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Created October 3, 2017 19:37
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CryptoCompare history [DOGE] + fbprophet forecasting
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{
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"text/html": [
"<script>requirejs.config({paths: { 'plotly': ['https://cdn.plot.ly/plotly-latest.min']},});if(!window.Plotly) {{require(['plotly'],function(plotly) {window.Plotly=plotly;});}}</script>"
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"source": [
"# !pip3 install pandas\n",
"# !pip3 install prosperdatareader\n",
"# !pip3 install pandas-datareader\n",
"# !pip3 plotly\n",
"# !pip3 install cython\n",
"# !pip3 install pystan\n",
"# !pip3 install fbprophet\n",
"\n",
"from datetime import datetime, timedelta\n",
"import pandas as pd\n",
"import numpy as np\n",
"from IPython.display import display, Markdown\n",
"import plotly\n",
"import plotly.plotly as py\n",
"import plotly.graph_objs as go\n",
"from plotnine import *\n",
"\n",
"import pandas_datareader as pdr\n",
"import prosper.datareader.coins as coins\n",
"from fbprophet import Prophet\n",
"\n",
"plotly.offline.init_notebook_mode(connected=True)\n",
"iplot = plotly.offline.iplot\n",
"%matplotlib inline"
]
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"text": [
"INFO:NULL:Fetching OHLC data @day for DOGE -- CryptoCompare\n"
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}
],
"layout": {
"title": "DOGE - day",
"yaxis": {
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}
}
},
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0.000944, 0.00089, 0.001146, 0.00115, 0.001159, 0.001109, 0.001089, 0.001168, 0.001076, 0.001051, 0.001005]}], {\"title\": \"DOGE - day\", \"yaxis\": {\"title\": \"Price (USD)\"}}, {\"showLink\": true, \"linkText\": \"Export to plot.ly\"})});</script>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"## Generic Demo ##\n",
"coin = 'DOGE'\n",
"limit = 2000\n",
"freq = 'day'\n",
"\n",
"simple_coin_df = coins.prices.get_ohlc_cc(coin, limit, frequency=freq)\n",
"simple_coin_df['datetime'] = pd.to_datetime(simple_coin_df['time'], unit='s')\n",
"\n",
"trace = go.Candlestick(\n",
" x=simple_coin_df['datetime'],\n",
" open=simple_coin_df['open'],\n",
" high=simple_coin_df['high'],\n",
" low=simple_coin_df['low'],\n",
" close=simple_coin_df['close']\n",
")\n",
"\n",
"data = [trace]\n",
"\n",
"layout = {\n",
" 'title': '{} - {}'.format(coin, freq),\n",
" 'yaxis': {'title': 'Price (USD)'}\n",
"}\n",
"fig = dict(data=data, layout=layout)\n",
"iplot(fig, filename='{}-demo_{}x{}'.format(coin, freq, limit))"
]
},
{
"cell_type": "code",
"execution_count": 127,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"INFO:NULL:Fetching OHLC data @day for DOGE -- CryptoCompare\n"
]
},
{
"data": {
"text/html": [
"<div>\n",
"<style>\n",
" .dataframe thead tr:only-child th {\n",
" text-align: right;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: left;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>close</th>\n",
" <th>high</th>\n",
" <th>low</th>\n",
" <th>open</th>\n",
" <th>time</th>\n",
" <th>volumefrom</th>\n",
" <th>volumeto</th>\n",
" <th>datetime</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>1996</th>\n",
" <td>0.001089</td>\n",
" <td>0.001121</td>\n",
" <td>0.000988</td>\n",
" <td>0.001109</td>\n",
" <td>1506643200</td>\n",
" <td>6.226694e+08</td>\n",
" <td>660008.64</td>\n",
" <td>2017-09-29</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1997</th>\n",
" <td>0.001168</td>\n",
" <td>0.001171</td>\n",
" <td>0.001084</td>\n",
" <td>0.001089</td>\n",
" <td>1506729600</td>\n",
" <td>3.892506e+08</td>\n",
" <td>437815.03</td>\n",
" <td>2017-09-30</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1998</th>\n",
" <td>0.001076</td>\n",
" <td>0.001169</td>\n",
" <td>0.000900</td>\n",
" <td>0.001168</td>\n",
" <td>1506816000</td>\n",
" <td>5.649014e+08</td>\n",
" <td>614996.19</td>\n",
" <td>2017-10-01</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1999</th>\n",
" <td>0.001051</td>\n",
" <td>0.001112</td>\n",
" <td>0.001042</td>\n",
" <td>0.001076</td>\n",
" <td>1506902400</td>\n",
" <td>3.670337e+08</td>\n",
" <td>398464.86</td>\n",
" <td>2017-10-02</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2000</th>\n",
" <td>0.001005</td>\n",
" <td>0.001077</td>\n",
" <td>0.000990</td>\n",
" <td>0.001051</td>\n",
" <td>1506988800</td>\n",
" <td>3.957573e+08</td>\n",
" <td>406249.42</td>\n",
" <td>2017-10-03</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" close high low open time volumefrom \\\n",
"1996 0.001089 0.001121 0.000988 0.001109 1506643200 6.226694e+08 \n",
"1997 0.001168 0.001171 0.001084 0.001089 1506729600 3.892506e+08 \n",
