4RARKce/v7YlDoSINJK69jow8SOiFkn+z1lXzc65RKRhdNQs01KzcIiIlEOhpgukE5Fm0VazX59M/IioRVLX8TVEpFmY+BERqcCdK37qdcolIk2jrWYDjZn4EVGLpK5TKRCRZlGzvI+JHxG1THXTuajZSZeINIu2mp2DmPgRUYukUNPlkohIs8hk6nUWkiSa33//Hf7+/tDS0kJiYmK927m5uSEwMBAhISEICwtTYYRE1Nz9e8VPzX5uE5FGUbdTkCSJX0BAANauXYvIyMhHbrt7924kJyc/NEEkIvqvBf18AACm+ur1a5uINMPC/j7Q05ZBX1u9zkE6UhTq6+srRbFEpEEmdnTBqFBH3LieJ3UoRKSB3uzthVcj26C44LrUodxDksSvoWQyGfr27QuZTIYpU6YgLi6u3m3j4+MRHx8PAMjLy0NOTo6qwgQA5Ofnq7Q8qbCeLYsm1LOgoEAjuns14b0EWM+WRBPqCKhfPUVL/Hr37o28vPt/aS9cuBCDBg1q0D4OHDgAR0dHXL9+HX369IGPj0+93cNxcXF1iWFYWBgcHBweP/jHJEWZUmA9WxZNqKcm1BFgPVsaTainJtQRUK96ipb47dixo8n7cHR0BADY2NhgyJAhSEhIaNC4QCIiIiK6n3qNOLzLrVu3UFpaWvfvbdu2ISAgQOKoiIiIiJovSRK/devWwcnJCYcPH8aAAQMQHR0NAMjJyUFMTAwA4Nq1a+jatSuCg4PRoUMHDBgwAP369ZMiXCIiIqIWQZKbO4YMGYIhQ4bc97yDgwP++usvAIC7uztOnjyp6tCIiIiIWiyZIPwzy2kLYmVlBTc3N5WWmZ+fD2tra5WWKQXWs2XRhHpqQh0B1rOl0YR6akIdAWnqmZGRgYKCgge+1iITPymEhYVpxCTTrGfLogn11IQ6AqxnS6MJ9dSEOgLqV0+1vbmDiIiIiJSLiR8RERGRhmDipyQPW1WkJWE9WxZNqKcm1BFgPVsaTainJtQRUL96cowfERERkYbgFT8iIiIiDcHEj4iIiEhDMPF7iMzMTPTs2RN+fn7w9/fHkiVLAAA3btxAnz594OXlhT59+qCoqAgAIAgCXn75ZXh6eiIoKAhJSUl1+5o5cyb8/f3h6+uLl19+GerSw67MOr7xxhsICAhAQEAAfv31V0nqU5/G1vP8+fOIiIiAvr4+Pvroo3v2tXXrVnh7e8PT0xOLFi1SeV0eRpn1nDhxImxsbNRuqURl1bG+/agLZdWzsrISHTp0QHBwMPz9/TFnzhxJ6lMfZR6zACCXy9GuXTsMHDhQpfV4FGXW083NDYGBgQgJCUFYWJjK6/IwyqxncXExhg4dCh8fH/j6+uLw4cMqr8+DKKuOqampCAkJqfvP1NQUn332mfgVEKheOTk5wvHjxwVBEISbN28KXl5ewtmzZ4UZM2YI77//viAIgvD+++8LM2fOFARBEDZv3iz069dPUCgUwuHDh4UOHToIgiAIBw8eFDp37izU1tYKtbW1QqdOnYTdu3dLUqf/UlYdN23aJPTu3VuoqakRysrKhLCwMKGkpESaSj1AY+t57do1ISEhQXjzzTeFxYsX1+2ntrZWcHd3Fy5duiRUVVUJQUFBwtmzZ1VfoXooq56CIAh79+4Vjh8/Lvj7+6u2Eo+grDrWtx91oax6KhQKobS0VBAEQaiurhY6dOggHD58WMW1qZ8yj1lBEISPP/5YGDVqlDBgwADVVaIBlFlPV1dXIT8/X7UVaCBl1nPcuHHCt99+KwiCIFRVVQlFRUWqq8hDKPuYFYTb3y22trZCRkaG6PHzit9D2NvbIzQ0FABgYmICX19fZGdnY8OGDRg/fjwAYPz48Vi/fj0AYMOGDRg3bhxkMhk6deqE4uJi5ObmQiaTobKyEtXV1aiqqkJNTQ1sbW2lqtY9lFXHlJQUREZGQkdHB0ZGRggKCsLWrVulqtZ9GltPGxsbhIeHQ1dX9579JCQkwNPTE+7u7tDT08PIkSOxYcMGldblYZRVTwCIjIyEhYWFymJvKGXVsb79qAtl1VMmk8HY2BgAUFNTg5qaGshkMtVV5BGUecxmZWVh8+bNmDx5ssribyhl1lOdKaueJSUl2LdvHyZNmgQA0NPTg7m5ucrq8TBivJc7d+6Eh4cHXF1dRY+fiV8DZWRk4MSJE+jYsSOuXbsGe3t7AICdnR2uXbsGAMjOzoazs3Pd3zg5OSE7OxsRERHo2bMn7O3tYW9vj+joaPj6+kpSj4dpSh2Dg4OxdetWlJeXo6CgALt370ZmZqYk9XiUhtSzPvXVXx01pZ7NhbLqePd+1FFT6ymXyxESEgIbGxv06dOnxdbz1VdfxYcffggtLfX+amtqPWUyGfr27Yv27dsjPj5e7HAfW1PqmZ6eDmtrazzzzDNo164dJk+ejFu3bqki7EZR1jlo9erVGDVqlFhh3kO9Px1qoqysDE899RQ+++wzmJqa3vOaTCZ75K/nixcv4ty5c8jKykJ2djZ27dqF/fv3ixlyozW1jn379kVMTAw6d+6MUaNGISIiAtra2mKG/FiaWs/mQhPqqaw6Pmw/6kAZ9dTW1kZycjKysrKQkJCAM2fOiBXuY2tqPTdt2gQbGxu0b99ezDCbTBnv54EDB5CUlIQtW7bgyy+/xL59+8QK97E1tZ61tbVISkrC888/jxMnTsDIyEjtxlQr6xxUXV2NjRs3YtiwYWKEeR8mfo9QU1ODp556CmPGjMGTTz4JALC1tUVubi4AIDc3FzY2NgAAR0fHe65yZWVlwdHREevWrUOnTp1gbGwMY2Nj9O/fX20GqQLKqSMAvPXWW0hOTsb27dshCALatm2r4po8XGPqWZ+H1V9dKKOe6k5ZdXzQftSJst9Lc3Nz9OzZU62GYQDKqefBgwexceNGuLm5YeTIkdi1axfGjh0reuyNoaz38845x8bGBkOGDEFCQoJ4QT8GZdTTyckJTk5OdVenhw4des/NhFJT5mdzy5YtCA0NVdkQMCZ+DyEIAiZNmgRfX19Mnz697vnY2FisWLECALBixQoMGjSo7vmVK1dCEAQcOXIEZmZmsLe3h4uLC/bu3Yva2lrU1NRg7969atPVq6w6yuVyFBYWAgBOnTqFU6dOoW/fvqqvUD0aW8/6hIeHIy0tDenp6aiursbq1asRGxsrauyNoax6qjNl1bG+/agLZdUzPz8fxcXFAICKigps374dPj4+osXdWMqq5/vvv4+srCxkZGRg9erV6NWrF3766SdRY28MZdXz1q1bKC0trfv3tm3b1OrOe2XV087ODs7OzkhNTQVwewycn5+feIE3grLPs6tWrVJZNy8A3tX7MPv37xcACIGBgUJwcLAQHBwsbN68WSgoKBB69eoleHp6ClFRUUJhYaEgCLfvnnvhhRcEd3d3ISAgQDh27JggCLfv1omLixN8fHwEX19fYdq0aVJW6x7KqmNFRYXg6+sr+Pr6Ch07dhROnDghYa3u19h65ubmCo6OjoKJiYlgZmYmODo61t2lvHnzZsHLy0twd3cXFixYIGW17qPMeo4cOVKws7MTdHR0BEdHR+G7776Tsmp1lFXH+vajLpRVz5MnTwohISFCYGCg4O/vL8ybN0/imt1LmcfsHbt371a7u3qVVc9Lly4JQUFBQlBQkODn59eiz0EnTpwQ2rdvLwQGBgqDBg0Sbty4IWXV6iizjmVlZYKFhYVQXFyssvi5ZBsRERGRhmBXLxEREZGGYOJHREREpCGY+BERERFpCCZ+RERERBqCiR8RERGRhmDiR0SkRHPnzsVHH30kdRhERA/ExI+IiIhIQzDxIyJqooULF6Jt27bo2rVr3UoDn3/+Ofz8/BAUFISRI0dKHCER0W06UgdARNScHT9+HKtXr0ZycjJqa2sRGhqK9u3bY9GiRUhPT4e+vn7dkmlERFLjFT8ioibYv38/hgwZAkNDQ5iamtat3RwUFIQxY8bgp59+go4Of2MTkXpg4kdEJILNmzdj6tSpSEpKQnh4OGpra6UOiYiIiR8RUVNERkZi/fr1qKioQGlpKf78808oFApkZmaiZ8+e+OCDD1BSUoKysjKpQyUi4hg/IqKmCA0NxYgRIxAcHAwbGxuEh4dDJpNh7NixKCkpgSAIePnll2Fubi51qEREkAmCIEgdBBERERGJj129RERERBqCiR8RERGRhmDiR0RERKQhmPgRERERaQgmfkREREQagokfERERkYZg4kdERESkIZj4EREREWkIJn5EREREGoKJHxEREZGGYOJHREREpCGY+BERERFpCEkTv61bt8Lb2xuenp5YtGhRvdv98ccfkMlkSExMVGF0RERERC2LjlQFy+VyTJ06Fdu3b4eTkxPCw8MRGxsLPz+/e7YrLS3FkiVL0LFjxwbv28rKCm5ubkqO+H41NTXQ1dUVvRxNxfYVD9tWXGxfcbF9xcO2FZeq2jcjIwMFBQUPfE2yxC8hIQGenp5wd3cHAIwcORIbNmy4L/H7v//7P7zxxhtYvHhxg/ft5uamkquDOTk5cHBwEL0cTcX2FQ/bVlxsX3GxfcXDthWXqto3LCys3tckS/yys7Ph7Oxc99jJyQlHjx69Z5ukpCRkZmZiwIABj0z84uPjER8fDwDIy8tDTk6O8oP+j/z8fNHL0GRsX/GwbcXF9hUX21c8bFtxqUP7Spb4PYpCocD06dOxfPnyBm0fFxeHuLg4ALczXVX9YuEvI3GxfcXDthUX21dcbF/xsG3FJXX7SnZzh6OjIzIzM+seZ2VlwdHRse5xaWkpzpw5gx49esDNzQ1HjhxBbGwsb/AgIiIiekySJX7h4eFIS0tDeno6qqursXr1asTGxta9bmZmhoKCAmRkZCAjIwOdOnXCxo0bH9pvTURERET1kyzx09HRwdKlSxEdHQ1fX18MHz4c/v7+eOedd7Bx40apwiIiIiJqsSQd4xcTE4OYmJh7nps/f/4Dt92zZ48KIiJ1cDavFG9sSkGUSyu8YmcPLS2Z1CERERG1CGp7cwdppg1n8jD25yRU1iqw+ZyAH88UIX5YMMKczaUOjYiIqNnjkm2kFhQKAfO3XcDgZcfg0roV1j8Tjvk9HHG1qAIdPtuP8atOIL+sSuowiYiImjVe8SPJlVXVYvyqE1h7Og8xvjZY2N8bIY7maGcux0tRAXhl/Vn8nJSNdafzsKC/N17o7AYdbf5mISIiaix+e5KkLhfeQsTnB7D+TB6mRbrju2FBCHE0r3vd3FAPK0a3w9GXu8LX1hivrD+LwI/2Yv/lQumCJiIiaqaY+JFkdl7IR/hn+3G1qAKfDw7A/H7esDdr9cBt2zub48jLXfHtsCAUV9Qg8stDGL4iETkllSqOmoiIqPli4kcqJwgCluy7jOhvj8LcQBcrRoVgSoQrjPUfPvJAJpNhcidXXJzdC89FuGLD2Tx4vb8L7+9MQ3WtQkXRExERNV9M/EilKmvkmPjrSby64Sy6tbHAj2NCMDjQvlFj9oz0dfDV0CAkT++OMGczvPnXefh8sBt/n78uYuRERETNHxM/Upmckkr0+N8hLD+WiWc7umD5yBB0drN87P352plg79QuWDW2HeQKAf2+PYqB3x1Fxo1yJUZNRETUcjDxI5U4cqUIYZ/tw6ncm/hwoC8WP+EHVwtDpex7ZDsnpM7qgend3bEzrQA+i3bj/7acR0WNXCn7JyIiaimY+JHolidkovuXh6AFGZaNCMEr3dxh1kpXqWUY6Org41h/nJ3RA909LLFgRxq83t+FdadzIQiCUssiIiJqrpj4kWhq5Qq8uv4Mnvk1GSEOplgxKgTDQxygpyPeYeduZYS/p3TChonhMNDRwpPLE9Hrq8NIvV4mWplERETNBRM/EkXhrWpExx/Fkv3pGNXOAT+OCUFUW2vIZKpZdzfW3w7n3+iJ/+vthcTMYgQs3oPpG86gtLJWJeUTERGpIyZ+pHSnc28i/LP92J9eiDl92uKLIYFoa22i8jh0tLUwv78Pzs/qiRhfG3y6Lx0e7+/ET8ez2P1LREQaSdLEb+vWrfD29oanpycWLVp03+tff/01AgMDERISgq5duyIlJUWCKKkx/jiVg4jPD6C0qhbfDg3CrChPWBrpSRqTo1krbJjYATumdIK1kR6e/uUEIj4/gFM5NyWNi4iISNUkS/zkcjmmTp2KLVu2ICUlBatWrbovsRs9ejROnz6N5ORkzJw5E9OnT5coWnoUhULAnK2pGLriONpYGOLHUSF4OswZBrraUodWJ6qtNU6/3gOLYnyQml+Gdp/sxXO/n0JRebXUoREREamEZIlfQkICPD094e7uDj09PYwcORIbNmy4ZxtTU9O6f9+6dUtl48OocUora/Hk8mOYv/0CnvCzxU+jQ9DP1xZaWur3fmlpyfBGlBfSZvXCsGB7fHv0Ctzf24n4w1egULD7l4iIWraHr5ElouzsbDg7O9c9dnJywtGjR+/b7ssvv8Qnn3yC6upq7Nq1q979xcfHIz4+HgCQl5eHnJwc5Qf9H/n5+aKXoe7SiyoxccMlXLxRialh1pgSZgNLWTlycpo+ibLY7ftJlAPG+ppi9o6rmLLmFJbsTcOHfVzRzt5I1HLVAY9dcbF9xcX2FQ/bVlzq0L6SJX4NNXXqVEydOhW//PILFixYgBUrVjxwu7i4OMTFxQEAwsLC4ODgoJL4VFWOOtqWeh0jVqVCEIAvnwzE0+2dYPSI9XYbS+z2dXAABrT3wpcHMzBv2wUM/OU8xoY64uNYf9iY6ItattQ0+dhVBbavuNi+4mHbikvq9pWsq9fR0RGZmZl1j7OysuDo6Fjv9iNHjsT69etVEBk9iiAI+GTvJfT/9iisjPSwYlQInu3kqvSkT1VkMhle7NoGF2f1woRwZ6xOzoHHezvx6d5LqJUrpA6PiIhIaSRL/MLDw5GWlob09HRUV1dj9erViI2NvWebtLS0un9v3rwZXl5eqg6T/qOiRo7xq5Lx2sYU9PCwxI+jQjEowB7aajier7HMDHWxbGQIEl7pigA7E0zfmIKAxXuw91KB1KEREREphWSXaHR0dLB06VJER0dDLpdj4sSJ8Pf3xzvvvIOwsDDExsZi6dKl2LFjB3R1ddG6det6u3lJNbKKKzBk+TEkZpbguQhXzI7yhEtr5ay3q07aOZnj0MtdsfxYJt766zx6/O8wngy0w5LBAXAybyV1eERERI9N0r65mJgYxMTE3PPc/Pnz6/69ZMkSVYdE9TiUfgNPLk9EaVUtPnrCD892coGpgXLX21UnMpkMz3RwwYgQB8z4MwXfH83ElvO78FaUF17v6QF9HfWZpoaIiKihuHIHPdJ3R66gx1eHoKstw7KRwXi5W5sWnfTdzVBPB18+FYSTr0Wik0trvL01Fd6LduOvlGtSh0ZERNRoTPyoXjVyBV5cexrP/n4K7R3NsGJUCIYFO0BXW/MOG29bE+x6oTN+fToUAoAB3yegf/wRXC68JXVoREREDaZ53+DUIPllVej7zRF8eTADT7d3xMrR7dDLy1rjJ9EeHuKIC2/0xOs93LH3ciF8P9iNNzefQ3l1rdShERERPRITP7pPcnYJwj/bj0MZNzA/2hufDQ6Al7Wx1GGpDX1dbSx+wh9nZ/REL08rvL/rIjzf34U/TuVAELj6BxERqS8mfnSP30/moMsXB1FRI8e3w4Ixo6cHLAz1pA5LLbWxNMSWuE7YNCkcxno6GLriOHr87xDOXSuVOjQiIqIHYuJHAACFQsBbf53D8JXH4WllhJWj2mFseycY6PLu1UcZ4GeHlJk9MKdvW5zIvonAj/bilXVncLOyRurQiIiI7sHEj1BSUYNBy47hvZ0XMTjADj+PaYdoHxtotYBJmVVFR1sLc6O9kfpGDzzhZ4svDqTD471dWHksk92/RESkNpj4abgL+WXo9PkBbD1/HW/09MDXTwUiwN5U6rCaLXuzVlj3TDh2Ph8BW2N9jF+djI5L9iM5u0Tq0IiIiJj4abKt56+jw2f7kVdaiaVDAvBO37awNTWQOqwWoaenFU693h2LB/riYkE52n+6D5N/PYkb5dVSh0ZERBqMiZ8GEgQBH+66iJjvjsLWWB8rR7bD5E6uMNSTdCGXFkdLS4bXe3oibXYvjAh2wPJjV+G+cCf+dzAdcgW7f4mISPWY+GmY8upajPn5BN7YfA69Pa3w4+h2eCLADtoczycaSyM9/PJ0exx8qSs8LI0wde0ZhHy8F4czbkgdGhERaRgmfhrkalE5un15CKtPZGNqZzf8MDIYHVxbSx2Wxujo2hqJ07rhf08G4npZFTp/cRCjfzqOvJuVUodGREQagomfhjhwuRDhn+1H6vUyfBLrh/cG+MDJ3FDqsDSOTCbD813ckDarFyZ1cMbvJ3Ph+f4ufLT7ImrkCqnDIyKiFk7SxG/r1q3w9vaGp6cnFi1adN/rn3zyCfz8/BAUFISoqChcuXJFgiibv28OZ6DX14dhoKON5SNDMLVrG5ga6EodlkYzbaWL70aE4Pi0bgi2N8WMTefg9+Ee7EorkDo0IiJqwSRL/ORyOaZOnYotW7YgJSUFq1atQkpKyj3btGvXDomJiTh16hSGDh2KmTNnShRt81Rdq8Dza07huTWnEe5kjpWjQvBUkD10tXmhV10EOZjhwEtdsGJkCCqq5Yj6+jAG/5CAzKIKqUMjIqIWSLIMICEhAZ6ennB3d4eenh5GjhyJDRs23LNNz549YWh4uzuyU6dOyMrKkiLUZul6aRV6f3MYXx++gvFhTlg5uh26e1pBJuNNHOpGJpNhXLgzLszuiZe6umHr+Xy0XbQL87alorJGLnV4RETUgkg2f0d2djacnZ3rHjs5OeHo0aP1bv/999+jf//+9b4eHx+P+Ph4AEBeXh5ycnKUF2w98vPzRS/jcZy+Vo6JGy6ioLwWb3axw7gQC7SqLkFOTvOaRFhd21dMszpaYkRbI8zecQVz/76Abw+l470oF/T2MFdqOZrYtqrE9hUX21c8bFtxqUP7NouJ23766SckJiZi79699W4TFxeHuLg4AEBYWBgcHBxUEpuqymmo1SeyMfHXVJga6OKHESEYGmwPfZ3mu96uurWvKjg4APv83bHmZA5m/JmC8esvobeXFb4aGgRPKyMllqN5batKbF9xsX3Fw7YVl9TtK1lXr6OjIzIzM+seZ2VlwdHR8b7tduzYgYULF2Ljxo3Q19dXZYjNilwhYNamcxj1UxJ8bIzx46gQjA51bNZJn6YbGuyA1Fm98EZPDxy+UgS/D3dj5qYU3KqqlTo0IiJqpiRL/MLDw5GWlob09HRUV1dj9erViI2NvWebEydOYMqUKdi4cSNsbGwkilT9FVfU4InvE/DB7ot4KtAOP45uhz7eNhzP1wLo6Whh0UA/nJ3RA33aWmPx7kvweH8Xfj2RDUHg6h9ERNQ4kiV+Ojo6WLp0KaKjo+Hr64vhw4fD398f77zzDjZu3AgAmDFjBsrKyjBs2DCEhITclxgScP5aKTou2Y9tF/Ixq5cnvhoaBH87U6nDIiVztTDE5skd8dfkDjAz0MHIn5LQdelBnM0rlTo0IiJqRiQd4xcTE4OYmJh7nps/f37dv3fs2KHqkJqVTSnXMObnJGjLZPj6qUCMDnXkerstXH9fW/T1tsF7O9Lw0Z5LCP5oD57v7IYF/X1g1opzMxIR0cNxQrdmSBAEvL8zDbE/JMDB1AA/jgrBMx1cmPRpCG0tGf6vb1ukzuqJQQF2+PJgBjze24llCVehULD7l4iI6sfEr5m5VVWLUT8l4c2/zqNvW2v8OLodBvjbQVuL4/k0jZ2pAf6YEI7dL0TAwdQAE389ifDP9uN4ZrHUoRERkZpi4teMXLlRjq5LD+K35By83LUNvh8ejDBnc6nDIol197BC8mvd8fETfsgoKkf4Z/sxcXUyCm9VSx0aERGpGSZ+zcTeSwUI+2w/LhbcwmeD/LGgvw8czVtJHRapCS0tGab38EDarF4YHeqIlYmZcF+4E0sPpEPO7l8iIvoHEz81JwgC/ncwA72/PgJjPW2sGBWCF7q4wcSA4/nofhZGevhpTCgOv9wVba2N8NK6Mwj6aA8Opt+QOjQiIlIDTPzUWFWtHHG/n8LUtafRybU1Vo5uhyeDHKCjzbeNHi7cpTUSXu2Gr4cGofBWNbouPYiRPx5H7s1KqUMjIiIJ8bKRmsq7WYmnViTiUEYRngl3xv/18UIbS+Ut10Utn0wmw5QIV4xu54DX/kzB8mOZ2JRyDe/0aYsRXhwmQESkiXjpSA0lZhYj7LP9SMoqwfsxPvhkkD+TPnpsJga6iB8WjKRpkWjnaIY3Np9D92Vn8FtyDqd/ISLSMEz81MxPx7PQbelBKBQCvh8ejOndPWDOiXlJCQLsTbH/xS74cVQ7CABG/HgcAYv3YP3pXC7/RkSkIZj4qQm5QsCMP1Pw9C8n4GdrgpWjQjAq1BF6OnyLSLnGhjnhwMQAfDbIH7eq5RiyPBHBH+3F5pRrTACJiFo4ZhVqoKi8GjHfHsVHey5heLA9fhrTDr29bSCTcVJmEoe2lgyvRLrj4uye+HCgL25U1GDg9wlo/+l+bEu9zgSQiKiFYuInsZS8UnRYsh+7Lhbg7d5e+PLJQPjamkgdFmkIXR1tzOjpictv9sLC/j7IvVmJ6Pij6PT5Aey+WCB1eEREpGRM/CS08UweOi7Zj6LyGnwzNAhv9vaClbG+1GGRBtLT0cabvb1w+c1emNO3LTJulKPXV4fR9YsDOHC5UOrwiIhISSRN/LZu3Qpvb294enpi0aJF972+b98+hIaGQkdHB2vWrJEgQnEoFALe3X4Bg5Ydg0vrVlg5qh0mhDujla621KGRhmulp4O50d5IfzMKb0Z54vz1MnT78hB6/u8Qjl4pkjo8IiJqIskSP7lcjqlTp2LLli1ISUnBqlWrkJKScs82Li4uWL58OUaPHi1RlMpXVlWL4T8exztbU9HfxwY/jW6HGD9baGlxPB+pD0N9HSyM8UX6W73xend3JOeUoNPnB9D3myM4nlksdXhERPSYJEv8EhIS4OnpCXd3d+jp6WHkyJHYsGHDPdu4ubkhKCgIWloto0c6vbAcnb84gHWnc/FqZBt8PzwI7ZzMpQ6LqF4mBjpYHOuPjLd645VubZBwtQhhn+3HwO+O4lTOTanDIyKiRpJs5Y7s7Gw4OzvXPXZycsLRo0cfe3/x8fGIj48HAOTl5SEnJ6fJMT5Kfn5+g7c9cPUmpvx5GbUKAe/1dMTQADMIt4qQc4vdZ/VpTPtS4zxO287sYIG4QFN8fCgLv54tQPDHe9HP0wwzuzjC24orgdyNx6642L7iYduKSx3at8Us2RYXF4e4uDgAQFhYGBwcHFRS7qPKEQQBSw9kYNrGi3A1b4WPY/0w0M+W6+02kKreR030OG3rAOB7Dxe8X1qFt7ecxy8nsvH3xRQMDbbHu/184G1jrPxAmykeu+Ji+4qHbSsuqdu3QdnHF198gaIi5V6ZcnR0RGZmZt3jrKwsODo6KrUMqVXVyjHp15N4ef0ZdHWzwI9jQjA40J5JHzV7Nib6iB8ejLRZvTA+zAl/nr0Gvw93Y8xPSbhUcEvq8IiIqB4NykCuXbuG8PBwDB8+HFu3blXK5K7h4eFIS0tDeno6qqursXr1asTGxjZ5v+oi92YlevzvMJYdy8SzHV2wYlQIOrtZSh0WkVLZmxlg2ah2uDC7J0a1c8Qfp3LhvWgXnll1AldulEsdHhER/UeDEr8FCxYgLS0NkyZNwvLly+Hl5YU333wTly5deuyCdXR0sHTpUkRHR8PX1xfDhw+Hv78/3nnnHWzcuBEAcOzYMTg5OeH333/HlClT4O/v/9jlqdLRK0UI+3QfTuaU4IMBvlj8hB9cLQylDotINM7mhvhpTCjOvdEDQ4Md8POJbHi+vwtxv51EVnGF1OEREdE/GjzGTyaTwc7ODnZ2dtDR0UFRURGGDh2KPn364MMPP3yswmNiYhATE3PPc/Pnz6/7d3h4OLKysh5r31JZcSwTcb+fgrWRHpaNCMGQQHuut0sao42lEVY/3R5pBWWYvekclh3LxIrETEzu6Iq3+3jB3tRA6hCJiDRagxK/JUuWYOXKlbCyssLkyZOxePFi6OrqQqFQwMvL67ETv5akVq7AjE0p+GxfOsKdzfB+jC96eVlxvV3SSF5WxlgzIRznrt3E7M3n8c3hDHyfcBXPRbjird5esOYKNUREkmhQ4nfjxg2sXbsWrq6u9zyvpaWFTZs2iRJYc1J4qxojfjyOnWkFGBXigLn92qKtNdfbJfK1NcX6iR1wKqcEb/51Hl8cSEf8kSuY2sUNs3p5wdJIT+oQiYg0ykMTvxs3bgAAXnnllXse32FhYQFfX1+RQmsezuTexKBlx5BZXIE5fdripW5t+GVG9B9BDmbYNLkjkjKL8eaW8/h4z2V8degKXunWBjN6esK8la7UIRIRaYSHJn7t27eHTCZ74F28MpkMly9fFi2w5uCvtCK8ujUZrXS1ET80CCPbOcKA6+0S1SvU2Rxb4zrhyJUbeHtLKt7beRGfH0jHa909ML27O0wNmAASEYnpoYlfenp6va8pY0qX5kqhEDB/+wXM23YZAXYmWDzQF329bbjeLlEDdXK1wI7nIrD/ciH+b0sq5m27gM/2XcbMnh54uZs7jPVbzNzyRERqpUG3m77zzjv3PFYoFBg7dqwoATUHtQoB21Pz0dfdFD+NDkE/X1smfUSPoZu7JfZM7Ywdz3VCgJ0J3tqSCtd3d+Cj3ZdQXl0rdXhERC1OgxK/zMxMvP/++wCAqqoqDBkyBF5eXqIGps70dLTw95ROiI/1QLCjudThEDV7UV7WOPBSV2yZ3BFe1kaYsSkFrgt2Ysm+y6iskUsdHhFRi9GgxO+HH37A6dOn8f777+OJJ55Az549MXfuXJFDU2/G+jrQ5dJrRErVz9cGR17phg3PhMHFvBVe3XAWbRbuxP8OZqC6ViF1eEREzd5DM5ekpCQkJSXhxIkTeOWVV/Drr7/Cy8sLkZGRSEpKUlWMRKRhYgPskTitG9aMaw8bY31MXXsa7gt34rsjV1AjZwJIRPS4HjqC+rXXXrvncevWrZGSkoLXXnsNMpkMu3btEjU4ItJcMpkMTwU74Mkge6w+kY0FO9Lw7O+n8O72NMzv540xoY7Q4VV3IqJGeWjit3v3blXFQUT0QDKZDKNCnTCynSNWJmbi/Z0XMWF1MuZvu4B3+3tjRIgjtHlzFRFRgzTo5/K1a9cwadIk9O/fHwCQkpKC77//XtTAiIjuJpPJMD7cBefe6In4oUGQyYAxP5+A34e7seZkDhQKzZ1iioiooRqU+E2YMAHR0dHIyckBALRt2xafffaZmHERET2QTCbDsxGuuDCrF5YOCUCNXIFhK48j8KM92HAmT6PnGCUiepQGJX4FBQUYPnw4tLRub66jowNt7aavULF161Z4e3vD09MTixYtuu/1qqoqjBgxAp6enujYsSMyMjKaXCYRtQxaWjJM7doGF2b1wiex/iirkmPwsmMI/ngv/jp3jQkgEdEDNCjxMzIyQmFhIWSy2+Nojhw5AjMzsyYVLJfLMXXqVGzZsgUpKSlYtWoVUlJS7tnm+++/R+vWrXHx4kVMmzYNb7zxRpPKJKKWR0dbC9O6u+Pi7J74YIAvbtyqwYDvEhD26X5sT81nAkhEdJcGJX6ffPIJYmNjcenSJXTp0gXjxo3DF1980aSCExIS4OnpCXd3d+jp6WHkyJHYsGHDPdts2LAB48ePBwAMHToUO3fu5EmciB5IV0cbM3t54vJbvfBuP29k36xE3/gjiPj8APZcLJA6PCIitdCgBTFDQ0Oxd+9epKamQhAEeHt7Q1e3aYupZ2dnw9nZue6xk5MTjh49Wu82Ojo6MDMzQ2FhIaysrO7bX3x8POLj4wEAeXl5deMRxZSfny96GZqM7Suelt62E/2NMbqtL/53LA/Lk/PR86vD6OhojNndHBHuaCx6+S29faXG9hUP21Zc6tC+DUr8ysvL8cknn+DKlSv49ttvkZaWhtTUVAwcOFDs+BosLi4OcXFxAICwsDA4ODiopFxVlaOp2L7i0YS2/cjVGfOeqMXCHWmIP3IFg1enoqenJRYN8EUHl9ailq0J7Ssltq942Lbikrp9G9TV+8wzz0BPTw+HDx8GADg6OuLtt99uUsGOjo7IzMyse5yVlQVHR8d6t6mtrUVJSQksLS2bVC4RaRYjfR28N8AXl9+KwvTu7kjKKkHHJQfQL/4IkrKKpQ6PiEilGpT4Xbp0CTNnzqzr3jU0NGzyWLvw8HCkpaUhPT0d1dXVWL16NWJjY+/ZJjY2FitWrAAArFmzBr169aq7wYSIqDFMDXTxcaw/0t+Mwktd3XA4owjtP92PJ747ilM5N6UOj4hIJRqU+Onp6aGioqIu6bp06RL09fWbVLCOjg6WLl2K6Oho+Pr6Yvjw4fD398c777yDjRs3AgAmTZqEwsJCeHp64pNPPnnglC9ERI3R2kgPnw8JxOU3e+G5CFfsvlSI4I/34sllx5CSVyp1eEREomrQGL958+ahX79+yMzMxJgxY3Dw4EEsX768yYXHxMQgJibmnufmz59f928DAwP8/vvvTS6HiOi/LI318dXQIMyL9sabf53DqhM5WH8mD8OC7bGgvw+8rMW/CYSISNUalPitWLECAwYMwNChQ+Hu7o4lS5Y88M5aIqLmxsZEH9+NCMH8fj6YvfkcfjuZgz9O5WJkO0fM7+cNd0sjqUMkIlKaBnX1Tpo0CZWVldi4cSNeeuklTJkyBUuWLBE7NiIilXEwM8CK0e2QOqsnRoQ4Ys3JXLRdtBvPrE7G1aJyqcMjIlKKBl3x69mzJyIjI3Hs2DHs3r0bX3/9Nc6ePYtXXnlF7PiIiFTKpbUhfh4bincLb2H25nP4OSkLPx3PwsQOzninb1s4mrWSOkQiosfWoMQvKioKt27dQkREBLp164Zjx47BxsZG7NiIiCTjbmmEX8eF4UJ+GWZvPofvEzKx/Fgmnu3kird7e8HO1EDqEImIGq1BXb1BQUHQ09PDmTNncOrUKZw5cwYVFRVix0ZEJLm21sb4Y0I4Tk6PRD8fG3x9KANuC3fitY1nkV9WJXV4RESN0qDE79NPP8W+ffuwdu1aWFpa4plnnoG5ubnIoRERqQ9/e1NsmNgBidMiEeVlhc/2XYbrgh2YtSkFN8qrpQ6PiKhBGtTVu3TpUuzfvx/Hjx+Hm5sbJk6ciG7duokdGxGR2glxNMPmyR2ReLUYb245hw93X8LSgxmYFumO13p4wLxV09YxJyISU4MSv8rKSkyfPh3t27eHjk6D/oSIqEULczHHtikROJR+A29vPY8FO9KwZH86Xu/hjhhXfZhU1sJITxtaWlxtiIjUR4OyuNdff13sOIiImqXObSyw6/nO2HepEG9vPY85f1/AHADAacgAGOppw1hfByb6OjDR14apvg5MDHRhoq8DY33tf57/97/7njPQgbHe7X8zkSSipuLlOyIiJYj0sMS+qV2w+2IBNhy/BEHPCOU1tbhVLUdFjQK3qmtRXi3Hzapa5JZWoaJGjvJqOW5Vy1FZq2hwOUZ62jD+J5k0NbidEJoa6MJYTxsmBnclkHo6MDHQ/k9SeW+SyUSSSPMw8SMiUqKenlbwNqyGg4NDvdvIFQJq5ArUyAXUKBSorFGgqLwGJVU1KKn457/K20ljec3t5LC8Wo7ymlqUVyv+ee52IllWVYtrpVUof8xE0lBXGyb6/yaSxvo6t69K/nO1sS6J1P83kbydVN5/pdJYT4eJJJGaY+JHRKRi2loyaGtpw+Cu+0AczB5/XsAHJZLFFTUorrydRN6srEVJZS3KqmrrEsm7rzjeSRrLa+S4VVWL63clkuU1t69YNtTdieSd5NG0niuOJgbadyWVd5JM7XsSTiaSRMrFxI+IqJlTRSJZUlmDkopaFFXU4GZlTV0iWVFzf/J4d0J5q6oW+WXV/zxX+1iJpPGdK5L/JIhCbQ0MDa5CW0sGLdmd+sugJZNBWyb75zH+8/ifbWV3bat153X8+/if55q8Xy0ZtGWN2e9dr8nu7Oe/j+vfj5YMkMmYJNOjSZL43bhxAyNGjEBGRgbc3Nzw22+/oXXr1vdt169fPxw5cgRdu3bFpk2bJIiUiEjziJ1IVv2TSBZX1KK48p8rkhU1KPun+/rOFckHJpRVclRV16C4GlAIAhQCoFAIkAsCBAGQC8Lt5xV3XhcgFwBBuL2NQoEHbHt7P4IS2k5KdxJQLZkMWg9KGv+TMN73WEsGfZkCb0drIdbflolkCyVJ4rdo0SJERUVh