"1998 0.001076 0.001169 0.000900 0.001168 1506816000 5.649014e+08 \n",
"1999 0.001051 0.001112 0.001042 0.001076 1506902400 3.670337e+08 \n",
"2000 0.001005 0.001077 0.000990 0.001051 1506988800 3.957573e+08 \n",
"\n",
" volumeto datetime \n",
"1996 660008.64 2017-09-29 \n",
"1997 437815.03 2017-09-30 \n",
"1998 614996.19 2017-10-01 \n",
"1999 398464.86 2017-10-02 \n",
"2000 406249.42 2017-10-03 "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"## Fetch Data ##\n",
"coin = 'DOGE'\n",
"limit = 2000\n",
"forecast = 60\n",
"plot_range = 400\n",
"\n",
"coin_df = coins.prices.get_ohlc_cc(coin, limit)\n",
"coin_df['datetime'] = pd.to_datetime(coin_df['time'], unit='s')\n",
"min_date = max(coin_df['datetime']) - timedelta(days=plot_range)\n",
"coin_df = coin_df[coin_df['close'] >0]\n",
"display(coin_df.tail(5))"
]
},
{
"cell_type": "code",
"execution_count": 128,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"## Forecast - Linear ##\n",
"pred = Prophet(\n",
" daily_seasonality=True\n",
")\n",
"pred.fit(pd.DataFrame({\n",
" 'y':coin_df['close'],\n",
" 'ds':coin_df['datetime']\n",
"}))\n",
"forecast_lin_df = pred.predict(pred.make_future_dataframe(periods=forecast))"
]
},
{
"cell_type": "code",
"execution_count": 129,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/lockefox/.virtualenvs/venv_redo_demo/local/lib/python3.6/site-packages/plotnine/geoms/geom_path.py:76: UserWarning:\n",
"\n",
"geom_path: Removed 60 rows containing missing values.\n",
"\n"
]
},
{
"data": {
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UEUJIqgVnivyBTgtdaP6giEcKinyzW/OcnKbjfZki9aZNMMybF5dbJqQzoqCI\nEEJSjAUNyYdeL29rqQvNNzkj1+nCdvkzRTw7u+n8vkyRUFsLwWIJPJ4QEoqCIkIISTWXC1yhkCdf\n9GV/hBMnAM4jHh5T91mETJFgNMqfT56M260T0plQUEQIISnGXC45S4Sm7E/uxIlQ/+//Rj7e4ZCD\nJyH8T7i/0DpS9xmjoIiQFlFQRAghKcbcbnk4PprVCUWZiZo5nRHriYCg7rNImaLaWvlzdTVUX34J\nw0MPnfK9E9KZUFBECCGp5nI1zTkUXCfkyx6FcTgi1hMBgNSjB6Tc3NDuM39NUVCmSLdkCdQff3zq\n905IJ0JBESGEpBhzu8H9AVBwl1i0TJHDEbGeCADEM85A/b59gaCJa7UhmSLOGJTffw/V5s3yjNdR\n6pYIOR1RUEQIIanmcgW6z4KxFoIi7hulFpEgBDJPUlGRHBSJIlhdHaTSUmjeew9QqeRRbzZbXJpA\nSGdAQREhhKQYc7tDusqMtbUQe/duV02Rnz/zJBUWQrBYwBoawCQJ3gEDwDweuK67DgAgNDbGpxGE\ndAIUFBFCSKoFFVr7cYUialDUUk1RQFCmSCgvh37hQgCA99xz5VP89rcAmtZHI4QAylTfACGEnO6C\nh+QHKJUtdp9Fqyny40FBkaKqCroVKwAArquuAtfpIJ51FrhaDaGhAdEXFCEkcTgHamoYiorSp64t\nLYIiq9WKxYsXY/fu3dDpdLjqqqtwxRVXRDz2hx9+wOuvv47q6mqUlJTg3nvvRWlpaWD/hg0bsGbN\nGtjtdgwZMgT33nsvMnzzdrz99tv47LPPYLVaodPpMHr0aMycORNKZVo8DYSQ01VwobWfUtlioXWr\nmaJm8x65pkwBM5shlZbCOWcOAEDKzQWrr4dw6BCUBw/CPWnSqbWDkAhEEaisFNCzpxSyvbGRwWgU\nUFSUPmF5WnSfLV26FB6PB8uXL8eTTz6JNWvW4Jtvvgk7zmw249lnn8XVV1+NsrIyjBkzBs888ww8\nHg8A4Ntvv0VZWRkef/xxrFixAoIgYMmSJYHHjxs3Dq+99hreeecdvPrqqzh8+DDWr1+ftHYSQkgk\nzOlsGpLvw5VKwPe3LdLxrQVF/iDLM348PEOGwLJsGcxr14Yek5cHoaEBeSNGIGv69FNoASGRiSLw\nyy8KnDghQAqNiVBZKcBsZmk1ADLlQZHT6cTWrVsxY8YM6PV69O7dG5deeik2bdoUduy2bdvQtWtX\njB8/Hir4JBcSAAAgAElEQVSVCldccQU459izZw8AYPPmzZgwYQL69u0LvV6PGTNmYNu2bbD5Rld0\n69YN+qARG4wxVFVVJaehhBASBYuUKVKpwMQo/0HHEBT5M0XeQYNg2rhRzjw1w3Nzofr883bcMSGt\nM5sZ9uxRor5egCgy1NYyAEBDA8OBAwo0NgqQJAabjaX4TpukvN/oxIkT4JyjV69egW2lpaXYtm1b\n2LEVFRUhXWWMMfTu3RsVFRU4//zzcfToUQwdOjSwv1u3blAqlTh+/Dj69esHAPjoo4+wcuVKOBwO\nZGZm4tZbbw27jtFohNE3yRkACIKALl26xKW9zSkUipDPycQYS/p1qb3Jkey20ut6apjHA6bRhJ5P\nqQSTpLBrMMbAHA5I+fktXp/511DLzASiHMfz8qDZsAGA3JUW7Xyn2+sLnH5tTkR7q6oEuN1CYOqt\nI0fUaGyUUF8vb/Bv93oVUCjSI12U8qDI6XSGZG8AwGAwwBFhhWiHwxGoD4p0rNPpbHE/APz617/G\nr3/9axw7dgybN29GXl5e2HXWrl2LZcuWBb6fNWsW7rnnnrY3rg2ysrISev5o1BHmRkkGam/ipaKt\n9LqegsxMqHNzm77XaqFSKqEP3uYnikBuLrSR9vkNHw5cfz1yW/qHrmtX+fMll0DYvBm5OTkAi/5f\n++n2+gKnX5vb216zGfA/VBSb4nDfqjMBHk/4tpwcoKUf5WRKeVCk1WrDAiC73Q5dhNSwTqeD3W4P\n2Waz2QLHarXaQFdZa+fq2bMnSkpK8Le//Q2PPvpoyL5rrrkGY8eODXwvCAIaGhra1rAYKRQKZGVl\nwWw2Q4yWKk8Qg8EQ9nwlGrU3OZLdVnpdT43eYgF0OtiD/s5kAPBaLHA2+9tjMBjAzGZ4GQvbFyIj\nA3j9daCFY7QGA3QA7BMnQr9pExoqK4EIk0Kebq8vcPq1+VTb+9NPAs45Ry4aOnBAQNeuEurrYwsx\nGhvFhGWKctsYbaU8KOrevTsAuWuspKQEAFBeXh74OlhJSQk++eSTwPeccxw5cgSXXXYZAKBXr14o\nLy/HuHHjAACVlZXweDzo0aNHxGuLoojq6uqw7QUFBSgoKAh8bzQaE/5LIYpi0n/xOOdJv6YftTex\nUtVWel3byemElJUVci6uUIC73WHn55zL3WcazSlfW8rJAdfr4Ro9GnoAUkNDeG1TkNPt9QVOvza3\np71OJ2A0Mng8IiQJqKpisNsBqXlldYvXTI/us5QXWmu1Wlx00UVYtWoV7HY7jh49io0bN+KSSy4J\nO3bkyJGoqqrCli1b4PF48MEHHwAABg8eDAAYP348Pv30Uxw6dAgOhwOrV6/GyJEjYTAYAMj1RGaz\nGZxzlJeXY+3atRg0aFDyGksIIZFEKLTmKpXcDxFBTEPyY7nshAmwPf44JF8ZgeBbOJaQtmhsFAAw\n2O0M9fUMAIPJlPLwol1SnikCgLvuuguLFi3CrFmzoNPpcM0112DYsGEAgOuvvx5PPPEEzj33XGRl\nZeHRRx/F0qVLsXjxYpSUlOCxxx6DSqUCAAwZMgQ33XQT5s+fD7vdjsGDB+O+++4LXGf37t14++23\n4Xa7kZ2djVGjRuHmm29OSZsJIcSPuVxhQ/KhUIBFG5LvcLS6zEcsxP79IfbvD7jd8nkpKCLtYDbL\ndWhWK0NlZccMhvzSIijKyMjAI488EnHfu+++G/L9wIEDsWjRoqjnmjJlCqZMmRJx32OPPdb+mySE\nkERp4+SNMS3z0RZqNbhWC2Y2x++cpFPhXK7Br61lyMvjIQMaLRY5KDp6VIDXmz7D69ujY4d0hBDS\nCTC3O3zyxpa6z5xOIJ5BEQCemUmZIhJVY6M8yWJdnYCqKjl04FxOMjqdciDU0QMiIE0yRYQQcjpj\nTmd4pqi17rNEBEWUKSJRWK0MSqXcVWYyMXTtKuHgQUW0KbA6LAqKCCEk1dzu8AVhVarIy3yIojwD\ndhxqioJJWVmUKSJRuVwMVVUMHo+cDTpyRIDRKBdVdybUfUYIISnGXK7AqvZ+PFpNkW9et7hniigo\nIi1wuYDa2qaQobpagc4WEAEUFBFCSOqJYvjaZAoFWKSgyD+BbQK6zwTqPiNRuFydLwCKhIIiQghJ\nNVEEb16coVJFzhT5sjm82ZJGp4pqik4fHg8irkzvdIZv883WAJcrsfeULigoIoSQVBPFptUxfaJ1\nnzGrVd6fiKCIus9OC42NzN8LC4ul6WuTCQheXcRqBXbvVsJqBSSJMkWEEEKSgElSWFAEpTJy95k/\nKIqwRtmpoJqi04fZLM8+bbUC332nxJ49SnAul6uZTE3BT2WlAqLIUFHRyYaYtYBGnxFCSKpJEsLG\nNreQKZIMhvAg6lRvIScHLEELX5Pk8nqBhgaGLl0irydmsQhQqaRAnZAkMdhsHHa7fz4iBo0GvtFl\nQEPD6ZM/oaCIEEJSTRTDgqKoo88slrh3nQEA79IFQm1t3M9Lks9sZjhyRAGtVkRGBgdjcpCkUABa\nLYfNBmg0LKSuyGqVF3GtrxdgNJ6+ocHp23JCCEkXoggea/eZxQL4FrmOJ6lLFwhGY9N6DqTDamxk\ncLsZvvtOidJSEd26SThxQoBOx6FSyXML2WyhMbfFwk6bYuqWUFBECCEpxiJkiqJ2n9lsCckUSV26\ngLndYCYTeE5O3M9PkkdetV529KiAhgZ51Xq7vSk11HyIfV0di/csDx3S6dNRSAgh6SpCTVGyu8+k\nwkIAgFBTE/dzk8QKnvi8ulqAw9EU8EgSCwRJHk/TjNTNdYZ1y+KBgiJCCEm1No4+S0hNUW4uuEJB\ndUUdjMMB1NQIEEVg1y4lysvpbf1UUPcZIYSkWlu6zywWSAkIiiAIkAoKwChT1KHU1cndYyoVO21m\nnU4kCooIISTFWIRC65a6zxJRaA3QCLSOpq6OoaZGgNMJMEYZonigZ5EQQlJJkuTPETJFEbvPElRo\nDfhGoFFQ1CGYTAz79inhcMjzCplM9HYeD/QsEkJIKomi/LkN3WcJC4oKC6nQuoM4coTevhOBnlVC\nCEmlKEERVyrBgoYVCceOyXMIJajQGvAFRb5MkXLXLqg//DAh1yGnxmxmsFrp7TsR6FklhJBU8nWf\n8eYTJiqVgYBJOHYMeUOHQrlzJ5CoQmsAPD8frK4OAKBZtw66V15JyHXIqamspLfuRKFnlhBCUohF\nqSniKlWg+0yzZo18rMMBlshMUW4uBN/6Z8xigfKXX5pqnoJ5PMi6+WZoysoSch8kOq8XqK+nUWaJ\nQkERIYSkUrSaIoUi0H2m+fe/AQDMbges1sSNPsvNBWtslK9lsYDZ7RCOHw87Tv/cc1Bv2gTNhg0J\nuQ8SndEoF1aTxKCgiBBCUqmlQmtRBFwuKA8cAAAwqzVhM1oDgJSTIwdFoihfC4Bi376w45R79sjH\nZ2cn5D5IdEYjvW0nEj27hBCSSr6giEda5sPjAbPZAvtZfT2YKCaupigvD4xzMLMZzGIBALkLrRnh\n5ElwvT5wbyQ5vF55KD5JHAqKCCEklfyZokjLfEhSIGMjdekCoaoKABKaKQIgB18WC7hCETFTJJw8\nCbG0VO7OIwnnn5mhoUFe4Z4kDgVFhBCSQoz7Vi5vHhSpVPJ+sxkAwAsLoaislL9O0Cr2PDdXvpXG\nRjCLBd6hQ6H89tvQgxwOCCaTHBRRpigp9u1TwOuVl/QgiUXPMCGEpFK0eYp83zOTCQAgFRVBOHFC\n3peVlZh7UashGQxgDQ1gFgvcEyZA+csvYL4RaQACkztSpig5XC7AZBKwc6eSgqIkoGeYEEJSqaVC\nawCC2QyuVMrD5auqwA2GQBYpEXhuLoS6OghWK7wXXACu10Oxa1dgv3DypHzblClKCrNZ7i6jEWfJ\nQUERIYSkkr/QOlr3WWMjuMEAbjBAqK4GEjzii+fmBobhS7m58AwZIk8a6SOcPAkpPx88O5uCoiTw\nB0UkOSgoIoSQFIo6eWNQ9xk3GMAzMsC8XvAEB0VSbi4Ux47J95CZCfHss6HYvz+wXzh5ElJREbhe\nD1D3WcJZrRQUJRMFRYQQkkrRus/8mSKLBVyvl7vNgMRninJy5HXWIAdF3GAAczoD+4WTJyEVFspD\n8u12eT02khCcAzYbBUXJREERIYSkkj9TFGFIPiCPBPN3nwGJG3kWuJ28PCgqKuRrZWSA63SAwxG4\nV+XevZCKi+VgifOmfSTu5JiTgqJkUqb6Bggh5LQWy+izoKAoGTVFiiNHwLVaOVul1YL5Ah/tiy9C\n+e23MK1dC+j18v3Z7XJXGok76jpLPsoUEUJIKrVWaG02y91n/gkbE5wp8p59tnw/vutxnQ7wdZ+p\ntmyB47e/hXjeeYEgrbMWWyt++AE4dCil90BdZ8lHmaIYqNVqaDSahJybMfmH3mAwgCe5b16pVCIz\nMzOp16T2Jkey20qv6ymcS6sFAGTm5ADBf2d83WoqqxW8qAi6ggL5+NzcxLb34osBAILRiMzMTAg5\nOVA4nQDnUOzbB/XcuVBmZgaCuQzGwBN4P6l4fQFA9fzzQN++MDz/fEp+phnLhMXCoNMl55r+n2mt\nVpv09mZkcKTgJY6IgqIYuN1uuN3uhJxboVBArVbDZrNB9KfRkyQzMxMW3/pGyULtTY5kt5Ve1/ZT\nWixQA7DY7UDw3xmnExoAUn09vD17wikIyAEgZWUltr05OfCHZhaLBWrGkOFwgB07BmYywdK7NySL\nBZAkaADYa2rgLSlJ2O2k4vUFgGyrFYLNlpKfaaMxEwcOOCBJycsUCYIAlUoFp9MJyV/nliRWqxca\nTWICsbYmNKj7jBBCUqmVyRubd58lekh+GH+h9fffgxsMkPwBkEoFrlZ33lmtXa6UTDnAOVBZyZIa\nEJEmlCkihJBU8v9Xzpq9CfqDIt88RfAXWie4pggATOvWNS0+q9PJhdbffw+xf/+QUXKBYfmdEEtR\nUGSxsMACsCT5KCgihJAUYpIUGGkWQhDABUFe5sM3eSOQnEyRZ9SowNdcq5UDhP37IZ55Zshx3GDo\ntIXWZpsCObbw6QY8nvivslJXx5CTw6FQAPX1lCFKJeo+I4SQVBLF8K4zP18RNtfrIWVkgDMG5Oe3\n6zLtLRPhvntAdXVYQNZZZ7X2eoFfrN1hirDERkMDQ7xLjI4fF/DTTwq43UB1Nb0tpxI9+4QQkkot\nBEXewYMByBkZZGTA9PHH4L5tbVVV1c4/9/45iE6eDBtl1hkyRRYLQ3ATrFbg66+VsLuUqLc0pYSO\nHxcCM0zb7fHL5nAO2O0MZrOA775TQhQpU5RKFBQRQkgqiWL4HEU+npEjASAwJ5B32LDw2qMWGI0M\nFguD0wmcPNm+P/chmaKsrNCden2HDookCdi/X4GqqqagtKJCIRc5u91osKkByIuyHj2qCARE8Zw/\nyOFAoKja5aKAKNUoKCKEkFSSpKiZIs+IEfIXyvaVfx47psCRIwIsFgaHgyFoCbOYcf9EOTU1YZki\nKTsb6s2bwWpq2nV/qVZTw+ByMd9neQbphgb5bZG53bDaBbhcTSvVNzbKAVE840CatTq9UFBECCEp\nxCQpfN0zH8+vfgUA4G2Ya8Vf7yJJcrmP2SwEskSRskUNDS2/KQcyRaIYFhTZ//hHsLo66BYvjvn+\n0kl1tRyMcs5w5IgCFRVBz4/bDbhcqK9nMJnk58hoFODxyF1d8aorslgoKEonFBQRQkgqtVRonZGB\nuh9+gOeSS1o9TWWlgIMHFdi1Swmr1d/FI7/hmkxC4BiPp+kxTidw+LBc4Bt1ftqgKZWbd5+J/frB\nPWkSFCleDqOtRFGuHQruBjMahUCWCKIIJomAw4H6eiEQuPiPt9sZ9uw59cHbnAP19fQ2nE7o1SCE\nkFQSxaiZIgDgRUWt1hGJInD0qJwR8noZDh0SIta9SBJDXV3TtUwmBqeTYdcuZcRCbEkCzDYluFqu\nrYm0nIfUuzcUR460eH/pxGxmOHZMgNHYwtufP0L0uNFQxyMWPzudLCzLI69qH/mU/kCs+b243ZQp\nSicUFBFCSCqJYuR5iloQ/OYqSXK3WPAMyFargOPHI/95b2xkkCTg4EEFLBb5GM4ZamvDj3c4gNpa\nFuhCixQUib17Q3H0aPvH/CeYJMldVB6PPIKsslL+qKlp4e0vOJ3WwhJPRmNoQHP4sAK//KKIOPli\nRYWAffvk7NKxY4Jv5mp6C043NHkjIYSkEGuh0DqaykoFzjpLhNcL7N2rhNMZnm2INpKpsZGhvp7h\n5EkBjPGQ4xsa5EkEPR5ArQYcDjlY4jo9YDaHjz6DHBQxpxNCdTWkbt3a1I5kqKyUM2hZWTwkEAqO\ne5pjQTuZyyU/GRHU1AgoKpJQVyeAsaZuSquVYfBgb8jLarHIRd21tQwVFQIaGlggKCXpg14RQghJ\npZZqiiLweuXsjdcLHDmiiBgQtXw5eXg5IGeIglVVCaitZTh8WN5vtzOIIkODulA+PkJQJPXoAa5Q\nQCgvD2lSOrDb5ayM08lazgw153I1fd3CkD2vV64tqqhQBJ5T+SEMBw8qAl1pnDeNMjt4UAGAAqJ0\nRa8KIYSkUgujzyIxmQBAzurU1ravHiVaINXQIODoUQXq6gSYzfIwfgCoUxXLB/jmSxLFoNoZlQpS\nz54hdUWNjSzpXUPNa3m8XmD/fmW7FlYNzhSFBEgRrxv5/EajgJ9/VqC2lsFqZYHjaKHX9EbdZ4QQ\nkkqtFFr7cS7XW5vN8vdHjyoS8gbrL/ytqJCLtgHAqCpGH0MOKk6oIEkiTCaGggIJKpUcAA3u0ROK\n48cD53A65aCoW7fIdUYOR8igtlN26JAAUWQ46ywxELD9+KOi3TNPh3WftVNDgzyiTaWKUn1N0g4F\nRYQQkkrRFoRtxmSS63382ZtEz34s18fIb+YOZSa+0k2AuUII1FPb7XLBtigy1Gm7QWXyYt/PCvTv\nL8LhkEdVRVo89cQJAUYjw6BBbetj8weFzTWtF8YgCHLXolodPRsWE39xNRNOKSjy83goO9RRUPcZ\nIYSkEIuxpqiuzj9HTqLvKJjvzVyjAdcbQvZ4PCwwVP047479VTmorxdgszXdY/C0AHV1chBlNDZ1\ny7WFv/2A3DXmH10nj5qT9/lH4Z1SQAQAbje4Sg1oNC3WFJHOh4IiQghJpRiDIotFgNstdz0lG1er\nA/VEkTQK+bD7pgkwm4VA0BPcfXXihICKCgFWq9zVFWmkO+fyfEvB/O0Nno376FEBJ07IE1EmpHbJ\n4wFXqQCdLi6ZItJxUPcZIYSkUow1RU4nUF/PUjIdEFerAb0++n6tFsxiASBngvy1SP5MkcMhB3W+\nQwDI3VtqNQ+0qbZWnrunsZGhZ08JgiD3Yh0+zNCzp7zd622al4lzhh9+UCZk8kPmdsvD8DWaFucp\nIp0PBUWEEJJKkgTeSlDk8fhqd+pSlNxvZe01rlZD8AUPwUPNTSa5rujIkfBMmMMBMMawb58ibARX\nYyNDdjbHoUMKOJ1AVpa8ZIm8YGvTSK72FlK3hrndciCo1bY6+ox0LhQUEUJICsUyeaO/RqaxkcV1\n1FasPJddBnXziukgXKsFi1B743IxfPutMmKhscPBUFUlRBzSXl4uzwrt9crt9XeR7duniLjkRtz5\nK8Q1mojtIp0XBUWEEJJKMdQUNdURpWYUk3TGGUBmJkL6v4JpNFEzKtFGXlVXC1EDnOaF0v7sU1IC\nIgR1n2m1VFN0mmlTUCSKIj766CNs2rQJO3bsQFVVFRwOB/Lz89GvXz+MHj0a11xzDUpLSxN1v4QQ\n0rnEUFPU2JjeY2J4O4KHZAU47eLPFOl0YA0Nqb4bkkQx/aZZrVY89dRT6N69O6699lr897//xTnn\nnIMbbrgBd911FyZOnAhRFPHiiy/izDPPxMSJE7F169ZE3zshhHR8rWSKOJcLrNNaZxu67q8puvRS\nqDZuhFBRkeo7IkkSU6aotLQUAwYMwAsvvIArr7wSmRFWSvbbvXs3ysrKMHXqVDzzzDO4++6743az\nhBDS6bQyeaPZzNI7qwKAazRyl1MnEeg+GzcO0rvvQvXFF3DNmJHq2yJJEFNQtH79elx44YUxnXDo\n0KEYOnQo/vSnP6GComtCCGkRi7L2WVWVgK5dJRiN6R0QAb6gqBNlipjHI2eKGIOUnw+WismhSErE\nFBTFGhAFy8zMxLnnntvmxxFCyGklSk1RVZUArZb7ZmxOcxoNmNvV5sVt05LHA2a3y5ki+AI+KrY+\nbbR59NmBAwewfft2VFdXgzGG4uJijBw5En379k3E/RFCSOcWoabIbpeHrB86lKQh6KeI++cxcrni\nu9JrCuifeQaqvXvgHj9B3qDVAiZTam+qU0uvxXJjDooqKytx66234tNPPwXnoY1gjGHy5Ml44403\nUFxcHPebJISQTitCTZF/ksZEL/oaL1yrlb9wuzt8UCQYjQAAxfHj8gatFqymJoV31PF16SJFzHiq\nVByFhSmYor0FMQVFdrsdF198MU6cOIG5c+fi0ksvRc+ePcE5x/Hjx/Gf//wHf/vb3zBhwgTs2rUL\nug7+S0EIIckSaUHYDtFlFswXFDGnEzw7O8U3c2p4dja8BgNct98OAzpfvVQqlJaKcDgAq1X+uS4o\nkGA0CigpkWAw8LRaSSWmoGjZsmU4ceIEtm7dikGDBoXs69evHyZMmIBp06Zh1KhReOONN3DPPfck\n5GYJIaTTaVZTZLG0bxX5VPJ3nzGXK806Q9qO2e1wX3IJpLPPBtC+OZhIE4OBQ6UCunaVcOCAAEHg\n6NNHhNMJFBXJWSKzOX1+3mP6d2T9+vWYPXt2WEAUbPDgwZg9ezbee++9uN0cIYR0es2Kkxsa0ucN\nImZBQVGH53CAB/V2RFvChLROEDgKCuTAp6CAQ6HgyMmRg6RzzxXBGMAYkJmZPqF0TJmiH3/8Eb//\n/e9bPW78+PEoKytr801YrVYsXrwYu3fvhk6nw1VXXYUrrrgi4rE//PADXn/9dVRXV6OkpAT33ntv\nyAzaGzZswJo1a2C32zFkyBDce++9yMjIAAAsX74cO3bsQENDA7Kzs/Gb3/wm6nUIISQpmnWfpdN/\nzTFTKsEFRaeYwJE5HOB6fdMGrbZTtCvRtFoesjyLTscxYIDXP4gPggD06SMGvlcGRR/pNGAxpltp\naGhAYWFhq8d16dIFjY2Nbb6JpUuXwuPxYPny5XjyySexZs0afPPNN2HHmc1mPPvss7j66qtRVlaG\nMWPG4JlnnoHH4wEAfPvttygrK8Pjjz+OFStWQBAELFmyJPB4lUqFRx99FGVlZXjsscfw/vvv48sv\nv2zz/RJCSNwEFVpzLnefdTiMyV1onSBTxOz20KAoeEh+YyPSqgAmjXTvLkIQ5IyPUslxzjlNAZFf\nYaGcKUpnMQVFXq8XilYWLAQAQRDg9XrbdANOpxNbt27FjBkzoNfr0bt3b1x66aXYtGlT2LHbtm1D\n165dMX78eKhUKlxxxRXgnGPPnj0AgM2bN2PChAno27cv9Ho9ZsyYgW3btsFmswEApk+fjpKSEgiC\ngJKSEgwfPhw//fRTm+6XEELiiQXVFFmtDJLUAYMioH0rynMO9QcfyHMQpAO3G8zrAYKCIn/3mWrz\nZmTdcQc0q1en8AbTV2YmR16eHPD06iX6a+87nJiH5L/00ksoKipq8ZiTJ0+2+QZOnDgBzjl69eoV\n2FZaWopt27aFHVtRURHSVcYYQ+/evVFRUYHzzz8fR48exdChQwP7u3XrBqVSiePHj6Nfv34h55Ik\nCT/99BN+85vftPmeCSEkboK6zzpklsinPUt9KH78Ebp/vgGpqAjeCy5o/QEOBzTvvw/XDTckps/F\nN3O1pNPB/0pwrRbM7YJmwwZIxcVQf/YZXNOmISwNchpjjEOvl7NFZjNDYWF6Z4NaElNQVFJSgp07\nd8Z0wpKSkjbdgNPphD44VQnAYDDAEWFadYfDEagPinSs0+lscX+w5cuXQ6FQYMKECWH7jEYjjL65\nKgA5A9alS5fYG9UG/gxcLJm4eGOMJf261N7kSHZb6XVtP8Y5oFJBoVDAZhMgtPJmzxhr9Zh481+v\nxetqtRDc7jbdm+bjj+XzttCm4PYKR49C+86/4L3kEvAYSjrayp/pEjIywPzX9L0/MaMRrunToVm5\nEuqdO+EdMybu1w/cR7q+xlFkZHAolQpkZwODB3OoVMn/OxAvMQVFR44cSdgNaLXasKDFbrdHnOtI\np9PB3izNarPZAsdqtdpAV1lL53rnnXewa9cuLFiwACqVKuw6a9euxbJlywLfz5o1K+HTDGRlZSX0\n/NGoU/TfDrU38VLRVnpd20GpBHQ6aHJzIQhAC+ttB0T6u5UMBoMh+k69HgoA2lgaAADHjwO+HgEd\n0GLDA+31TRycYTQCiVhFobpaPn9hYWDuJV1uLgBAMJug69ULOOMM6OrqYnuhTkFavsZRdOsG+J6m\nDq/Ny3zEW/fu3QHIXWP+LFN5eXnEjFNJSQk++eSTwPeccxw5cgSXXXYZAKBXr14oLy/HuHHjAMiz\ncHs8HvTo0SPwmDVr1uCzzz7Dc889h9wor+I111yDsWPHBr4XBAENDQ2n1tAoFAoFsrKyYDabIYpi\nQq4RjcFgCAsiE43amxzJbiu9ru1ncDggqdWw1Dagpqb1P8larRbOJI+GEgQh8DxLUuQZiHVqNcSG\nBrgtlpjOqX39dbABA8AaGuBubIQ3yuOC26usq4MOgHP/fnjOOaddbWmJwmiETlDA6nZDEEUYDAbY\nJQn+vgybSgW1TgdeXw9XjO1sj3R9jQEgK4uHjZDUar1I0FvkKYv2Ph9NTEGRx+OBw+EI+6+ouroa\nL774In7++Wd07doVv/3tb/GrX/2qTTeg1Wpx0UUXYdWqVXjggQdQW1uLjRs3RpwCYOTIkVixYgW2\nbNmCUaNG4aOPPgIgz5EEyFMCvPjiixgzZgy6deuG1atXY+TIkYHId+3atfjPf/6DBQsWID8/P+o9\nFYDYI78AACAASURBVBQUoKCgIPC90WhM+B96URST/mbCOU/6Nf2ovYmVqrbS69p