1qxZWLRoERYtWoQPPvjgvu1mzJiB8vJyfPPNNxJESUREyvCgRNK+CYlkdnY27O0dIOB2cicIgIA7/7+d5P37739fUwjCv8/d/e9//kYhCKhV3P5PLhdQKyhQK0fd8/I7rwm3/y0XBNTK731eoRBQe+f1O9vKAbmggPyfBPNOwipXCP8kpP8mqXeer0tq/9nnv8nrXdsq/k1e6xJZxX8S3X8S47p937ft3Y+BS/k3MXjZMfTytMLXQwPhZW3cpPee1I8kid+GDRuwZ88eAMD48ePRo0ePByZ+UVFRddsREREBt7s074z90wavSinTlcxsxJ++iSX70+G/eA9ejXTHnD5tYaTPkWEthSTv5LVr12Bvbw8AsLOzw7Vr15q8z/j4eMTHxwMA8vLykJOT0+R9Pkp+fr7oZWgytq942LbiYvuKi+0rnuIbBZgaYo0hHn6YvT0Di3dfwvKjV/BuL2cMbNua3b9NpA7HrmiJX+/evZGXl3ff8wsXLrznsUwmU8qBFBcXh7i4OABAWFjYQ6dSUCZVlaOp2L7iYduKi+0rLraveBwcHOAAYLu3G7acu45X15/Bc5vS0bVNCeKHBcHX1kTqEJs1qY9d0RK/HTt21Puara0tcnNzYW9vj9zcXNjY2IgVBhERET2m/r426NO2BxbuSMPHey8j8KO9eLGLG97t5wMTA3b/NkdaUhQaGxuLFStWAABWrFiBQYMGSREGERERPYKOthbmRHsj9Y0eGOhrgyX70+Hx3k78mJgJQWju90JrHkkSv1mzZmH79u3w8vLCjh07MGvWLABAYmIiJk+eXLddt27dMGzYMOzcuRNOTk74+++/pQiXiIhI49mbtcL6iR2w87lOsDbWw7hVyej0+QGcyrkpdWjUCJJcp7W0tMTOnTvvez4sLAzfffdd3eP9+/erMiwiIiJ6hF5e1jj1eg8s3n0Ri3ZdROgnexHXyRXvDfCFeSvdR++AJCXJFT8iIiJqvrS1ZJgV5YULs3piSKA9vj58Be4Ld+L7o1ehULD7V50x8SMiIqLHYmNigN/Hh2HvC53hbG6Ayb+dRNhn+3A8s1jq0KgeTPyIiIioSbp5WOLE9O74+Ak/XCmqQPhn+zHp12QU3qqWOjT6DyZ+RERE1GRaWjJM7+GBtFm9MKqdI1Ycy4THezvxv4PpkLP7V20w8SMiIiKlsTDSw89jQ3Hwpa7wsDTE1LVn0O7jvThypUjq0AhM/IiIiEgEHV1bI3FaJJY+GYC80ipEfH4AY39OwvXSKqlD02hM/IiIiEgUMpkMU7u0QdqsXpgQ5oTVyTnweG8nPtt3CbVyhdThaSQmfkRERCQqM0NdLBvVDsde6Qo/OxNM25CCwI/2Yv/lQqlD0zhM/IiIiEgl2jmZ48jLXfHtsCAUVdQg8stDGL4iEbk3K6UOTWMw8SMiIiKVkclkmNzJFWmzeuLZTi5YfzYPnu/twge7LqKG3b+iY+JHREREKmdioIv4YcFImhaJdo6mmLX5HHw/2I2dF/KlDq1FY+JHREREkgmwN8X+F7tg5agQVNYo0PubIxj8QwIyiyqkDq1FYuJHREREkpLJZHg6zBlps3vipa5u2Ho+H20X7cK721NRVSuXOrwWRZLE78aNG+jTpw+8vLzQp08fFBXdP6ljcnIyIiIi4O/vj6CgIPz6668SREpERESq0kpPB58PCcTJ1yIR4doa72y9AO9Fu7Hl3DWpQ2sxJEn8Fi1ahKioKKSlpSEqKgqLFi26bxtDQ0OsXLkSZ8+exdatW/Hqq6+iuLhY9cESERGRSnnbmmDXC53x69OhEAQg5rsE9P/2CNILy6UOrdmTJPHbsGEDxo8fDwAYP3481q9ff982bdu2hZeXFwDAwcEBNjY2yM/ngE8iIiJNMTzEEamzeuC17u7Ye6kQvh/sxv9tOY+KGnb/Pi5JEr9r167B3t4eAGBnZ4dr1x5+CTchIQHV1dXw8PBQRXhERESkJgx0dfBRrD/OvN4DkR4WWLAjDW3f34UNZ3IhCILU4TU7OmLtuHfv3sjLy7vv+YULF97zWCaTQSaT1buf3NxcPP3001ixYgW0tOrPU+Pj4xEfHw8AyMvLQ05OzmNG3nC8Aikutq942LbiYvuKi+0rHnVuWwMAy59wxbaLppi7JwuDlyWiq4sJ3u/tAvfWBlKH1yDq0L6iJX47duyo9zVbW1vk5ubC3t4eubm5sLGxeeB2N2/exIABA7Bw4UJ06tTpoeXFxcUhLi4OABAWFgYHB4fHD74RVFWOpmL7iodtKy62r7jYvuJR97ad4OCAMV18MffvVCzZn45eK1LwaqQ75vRpCyN90dIapZG6fSXp6o2NjcWKFSsAACtWrMCgQYPu26a6uhpDhgzBuHHjMHToUFWHSERERGpKV1sLC2N8kTKzB/q0tcbi3Zfg+f4u/Jacze7fR5Ak8Zs1axa2b98OLy8v7NixA7NmzQIAJCYmYvLkyQCA3377Dfv27cPy5csREhKCkJAQJCcnSxEuERERqSGX1obYPLkj/prcASb6OhjxYxK6/+8Qzl0rlTo0tSUTWmBqHBYWhsTERNHLycnJkfySbUvG9hUP21ZcbF9xsX3F05zbtlauwMIdafh472WU18jxYhc3vNvPByYG6tP9q6r2fVgexJU7iIiIqNnT0dbCnGhvnH+jBwb62mDJ/nR4vLcTPx3PYvfvXZj4ERERUYvhYNYK6yd2wI4pnWBlpIenfzmBiM8P4HTuTalDUwtM/IiIiKjFiWprjdMzeuC9/j44f70M7T7eixfWnEJxRY3UoUmKiR8RERG1SNpaMszu7YXUN3piSKA9vj58BR7v7cQPR69CodDM7l8mfkRERNSi2Zoa4PfxYdj7Qmc4mhpg0m8n0WHJfiRlFUsdmsox8SMiIiKN0M3DEsmvdcfHT/gh/UY5wj7dj8m/JuNGebXUoakMEz8iIiLSGFpaMkzv4YELs3phZDtHLD+WCfeFO/HVwQzINaD7l4kfERERaRxLIz38MjYUB17sAg9LQ7yw9jRCP9mLo1eKpA5NVEz8iIiISGN1crNA4rRIfDEkADk3q9Dp8wN4+uck5JdVSR2aKJj4ERERkUaTyWR4sWsbXJzVCxPCnLAqOQce7+3Ckn2XUStXSB2eUjHxIyIiIgJgZqiLZaPa4dgrXeFra4xXN5xF0Ed7ceByodShKQ0TPyIiIqK7tHMyx5GXu+LbYUG4UVGDbl8ewoiVici9WSl1aE3GxI+IiIjoP2QyGSZ3ckXarJ54tpML1p3Jg9f7u7B490XUNOPuX8kSvxs3bqBPnz7w8vJCnz59UFR0/100V65cQWhoKEJCQuDv74+vv/5agkiJiIhIU5kY6CJ+WDCSpkUixMEUMzedg9+He7D7YoHUoT0WyRK/RYsWISoqCmlpaYiKisKiRYvu28be3h6HDx9GcnIyjh49ikWLFiEnJ0eCaImIiEiTBdibYv+LXbByVAgqquXo9dVhDFl2DFnFFVKH1iiSJX4bNmzA+PHjAQDjx4/H+vXr79tGT08P+vr6AICqqiooFM330ioRERE1bzKZDE+HOePC7J54sYsbtpy7Dq/3d2Hh9guoqpVLHV6DSJb4Xbt2Dfb29gAAOzs7XLt27YHbZWZmIigoCM7OznjjjTfg4OCgyjCJiIiI7mGop4MvngzEydci0cm1Nd7emgqfD3Zj6/kH5zLqREfMnffu3Rt5eXn3Pb9w4cJ7HstkMshksgfuw9nZGadOnUJOTg4GDx6MoUOHwtbW9r7t4uPjER8fDwDIy8tTSZdwfn6+6GVoMraveNi24mL7iovtKx62beOYAPh5sBv+TDXFu3uz0P/bBES1McXCKBc4m+nft706tK+oid+OHTvqfc3W1ha5ubmwt7dHbm4ubGxsHrovBwcHBAQEYP/+/Rg6dOh9r8fFxSEuLg4AEBYWprIrg7wCKS62r3jYtuJi+4qL7Ssetm3jTXFwwPiuPnhrSyr+dzAD3ZelYGZPD7zZ2wsGutr3bCt1+0rW1RsbG4sVK1YAAFasWIFBgwbdt01WVhYqKm4PmiwqKsKBAwfg7e2t0jiJiIiIHsVAVwcfx/rj9IzuiHS3wLs70tB20S5sPHN/z6eUJEv8Zs2ahe3bt8PLyws7duzArFmzAACJiYmYPHkyAODcuXPo2LEjgoOD0b17d7z++usIDAyUKmQiIiKih/K0Msa25yKwdkIYdLW0MGjZMfT5+jAuFtySOjQAInf1PoylpSV27tx53/NhYWH47rvvAAB9+vTBqVOnVB0aERERUZMMCbTHQD9bvLP1PL44kAG/D3cjLtQGHz1le1/3rypx5Q4iIiIiEehqa+H9AX44O6MHentZY3NaERSCIGlMkl3xIyIiItIErhaG+OvZjjh3+SoM9aRNvXjFj4iIiEgFzAykv97GxI+IiIhIQzDxIyIiItIQTPyIiIiINAQTPyIiIiINwcSPiIiISEPIBEHiCWVEYGVlBTc3N9HLyc/Ph7W1tejlaCq2r3jYtuJi+4qL7Ssetq24VNW+GRkZKCgoeOBrLTLxU5WwsDAkJiZKHUaLxfYVD9tWXGxfcbF9xcO2FZc6tC+7eomIiIg0BBM/IiIiIg3BxK8J4uLipA6hRWP7iodtKy62r7jYvuJh24pLHdqXY/yIiIiINASv+BERERFpCCZ+RERERBpCYxO/hQsXwt/fH0FBQQgJCcHRo0ebvM+5c+fio48+UkJ0zZdMJsPYsWPrHtfW1sLa2hoDBw5Uyv41tY0LCwsREhKCkJAQ2NnZwdHRse5xdXW10srZs2eP0t4rdTFt2jR89tlndY+jo6MxefLkusevvfYaPvnkk0fuJyMjAwEBAWKEWMfY2FjU/atKfcerubk5/Pz8RC9/+fLlePHFF0UvR51pa2vXvQchISHIyMi4b5uYmBgUFxff97ymnmf/qzF5wvLly5GTk9PkMt3c3Oqdf09ZdETdu5o6fPgwNm3ahKSkJOjr66OgoECpX56azMjICGfOnEFFRQVatWqF7du3w9HRUeqwmj1LS0skJycDuH1SNjY2xuuvvy5tUM1Ely5d8Ntvv+HVV1+FQqFAQUEBbt68Wff6oUOH8Omnn0oYYctT3/GakZHRpB8WtbW10NHRyK+tRmvVqlXde/BfgiBAEAT89ddfqg2qGWlsnrB8+XIEBATAwcGhwWVIdTxr5BW/3NxcWFlZQV9fH8DtlT4cHBzuybQTExPRo0cPALdPXBMnTkSPHj3g7u6Ozz//vG5fCxcuRNu2bdG1a1ekpqbWPf/tt98iPDwcwcHBeOqpp1BeXo7S0lK0adMGNTU1AICbN2/e87iliImJwebNmwEAq1atwqhRo+peu3HjBgYPHoygoCB06tQJp06dAsA2fhwTJkzAmjVr6h7ffbVo8eLFCA8PR1BQEObMmQMAuHXrFgYMGIDg4GAEBATg119/BQBs3boVPj4+CA0Nxdq1a+v2kZCQgIiICLRr1w6dO3eua/vIyMh7vlC6du2KkydPilnVJuncuTMOHz4MADh79iwCAgJgYmKCoqIiVFVV4dy5c5DJZOjevTvat2+P6Oho5ObmAgCOHz+O4OBgBAcH48svv6zb5/Lly/Hkk0+iX79+8PLywsyZM+te27ZtGyIiIhAaGophw4ahrKwMADBr1iz4+fkhKCioLmlPT09HREQEAgMD8fbbb9fto6ysDFFRUQgNDUVgYCA2bNgAAHjnnXfuuXr51ltvYcmSJeI0nEjkcjmeffZZ+Pv7o2/fvqioqAAA9OjRo25i24KCgrrVl5YvX47Y2Fj06tULUVFRyM3NRWRkJEJCQhAQEID9+/cDAJYtW4a2bduiQ4cOOHjwYF15f/75Jzp27Ih27dqhd+/euHbtGhQKBby8vJCfnw8AUCgU8PT0rHvcEmVkZMDb2xvjxo1DQEAAMjMz7/nO43n2XvXlCfPnz0d4eDgCAgIQFxcHQRCwZs0aJCYmYsyYMQgJCUFFRcVD84mnn34aXbp0wdNPP43CwkL07dsX/v7+mDx5Mu6+33bw4MFo3749/P39ER8fDwD44Ycf8Oqrr9Zt8+2332LatGmNq5yggUpLS4Xg4GDBy8tLeP7554U9e/YIgiAIrq6uQn5+viAIgnDs2DGhe/fugiAIwpw5c4SIiAihsrJSyM/PFywsLITq6mohMTFRCAgIEG7duiWUlJQIHh4ewuLFiwVBEISCgoK68t566y3h888/FwRBECZMmCCsW7dOEARB+Oabb4Tp06erqNaqYWRkJJw8eVJ46qmnhIqKCiE4OFjYvXu3MGDAAEEQBOHFF18U5s6dKwiCIOzcuVMIDg4WBIFt3Bhz5swRFi9eLIwfP174/fff6543MjISBEEQ/v77b+HZZ58VFAqFIJfLhQEDBgh79+4V1qxZI0yePLlu++LiYqGiokJwcnISLly4ICgUCmHYsGF171VJSYlQU1MjCIIgbN++XXjyyScFQRCE5cuXC6+88oogCIKQmpoqtG/fXhXVbhI3NzfhypUrwtdffy189dVXwttvvy1s3rxZOHDggNCpUychIiJCuH79uiAIgrB69WrhmWeeEQRBEAIDA4W9e/cKgiAIr7/+uuDv7y8IgiAsW7ZMaNOmTV0buri4CFevXhXy8/OFbt26CWVlZYIgCMKiRYuEefPmCQUFBULbtm0FhUIhCIIgFBUVCYIgCE888YSwYsUKQRAEYenSpXXvYU1NjVBSUiIIgiDk5+cLHh4egkKhENLT04V27doJgiAIcrlccHd3v+dzoI7uHK+CIAjp6emCtra2cOLECUEQBGHYsGHCjz/+KAiCIHTv3l04duyYIAi36+zq6ioIwu22dnR0FAoLCwVBEISPPvpIWLBggSAIglBbWyvcvHlTyMnJEZydnYXr168LVVVVQufOnYWpU6cKgiAIN27cqGv3b7/9tu58MHfuXOHTTz8VBOH2Z+bO8d1SaGlpCcHBwUJwcLAwePBgIT09XZDJZMLhw4frtrnzncfz7P3qyxPuHIeCIAhjx44VNm7cKAjCvcevIDw8nwgNDRXKy8sFQRCEl156SZg3b54gCIKwadMmAUDd390pq7y8XPD39xcKCgqE0tJSwd3dXaiurhYEQRAiIiKEU6dONapuGnnFz9jYGMePH0d8fDysra0xYsQILF++/KF/M2DAAOjr68PKygo2Nja4du0a9u/fjyFDhsDQ0BCmpqaIjY2t2/7MmTPo1q0bAgMD8fPPP+Ps2bMAgMmTJ2PZsmUAbv9CfeaZZ0Srp1SCgoKQkZGBVatWISYm5p7XDhw4gKeffhoA0KtXLxQWFtZ1u7GNlWPbtm3Ytm0b2rVrh9DQUJw/fx5paWkIDAzE9u3b8cYbb2D//v0wMzPD+fPn0aZNG3h5ed03PrOkpATDhg1DQEAApk2bVte+w4YNw6ZNm1BTU4MffvgBEyZMkKimDde5c2ccOnQIhw4dQkREBCIiIuoeOzo64syZM+jTpw9CQkKwYMECZGVlobi4GMXFxYiMjASAuuP2jqioKJiZmcHAwAB+fn64cuUKjhw5gpSUFHTp0gUhISFYsWIFrly5UrfdpEmTsHbtWhgaGgIADh48WHdF/O79C4KAN998E0FBQejduzeys7Nx7do1uLm5wdLSEidOnKh7jy0tLVXUisrRpk0bhISEAADat2//wLFn/9WnTx9YWFgAAMLDw7Fs2TLMnTsXp0+fhomJCY4ePYoePXrA2toaenp6GDFiRN3fZmVlITo6GoGBgVi8eHHdcTxx4kSsXLkSwO2rKC3tPHGnqzc5ORnr1q0DALi6uqJTp073bcvz7P3qyxN2796Njh07IjAwELt27aprj8aIjY1Fq1atAAD79u2rO+8OGDAArVu3rtvu888/R3BwMDp16oTMzEykpaXB2NgYvXr1wqZNm3D+/HnU1NQgMDCwUeVr7GAJbW1t9OjRAz169EBgYCBWrFgBHR0dKBQKAEBlZeU929+53Hvnb2trax+6/wkTJmD9+vUIDg7G8uXLsWfPHgC3xxtlZGRgz549kMvlog8Wl0psbCxef/117NmzB4WFhQ36G7Zx49x9vCoUirrxJ4IgYPbs2ZgyZcp9f5OUlIS//voLb7/9NqKiou45wf/X//3f/6Fnz55Yt24dMjIy6roqDA0N0adPH2zYsAG//fYbjh8/rvzKKVmXLl1w6NAhnD59GgEBAXB2dsbHH38MU1NT9OjRA9nZ2XXdwXc8aND73R50vAqCgD59+mDVqlX3bZ+QkICdO3dizZo1WLp0KXbt2gXg9g1R//Xzzz8jPz8fx48fh66uLtzc3OrOSZMnT8by5cuRl5eHiRMnNrYpJPffdrvT1fuw86+RkVHdvyMjI7Fv3z5s3rwZEyZMwPTp02FqalpveS+99BKmT5+O2NhY7NmzB3PnzgUAODs7w9bWFrt27UJCQgJ+/vlnZVVRbd3djg2lyefZ/+YJ33zzDU6dOoXExEQ4Oztj7ty59x2rdzT0eK7Pnj17sGPHDhw+fBiGhobo0aPHPeeA9957Dz4+Po+VcGvkFb/U1FSkpaXVPU5OToarqyvc3NzqvsT++OOPR+4nMjIS69evR0VFBUpLS/Hnn3/WvVZaWgp7e3vU1NTcd0IZN24cRo8e3eJ+Id1t4sSJmDNnzn2/RLp161bXHnv27IGVldVDT9ps4/rdfbxu3LixbnxNdHQ0fvjhh7qxZdnZ2bh+/TpycnJgaGiIsWPHYsaMGUhKSoKPjw8yMjJw6dIlALgnYSkpKam7Mee/V8QnT56Ml19+GeHh4ff8QlVXnTt3xqZNm2BhYQFtbW1YWFiguLgYhw8fxqhRo5Cfn1+X+NXU1ODs2bMwNzeHubk5Dhw4AAANSgw6deqEgwcP4uLFiwBuj6u8cOECysrKUFJSgpiYGHz66ad1YyK7dOmC1atX37f/kpIS2NjYQFdXF7t378aVK1fqXhsyZAi2bt2KY8eOITo6WjkNpAbuPp7vHrv6X1euXIGtrS2effZZTJ48GUlJSejYsSP27t2LwsJC1NTU4Pfff6/b/u7jeMWKFffsa/LkyRg7diyGDRsGbW1tEWrVPPA8e78H5Qne3t4Abo/3Kysru+c4NTExQWlpad3jhuYTkZGR+OWXXwAAW7ZsQVFREYDbx23r1q1haGiI8+fP48iRI3V/07FjR2RmZuKXX365Zwx9Q2nkFb+ysjK89NJLKC4uho6ODjw9PREfH49z585h0qRJ+L//+7+6qxsPExoaihEjRiA4OBg2NjYIDw+ve+3dd99Fx44dYW1tjY4dO95zQIwZMwZvv/32Y71hzYWTkxNefvnl+56/cxNHUFAQDA0N7zsR/xfbuH7PPvssBg0ahODgYPTr16/uV2Tfvn1x7tw5REREALjdZfHTTz/h4sWLmDFjBrS0tKCrq4uvvvoKBgYGiI+Px4ABA2BoaIhu3brVtePMmTMxfvx4LFiwAAMGDLin7Pbt28PU1LTZnPADAwNRUFCA0aNH3/NcWVkZbGxssGbNGrz88ssoKSlBbW0tXn31Vfj7+2PZsmWYOHEiZDIZ+vbt+8hyrK2tsXz5cowaNQpVVVUAgAULFsDExASDBg1CZWUlBEGomz5myZIlGD16ND744AMMGjSobj9jxozBE088gcDAQISFhcHHx6fuNT09PfTs2RPm5uYtKll5/fXXMXz48LrjsT579uzB4sWLoaurC2NjY6xcuRL29vaYO3cuIiIiYG5uXteVDNw+5wwbNgytW7dGr169kJ6eXvdabGwsnnnmmWZzHIuF59n71ZcnmJubIyAgAHZ2dve004QJE/Dcc8+hVatWOHz4MObMmdOgfGLOnDkYNWoU/P390blzZ7i4uAAA+vXrh6+//hq+vr7w9va+r4t++PDhSE5Ofqwf3lyyTQJr1qzBhg0b8OOPP0odSovFNhZXTk4OevTogfPnz0NLSyM7DiSjUCgQGhqK33//HV5eXlKH06wlJiZi2rRpdXcGU+PwPCudgQMHYtq0aYiKimr032rkFT8pvfTSS9iyZQvnTxIR21hcK1euxFtvvYVPPvmESZ+KpaSkYODAgRgyZAiTviZatGgRvvrqK40Y2ycGnmelUVxcjA4dOiA4OPixkj6AV/yIiIiINAZ/rhMRERFpCCZ+RERERBqCiR8RERGRhmDiR0Qtlra2NkJCQuDv74/g4GB8/PHHdZOqimXGjBnw9/fHjBkzRC0nIyOjRU6aS0Ti4l29RNRi3Vm2CgCuX7+O0aNH4+bNm5g3b55oZcbHx+PGjRstao49Imo5eMWPiDSCjY0N4uPjsXTpUgiCgIyMDHTr1g2hoaEIDQ3FoUOHANxejWD9+vV1fzdmzBhs2LDhnn0JgoAZM2YgICAAgYGB+PXXXwHcnhC4rKwM7du3r3vujsDAQBQXF0MQBFhaWtatEztu3Dhs374dcrkcM2bMQHh4OIKCgvDNN9/U/e3ixYvrnp8zZ859dbt8+TLatWuHY8eOKaWtiKjl4hU/ItIY7u7ukMvluH79OmxsbLB9+3YYGBggLS0No0aNQmJiIiZNmoRPP/0UgwcPRklJCQ4dOnTfCjNr165FcnIyTp48iYKCAoSHhyMyMhIbN26EsbFx3VXGu3Xp0gUHDx6Eq6sr3N3dsX//fowbNw6HDx/GV199he+//x5mZmY4duwYqqqq0KVLF/Tt2xdpaWlIS0tDQkICBEFAbGws9u3bVzfDf2pqKkaOHInly5cjODhYFc1IRM0YEz8i0kg1NTV48cUXkZycDG1tbVy4cAEA0L17d7zwwgvIz8/HH3/8gaeeego6OveeKg8cOIBRo0ZBW1sbtra26N69O44dO4bY2Nh6y+vWrRv27dsHV1dXPP/884iPj0d2djZat24NIyMjbNu2DadOnapb/7OkpARpaWnYtm0btm3bhnbt2gG4vZRUWloaXFxckJ+fj0GDBmHt2rXw8/MTqaWIqCVh4kdEGuPy5cvQ1taGjY0N5s2bB1tbW5w8eRIKhQIGBgZ1240bNw4//fQTVq9ejWXLliml7MjISHz55Ze4evUqFi5ciHXr1mHNmjXo1q0bgNvdx1988QWio6Pv+bu///4bs2fPxpQpU+55PiMjA2ZmZnBxccGBAweY+BFRg3CMHxFphPz8fDz33HN48cUXIZPJUFJSAnt7e2hpaeHHH3+EXC6vLceuWAAATWhJREFU23bChAn47LPPAOCBCVW3bt3w66+/Qi6XIz8/H/v27UOHDh0eWr6zszMKCgqQlpYGd3d3dO3aFR999BEiIyMBANHR0fjqq69QU1MDALhw4QJu3bqF6Oho/PDDDygrKwMAZGdn4/r16wAAPT09rFu3DitXrsQvv/zS5DYiopaPV/yIqMWqqKhASEgIampqoKOjg6effhrTp08HALzwwgt46qmnsHLlSvTr1w9GRkZ1f2drawtfX18MHjz4gfsdMmQIDh8+jODgYMhkMnz44Yews7N7ZDwdO3asSzC7deuG2bNno2vXrgCAyZMnIyMjA6GhoRAEAdbW1li/fj369u2Lc+fOISIiAgBgbGyMn376qe6uYSMjI2zatAl9+vSBsbHxQ7ubiYi4Vi8R0X+Ul5cjMDAQSUlJMDMzkzocIiKlYVcvEdFdduzYAV9fX7z00ktM+oioxeEVPyIiIiINwSt+RERERBqCiR8RERGRhmDiR0RERKQhmPgRERERaQgmfkREREQagokfERERkYZg4kdERESkIZj4EREREWkIJn5EREREGoKJHxEREZGGYOJHREREpCF0pA5ADFZWVnBzcxO9nJqaGujq6opejiZhm4qL7Ss+trH42MbiYvuKT+w2zsjIQEFBwQNfa5GJn5ubGxITE0UvJycnBw4ODqKXo0nYpuJi+4qPbSw+trG42L7iE7uNw8LC6n2NXb1EREREGoKJHxEREZGGYOJHREREpCGY+BERERFpCCZ+RERERBqiRd7Vq0kUCgF/plzDr8k5SMkrRZVcgVBHM4wKdcQAXxvIZDKpQyQiIiI1wcSvGTueWYzn/jiFxMwSmLfSQaC9KbQgw9bU6/jlRDa6trHAmvFhsDXRlzpUIiIiUgNM/JqpH45exfN/nIaZgQ7mR3tjeIg9PCyNoKOthfLqWnyw6yI+3H0J7T/dhz3PR8DT2ljqkImIiEhiHOPXDH2w6yIm/XYS7RxNsWpsKN7q7QVvGxPoaN9+Ow31dDCvnw92PBeBsqpaRH1zBMXl1RJHTURERFJj4tfMfLznEmZtPodob2usGBWCqLbW0NJ68Di+Lm0ssP6ZcGSXVCL2h2MQBEHF0RIREZE6YeLXjKw+kY3X/0xBby8rLB0SCG8bk0f+TQ9PKyyK8cH+9Bv4fP9lFURJRERE6oqJXzNxIqsEE1YnI8TBFB894QtPa6MG/+307h5o72SGOX9fwLXSKhGjJCIiInXGxK8ZKKmowbCViTAz0MHigb4IdjRv1N9racmwbGQIyqpq8cr6M+IESURERGqPiZ+aEwQBk347iYwb5Xivvw+i2lo/1n4C7U0xpr0T1p7ORVpBmZKjJCIiouaAiZ+a++JAOv44lYupXdpgTHunJk3IPC/aG4IAzN50TokREhERUXPBxE+NpeSVYsaf59CtjQVm9PSAga52k/bnZmGI8WFO2JhyDemFt5QUJRERETUXTPzUVK1cgWd+TUYrXS283dsLTuatlLLfGT09USMX8OHuS0rZHxERETUfkiZ+EydOhI2NDQICAh74uiAIePnll+Hp6YmgoCAkJSWpOELpfLL3MhKuFmNGDw/0fsxxfQ/ibWOMKC8r/H4yBxXVcqXtl4iIiNSfpInfhAkTsHXr1npf37JlC9LS0pCWlob4+Hg8//zzKoxOOueuleKdv1PR08MSz3V2rXeC5sf1Wnd3FJbX4OvDGUrdLxEREak3SRO/yMhIWFhY1Pv6hg0bMG7cOMhkMnTq1AnFxcXIzc1VYYSqJ1cIeGZ1Mgx0tDA7yguWRvpKLyPa2wYOpgb4/WTLbksiIiK6l47UATxMdnY2nJ2d6x47OTkhOzsb9vb2920bHx+P+Ph4AEBeXh5ycnJEjy8/P1/p+/zqWB6OXi3G7C528DOuFq0ew3zN8UVCHvafvgQPS+WMH1QGMdqU/sX2FR/bWHxsY3GxfcUnZRurdeLXGHFxcYiLiwMAhIWFwcHBQSXlKrOc89dKsfjQCfTwsMRr0UGiXO2746VeZlhyNA+/pZXji0AP0cp5HKp67zQV21d8bGPxsY3FxfYVn1RtrNZ39To6OiIzM7PucVZWFhwdHSWMSDxyhYBnfj0JfW0tzOrlKWrSBwAeVkaIcG2NzeeuQRAEUcsiIiIi9aDWiV9sbCxWrlwJQRBw5MgRmJmZPbCbtyX4dO9lHLlShBk9PdBHiXfxPszY9k5Iv1GBvZcKVVIeERERSUvSrt5Ro0Zhz549KCgogJOTE+bNm4eamhoAwHPPPYeYmBj89ddf8PT0hKGhIZYtWyZluKI5f60Ub289j+7ulojr5KL0u3jr82SgHV5adxq/JGWjh6eVSsokIiIi6Uia+K1ateqhr8tkMnz55ZcqikYacoWAif908c6O8oSNiYHKyrYzNUBnNwvsSMuHQqGAlpZaXwAmIiKiJuI3vcQ+23cZh68U4XUlT9TcUKNDHW93916+ofKyiYiISLWY+Eko9XoZ3t5yHpHuFni2kwu0VdTFe7fBAXYAgDUnxZ/+hoiIiKTFxE8itXIFxq86AT1tLbwZ5QU7U9V18d7N3tQAoU5m2McrfkRERC0eEz+JvL/rIo5eLcasXp6I8pL2xoohAXY4k1eKc9dKJY2DiIiIxMXETwKJmcWYt+0C+nlbY2JHF+hoS/s2xPrf7u5dfSJb0jiIiIhIXEz8VKy8uhZP/3ICloa6mNnTA7Ym4k7U3BCB9iZwMjPA3kvs7iUiImrJmPip2KzN53H+ehnm9G2LSA/1mDtPJpOhv48NErOKUVpZI3U4REREJBImfiq0LfU6vjiQjlEhDhjZzlGSu3jrE+1jjVvVcvx1/rrUoRAREZFImPipyPXSKkxYnYw2Fq0wvbs7LAz1pA7pHr08raAlA3ZeKJA6FCIiIhKJpCt3aAq5QsCYn5Nw41YNlo0MRphLa6lDuk9rQz20czTD0atFEAQBMpn6XI0kIiIi5eAVPxVYsP0CdqQVYEZPDwwOtJc6nHr187HB2bxSZNwolzoUIiIiEgETP5HtuJCPedsvYICvDZ6LcEUrXW2pQ6pX37bWkAvA+jN5UodCREREImDiJ6KckkqM/ikJbVob4s0oLziat5I6pIfq5NoahrraOJxRJHUoREREJAImfiKplSsw6qfjKK2qxQcDfRHhpn7j+v5LT0cL3T0sceRqEeQKQepwiIiISMmY+Ilk2oaz2Hf5Bt7q7YUn/G2bzc0S0d7WyCyuxPGsYqlDISIiIiVj4ieCrw9lYOnBDIwNdcTznd2gr6O+4/r+q09bawDARo7zIyIianGY+CnZ7osFeGndGXRxa43/69MWlkbqNV/fo/jaGsPWRB8JmcVSh0JERERKxnn8lOhiwS08tTwRLuatsLC/D9raGEsdUqPJZDL09LDEjrQC1NTKoduMrlYSETVWRY0c+y8X4vz1MtyqlsNEXweB9ibo4NJarWdhIHpcTPyUpKSiBrE/JEAhCPhkkB8iPSylDumxdfewxOrkHBy5Woxu7s23HkRE9ckqrsCCHWn4+XgWyqrl971uqKeNJwPtMLOnJwLtTSWIkEgcTPyUoLpWgaErEpGWfwtLhwRggG/zuZnjQbr/k7RuS81n4kdELYogCPjm8BVM33gWNXIBMb426ONljWAHU9iZ6qO4ogYJV4uxI60Aa0/l4afj2RgZ4oDPhwTA2lhf6vCJmoyJXxMpFAKeWZ2MHWkFmNu3LZ4Oc4KOdvMeOuljYwxLQ12cyC6ROhQiIqWprlVg4q/J+DkpGxGurTG7lyei2lrBUO/er8Jwl9aY2rUN8m5W4s2/zuPH41nYcv46PnrCD5M6ujTrH/ZEzTtDUQMzN6XglxPZeLGLG17u1ua+E0hzJJPJ0N3DEieyS1ArV0gdDhFRk1XWyDFoWQJ+TsrGcxGuWDU2FE8E2D30nG1naoAfRobg6Ctd4WZhiGd/P4WYb4+iuKJGhZETKRcTvyb4JvEaPt57GcOD7TGrlydaGzavO3gfpruHJXJuViGJV/2IqJmTKwSM/eUEtp7Px9u9vfBejA9cLQwb/PehTuZImhaJd/p4YXtaAQI+3IPETK5wRM0TE7/HtCopG/P3ZiHKywoL+vuo/XJsjRX5z9i+v8/nSxwJEVHTzNyUgj9O5WJ6pDte7+HxWD/StbRkmNfPBzuf64RaQUDnLw7iy4PpIkRL/1VUXo3k7BIczriBs3mlqKq9/2Ycarjm3y8pgcoaOd7YnIIgm1ZYPNAXXtbNb9qWRwm0N4WpgQ6v+BFRs7b6RDY+udMzE+UJs1a6Tdpfdw8rnHm9O2J/OIYX157B4YwifDc8GAac+kWpMm6U47ujV7HudC5SrpXd85qOlgztncwwIsQBE8KdW1Rvmyow8XsMBrra2PN8Z+Rey0M7J3OpwxGFtpYMXdtYICm7BAqFAC0tDmYmoublUsEtTP7tJILsTfFO37ZKuyvXylgf+1/sglfWn8GXBzNwMucmNk/uAJfWDe8+pge7XlqFOX+n4tujVyEIAsKczfFiFze4tG4FAx0t3KysxcWCWzh0pQjTN6bgzb/OY2oXN7zdpy3Mm5jUi+1Uzk0czLiB5zu7SRoHE7/H5G5lBIPqltW9+189PCzx17nrSMkrRYAD57EiouZDrhAwbtUJyAC8F+MDfzvlnsO0tWRY+mQgIlxbY8qaUwj+eC9+HhOKGF9bpZajSf44lYPn1pxGUUUNngq0w7gwZ3Rzt4CpwYMTut1pBVi85yI+2XsZPyRk4rvhwXgyyF7FUTfM6dybiPr6MLRlwPBgaWOUdIzf1q1b4e3tDU9PTyxatOi+15cvXw5ra2uEhIQgJCQE3333nQRRaq478/n9lXpd4kiIiBrn072XcSijCG/08kRfb2vRyhnT3glHXu4KC0M9DPguAVN+P4mKGo5Ba4wauQKvrj+DoSuOw8ZYD7+MaYcfRoRggJ9tvUkfAPT0ssJfz3bC7hciYGOsh6dWJGLEyuMoUbO7rk/n3kSvrw5DSwZ8PTQIFhJ3TUuW+MnlckydOhVbtmxBSkoKVq1ahZSUlPu2GzFiBJKTk5GcnIzJkydLEKnmaudoBkNdbRznur1E1IykF5bjnb/PI9LdApM7ukBX5LlVA+xNcWZGD4xt74j4