23OuFQ1Th0CG0\n+GYUOJ7zmI5LBEmSol5bysgALJbY7s1uh3LrVtjmz4d21SrAbo/6uOD2cl9PgVBRARw4AP3ChbAu\nWRI6vvsUCFYruE4HiXN5/igAYlAWUszMlOcwsloT+hqk62uckSGhd28Re/bIWSydjiMzk0OvF5Gi\nX8G4i+kn6Q9/+AM2btyI/fv3B7bV1dVh6NChqK6uRl5eHkwmE1avXo1t27YFgpRY3XXXXVi0aBFm\nzZoFnU6Ha665BsOGDQMAXH/99XjiiSdw7rnnIisrC48++iiWLl2KxYsXo6SkBI899lggzThkyBDc\ndNNNmD9/Pux2OwYPHoz77rsvcJ2VK1dCqVSGdIWNGzcOd999d5vulxBC4kYUYfTk4OTJNJqspR14\nRgaY1RrTsYpffgFUKoj9+smFzBHqPiNh/qDo2DEoDxyAouYkFIcOQWw2kKa9wuYoAhA8jIpnZcnt\nrK2Ny/U6ksxMCQMGyBMuAhzFxRL69k2vdcviIaag6Msvv8SMGTNCtr300kuorq7GsmXLcPvtt6Om\npgYTJ07Ec889h3feeadNN5GRkYFHHnkk4r5333035PuBAwdi0aJFUc81ZcoUTJkyJeK+Dz74oE33\nRQghCSdJMHnbXseRbnhGBoQYgwXFvn0Q+/YF1Go58xJjVxFzOMCZAKGiAsKJEwAA1ZdfQnHgANxR\n/u63BbPZQobjyzerAFeq5BGCGg0kgwHKBNbZpqu8PB4Y8KfRyMt3dEYx/WtSUVERlv1Zv349+vXr\nh9tvvx0AUFhYiAcffDDmUWqEEEIAiCJMYucIimLNFCl//hne/v3lb9qwjAaz2yH27QvB6YBy1y5w\nMGg2/C90/1gWn7mO7PaQJT78uEYDyb/QrV4PIck1bOkgeCkOrZaj2UDvTiOmoMjj8YQMm29sbMS+\nffswfvz4kOP69OnTrrmKCCHkdGX3qOGRUj7m5ZTFHBSZTFDu2wfRVyjdpu4zhwNSjx4QC7pAUVUJ\nz/Dh4Co1uKCA4vDhU7n9wPnDus9898h9NbU8IwPoxEFRdjaHVisHQAUFEvr29QLgyMhoCop0Og69\n/jTOFPXt2zdkMkX/CLDmc/zU19e3udKbEEJOV6II7Dd3S6/Fn9op1qBIu2YNpMJCeH11o23pPoMv\naBF9K9i7p06F+Y03IJWUxCcoipIpgkYD7ssUcYNB7mZLc4y1L2gpLJTQt69cNZ2RwVFczNGvnxi8\nPB9yc3ln+JGNKKZ/T26//fZAzU9xcTHmz5+PoqKiwFB4vy1btqC/PyVKCCGkRfX1DBaPNmRB2I6K\nZ2SAWSzyqK0W3jFVn38O5223Bdrc1kJrqbgYUvfuwJf/J3/OyoLYpw8UBw+echuY1SpngpoLzhTp\n9XJQxDl8VcdpRxDkNcbq65vuT6Ph4Bxwu6PfM2P+2iEOtbopO1RQEBpgpfv6Zacipljv7rvvxsyZ\nM/H000/jjjvuAACUlZWFTIrY2NiIN998E5MnT07MnRJCSCdjtTJ5QdhO8G83z8gA4xIUP/4ImExR\nDuJgNhukoClP2lpTxHU6eIYPh/uiUeC+ngmxb195RNspDmMXamogRVi9ILimyN/OmLNbKaDXhy+8\nmp0tBzlaLccZZ3iRnx/+XGVnA/45I/PypJAus2Cd4Mc1qpiaplAosGTJEjQ2NqKmpgZHjhwJmdwQ\nkEeQHThwAPfff39CbpQQQjobq5WBSVLaZhzagvtmeDY88ww0H34Y+SCXC0wSQ+t22hIUOZ2AXg/e\npQscDz0UeN48w4eDmUxQr19/Sm0QTp6EFGGNT9dVV8Hje8/jvnnvYi0qTwWdDsjODg16srLkICcn\nR0JREUf//iJ0Og6FgiMjQz42ePq+7t2lzpDAbLM2xXs6nS5kUsNgSqUS+fn5KZuanBBCOhqbTc4U\ndYZ3n0Cw4HJCOHo08kG+EWLBdTtcp5MXYhVFaFaubHkUmd0euRC6Sxc4b70Vmn//O7AUSJu5XBAa\nG8AjBEXe4cMh+RYjD7QzLeuK5LZrtU0LtObnS8jJkQKZouzspucnN1dCYaGEQYNE5OTwkKCoo65y\nf6piqil6+umno+5TqVQoLCzE6NGjcdZZZ8XtxgghpDOz2wFR9AVFnSBTBK0WXKkC83qgiBIU+WuH\nggMbrtOBOZ0Qjh+Hdt178A4YANFXhB32+GiF0AC8AwZAsNvA6urAo/zz3hKhpgYAIEYIikLodOBg\naRgUcfTqJeHoUQV0Ojnw6d07NFukUIQGjLm5cu0QAJx5pgi9HnC5knO36SqmoOjll1+Ouk8URVit\nVjDGMH36dPzzn/9MyUrZhBDSkdhsvkCI885RpMGYXKRsNkOorpazP80CmEBBdXBQ5Cu0Vhw4AABQ\nHD8eOSjiPOqQeQDgRUXgKjWEigqI7QiK2MmT4Bot0Noiv4KQliPQtFq5y8tqZYGgqLnmHTnBdUca\nTSLvruOIKShqbTFUq9WKdevW4be//S3OPPNMPPbYY3G5OUII6azsdl9QJIqdovsMkIuQxdJSqL7d\nDcWJExDPOCOwT/Pmm+AFBeAKZei7s1YLJnqh3LcPAKA4dizyyd1uuR4pSqYICgWk7t2hOHYM4tCh\nrd9sfb0cZPkWJVf464liyNqlU1Ck1XKIojx3EGNA//6dZBGyFInLvycZGRmYMWMGHn30UaxatSoe\npySEkE7NHxR1lkJrAJCKiuAdNgxil0IIzZbCUH/6qTwLtU4X0l7uK15R/PADJEMGhOPHI5/c3/UW\nLSgCIJaURA+qmtG9/TZ0S5cGvmc1Na13nfn5px9IOY7zzvOisFDqtJMpJltcc7YjRozA/7N35+GN\nlueh/7/P+2pfvHu8jpdZYWCAgYQEBkICgbQJhaZwshwOpyRXf83ShG50SROgpydperUk/TUtOSRp\noIe0SX8JnDZcCTRwkpA0QAgJMAEGmN32LB7b412yLOl9n98fjyVb42VkjyzJ8v25rrk8ll5J72PJ\n0u37uZ/76VmswE4IIURWNlNUKdNnQPzP/ozkO9+J29SEOnUq5zo1NYXV3z9v+isT5Nj9J0hdcYUJ\nijLF0lpj/+//TfiP/xj7+PGc4xfidHRg9fbmda72vn1YcwIozyuvZIupz8Rpbc07+FpNkYjG6zW9\nhSQoKoyC/iYODw/nbAcihBBiPseBRKLyps+wbVNzU12NNbfswnFQqaQpZj49KJqzzCl53XVYkxMw\nOgqA1duL/fV/QY2OEvy7v8MNhlhq0y1n+3bsAwdQZ9puamrK3PfIMMTjqMFBPAf2k7rssryG6XR2\n5h18rabaWhMIRaOaqioJigqhYEGR67rce++9XH755YW6SyGEqEijo3Omy7RGV8j0WYauqUHNBDZA\ndupLpVM5QRCQLcZOvPs3cDs7cWrr8D35pDl+ZATt8TL14Q9jDQ4S/4M/AJ9v0cd1zj8fZ+tWAt/6\n1pLnZ+/fn83O2a++iv9b38Jpasbt6sprfG5np2k7sNLl/wWSKZRWav0uoS+0vAqtP//5zy96neM4\n9Pf3893vfpe+vj7+8z//s2AnJ4QQlcZ14ciROZkhx6mY6bMMt6YG78GD2e/nNmect3rM42Hic583\nU1eWRfKmm/B/85skf/VXsUZHobYW5+KLGf/nf56XZZpHKaZvvJHgF74AH/nIohk4e98+nO5u1NgY\n4b/+a9xQiOnbbsu7tsvp6MBKTKEGB9EbNuR1m8LTi3acFiuXV1B0xx13LHqdbds0NjZy1VVX8a1v\nfYudO3cW7OSEEKLSjI+r2akzgOnp+dmTNe70TFFOULRATZC7eXP2/8lrryXwwAPYr79uMkV1deaK\nPEsz0uedh5WYwurpwd20acFjPC+9RPr887GPHMHe8yLxz3wGd85KuTPRGzag/QGsnh6cEgVF4XDF\nxdJlIa+gyD3L/WSEEEIYk5O52Qg1PV1xTWLcJYKi03sXzeP343R3Y+/fj5qYyO5vlrfqapyWVjyv\nvUZyoaAomcSzdy/TN9xgogqtlxUQAWBZuC0t2CdOUOwF8B6PJp1WkiVaJXkFRUIIIQpjXlCUTKIr\nLCiithYrMWXaI/v92ZoiWGD6bAHOtm2m7sfvh0ymaBmcc87B99hjWL29JD74wZw6JPu118B1cXbs\nwLngghVvIutGo0XvVaSUpr3d5cgRO7tfmSisvJJve/fuXfYdp1IpDh06tOzbCSFEpZn7uZvtZA3Z\nVVkVlyma2VE+ky1Sc4IiN5+gaOtW7H37UCMjsNxMEZC+6CKzouzZZwn91V+Zuq0Zvh//mPS555qM\nlde74p+9jkSKvilsJKJpaHCxLJ3TjVoUTl5B0Zvf/GZuvPFGHnnkEZLJ5JLHHjx4kE9/+tN0d3fz\n7//+7wU5SSGEWMuGhhRHj1okEuTWE828n1ZapkjPBEVWZgotkUB7Z7I1Z5o+A9LbtmGPDGMfPoye\nu0tpnlJveQsTDz5I7LOfxT5wgMCXvwxaYx08iPf732f6ve9d9n3OU4KgqLpa4/fD+ec7stpsleQ1\nfXbgwAE+85nPcMstt6CU4uKLL+aCCy6gsbERv9/P6Ogohw8f5he/+AUHDx7k4osv5otf/CI33HDD\nap+/EEKUvcFBi9FRi56e01ZDzdTaVFpQhM+HG47MZooSCdzGRqzjx5dsvpihW1txmluw+0/griBT\nhFLg86Gbm4l/8pOE7r4bu7cX6/BhUm95C04BFgS5kQh2kXsVZbJD0ahkiVZLXkHRhg0b+Lu/+zv+\n8i//km9961t8//vf5/HHH+fEiRMkEgnq6urYvn07/+W//Bduvvlmdu3atdrnLYQQZS+RgN5eO7cv\n0RwqsyV5Bf7ZP3cFmkok0KEQbl1dNou0JKVI7d6N/fBDyy+0Po2zfTuxz3wG349+RPJtbyP19ref\n1f1lFHP6LBJxmZ5W0qCxCJZVaB0Oh7ntttu47bbbVul0hBCickxOKgYHF69SyARFeomGhGuVjkZn\n9webmkIHAsT/6q/yng5LXXkl/n/7N3Rj41mfi7t5M4k5y/4LoVhBkVKabdscTp60KmWLvLImXQ6E\nEGKV5BRVL6CiM0WRSHZ1lpqaQgeDptFhnluauF1djP/jP0JDw2qe5ooVKyiKRDTBIHR0yGqzYpCg\nSAghVsmZgiKmp9GWDZ7K646iIxGsmUyRSiTyKrCeZwXL8YslG/St8lYf1dXm/qVRY3HIj1kIIVZJ\nXkFRpRVZz9DhMMxkUlQiUXldu8NhVDqVLZZfLbL0vrgkKBJCiFWQSkEyeYbps0Si4noUZcydPmNq\nquKmCHU0CrCqDRxtW0txdZFJUCSEEKvg9M7VC6nIbtYzdCSCVcmZokgEYLaYfBXU1Ggpri4yCYqE\nEGIV5BUUTU9XXAYlQ0cicFqhdUUJBtHKWtVi67o6Ka4uthUFRa+88grve9/72Lx5M36/n+effx6A\nT37ykzz22GMFPUEhhFiL8gmKKrmmyI1EslmUFRdalzPLyp0iLDC/X9PYKFNnxbbsoOiJJ55g165d\n9PT0cMstt5BKpbLXeb1evvjFLxb0BIUQYi1JpWBkROUfFFVgjyIAwmGsqbjZd6wCp8/A1BVZJ0+u\nyn23tzsydVYCyw6KPvGJT/C+972PZ555hrvuuivnul27dvHCCy8U7OSEEGKticUUr75qn7HIGmYy\nKBUYLMBszQ2xmJk+q8BxJq++Gv+//ZspJC+ghgZobpYsUSksOyh6+eWXufXWWwFQp4WxNTU1DA0N\nFebMhBBiDYrFFFrn9ye+qvDpMwA1OWkKrStt+gxI3nAD2uPB993vFvBeNZs3S0BUKssOiurq6jh+\n/PiC1+3bt4+WlpazPikhhFirztibaA6VTEKlTp/NBEXW2BgqlazMjJjPR/LXfg3fY4+ZacICaGzU\nFfmjWiuW3Ub113/917n77rt585vfzJYtWwCTMerv7+eee+7hpptuKvhJlprP58O/Sn/NZbJt4XAY\nvcqdUU/n8XiIzvTaKBYZb3EUe6zyvM7SWuVdU2ynUlBVRXAZWRTbtpd1fCFkxhsIBPJ/foNBtM9P\nYKbY2l9bu6JsUSnGC8sY8/XXY33964RfeQX3TW8668fdtEmX3Wt6PVl2UPTZz36W5557jgsuuICd\nO3cC8MEPfpBDhw6xfft2/vzP/7zQ51hyyWSSZDK5Kvdt2zY+n49YLIZToL808hWNRplYxR4bC5Hx\nFkexxyrPq1l9fuyYzdCQAvLLFgXjcdzaWqaXUZMSDAaZKnANy5lYloXX6yWRSOC6+S8Tt8NhUseO\n4QGmAL2C8y7meC3LBAOuq/B6LXy+PMZs21hdXaRef53kBRes+HGrqjTj4wrLSpNOl8druhIsN6Gx\n7KCourqap59+mn/+53/miSeeoK6ujrq6On7nd36H//7f/zu+Sk0FCyHEaVwXBgcVjgNHj9pMTy9v\nuZBKJiu2ozUAkQjW4CDAmqgpyjRLPHVK0dnpYFkwPn7m27ktLdgnTqz4cbu7HerrNQcP2rLHWYmt\naBdCr9fLBz7wAT7wgQ8U+nyEEGLNOHDAor9/5Z9iKpGo2EJrmNnqI7P4Zg0UytTUaCxLMz0NLS2m\ntdLBgxCJuCQSinRa4fdrNm922Lt39uPTaWnB++KLZ/W4Xq8JjkRpLfu3ec+ePTz66KMLXvfoo4/y\ny1/+8qxPSgghyt3oKAwMnMWf9Vqb5oYFDoq83tx6EL9fEwyWpkbEjUSwh4bQtge83pKcw5lYlqap\nySUU0lRXu9TVabZtMz2CgkETsGzYoGlpMVNora0utbW5P1O3tRXV37+ix/f7ZwurKzg+XjOW/Rv9\n+7//+zzzzDMLXvezn/2MP/zDPzzrkxJCiHJjaoWMgQHFoUNnd3++//N/UMPDpC+66CzPLNeOHU7O\nB/aOHWk6O00GoujB0UymqJx7FG3e7LBli8OuXWlCIRO7zZ3pa2lxqa93aW01XzdsMMHR3I1adUsL\n9sjwivoVVVev36LmcrTsoOjFF19k9+7dC1532WWXZbf8EEKISuE4cPCgTToNY2OKffvsvGpNluL7\n/veZ/q//Fbet7azuJxKZLQL2+zWRiOb889NEIi7hsCYUgro6TUuLwwUXpAkEivchrCMRrPGxsq0n\nqq112bBh6Z9HXZ3G5wOPB845x8EzM2s29+fuNDcDYK0gW1RbK/ublZNlB0XT09OLrsSanp4mkUic\n9UkJIUQ5mZoy9SQHDticPFmYSlg1Po67YcPZ3YfSbNo0+6Ga+YD1+UzGqL3dmTkONm1y8XigudlF\nKRM4VVe7RCIutq2JRs3XQso0cCyXfc+8Xp1dYQbQ1bXyGp66Oj07VRmJ4EaiREaO0dCQf5BjWZq6\nOskUlZNlF1rv2rWLBx98kBtuuGHedQ8++CAXXnhhQU5MCCFKYXIy23cwKzMrcuqUCYjOeoWQ46Am\nJ9FVVWd1N7W1mmhU4/Np6upcOjpmP5C9XmhomP+BW1/vMjmpqK7WVFfnBgX799sMDOSuoPN4zqIm\naeYHWQ7TZ42NLtu2OWgNr7xi4zgQCq38/nw+OPdchyNHLOJxRV1kmo6GPpxtDuPjasFtXoJBzdSU\nwrI0rquoq9Oy2qzMLDso+sQnPsENN9zAu971Lj7wgQ/Q2trK8ePHeeCBB/je977Ht7/97dU4TyGE\nWHXxuOk1tH27+fA8ftzKfpDly37lFfB4cLZvX/ygyUkUGl1dvaLz9Ho1qZTKFv92dTl576geCJCt\nMTpdTY3L4KDC5yPbXqClxaWpSXPw4PLPU5dNUKTZtGk2a9bU5C67fcJColHNzp3mfmsih5lKT+Eq\nk43r7bWzx5nnC849N81LL3nYsSON3092Kk6Uj2U/Je9617v4+te/zh/90R/xnve8B6UUWmva29v5\n+te/zrve9a7VOE8hhFh1g4MWIyOm79D+/TanTllUVbnL2onD/81vomtrmVoiKLLGxgBwV9i1eOtW\nh8FBi5oaEwjlGxBlLBaj1NTo7Oqqw4dtGhpcmptd/H6b5maYOe28ueEwUMoeRabGCnIDkPp6TTJZ\n4Gkrv9/0nQLq6kxQZNsax1F0d5tapGDQTGuenokU5WNFcep73/te3vve9/L6669z6tQp6uvr2b7U\nX0VCCLEGjI0pHEexZ48nmx0aH7fmLXNfitXbi3OGtdVqfBytrPnzdHnwek3wUltb+J42Xi90droo\nBRddlM65buNG6OnRxOOzlzU2upw6pXDdRbIumfGVKFPU2KhpaHCZmMg9P8sq/Clpvx9mgqJw2Ew7\ndnS49PRY2T5EQDZIE+XprJJ3EggJISpJJhA6fboslcpzqmV8HHtkGHdu5LAANTGBjkZXVJxUV2em\ngFbLYvcdDMIb3uDwwgswMWERCJh+Pq+9ZnPq1MI3ykyfhaKKYmzU4ffrnGmx1laHcJjirLjz+VDT\n09lvq6pMQKaULtcWTWIBeQVFn//857nllltoamri85///JLHKqX4/d///YKcnBBCrIZEYn6mIJ2G\ndPrsog27txcAKxZb8jhrbGzF9USl7mvT1OQyMWFRU2Pqmerr3WwBem2ty8iIwuMxP8/M6rMNdSmS\nUXO71dDW5uC6JsY8dszU8lRVudlE1dkUVOdLz5k+A9Pk0euF5mbJDK0leQVFd9xxB1dccQVNTU3c\ncccdSx4rQZEQopzF4/DKKx4uuiiN12saMW7YsLxi6sXYPT2zD7KU8XGTKVqBqiqz51qpNDZqent1\nNjirqzOr0ywLtm93ePVVm+pqjW3D4f0mKonW2TQ3zwZFXV0O09Nw4oSdc9/Nzc7Mtin5PxfBoKar\ny/xA5q6ca20t8g/JVKdnvy118CpWJq+gaO4OwcvZIVkIIcqJ48CBAzbJpOLIEZvWVof9+z14PGnS\n6TPf/kysvj60z486Q1BkTUzgrmA5vm1rwmEo8gbqOSzLdIGORvXMOZmu2R6P+X9jo0tNjWl4eOyY\nB8vvJVrrwbtBMzbmMjysaG520Rr6+y20ng1kGho0jqMZHMw/KMp0mAYIhTKBiM4WoReLPm36TKxN\ny8plJhIJbr/9dp577rnVOh8hhFg1Bw7Y2WzFwIDFgQMmU9HXZxUkU6RiMdwNG1CxGOiZD+WpqWwB\nbva4FUyfBYM6Z2uJUjKNC2e/DwRmV3dt2KDx+2eXvjdVxyFiVqFt3erwxjemsW1zfG2txu+fHVM4\nrOnsdPB4lh5npvDd49E0N88NiiCz4sy2F77taplbaC3WrmUFRYFAgPvvv5/4mVLDQghRZqanc/cv