I1cR8OEeHLhcKGqZLUV5dS2GLDuGJfvTMSrEAb+Pa4/hIY4w0m94h2R3Dyucer0HXuzihj9O5cDvw91IVpPx6fckfU8FIdbfTvJ5ICVL/BISEuDp6Ql3d3fo6elh5MiR2LBhg1Th0APoamuhg4s5knNuQhAEqcMhInokQRAwde1pyCDDzJ6esDM1UEm5rXS18ePoUPwxIQy3qmvR7ctDGPjdUVzIL3v0H2uokooa9Pv2KP46dx2ze3niiycD4feYXfJ6Olr44slAbJ/SCTVyARGfH8DPx7OUHHHjnPkn6ZPhn6QvwE4txstLNsYvOzsbzs7OdY+dnJxw9OjR+7b7448/sG/fPrRt2xaffvrpPX9zt/j4eMTHxwMA8vLykJOTI07gd8nPb/lTnYTa6GHf5UIkpabDXgUnUE1oUymxfcXHNhbfw9p45+USbDl/Hc+1t0aASa1Kvgvu1skSOPCMHz44kIWfT+fD74Pd6O9ljnHBNujkZAztBn7xKwQBuaU1uHijsu6/qyVVKK+Ro6JGAYUAtG6lAxczffhYtUInJ2P4WbdSytUkVRzDheU1GLUmDamFFXizqz2eCTBGVUkBcpp4oc7bCNg6xhtPr03D2F9OYN/5bLzd3anB7a4sJ3JvYdy6i5BBwEd9nBFuqcC1vNy616U8T6j1zR1PPPEERo0aBX19fXzzzTcYP348du3a9cBt4+LiEBcXBwAICwuDg4ODSmJUVTlS6Reoi08O5+JEsTba+7BNWwK2r/jYxuJ7UBvXyBV478dUuJi3wktR/nC1NZEgstu+dXPG2zfK8eZf57HxbB42XSiGRStddPe0RJiTOVxat0IrXS3oammhViEg92Ylsm9WIuNGBc5fL0Xq9Vsov2usoIm+DpzNDWCoqwNTQy1oyWQorqjBlosl+OV0AQDA2dwAT7d3wgtd3OBo1rSbD8U8hksqajBw9SFcvFGFT2L98WwnV6VOh+MAIGmGM8b9cgLxSblIuynHugnhTZ7Kp6H+Pn8dI9akwdxAF0ufDECs/4Ov9El1npAs8XN0dERmZmbd46ysLDg6Ot6zjaWlZd2/J0+ejJkzZ6osPrqtk2traMmAo1eLMLmTq9ThEBHV65vDV3D+ehk+fsIPfhImfXe4Whji57GhKK6oxrKETOxIK0DClWKsO533wO21tWSwM9aHq0UrDA6wg5tFK7i1NkSgvQncLQ1hYqALAx2te67qVdTIcSbvJjadvY7tF/Lx/s6L+GD3JcR1dMG7/X1gaaRec9yVV9di4PcJOJ1bio+f8ENchCv0dZQ/B6K+jjZWP90eoU4X8daWVIR8vBdb4zrB20bceXd/Op6FZ1Ynw93CEJ8PCUBfb2vJx/T9l2SJX3h4ONLS0pCeng5HR0esXr0av/zyyz3b5Obmwt7+9m3PGzduhK+vrxShajQTAx0E2psiOfum1KEQEdWrqLwac/5ORbizGca2d3z0H6iQeSs9TOvugWndPSBXCLhaVI60glsorapFZY0C2loyOJgawMncAGYGujAz0IFOA29IaaWrjXDn1gh3bo15/bxxMqcE87ddwDdHruCnpGy83dsL07u7N3h/YqqqlePJ5Yk4lHED7/X3ES3pu0Mmk+GNXl4IcTDFyJ+S0P7TffhlTDvEBih/OpVauQKz/zqPj/ZcQnsnM3z8hB+6e1opvRxlkCzx09HRwdKlSxEdHQ25XI6JEyfC398f77zzDsLCwhAbG4vPP/8cGzduhI6ODiwsLLB8+XKpwtVoke4WiD9yFSUV1TBrpV6/HomIAGDBjjQUlddg2hB32Jio5oaOx6GtJUMbSyO0sTQSZf/BDmb4Y0I4EjOL8Mq6s3hj8zmsOpGNNePD4GElTpkNUStXYMzPJ/B3aj7+r48XXurWRmWrnUT72OL4tEj0//YoBi9LxMvd2uDDgX7Q01FOMlxQVoWRPyVhZ1oBhgXb452+bRGg5HkjlUkmtMDbNcPCwpCYmCh6OTk5ORoxluf3kzkYvvI41k0Iw+BAcSee1JQ2lQrbV3xsY/H9t40ziyrg+f4u9POxxk+jQ2FioNbD11Xq60MZmPFnCuSCgE9i/TElwvWRXY/KPoYVCgGTfjuJ5ccyMT3SHXOi2z50fj6xlFfXYsKqZPx+KhcBdib4Y0IY2jZxydV1p3Pxwh+ncaO8GrN6eeKFLm1ga/LoFWLEPk88LA+S/tovqb0ubhYAgL2cl4qI1NC7Oy5AgIC4ji5M+v7juc5uOD2jBwLsTPD8H6cxbMVxlFXVqqx8QRAwbeNZLD+WibhOLnirj5ckSR8AGOrp4LfxYVg2MhiZxRUI+mgv5m9LReVjTLidU1KJYSsS8eTyRJga6GDZiBDMivJqUNInNSZ+9EgOZgZwbd0KJznOj4jUTFp+GX5IyMSTgfbo1Va8FTqaMzcLQxx5uRte6+6OdWdyEfzRXqTklYperiAImLnpHD7fn47R7RwxL9pb8lUrAGBCuAuSp0eis1trzPn7Atos3Iml+9NRWvnohPhy4S28tvEsPN7biY1n8/BiFzf8Pq49Rrd3QisVdV03FX8aUYN0c7fA5pTrqKmVQ1fEwbhERI0x9+8L0NGS4Zlw52bzxSsFLS0ZPor1Rw8PK4xffQLtP92Hb4YGYVz4g+fGbSpBEDB78+2bHYYF2eODgT4qm0y7IdwsjbDr+c5YeyoH87ZdwEvrz2Dm5hT097FBlJc1/GyNYWmkh1q5gJyblTiRXYK/U/NxMOMGtABE+9ggrqML+vrYNLvjjokfNUikuyV+Op6NhMxidGlj+eg/ICIS2Zncm1iVnI1x7Z3QU03voFQ3A/1tcWJaJAYvP4bxq5Ox91IhvnwqUKk3WgiCgLe2nMcHuy/iqUA7LH7CF07mhkrbvzI9GeSAIYH22HLuOr47ehX7L9/A2nqm22lrbYS4ji6I9bdDpIcljBuxrJw6aZ5Rk8rdGee3/UIBEz8iUgvv/J0KQ11tTAh3VtodmprAxcIQCa90w5Q1p/BDQiYSMouxYWI43JVwp3F1rQJxv5/EisQsDAmww0exfnC1kO5u4oaQyWSI8bNFjJ8tauUKJGWX4ERWCYoraqCjJYO5oS6C7E3hbmmkdvMiPg4mftQgPjbGMG+lgxNqsvA1EWm2pKzbEyHHdXJBlzYWUofT7Ohoa+H7ESHo7m6JF9edQfBHe7FydDsMacLMDTfKq/HU8kTsuVSIKZ1c8HYfL7W90lcfHW0tdHBpjQ4uraUORTT8iUQNoqUlQ2c3CyTn3EQLnAGIiJqZuX9fgIm+Dsa2d4KuGkxO3FyNC3fG0Ve6wqV1Kzy5PBFTfj+J0qrG3+V65EoROny2HwczbmBBP28s6O/T7JI+TcFPCzVYd3dLXC2qwMWCW1KHQkQaLDnvFv5MuYax7R3RybXlXplRFV9bExyf1g1jQx3x7ZGr6Pz9aXx5IB3VtYpH/m3hrWq8tPY0unxxAOXVcnz9VBCmdXeHlbH6T2uiqRqU+L322ms4e/as2LGQmuv6T3fK1vPXJY6EiDTZx4dyYGagg7HtHXm1T0kMdHXw45hQ7Hw+AvbGunhx3Rk4zt+OmZtScOByIcqr/53qpKyqFttT8zHl95NweXcH/ncoA08F2uPXce3xTAdnGOpxFJk6a9C74+vri7i4ONTW1uKZZ57BqFGjYGZmJnZspGbaO5tBT1uGo1eL8ZLUwRCRRjpypQi70m/ixS5u6ODMq33K1tPTCn8/7Yf914GvDmXgkz2XsHj3JQBA61a6ECCguOJ2EqivrYVoH2uMDXVEf1/bZnuXq6Zp0Ls0efJkTJ48GampqVi2bBmCgoLQpUsXPPvss+jZs6fYMZKa0NfRRnsncyRzImciksicrakw09fG6FBH6PBqnyhkMhlGtnPAyHaOyCyqwNrTuTh/vQyFt6oBGWBjpA8vayNEulvAx9ak2c1jp+kanJ7L5XKcP38e58+fh5WVFYKDg/HJJ5/gm2++werVq8WMkdRIdw9LLN5zCYW3qmBpxDEcRKQ6By4XYtuFfMSFWiHc2VzqcDSCc+tWeCXSXeowSIka9HNp2rRp8Pb2xl9//YU333wTx48fxxtvvIE///wTJ06cEDtGUiPd3C0gVwjYlpovdShEpGHm/H0Bloa6eNLHglf7iB5Tg674BQUFYcGCBTAyun8SxoSEBKUHReorwrU1ZAD2Xb6BUaFOUodDRBpi76UC7LpYgOmR7vCzNZY6HKJm66GJX1JSEgAgODgYqamp970eGhrKmzw0TGtDPXjbGONkDsf5EZFqCIKAd7amwspID6PaOUBbq0LqkIiarYcmfq+99lq9r8lkMuzatUvpAZH6i3S3wM9J2aiuVXCZJCIS3a60Auy7fAMzenignZM5ruUx8SN6XA9N/Hbv3g2FQoHDhw+jS5cuqoqJ1FykuyXij1zFvsuF6N3WWupwiKgFUygEvLH5HOxM9DEm1AHaWjKpQyJq1h55uUZLSwsvvviiKmKhZuLORM47LvAGDyIS128nc3A8qwTPd3ZFoD2HFhE1VYP66aKiovDHH39wjVYCALi0bgV7E30kZZdIHQoRtWBVtXK8+dd5tLUywphQJ2jxah9RkzUo8fvmm28wbNgw6Ovrw9TUFCYmJjA1NRU7NlJTMpkMXd0tkJx9EwrFo9dyJCJ6HF8duoL0G+V4uVsbeFjdP6sEETVegxK/0tJSKBQKVFdX4+bNmygtLcXNm7yrU5N1d7dE/q1qnMotlToUImqBiitq8O72C+joYo6nguylDoeoxWjwyh1FRUVIS0tDZWVl3XORkZGiBEXqr6v77XF+f5+/jhBHjrshIuWa83cqispr8FLXNrAzNZA6HKIWo0GJ33fffYclS5YgKysLISEhOHLkCCIiIjidiwYLsDOFsZ42jmUWSx0KEbUwJ7JKsPRAOoYG2eMJf1upwyFqURrU1btkyRIcO3YMrq6u2L17N06cOAFzc3ORQyN1pq0lQ0fX1kjmRM5EpEQKhYDn/zgF81a6eL6zK0wNdKUOiahFaVDiZ2BgAAOD25faq6qq4OPj88CVPEiz9PCwxKXCclwt4mSqRKQc3ydcxdGrxXilWxt0c7eUOhyiFqdBiZ+TkxOKi4sxePBg9OnTB4MGDYKrq6vYsZGauzOf39bz1ySOhIhaguulVXhj0zmEOpphfJgTdLS5MhCRsjVojN+6desAAHPnzkXPnj1RUlKCfv36iRoYqb8OLubQ0ZLhcEYR4iLcpA6HiJoxQRDwzK/JuFVdi9lRnnC14PQtRGJo8M+pAwcOYNmyZejevTsiIiKQnZ3d5MK3bt0Kb29veHp6YtGiRfe9XlVVhREjRsDT0xMdO3ZERkZGk8sk5THU00GwgynH+RFRk/3vYAb+Oncdr3Rzx0A/3tBBJJYGJX7z5s3DBx98gPfffx8AUFNTg7FjxzapYLlcjqlTp2LLli1ISUnBqlWrkJKScs8233//PVq3bo2LFy9i2rRpeOONN5pUJilfDw9LnL1WisKyKqlDIaJm6mxeKV7/MwVd3Frj+c6uMNDVljokoharQYnfunXrsHHjRhgZ3b707uDggNLSpk3cm5CQAE9PT7i7u0NPTw8jR47Ehg0b7tlmw4YNGD9+PABg6NCh2LlzJ5eNUzPd3C1RIxewNfW61KEQUTNUXl2L0T8lwVBPG+/0aYs2luziJRJTg8b46enpQSaTQSa7vU7irVu3mlxwdnY2nJ2d6x47OTnh6NGj9W6jo6MDMzMzFBYWwsrK6r79xcfHIz4+HgCQl5eHnJycJsf4KPn5+aKXoe68jeTQkgFbTl1FT/um/0pnm4qL7Ss+tnHDCYKAqZvTcTr3Jhb2dISfSU2Dzt1sY3GxfcUnZRs3KPEbPnw4pkyZguLiYnz77bf44Ycf8Oyzz4odW6PExcUhLi4OABAWFgYHBweVlKuqctSVA4BQp3ScKqhRWltoepuKje0rPrZxw8z9OxUbUovwYhc3vNjbFyYGDV5Mim0sMrav+KRq4wZf8evduzdMTU2RmpqK+fPno0+fPk0q2NHREZmZmXWPs7Ky4Ojo+MBtnJycUFtbi5KSElhacl4nddPP2wbv7UxDVnEFnMxbSR0OETUDSw+kY962C3jCzxazenk2KukjosfXoDF+169fx+zZs3HlyhX07t0bvXv3bnLB4eHhSEtLQ3p6Oqqrq7F69WrExsbes01sbCxWrFgBAFizZg169epV191M6qN3WysoBGDDmTypQyGiZmDpgXS8tO4MIt0t8FGsLxz5g5FIZRqU+C1YsABpaWmYNGkSli9fDi8vL7z55pu4dOnSYxeso6ODpUuXIjo6Gr6+vhg+fDj8/f3xzjvvYOPGjQCASZMmobCwEJ6envjkk08eOOULSa+Ta2u00tXCvsuFUodCRGpMEATM+zsVL607g+7ullg6JBBtrU2kDotIozT42rpMJoOdnR3s7Oygo6ODoqIiDB06FH369MGHH374WIXHxMQgJibmnufmz59f928DAwP8/vvvj7VvUh19HW10bWOJo1eLpQ6FiNRUaWUtJv92Er+dzMFAXxt8+IQffG2Z9BGpWoMSvyVLlmDlypWwsrLC5MmTsXjxYujq6kKhUMDLy+uxEz9qOfr5WGP7hXycyilBkIOZ1OEQkRo5lH4D41efwOXCcrzYxQ2zozzhYMbuXSIpNCjxu3HjBtauXXvf+rxaWlrYtGmTKIFR89LbyxoAsP5MHhM/IgIA5JRUYu62VHx39CpsjfXxzdAgjGznCGN93shBJJUGffrmzZtX72u+vr5KC4aarwA7E1gZ6eLIlSKpQyEiiRXeqsaHuy/i8/3pqFUIGBnigJe7uqOjqzlv0COSGH92kVJoackQ5WWNHRfyUVMrh64Ol1wi0jSJmcX48mAGVp/IRlWtAv18bDAlwgW9vaxhxKt8RGqBn0RSmv4+Nvg1OQfbLxQghousE2mEyho5fk3Owf8OZSDhajFa6WphgK8NRoQ4oI+3Dcxb6UodIhHdhYkfKU1/HxvIAGw8m8fEj6iFyy6pwJcHMxB/+AoKy2vg1roVXu/hjoF+tgh3NoehHr9eiNQRP5mkNDYm+mjvbIb96TekDgVlVbXYnHINey4VoqiiBvam+ujaxgKx/nbQ1W7Q9JVE9AApeaVYuCMNv53MgVwhoLuHJUaEOKC/jzVcWhtyDB+RmmPiR0o1JMAeb205j5RrpfCTYI4uuULA14cyMOfvVBSW18BYTxutDXVxvawan+1Lh6OZAT6N9cOwEMdH74yI6ly5UY652y5gZWImDHS0MSzYHiNCHNDL05rLrRE1I/y0klIN9LPFW1vOY3VSNub391Fp2TfKqzH25xPYcv46wpzM8F6MC6K8rGFjrI9auQJrTuXik32XMfzHJIw/dx3fDQ+GDq/+ET1UjVyBD3ZdxLvb0wAIGN3OEc90cEHXNhbQ0+Hnh6i5YeJHShVobwIX81bYebEA8x+9udJcK61C1NeHkXq9DLN6eeKlrm73TRD7bIQrJnRwxtS1p/Htkau4VlqFDRM78MuLqB4nskow8ddkJOfcRB8vK7wS6Y7eba2gz7v2iZotfuORUslkMgwPtkfC1WJkFleopMyCsir0/OoQLhXcwtIhAXinb9t6VwXQ1dZC/LBgLOjnja2p+Rjx43EIgqCSOImaC0EQ8L+DGeiwZD8yiyuweKAvVo9rjwF+tkz6iJo5Jn6kdMNDHFGrELDiWKboZVXWyDF42TFcKriFJYP98UwHF7TSffQX01t92uLNKE+sP5OH2ZvPix4nUXNRWSPHpF9PYura0+jk2hq/jWuP6d09YGGoJ3VoRKQETPxI6cKczeBkZoC/U/NFLUcQBDy35hQOZhRhXrQ3xoU5N6rbdkF/HwwJsMOHuy/ir5RrIkZK1DwUlFWhx/8OYdmxTEzu6IxfxrZDLy9raGnxTl2iloKJHymdTCbDiBAHHLlShIwb5aKVE3/kClYkZuHZji54vrMbDBpwpe9uMpkMK0e3g6tFK0xYnYzrpVUiRUqk/nJKKtH9f4eQnH0THw70xcex/nA2N5Q6LCJSMiZ+JIpxYc6oVQj46lCGKPs/mVOCl9edRWe31pgd5Qmzx1wdwFhfB3+MD8ONihpM/DVZuUESNROXC2+h69KDyLhRgSWD/fFytzYwNeCKG0QtERM/EkWQgykC7Uyw8azyu1DLq2sx+qckmBroYH60N9pYGjVpf6FO5pge6Y7N565j7akcJUVJ1Dxk3ChH5JeHUHirGv97KhCTOrrwBg6iFozTuZBoJndywSvrz2LPxQL08LRS2n5f/zMFKdfK8OWTAeippP3O6+eN307m4JX1ZxHtbdNsFpRPyirGrrRCXCgog0IBeFgZolsbC3RpY8EVFOiRcm9WovfXh3GzshbfDA3E8BBHaHM8H1GL1jy+3ahZGt3OETP+TMGXBzOUlvhtPJOHrw5dwdPtHfF0e2elDTpvpauN74cHo/c3R/DqhrP4dniwUvYrlp0X8jH7r/M4llkMALAw1IUMQGF5DQDA09IQC2N8MCzYgQkgPVDhrWr0+eYIcm5W4n9PBmJYsAOTPiINwMSPRGNlrI8RIY74/WQO8m5Wws7UoEn7y71ZiUm/nYS3tRHe6OWp9GWiotpaY1Q7Byw7lokpnVwQ5tJaqftXhooaOV5cexo/JGTC0dQAM3t6INrbGv52pmilq4VrpVX4NTkHKxIzMeLHJHxz+Ap+fbo9rIz1pQ6d1EhFjRwDvjuKtPwyLBkcgDHtnbiKDZGG4CedRPVaD3dU1t5e8qkpFAoB41edQGlVLRb294G/namSIrzX54MDYKirjRfXnVG7iZ3zblai29KDWJaQiWfCnfHnpHAsGuCLXl7WsDXRh6mBLrysjfF2n7Y4N7Mn3u7thf3pNxDw0V6czimROnxSEwqFgHG/nEDC1WIs7O+DCeHO0GXSR6Qx+GknUQU7mKGLW2v8ciIb5VW1j72fxXsuYfuFArzW3R0D/W2VGOG9rIz1MTe6LY5eLcbKRPEnoG6ozKIKRH55CCnXSvFxrB8+G+yPdk7m9Xbj6mhr4d3+Ptj9fAQUCgFdlx7CwfRCFUdN6uitLeex5lQuXunWBs89xjRIRNS8MfEj0S3o74PrZdWYv/3CY/397osFePOvc+jjZYWpXdxEv+Pwpa5t4GFpiLe3pKKy5vGTVWXJL7u9DnHOzUosHRKIqV0aPtVGlzaWOPxyV5ga6CDm2wScyxdvXkVSfz8cvYpFuy5iSIAd3ozyhHEzuYmJiJSHiR+JroenFbq7W+KbI1dQVF7dqL/NKanEyB+Pw8W8Ff6vr1e9a/Aqk662Fv73VCCySirx9tZU0ct7mPLqWgz4LgFXiyvw+eAAPB3m1KjVSQDAw8oI+6Z2hq62DKPWpOFqEZM/TbQrrQBT1pxCRxdzLH7CF9YmTRtzS0TNExM/UomPYv1QUlGL59ecbvDf1MgVGL4yEaVVtfhwoC+6trEUMcJ79fW2QbS3Nb46eAWZEiVKgiDg+T9OIzGzGO/H+GBMe8fHHovVxtII26Z0Qlm1HL2/PoKSiholR0vq7Py1Ujy14hhcWrfCp4P84WFlLHVIRCQRJn6kEmHO5ni+syt+PZmDTWfzHrm9QiFgwqpkHMwowltRXogNsFP5tCRLnwxEjUKBF/6/vTuPj/naHz/+mkwSIbGTIEkTS5B9RxCyCGqJlhukVVtTtzQtWlRvb0tv61ZLaWkvPy2JqqLUdrtoBVGKRlSiGiRFaEUYJCELksn5/uF2fk2FIplMlvfz8fB4mMxnzjmfdyZn3nM+53PO5/eerFam5T+c5ePk33iq20PEdHWq8CVuP4cmfBjZnlNXChnw0Q+Ullavm1eEcejybzDgoyTMNBrejXQnyLmZqZskhDAhSfxElZk32I2HmtzaF/fkpYI7HleiL+XvG47w6eFzxPZwZlIVzOsrT4cW1sT2aMsXxy6y+5dLVVr34d/yiN10lG4PNeGViI6VtnRNaNvGLIh0Y19mDi9s/blSyhTV1/ViPY/EHSQr7zoLBrsx0M14N0YJIWoGSfxElWlgac5XMV0o1ivCluwn/eK12465XFjMkLiDfPTDWcZ3ceSffVxo2sDSBK295bV+nWjewILYTUerbIQst6iYv61MpomVOW8NcsWhSeXOa3y2Z1uGe7fmvT2n2ZAqW9TVVkopxq9LZV9mDq/170i0n0OlLXguhKi5TJL4XblyhYiICFxcXIiIiCAnJ6fc47RaLT4+Pvj4+BAZGVnFrRTG4N66Ef99MpC868X4LPiOV74+zsGzuSSdzeH17en0ivuZb0/omBnWgbcHuWFXwUWfK6qhlTlvDXLjaPY1luzLNHp9SinGrjnMmdwi3hzgSq/2lbfV3e80Gg1xI33o2NKamM9S+UWXX+l1CNP759fHWfO/UfOJ3Z3v+6YgIUTtZJKeYO7cuYSHh5ORkUF4eDhz584t97j69euTkpJCSkoKW7dureJWCmPp1b4FKc/3ws++MXMSMujy3h66vreXV7edoH3Tenz6uC+vRLjQ3Np0I31/NC7QEa/WDZn9bTpXjXxTxDuJp9jy8wWmBLflcX8Ho9XTwNKcL2O6oi9VDIk7yI0SvdHqElVv2f4z/HvHrWVbXgrvcM/L/wghaj+TJH5btmxhzJgxAIwZM4bNmzebohnChJybW7P32Z78NL038wa5Mn+QK1/FdGH10A5E+djTwLL6rC9mZqZh6d+8uFRwk+lfpBmtnj2nLjPzq2OEu7TgxdD2Rh+had/CmviRPqRdyOepz1KNWpeoOl8fu8CkjT/R3bkpcwZ0qpIlkIQQNYdJPl0vXLhA69atAWjVqhUXLlwo97jr168TEBCAubk5M2fO5JFHHrljmcuWLWPZsmUAZGdnk5Vl/LlLOp3O6HXUdk2Bxzo1+N8jPTpdLllZ1W90wskSIjs2IS7pVx7rZINLi8r9MNUVFPO3VcdoZW3OtICmFF+7QtbtUyArXs+f3rNBLWGsdwviD53Dv6U5Ue6Vf2m5rjFlv3D0QiFR607QtrElM7s2p7E+n6ys2ncpX/pe45L4Gp8pY2y0xK9Pnz5kZ9++bMecOXPKPNZoNHdcpuPMmTPY29tz6tQpwsLC8PT0pH379uUeO2HCBCZMmABAQEAAbdq0qeAZ3Juqqqcuqa4xXTKyGS5v7mTGriwOPNez0paXKdGXMmrZAfJu6Fk50of+vvaVUu6d/Dm+yx5vRYpuDy/v/I0IT2fcjLQPcl1iivfw2ZxCxm49io2VBYuHedPftXbfwVtd+4naQuJrfKaKsdGuJSUkJHD06NHb/g0ZMgQ7OzvOnz8PwPnz57G1tS23DHv7Wx+A7dq1IyQkhMOHDxuruUL8pTaNrXhrkCtJZ3N5Z/fJSiv3pa+Os+uXy7wU1oFHPFtVWrn3ykJrxtbxXTA30/BIXDJFxTLfr6Y5f/U64Uv3c+16Ce8Ncadvp/L7VCGEMMkcv8jISFauXAnAypUrGTJkyG3H5OTkcOPGDQAuXbrE999/j5ubW5W2U4g/m9TdmSCnpsz+Jp3j5SxHc79WHvyV+YknifJubbL1CgEcm9bnk8d9ybhUwOhP5QtWTXK54CYR/+8A5/Kus/hRD4Z5tZZlW4QQd2SSxG/mzJls374dFxcXEhISmDlzJgDJycnExMQAcOzYMQICAvD29iY0NJSZM2dK4idMzsxMw5pRfphpNAyLT+ZmSekDl7Xv9BUmrD9CF8cmvBrRkZY29SqxpfdvkFsrnu/djg1HzvPB96dN2hZxb3KLiun/4QEydPksiHQn2s8e8wfc1k8IUTeY5OaO5s2bs2PHjtt+HhAQwEcffQRA9+7d+ekn02yVJcTdODVrwPLhXgxf9SOjPv2RdU/43/d8v9OXCxkan4xdQ0veHNgZj9bVY17d24Pc2Hf6Ci9sTaOLYxMCH2pq6iaJO9Dl36DfsgP8dP4a8wa5MjbQ0WQjxkKImkO+GgrxAKJ87Hm+VzvWp57n1W0n7uu1Z3MKCVuyj6JiPQsi3QntUH3upNWaadg0LpAm9S0Y+FESZ3MKTd0kUY5zeUX0/s8+0rLzWRDpxt+7O2NlIUmfEOKvSeInxAOaN9iNwW52vJGQwb++vbfk7+j5qwS/v49LBTf5YKgHj3i0qrS7gytLq0ZWfPNUVwqL9YQt2U+ekRetFvfnxMV8gt/fx9mcIhY/6sFT3ZyoL0mfEOIeSeInxAMyM9Pw+dgABrjaMuubdEZ/+uMd74hVSvFx8q90X/w9hcV6lv7Ni5G+1Xc+lrd9Y9aPDiAzp4h+yw7Izh7VREK6jm6L9pJbVMx/hnoyJtBRRvqEEPelen7qCFFDWGjN2DIukIndnVh16Bzt/72DJd9nkpV3Hbg1+X7TT+fp/Z99jFmTQvvmDYgf6UN0NU76fvewqy0fPOrBD2dz6b/sB0n+TEgpxZJ9mfT/8AeaN7Bg5UgfHvd3kP13hRD3rfrsiyVEDWWuNeM/w7x4uLMtL315nEkbf2LSxp/QajTolQLArmE9ZoS25+/dnGjXwtrELb53f+/uTGGxnue3phH2n/18PaGr7Ptaxa5dL2Hi50dY/eM5ejg3Zc7DnenVvnm1myIghKgZJPETopIMdm/FIDc7vk3Xse34Ra5eL8HK3AyPVg0J7dCCji1tauT6alN7t8fKXMuzm4/iv3APXz/VlQ41KHmtyQ7/lseIVYc4ebmAp4OcmBbSnvYSeyFEBUjiJ0Ql0mg09OtkS79atnPCxB7OODSxYtTqw/i8s5t3h7jzZNeHZNTJSPJvlPDat+m8+90pmta3YOkwL0b4tpHRViFEhckEESHEPRns3orDz/fCpYU1T60/Qtf39rLrl0uo/13OFhWnlGJDahad39rF/MSTDHS1Zc0oP57s+pAkfUKISiEjfkKIe9auhTWHpvZi3q5fmL/7FGFL9tOppTWP+zsQ1qEFnq0blklQlFLk39BzIf8Gv+UWcTa3iF9zizibU8SlgpsUFuspvKnHUmuGXcN6tGpYj062NgQ5NcW9VcM6NaKYocsnduNRvk3X0bGFNSuGezPQzQ7bhqbd0UUIUbtI4ieEuC9mZhpeDHchtmdb5ieeZONPtxaxfpVbaxlamZthaW6GpdaM/BslXC9nW7um9S1o2sCC+uZa6pmbUawvJu3CNS4XFnPjf8e3aVSPaF97JgQ50bGlTZWeY1UqKtbz5o4M3tp5Eguthmm92xHl04YAhyY1ck6oEKJ6k8RPCPFArOuZM6tfJ2b160SGLp+vj18kQ1dA3vUSSvSl3NSXUt9CS7MGljRrYIGtjSX2jevj0sKaFjaWNLDQYmWhRfu/5KZEX0rhTT2pWVf5Nl3H7lOXeXfPaRbsPkWUdxvmDOhc624q+erYBWI3HuX0lUL6d2rJlF7tCHJuKpd1hRBGI4mfEKLCXFra4FLBUTlzrRmN6psR3L45we2bA3DyUgH/+jaddalZfH4ki3FdHuKdSLcanxiduVLIlC0/s/loNs5N67NkmCcPd7bFqVkDUzdNCFHLSeInhKi22rewZuVjvrz+cCem/TeNFUln+W/aBeJH+NDftebdOX2zpJQFu0/yr+3pKAWxPZwZHeCAn0MTw8inEEIYkyR+Qohq76GmDfhsdAA7M3Q8uS6Vhz/6gbGBjiwZ5lljtizb9cslJn3+E8cv5hPSvjkv9G5HmEsLGlhKNyyEqDrS4wghaowwl5YcezGUZzb+xIqkX0k6m8MXT3albfPqe4n0csFNpv03jfiDv2LfyIp3h7gz0tceO7lbVwhhApL4CSFqFCsLLctH+BDRsSUT1h/B+53drIr2YYhna1M3rQylFGsPZzF581GuFBUzLtCR2B7O+Do0rlPL1AghqhdZwFkIUSON9LXn0NRg2jSqxyPxyfzzq2OUllaPxaTPXClk4EdJPLb6R1raWPJJtC8fDPPEz7GJJH1CCJOSET8hRI3l0tKGwy/0ZvjHh5iz4xeSf8tj/egAGlqZpmvTlyo+PHSBeftSKFWKF3q349mebeVuXSFEtSEjfkKIGq2+hZat4wP5V79OJKTr8HlnN+m6/CpvR2pWHkGL9jI78Td82jTisyf8mTvQVZI+IUS1IomfEKLG02g0vNK3I1vGd+FK0U38F3zH1qPnq6TughslzPziGAEL93DycgEv92zNxrEBDHJvhblWulghRPUivZIQotYY6GZH8pRg7Btb8UhcMi9s/Zmb5WwZV1n++3M27vMSeWvXLwxwtWX9aH8mdmmNbUMro9UphBAVIYmfEKJWad/i1ry/Rz1bsWD3KfwXfsfxC9cqtY6zOYU8GneQyBUH0Zpp+CjKi/iRPoS5tJSbN4QQ1Zrc3CGEqHXqW2j5fGwg8QfPMmXzz/gs+I4XQ9vzYliHCi2YfCn/Bm/tOsn7e08D8GxPZ2K6PoRn60aS8AkhagRJ/IQQtdbYwIcI79CCsWtT+Nf2DJYdOMtbg1x5zNf+vubfnblSyLIDZ1i8N5P8GyU87GrLxCAn+nRsWWN2DhFCCJDETwhRyzk2bcCOid3578/ZzPzyGGPWpDDzy2PEdHmIv3m3waNVQ8zK2Sf3Uv4Nvk3X8cmhc2w7cREUhHRoztNBTvTtZEuT+hYmOBshhKgYSfyEEHXCYPdWDHS146MfzrL8h7O8kZDB6wkZNLIyp7OtDW0aWaE105BTWMypywVk5hQB0NLakpguDxHpbkfPds0l4RNC1GiS+Akh6gwzMw0TgpyYEOTEiYv5rD18jiPnr/Jb7nV+On8VpcCmnjkdW9owyM2OAMcm9GzbDOdmDdCWMyoohBA1jUkSv/Xr1zN79myOHTtGUlISAQEB5R63bds2Jk+ejF6vJyYmhpkzZ1ZxS4UQtVUnWxtm9etkeFyiL6WkVGGm0WBpLgseCCFqJ5P0bh4eHmzcuJFevXrd8Ri9Xs8zzzzD119/TVpaGmvWrCEtLa0KWymEqEvMtWZYWWgl6RNC1GomGfFzdXX9y2OSkpLo0KED7dq1A2DkyJFs2bIFNzc3YzdPCCGEEKJWqrZz/M6dO4ejo6PhsYODAz/88MMdj1+2bBnLli0DIDs7m6ysLKO3UafTGb2OukZialwSX+OTGBufxNi4JL7GZ8oYGy3x69OnD9nZ2bf9fM6cOQwZMqTS65swYQITJkwAICAggDZt2lR6HeWpqnrqEompcUl8jU9ibHwSY+OS+BqfqWJstMQvISGhQq+3t7fn119/NTz+7bffsLe3r2izhBBCCCHqrGo7izkwMJCMjAxOnz7NzZs3Wbt2LZGRkaZulhBCCCFEjWWSOX6bNm3i2WefRafTMXDgQHx8fPjmm2/IysoiJiaGr776CnNzc95//3369euHXq9n/PjxuLu731P5mZmZd1wipjLpdDpatmxp9HrqEompcUl8jU9ibHwSY+OS+BqfsWOcmZl5x+c0SilltJpruYCAAJKTk03djFpFYmpcEl/jkxgbn8TYuCS+xmfKGFfbS71CCCGEEKJySeInhBBCCFFHSOJXAb8vHyMqj8TUuCS+xicxNj6JsXFJfI3PlDGWOX5CCCGEEHWEjPgJIYQQQtQRkvgJIYQQQtQRdSLxs7GxMXUT7mr8+PHY2tri4eFh6qY8EI1Gw6hRowyPS0pKaNmyJYMGDaqU8u/l93f8+HGCgoKoV68e8+fPr5R6qzNjxvzy5cuEhoZiY2NDbGxshcuryf7qvRcSEnJfSzK8/PLLODo6Vvs+6V7MmTMHd3d3vLy88PHxuete6neTmJjIvn37Kq1dzs7OXLp0qdLK69+/P02aNKm0/ux+aTQaXnjhBcPj+fPnM3v2bJO0pTLftzWhn6nuf6cPmjvUicTPFEpKSu752LFjx7Jt2zYjtsa4rK2tOXr0KEVFRQBs3779vrfXu594ladZs2YsWrSIadOmVaicmqIyYn4nVlZWvP7663Uiga5qgwcPJikpydTNqLD9+/fzxRdf8OOPP3LkyBESEhJwdHR8oLIqO/GriPL6oenTp7Nq1SoTtOaWevXqsXHjxkpNZk3hz7GVfqZ8VZE71JnELz8/n/DwcPz8/PD09GTLli3ArdWtXV1deeqpp3B3d6dv376GD9M/fpu/dOkSzs7OhtcEBwfj5+eHn5+fodNKTEwkODiYyMhI3NzcePXVV3n33XcNbXj55Zd57733bmtbr169aNasmRHP3vgGDBjAl19+CcCaNWuIjo42PJeUlERQUBC+vr50796dEydOABAfH09kZCRhYWGEh4eTn5/PuHHj8PT0xMvLi88//9xQxssvv4y3tzfdunXjwoULt9Vva2tLYGAgFhYWRj7T6uNBYt6rVy9SUlIMx/Xs2ZPU1NQy5VpbW9OzZ0+srKyMfxI1QGJiYpnRntjYWOLj48scs2LFCqZMmWJ4/OGHHzJ16tTbyurWrRutW7c2VlOrzPnz52nRogX16tUDoEWLFoYN5w8dOkTv3r3x9/enX79+nD9/HrjVn06ePBkfHx88PDxISkoiMzOTpUuXsnDhQnx8fNizZw86nY5hw4YRGBhIYGAg33//PQCzZ89mzJgxBAcH4+TkxMaNG5kxYwaenp7079+f4uJiQ/vefvttPD096dKlC7/88gvAXct94okn6NGjB0888cRt5xoeHk7Dhg2NF8y/YG5uzoQJE1i4cOFtz2VmZhIWFoaXlxfh4eGcPXuWvLw8nJycKC0tBaCgoABHR0eKi4s5efIk/fv3x9/fn+DgYI4fPw7cSiAmTpxIt27daNeuHYmJiYwfPx5XV1fGjh1bps6pU6fi7u5OeHg4Op0O4K7lPv3003Tt2pUZM2aUKaem9DO1MndQdYC1tbUqLi5WeXl5SimldDqdat++vSotLVWnT59WWq1WHT58WCmlVFRUlFq1apVSSqnevXurgwcPGl7j5OSklFKqoKBAFRUVKaWUSk9PV/7+/koppXbt2qUaNGigTp06pZRS6vTp08rX11cppZRer1ft2rVTly5dKreNp0+fVu7u7pV/8lXA2tpapaamqmHDhqmioiLl7e2tdu3apQYOHKiUUiovL08VFxcrpZTavn27Gjp0qFJKqbi4OGVvb68uX76slFJqxowZavLkyYZyr1y5opRSClBbt25VSik1ffp09frrr9+xLbNmzVLz5s2r9HOsbh405vHx8YYYnzhxwvDeLU9cXJx65plnjHsi1Zy1tXWZuCql1DPPPKPi4uKUUv+/j7h27Zpq166dunnzplJKqaCgIHXkyJG7lluTXbt2TXl7eysXFxc1ceJElZiYqJRS6ubNmyooKEhdvHhRKaXU2rVr1bhx45RSt2IVExOjlFJq9+7dhv7uz3+z0dHRas+ePUoppc6cOaM6d+5sOK5Hjx7q5s2bKiUlRdWvX1999dVXSimlHnnkEbVp0yallFJOTk7qjTfeUEoptXLlSsPv7m7l+vn5qcLCwjue75/fA1XJ2tpa5eXlKScnJ5Wbm6vmzZunZs2apZRSatCgQSo+Pl4ppdTy5cvVkCFDlFJKRUZGqp07dyqlbv0OnnzySaWUUmFhYSo9PV0ppdSBAwdUaGioUkqpMWPGqBEjRqjS0lK1efNm1bBhQ3XkyBGl1+uVn5+f4fMRUJ988olSSqnXXnvN0D/crdyBAweqkpKSO55fde5namvuYJK9ek1BKcU//vEPvvvuO8zMzDh37pxh5Kht27b4+PgA4O/vf9c97gCKi4uJjY0lJSUFrVZLenq64bkuXbrQtm1b4NZck+bNm3P48GEuXLiAr68vzZs3N8r5mZqXlxeZmZmsWbOGAQMGlHkuLy+PMWPGkJGRgUajKfPNPCIiwvCNJSEhgbVr1xqea9q0KQCWlpaGERd/f3+2b99u7NOpER4k5lFRUbz++uvMmzePFStW3PZtXjwYGxsbwsLC+OKLL3B1daW4uBhPT09TN8tobGxsOHToEHv27GHXrl2MGDGCuXPnEhAQwNGjR4mIiABAr9eXGeH8fVS6V69eXL16ldzc3NvKTkhIIC0tzfD46tWr5OfnA/Dwww9jYWGBp6cner2e/v37A+Dp6Vmm3/69nujoaMPI693KjYyMpH79+hUNi9E0atSI0aNHs2jRojLt3L9/Pxs3bgTgiSeeMIyqjRgxgnXr1hEaGsratWuZNGkS+fn57Nu3j6ioKMPrb9y4Yfj/4MGD0Wg0eHp6YmdnZ3j/uru7k5mZiY+PD2ZmZowYMQKAUaNGMXTo0L8sNyoqCq1Wa4SoVI3amDvUmcRv9erV6HQ6Dh06hIWFBc7Ozly/fh3AcLkCQKvVGoZrzc3NDcPlvx8LsHDhQuzs7EhNTaW0tLTMULW1tXWZemNiYoiPjyc7O5vx48cb7fyqg8jISKZNm0ZiYiKXL182/PyVV14hNDSUTZs2kZmZSUhIiOG5P8erPBYWFmg0GuDW76ei8wFrk/uNeYMGDYiIiGDLli189tlnHDp0yEQtrzn+2A9A2b7gj2JiYvj3v/9N586dGTduXFU1z2S0Wi0hISGEhITg6enJypUr8ff3x93dnf3795f7mt//ju/0GKC0tJQDBw6Uewnw977azMysTL9gZmZWpl/4Y7m///9u5d5LP2RqU6ZMwc/P757eW5GRkfzjH//gypUrHDp0iLCwMAoKCmjSpEmZqR5/9MfY/vEz8c+x/SONRkNpaeldy60Jsb2b2pg71Jk5fnl5edja2mJhYcGuXbs4c+bMX77G2dnZ8MG4YcOGMmW1bt0aMzMzVq1ahV6vv2MZjz76KNu2bePgwYP069ev4idSjY0fP55Zs2bdNtKRl5dnuPHgz3Oj/igiIoIPPvjA8DgnJ8co7axNHiTmMTExPPfccwQGBhpGVcWdOTk5kZaWxo0bN8jNzWXHjh3lHte1a1d+/fVXPv300zLzLWujEydOkJGRYXickpKCk5MTnTp1QqfTGRK/4uJifv75Z8Nx69atA2Dv3r00btyYxo0b07BhQ65du2Y4pm/fvixevLhM2ffr93rWrVtHUFBQpZVrSs2aNWP48OEsX77c8LPu3bsbrpKsXr2a4OBg4NaIbGBgIJMnT2bQoEFotVoaNWpE27ZtWb9+PXBrJOvP83v/SmlpqeGz8NNPP6Vnz56VUm51Vhtzh1qf+JWUlFCvXj0ef/xxkpOT8fT05OOPP6Zz585/+dpp06axZMkSfH19y9xRNWnSJFauXIm3tzfHjx+/6zcaS0tLQkNDGT58+B2Hu6OjowkKCuLEiRM4ODiU+cOuSRwcHHjuuedu+/mMGTN46aWX8PX1veto3T//+U9ycnLw8PDA29ubXbt23XPd2dnZODg4sGDBAt544w0cHBy4evXqA51HTfIgMff396dRo0Z3HTlwdnbm+eefJz4+HgcHhzKXyOqK3/sOR0dHhg8fjoeHB8OHD8fX1/eOrxk+fDg9evS4Y0I9Y8YMHBwcKCwsxMHBwWTLclRUfn4+Y8aMwc3NDS8vL9LS0pg9ezaWlpZs2LCBF198EW9vb3x8fMrcsWtlZYWvry9PP/20oZ8bPHgwmzZtMtzcsWjRIpKTk/Hy8sLNzY2lS5fed/tycnLw8vLivffeM9wU8aDlBgcHExUVxY4dO3BwcOCbb7657/ZUlhdeeKHMZ9HixYuJi4vDy8uLVatWlbkBYMSIEXzyySeGS7NwKzlcvnw53t7euLu7G25UuFfW1tYkJSXh4eHBzp07efXVVytUbnXuZ2pz7lDrt2xLTU3lqaeeMtkSCqWlpfj5+bF+/XpcXFxM0gYh/igrK4uQkBCOHz+OmVmt/+73wB6k7xg0aBBTp04lPDzciC2rmUJCQpg/fz4BAQGmbooQf6k25w61utdfunQp0dHRvPHGGyapPy0tjQ4dOhAeHi5Jn6gWPv74Y7p27cqcOXMk6buL++07cnNz6dixI/Xr15ekT4garrbnDrV+xE8IIYQQQtwiX/mFEEIIIeoISfyEEEIIIeoISfyEEEIIIeoISfyEELWeVqvFx8cHd3d3vL29eeedd8osymwM06dPx93dnenTpxu1HiGEuB9yc4cQotazsbExbM918eJFHnvsMXr06MFrr71mtDobN27MlStXqmS7qpKSEszN68xGTEKICpARPyFEnWJra8uyZct4//33UUqRmZlJcHAwfn5++Pn5GRYcHj16NJs3bza87vHHH79tYVqlFNOnT8fDwwNPT0/DjhGRkZHk5+fj7+9v+BncWpvLxcUFnU5neNyhQwd0Oh06nY5hw4YRGBhIYGAg33//PQBJSUkEBQXh6+tL9+7dOXHiBHBrR5bIyEjCwsJkCRkhxL1TQghRy1lbW9/2s8aNG6vs7GxVUFCgioqKlFJKpaenK39/f6WUUomJiWrIkCFKKaVyc3OVs7OzKi4uLlPGhg0bVJ8+fVRJSYnKzs5Wjo6OKisr6451KqXU7Nmz1cKFC5VSSn3zzTdq6NChSimloqOj1Z49e5RSSp05c0Z17txZKaVUXl6eod7t27cbjo+Li1P29vbq8uXLDxQTIUTdJNcGhBB1WnFxMbGxsaSkpKDVaklPTwegd+/eTJo0CZ1Ox+eff86wYcNuu5y6d+9eoqOj0Wq12NnZ0bt3bw4ePEhkZOQd6xs/fjxDhgxhypQprFixwrB1XkJCQpktq65evUp+fj55eXmMGTOGjIwMNBoNxcXFhmMiIiJo1qxZZYZDCFHLSeInhKhzTp06hVarxdbWltdeew07OztSU1MpLS3FysrKcNzo0aP55JNPWLt2LXFxcZVSt6OjI3Z2duzcuZOkpCRWr14N3Lrse+DAgTL1A8TGxhIaGsqmTZvIzMwkJCTE8Nzd9voUQojyyBw/IUSdotPpePrpp4mNjUWj0ZCXl0fr1q0xMzNj1apV6PV6w7Fjx47l3XffBcDNze22soKDg1m3bh16vR6dTsd3331Hly5d/rINMTExjBo1iqioKMPNH3379mXx4sWGY1JSUgDIy8vD3t4euDWvTwghKkISPyFErVdUVGRYzqVPnz707duXWbNmATBp0iRWrlyJt7c3x48fLzOKZmdnh6urq+Fy7J89+uijeHl54e3tTVhYGG+//TatWrX6y/b8fvPHH8tdtGgRycnJeHl54ebmxtKlSwGYMWMGL730Er6+vpSUlFQkDEIIIcu5CCHEnRQWFuLp6cmPP/5I48aNK63c5ORkpk6dyp49eyqtTCGEuBcy4ieEEOVISEjA1dWVZ599tlKTvrlz5zJs2DDefPPNSitTCCHulYz4CSGEEELUETLiJ4QQQghRR0jiJ4QQQghRR0jiJ4QQQghRR0jiJ4QQQghRR0jiJ4QQQghRR/wfkDdGWfjh450AAAAASUVORK5CYII=\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"forecast = result.forecast\n",
"fig = forecast.plot_components()\n",
"fig.show()"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:00.122712Z",
"start_time": "2021-05-22T14:21:00.107003Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" params | \n",
" [] | \n",
"
\n",
" \n",
" \n",
" \n",
" rank_test_MAPE | \n",
" 1 | \n",
"
\n",
" \n",
" mean_test_MAPE | \n",
" 7.39 | \n",
"
\n",
" \n",
" split_test_MAPE | \n",
" (11.21, 6.04, 4.92) | \n",
"
\n",
" \n",
" mean_train_MAPE | \n",
" 3.34 | \n",
"
\n",
" \n",
" split_train_MAPE | \n",
" (2.58, 3.65, 3.8) | \n",
"
\n",
" \n",
" mean_fit_time | \n",
" 5.52 | \n",
"
\n",
" \n",
" mean_score_time | \n",
" 3.47 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
"params []\n",
"rank_test_MAPE 1\n",
"mean_test_MAPE 7.39\n",
"split_test_MAPE (11.21, 6.04, 4.92)\n",
"mean_train_MAPE 3.34\n",
"split_train_MAPE (2.58, 3.65, 3.8)\n",
"mean_fit_time 5.52\n",
"mean_score_time 3.47"
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"grid_search = result.grid_search\n",
"cv_results = summarize_grid_search_results(\n",
" grid_search=grid_search,\n",
" decimals=2,\n",
" # The below saves space in the printed output. Remove to show all available metrics and columns.\n",
" cv_report_metrics=None,\n",
" column_order=[\"rank\", \"mean_test\", \"split_test\", \"mean_train\", \"split_train\", \"mean_fit_time\", \"mean_score_time\", \"params\"]\n",
")\n",
"# Transposes to save space in the printed output\n",
"cv_results[\"params\"] = cv_results[\"params\"].astype(str)\n",
"cv_results.set_index(\"params\", drop=True, inplace=True)\n",
"cv_results.transpose()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## AirPassengers"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:00.128445Z",
"start_time": "2021-05-22T14:21:00.123639Z"
}
},
"outputs": [],
"source": [
"df = pd.read_csv('../data/AirPassengers.csv')\n",
"df['Month'] = pd.to_datetime(df['Month'])"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:00.137931Z",
"start_time": "2021-05-22T14:21:00.129383Z"
}
},
"outputs": [],
"source": [
"# specify dataset information\n",
"metadata = MetadataParam(\n",
" time_col=\"Month\", # name of the time column (\"date\" in example above)\n",
" value_col=\"#Passengers\", # name of the value column (\"sessions\" in example above)\n",
" freq=\"MS\"# \"H\" for hourly, \"D\" for daily, \"W\" for weekly, etc.\n",
" # Any format accepted by `pandas.date_range`\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### SILVERKITE"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:24.703307Z",
"start_time": "2021-05-22T14:21:00.138783Z"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Fitting 3 folds for each of 1 candidates, totalling 3 fits\n"
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],
"source": [
"forecaster = Forecaster() # Creates forecasts and stores the result\n",
"result = forecaster.run_forecast_config( # result is also stored as `forecaster.forecast_result`.\n",
" df=df,\n",
" config=ForecastConfig(\n",
" model_template=ModelTemplateEnum.SILVERKITE.name,\n",
" forecast_horizon=12, # forecasts N steps ahead\n",
" coverage=0.95, # 95% prediction intervals\n",
" metadata_param=metadata\n",
" )\n",
")"
]
},
{
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"ExecuteTime": {
"end_time": "2021-05-22T14:21:24.725956Z",
"start_time": "2021-05-22T14:21:24.704375Z"
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\n",
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" params | \n",
" [] | \n",
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\n",
" \n",
" \n",
" \n",
" rank_test_MAPE | \n",
" 1 | \n",
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\n",
" \n",
" mean_test_MAPE | \n",
" 11.19 | \n",
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\n",
" \n",
" split_test_MAPE | \n",
" (12.89, 10.72, 9.98) | \n",
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\n",
" \n",
" mean_train_MAPE | \n",
" 8.99 | \n",
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\n",
" \n",
" split_train_MAPE | \n",
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"params []\n",
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"grid_search = result.grid_search\n",
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" cv_report_metrics=None,\n",
" column_order=[\"rank\", \"mean_test\", \"split_test\", \"mean_train\", \"split_train\", \"mean_fit_time\", \"mean_score_time\", \"params\"])\n",
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"metadata": {},
"source": [
"### SILVERKITE(gradient_boosting)"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:30.603759Z",
"start_time": "2021-05-22T14:21:24.791867Z"
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},
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"name": "stdout",
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"text": [
"Fitting 3 folds for each of 1 candidates, totalling 3 fits\n"
]
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"forecaster = Forecaster() # Creates forecasts and stores the result\n",
"result = forecaster.run_forecast_config( # result is also stored as `forecaster.forecast_result`.\n",
" df=df,\n",
" config=ForecastConfig(\n",
" model_template=ModelTemplateEnum.SILVERKITE.name,\n",
" forecast_horizon=12, # forecasts N steps ahead\n",
" coverage=0.95, # 95% prediction intervals\n",
" metadata_param=metadata,\n",
" model_components_param=ModelComponentsParam(\n",
" custom=dict(fit_algorithm_dict=dict(fit_algorithm='gradient_boosting'))\n",
" )\n",
" )\n",
")"
]
},
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"end_time": "2021-05-22T14:21:30.625820Z",
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"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" params | \n",
" [] | \n",
"
\n",
" \n",
" \n",
" \n",
" rank_test_MAPE | \n",
" 1 | \n",
"
\n",
" \n",
" mean_test_MAPE | \n",
" 17.06 | \n",
"
\n",
" \n",
" split_test_MAPE | \n",
" (23.39, 10.72, 17.07) | \n",
"
\n",
" \n",
" mean_train_MAPE | \n",
" 2.13 | \n",
"
\n",
" \n",
" split_train_MAPE | \n",
" (0.3, 2.97, 3.13) | \n",
"
\n",
" \n",
" mean_fit_time | \n",
" 0.54 | \n",
"
\n",
" \n",
" mean_score_time | \n",
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"params []\n",
"rank_test_MAPE 1\n",
"mean_test_MAPE 17.06\n",
"split_test_MAPE (23.39, 10.72, 17.07)\n",
"mean_train_MAPE 2.13\n",
"split_train_MAPE (0.3, 2.97, 3.13)\n",
"mean_fit_time 0.54\n",
"mean_score_time 0.39"
]
},
"execution_count": 23,
"metadata": {},
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}
],
"source": [
"grid_search = result.grid_search\n",
"cv_results = summarize_grid_search_results(\n",
" grid_search=grid_search,\n",
" decimals=2,\n",
" # The below saves space in the printed output. Remove to show all available metrics and columns.\n",
" cv_report_metrics=None,\n",
" column_order=[\"rank\", \"mean_test\", \"split_test\", \"mean_train\", \"split_train\", \"mean_fit_time\", \"mean_score_time\", \"params\"])\n",
"# Transposes to save space in the printed output\n",
"cv_results[\"params\"] = cv_results[\"params\"].astype(str)\n",
"cv_results.set_index(\"params\", drop=True, inplace=True)\n",
"cv_results.transpose()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### PROPHET"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:57.931056Z",
"start_time": "2021-05-22T14:21:30.648459Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"INFO:fbprophet:Disabling yearly seasonality. Run prophet with yearly_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling weekly seasonality. Run prophet with weekly_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Fitting 3 folds for each of 1 candidates, totalling 3 fits\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"INFO:fbprophet:n_changepoints greater than number of observations. Using 18.\n",
"INFO:fbprophet:Disabling weekly seasonality. Run prophet with weekly_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling weekly seasonality. Run prophet with weekly_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling weekly seasonality. Run prophet with weekly_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling weekly seasonality. Run prophet with weekly_seasonality=True to override this.\n",
"INFO:fbprophet:Disabling daily seasonality. Run prophet with daily_seasonality=True to override this.\n"
]
}
],
"source": [
"forecaster = Forecaster() # Creates forecasts and stores the result\n",
"result = forecaster.run_forecast_config( # result is also stored as `forecaster.forecast_result`.\n",
" df=df,\n",
" config=ForecastConfig(\n",
" model_template=ModelTemplateEnum.PROPHET.name,\n",
" forecast_horizon=12, # forecasts 365 steps ahead\n",
" coverage=0.95, # 95% prediction intervals\n",
" metadata_param=metadata,\n",
" model_components_param=ModelComponentsParam(\n",
" seasonality=dict(seasonality_mode='multiplicative')\n",
" )\n",
" )\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:57.962865Z",
"start_time": "2021-05-22T14:21:57.932949Z"
}
},
"outputs": [
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"source": [
"backtest = result.backtest\n",
"fig = backtest.plot()\n",
"plotly.io.show(fig)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:58.875600Z",
"start_time": "2021-05-22T14:21:57.963786Z"
},
"scrolled": true
},
"outputs": [
{
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\n",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"forecast = result.forecast\n",
"fig = forecast.plot_components()\n",
"#plotly.io.show(fig) # fig.show() if you are using \"PROPHET\" template\n",
"fig.show()"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {
"ExecuteTime": {
"end_time": "2021-05-22T14:21:58.890866Z",
"start_time": "2021-05-22T14:21:58.876704Z"
}
},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" params | \n",
" [] | \n",
"
\n",
" \n",
" \n",
" \n",
" rank_test_MAPE | \n",
" 1 | \n",
"
\n",
" \n",
" mean_test_MAPE | \n",
" 7.28 | \n",
"
\n",
" \n",
" split_test_MAPE | \n",
" (7.24, 9.73, 4.87) | \n",
"
\n",
" \n",
" mean_train_MAPE | \n",
" 2.44 | \n",
"
\n",
" \n",
" split_train_MAPE | \n",
" (3.14, 1.81, 2.37) | \n",
"
\n",
" \n",
" mean_fit_time | \n",
" 1.77 | \n",
"
\n",
" \n",
" mean_score_time | \n",
" 1.99 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
"params []\n",
"rank_test_MAPE 1\n",
"mean_test_MAPE 7.28\n",
"split_test_MAPE (7.24, 9.73, 4.87)\n",
"mean_train_MAPE 2.44\n",
"split_train_MAPE (3.14, 1.81, 2.37)\n",
"mean_fit_time 1.77\n",
"mean_score_time 1.99"
]
},
"execution_count": 27,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"grid_search = result.grid_search\n",
"cv_results = summarize_grid_search_results(\n",
" grid_search=grid_search,\n",
" decimals=2,\n",
" # The below saves space in the printed output. Remove to show all available metrics and columns.\n",
" cv_report_metrics=None,\n",
" column_order=[\"rank\", \"mean_test\", \"split_test\", \"mean_train\", \"split_train\", \"mean_fit_time\", \"mean_score_time\", \"params\"])\n",
"# Transposes to save space in the printed output\n",
"cv_results[\"params\"] = cv_results[\"params\"].astype(str)\n",
"cv_results.set_index(\"params\", drop=True, inplace=True)\n",
"cv_results.transpose()"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.7.4"
}
},
"nbformat": 4,
"nbformat_minor": 4
}