\nA5ictLJfh4YKUO+SSODW1aFcxxQuAaG/+Rt8//ZvOYepFUyfdXY6nHNO+e+iPrdQu73dpfV/3Ery\n7W/PXja3try72+Hii9MEg5pAQOPxmE1RzzsvTXu7w/nnp6mrM8eGw6ZBJWjOPdcBzOquuUvtLcsU\nhJdk6koyRRVh2avPLr/8cn76059y1VVXrcb5CCHEqjA72i+eDUokCpApmp5Gz3yKW0NDuPX12Hv3\nzssKqYmJZXWzVspMB6217seWBdM337zo9Zli923b0gwPzw4uEpndW6y+XnPsmOacc0yG6dAhO9s0\ncaHMWXe3U5LVXtrvNxlCsaYtOyj6i7/4C2655RZs2+ad73wnTU1NqNPWcNZlQnshhCgT4+OruI59\nhpqexpl5/wv9zd+AZWElplCndT1U8fiyGhrW1BR/OqiY5gZBpwsGzbRbJoDavNlkyxabSqytLdEU\no8+HGh4uzWOLgllRpgjgj//4j/mTP/mTBY9xnPJP8QohKld/v8XUlNmiIvNhOjlZnKBI19YCYPf2\nzF6+UFA00+05HyX7oC8Tc3eyL9etMaSmqDIs++V1//33z8sMCSFEORkZUQwPW4yNWVx0UZpE4ux7\nEOVlagodCqH9AdR0Am3ZZlXS6UHRzHH5yvQEEmXM75eaogqw7KDotttuW4XTEEKsB1ov3DE503gv\nH+k0HDlis2WLw9CQYqGESyymsl+Hh1Xx+vokk2i/Hzccxp5OEPvEJ7DGxwned9/s4NNpVHLazAvl\nwe/X+R4qSkj7fDnNG8XalHdQtHfvXu677z4OHz5MW1sbN998M2+fs6JACCGWMjUF8biivn7+VNDB\ngzZdXfkVyA4OWpw8abFxo8Px4xYeD9TUzF7vOORs9fDaa3ZROhoDqETCTKOEw+jRUZxdu9B9fahU\n0jR0DIfNDwLOmCkKBjU1Ne66nzpbM2T6rCLk9bfZT37yEy6++GLuvfdennvuOb761a/yjne8g/vu\nu2+1z08IUSHGxtRMt+L5lw8MWDmbdg4OmuzOQntqZY4bHDS36etT2caLfX1WNkuUobWad9lqUdPT\nEAigQyHcxkbweHBnVp6p0VHzdWaF0lJBUTisufDCNJs2SVC0VmifDzXThkGsXXkFRXfffTfnnHMO\nR44cob+/n1OnTvHrv/7rfOpTn1rt8xNCVIjxcYvRUYvTVy339Zm3oUywMz6u2L/fZmBA0ddnMzl5\n+v2oObdTpFJmOq2nx6K31+bw4RKtW0+lTH8ivx8dDuM2N5vLq6vRKKyZuiKVR6aoqsqt6NVmleis\nC621xvPss4U7IbEieb17vPTSS9x1111s3LgRgKqqKj73uc8xPDxMX1/fqp6gEKIyZIKZY8ds4nFT\nRzQ5qRgbs7LXnzypePllG60VPT02sZi5PtMcOpmcnRpz3dnsz8mTFkePmigi05Cx6GaKbHUggNvY\niLNpk7ncttFVVQT/1//C8+yzZuUZyky3LEJqiNagFdQUWQcPEvqLv4BkEs+zz1Jz/fWoU6dW6QRF\nPvKqKRoaGqK9vT3nskyANDQ0lP2/EEIsJBabDWYGBxVDQx66ulzi8dnAZnxcMT4++5aUWS02OGjR\n328RieiSboR6JpmVR9rnI/GhD+VcZ42PwfgYga99janf/E3To2iJyvJAQKbM1hrt9+dsCLukC2Fa\nUQAAIABJREFUZJLI7bfj/+53UYkEyWuuwT54EAD7yBHo6lq18xRLy7vQWpbhCyFWam63YlBoDUeP\nWuS2NFv4PSZTD1SIjtOraqaeRAcC8wIerSyUdrGOH8f3s5+dschagqI1aBmZIuv4cQIPP8z4l75E\n8Ctfwfv001jj48BMUCRKJu+g6G1vexvWAn/ZXHnllTmXK6UYO60nhxBifRsenh/QpFJlHuQsU7ZH\nzQLTYhNf/jI6GCT0N3+D5+mns1uBLExnG06KtUP7fHlnijLF9qlrr8Wzdy/ep57Kvm4sCYpKKq+g\n6O67717t8xBCFIHjmH8+X3Zl+LLrV1zXJEXmJjsWm9ZKJGDPHk9xGieWWHbl0QJBkW5sBMBtacG7\n50XSbW2L3k8gsHAvJ1Hm/P68M0VqZvWADoVI7d5N8L77cGtq0MEg9uHDq3mW4gwkKBKigk1P535G\nHz1qlrGff75Db6+N48COHfO35UmnF99O4fBhi0AAQiETCSWTpoN0fT2Mj5tWPKmU6Uk0OGiti4AI\ngOlptM+/ZK2Q29oKsOS+ZzJ1tjZlmzcu1qF0DhWLmSlU2yZ1+eW4bW3Yhw6RvO467J4eyrh0ruKt\nsT2XhRDLMTQ0u3ILTKAyMWFqekxhs8pePzfb88ordrb3z1zJpNlXbG6B9PCwxeioYmICXnrJw6uv\n2rz0koeXX/Zw8uQ6CYiY2fdsiRVlQHaZ/lI1RdGoBEVrUua5zyNbpCYnZ/e+8/uZvOce3Koqktde\nK9NnJSZBkRAVbGpK5TRFjMcVrqsYHFQkkwrHUdm+Qa+/bpNKmWaKk5MWPT3z3x4GBkxvoHjcfK81\nnDxpls3395vvh4ctpqYyjylB0VzZ3kUSFFWczHOfzxSaisVyNgROXXklw/v2kbr4Yuz+fpAptJKR\noEiICpZImCAHZmuBwPQKyhgbs0ilTDH0L3/p4cgR87bQ328zOmoySQMDs8vjgWzQs3evzeSkWUV2\n/HixRlWmEoklew8BuE1NwMKZIo9HA1qCojUqGxDn0dX69KAIANvG2bmT1BvfiOev/3oVzlDkY9kb\nwq6GyclJ7r33Xp5//nmCwSDvfve7ufHGGxc89uWXX+a+++6jv7+fjo4OPv7xj9Pd3Z29/jvf+Q4P\nPfQQ8XicXbt28fGPf5xIJAKY7UoeeeQRDh06RFdXF/fcc09RxidEqSSTiuFh2LiRmSkvE8zMnf7q\n68ssjVcz7+ez1+3fb9Pc7DI8rKiqcrK3cxzFiROmQ3WGXuef5Wp62izHX4rfj1Nbt2BQVFdnAqLF\narlEmfP5AJMpOtOvQs70Wc4Vivgf/AFVt96K+tSn0FVVhT9PsaSyyBR96UtfIpVK8cADD/Dnf/7n\nPPTQQ/ziF7+Yd9z4+Dif+cxn+I3f+A2+8Y1v8Ja3vIVPf/rTpFIpAF544QW+8Y1vcOedd/JP//RP\nWJbFF7/4xeztI5EIN9xwA+95z3uKNjYhSimRMB2eYzFyptHmchyzncZCkklFb6/N5KTi5Mnct4tM\nRknMyCNTBJC+9FKcOX/IZfj9muZmKbFdq/RMUJTPsnwVi6Fn/lg/XeqqqyAYxPuTnxTy9ESeSv6u\nlkgkeOqpp7j11lsJhUJ0dXVx3XXX8cQTT8w79plnnqGlpYWrr74ar9fLjTfeiNaaF198EYAf/OAH\nXHPNNWzevJlQKMStt97KM888Q2ymaOKiiy7iiiuuoL6+vqhjFKLYjh83K8C0NoHQwYNnuyeY4tix\n3NvP3WZD5FdTBJD4yEdIv/nN8y73+dZ5qm2tW05N0WKZIgCvF/eqq/A++WQBT07kq+SJ2mPHjqG1\nprOzM3tZd3c3zzzzzLxje3t7c6bKlFJ0dXXR29vLG9/4Rnp6erj44ouz17e2tuLxeDh69Cjbt2/P\n+5yGhoYYGhrKfm9ZFo0zfUYKzZ7Z9dEuwe6PSqmiP66Md/UNDysOHbJobfVkG6vGYhZKnX3/m8Vu\nn3mchRq8rjalVNEfd6HxWskkBAIrPpdw2Ma2zxwYrZfXcUYpxgsrGPNMmwU7neZMu/la8ThEo4ve\nt3772/Hdey+JIo67lM9xOSl5UJRIJAidNr8eDoeZynSWm2NqaipbH7TQsYlEYsnr8/Xwww/zla98\nJfv9bbfdxsc+9rFl3cdyVZVo7tiXSfkWmYy38FIp8Hrh2DHzdWyshmh01R82R3ixv35XmdfrLcnj\n5ozXcSAaxbvCH3pT05KL0nJU8ut4IaUaLyxjzDPHVfn9UFu79LHJJLS04F/suA9+ED74QWqL/QtM\n6Z7jclHyoCgQCMwLWuLxOMEFmpsFg0HimbXAM2KxWPbYQCCQnSo7030t5aabbuKqq67Kfm9ZFiMj\nI8u6j3zZtk1VVRXj4+M4zvwmeqspHA7P+3mtNhnv6tm/36KmRtPTY+PzBZiYOPMqmEKxLCv783WL\nvGtrIBAgkceKn0JaaLyB0VF0XR3TExMrus+pqXReu0RU+uv4dKUYL6xszDW2zeTQEOkzfF5ERkZI\nd3SQWOS47JhX6XNnIaV8jldT7ZkC1NOUPChqm2l339vbS0dHBwCHDx/O/n+ujo4Ovve972W/11pz\n5MgRfvVXfxWAzs5ODh8+zFvf+lYAjh8/TiqVor29fVnn1NDQQENDQ/b7oaGhVX+ROI5T9Bei1rpk\nL34Zb+Gk02a5/cmTihMnAFy8Xl304ATAdd2iP67WpRkrnDbeWAy3vX1F5+L1arR2yOclUqmv48WU\ncrywzDH7/dhPPMH0rl0suYHdxARuMLjo/a6357iclLzQOhAIsHv3br72ta8Rj8fp6enh8ccf59pr\nr5137GWXXcaJEyf44Q9/SCqV4pFHHgFMATXA1Vdfzf/9v/+XgwcPMjU1xb/8y79w2WWXZVPcjuOQ\nTCZJz7TqTSaT2ZVrQqxVJ05YPPecZ6bwWYqfS2XB3jN58vulyLoSqHic0N//Pf5vfnPp45ZYfSZK\nq+RBEcCHPvQhbNvmtttu46677uKmm27ikksuAeA973kPr7zyCmDmOv/sz/6Mhx9+mPe///386Ec/\n4lOf+lS2nmDXrl28//3v53/+z//Jb/7mb5JKpfjoRz+afZwnn3ySm2++mXvvvZd9+/Zx8803y75u\nYs0zDRUlGCq17H5WK9DRIUvxK0H8d3+X9HnnmV3vAe/jj+cu0U+liHz841jHj684gBarq+TTZ2D6\nB/3pn/7pgtd987SIe+fOnfzDP/zDovd1/fXXc/311y943TXXXMM111yz8hMVosyMjak5W2qIUlrJ\nX/+WpenudqitlUxRJYh/6lM4W7YQ+vSnUZOTVN9yC+Nf/SrJG24AwDp5ksC//iuAZIrKVFlkioQQ\nyzc5Ca++ur6Xz5YNrVc0fbZ1q0NzswRElSR1+eXYJ0/ie+wxADy//GX2OjU8nP2/ZIrKkwRFQqxB\njgOvv+7BcSRLVBamp1FOelnTZ1VVLg0NEhBVGrejA6ejg8ADDwC5QZE1ZzWZZIrKkwRFQqxBQ0OK\nREIConKhZlqFLOeDLhKRgKhSpS6/HO9zz6G9XjwvvZTdGFDNXWJfgkan4szkWRFiDRoell/dcqIm\nJ4HlTYlIUFS5Urt3A5B8+9uxhoaw+vsBkylyurpI/Lf/RnrHjlKeoliEvLMKsUYcO2bx/PMeTp5U\njIxIlqicqExzwWVMn4XDEhRVqtTllwOQ/JVfwa2vx/vjHwOmpshtaWHyb/92Wa8VUTwSFAmxBsRi\ncOSIzdSU4sABT3ajV1Em4nHcQPCMe15lWJaWz8QK5nZ0EP+93yN59dUk3/lOfN/5DmAyRW5dXYnP\nTixFgiIh1oDxcflVLWfLXXlWUyNZokoX/+Qn0c3NTP/ar+H74Q9RExOokRH0MredEMUl77RClCk9\n53NzfFwyQ+XMisVgGUFRU5M0a1wvUldcAbaN55lnTKZIgqKyJkGREKtkpvb2LG6vyJSqSFBU5paR\nKfL5tDRrXE+8XtI7d+LZs8dkimT6rKyVRUdrISqN45jtN6qrl3e76Wnwes1q3YkJhVIKcEkmJSgq\nZ8uZPqut1Sh5OteV9IUX4tmzB2t4WDJFZU4yRUKsglhMMTGxvE++dBpeecXDTMsbJicVY2OKEyek\na3W5s0ZG0FVVeR1bXS1TZ+tN+sIL8bz4omSK1gAJioRYBWbqS+XUBWWkUmbPsrlcF/btM6vLYjFz\n3cSEYnRUMTAgaYVyZ/X14XR0LHmMbWs8Hi1F1utQ+qKLsE+elJqiNUCmz8SKpdPg8ZgAYD02ohsZ\nUdTWarRm3nTI5KTCdRWxmCbzh+HUFASDcOqUIplUVFVp+vstXBf6+61sh+pYTDE9raVj9VrhONh9\nfSTOEBRVV2u2bnXwyLvuuuNs2ULi/e/HPnAAZ8uWUp+OWIJkikTeksnc7/fts0ml4PXX7WxGZGqq\nuOc0MaFIpYr7mBmHDtm8+KKHnp7cX6PJScXQkAloXn3VJpEwtUKvveYhnYahIYvxcdOA8dAhmyNH\n7JwAKBZTnDwpv5plKRZDzXQnzlAnT6KS07idnQvepKbGxePRRCJaAqL1yrKY/MIXGHv0UXRDQ6nP\nRixB3nlFXlIp2LvXkw1+EgkYGbHYu9d8oA8OKg4csOnpKW79y+CgymtlVjwOfX1mmupsDQwo0mlI\nJMxU1+jo7K9RImECoUxzxelpxdGjMDqqiMcVzz7rZWzMYmJCMTCw8K+fBEXly//tbxP5kz8huywQ\nsHt7ccORRWtFmppcams10ej6y6YKsdbI3y0iLwMDFrGYCUCSSbIf2pOT5uv+/eal5PXmvvEnEhAI\nFPZc5q7QOnXKAlzq6zWplJnOW2hlz/HjNuPjikjEZts2J+c6183dm/HECYvGRhelTIPiWMzcZyhk\nAqKeHhuvd/Y+YjHF5KTi4EGL6WlFKpV7AidPMrOKbO5jKk6dWjiYcxyF4yx4lSgx68gRrLFRfA89\nBB/7mLmspwe3o2PBF55laerrNVq763KKWYi1RoIikZdMNubwYTtbCLyQVEqRSJhgwus12SXb1nR1\nuVRXn/2Hgtbw2ms2mze7WJYmmVSMj1skky6vvWazYYOmuTk3HWSWxyv8frNMvrHRzfaJmZ6Gl182\n01qdnS7NzS4DA4r+fg+JhPkr/8QJC58PLrwwzZEjNqmU4tix3EzOyy/bOM7CP5dUCiYmTPAm1ja7\ntxenqxvPT3+aDYrsY8dw29oWPD4YNLFSQ4MswxdiLZAcfRkoxJTOasssL18qIMro7bXZv99mehqm\nphSTk1bBNjAdHDT3NzmZe07PPedlYsLi8GGLPXtsDh2yslN9AwMWrjv7+Pv32xw9al76x46ZAud0\nWnHkiEUqZWqC4nFTKG2Ww5vC6F/+0pPNAo2N5f7qLBYQiQoyPY3V30/ybW/DOnYsW0Bn9ffjtLYu\neBO/37wIJSASYm2QoKjEtIaf/9zUnJSrRIJ5U0JLGRw0QdDQ0OzLKx6ff/v+/vmXZaaNkklTB5RM\nwrPPejh40CIeN1NbMDtldTrXNUHTiRM2J0+aJfGnZ3VSKTMFFo+Tc46Oo2ZqohYe6/R0+T5HYvVZ\nfX0oNMkrrzRRzsGD5vITJ3BbWha8TSYoEkKsDTJ9VmJjY4p4HI4csdi5s9Rnkyuz1P70njr5UfT2\nzgYcmQyT1jA2ZsZ98KAHcLLTXckkDA9bNDe77NtnEwppgkFIpxX9/Tb9/bNF3JOT6ow7xR85YnPs\n2OLBzP799gL1P/J3gliY3deHU98AdXW4bW3Y+/ej6uuxJsZxm5sXvI3fX+STFEKcFQmKSiyTLcl0\nLy5E3U2hHDtmsXGjs+JAYe6UVTJpVmz19lpMT4PWFqA5eNBMs3V0uIyOKoaHFZGIYmzMIhbTBAIL\n/zwWa4w415kKljNF4kLkw+rvz2aEnM2bsV9/HTXTm2jxoKh8fp+FEGcmnwollExmVk8Zx4+X19Mx\nNmamk0yR8Nk7etTi5EkLx8nt6Hz0qKlBGh21GBtT9Pebx0un1aKBi8kSyXSWKJ65WzQ4F14ITz2F\ndfgwTm2dqaheQKFXXgohVld5fQqvMydPWjnZjuFhkykph/qiWMzU3gwPF+4lcuzY4j2MBgctBgdN\ncbNMYYlypOZs0ZC+6irw+fD/67+iF6knAskUCbHWyKdPCZ3eIRoUr77q4cABO2dF2nI3Fj0bIyOK\nvXttXn65FDOrpQ8GhViMNTKCzuxb5fXC//P/4La3k3jPexY83rY1Xm8RT1AIcdakpqgMTU8renos\nurvdbK1Rsbrh9vZaUmsjxALU3KAI4Fd+handu3EX6anR0rIGem0IIXJIUFSmjh+3CYc109OqaBuD\nTkwsXsMjxLrmulijo3nvcG7bmrY2CYqEWGskKCpj+/fb+Hzg8xUnSzQwINNXQixoYgLlpHMzRUvo\n7HRl81ch1iD5tS1rZp+xYuyDpXXuSjghxCxrZAQgr0yRxzN/qxkhxNogn4JrgOOoBYqyC2toaP5G\npkIIQ42Oor0+CIfPeGx1texzJsRaJUHRGpHPnmMrNTGh2L9/8eXyQqx31tCQyRItEu14vabRqG3r\nsmrAKoRYHpk+WyPGxlR2Z/dCGRgwK90OH7bPuGWGEOuV9/HHCX7lK6Quu2zB6y1L84Y3pNHabD5c\nVSVTZ0KsVRIUrREr239sYamUefMeHFTEYvISEGufGhpC19cXbjv6yUk8e/eC6xK87z6mPvQhUtde\nu+ChgQBYMzn35mZXps6EWMNk+myNmJyc3cdLa7OD/EqdPGlx5Ehug0gh1izHIfqRj2C/+mrB7tL3\nxBOE//IzhO65h8T73kfqHe+YjXxOM7drtQREQqxtkiZYMxQvvOChocHFsuDECYtNmxwaGvIr6nTd\n2ff0gQGJhUUFmZxEpZJYR4/i7NhRkLu0Dx8mvXkL6Z07Sd5884LHZJbcy1YeQlQOCYry4PP58Pv9\nBb/fcFgRCJiIJhAIoM+07TswPGy+er3Q12eaxHV2nvmxRkfNnpVmFZsiGATbtgkuspHlalFqeeMt\npPU03mKPtaTP6+goAP7BQTwFGrPnyBHc66/HuvFGMvcYDps9AQH8fsXu3fDsswHq631EowV52PzO\nzeMhWswHZPb5DYfDRX9+SzFeWH9jLuV4y4kERXlIJpMkV2FNfCxmkUh48Xq9JBKJRbcLWMqrr2oi\nkTQ+39LHDQxYxOOaRAKmpszTHgwGmZqaWsmpr5hlWWc13rOxnsZb7LGW8nkNjY1hA05f38rGrDWM\njEBdnfk+kaCqr49EezvOzP3ZtqapyWVoyKzSrK4GpaoJBOKk02kmJor3IRKNRpmYmCja44EJsn0+\nH7FYDKcYjdPmKMV4Yf2NuZTjXU3LTWjIPMqapxbcMHZw0Gzsmk6b72MxRTy+ukv7hSgFNfPhYR8/\nnv+N5vwl7HnqKao+/GHU8ePYL7yA3dMDWuN0d2ePCQY1NTUufr+mudnJrgStrXUJBAozDiFE6Umm\nqALEYor6+tk3ea3hyBGbZFLx8suKnTvTxGJg24p4XIIiUWFmgiKrvx9cF3XqFJ6XXiJ11VVgz++/\n5fnpTwncfz+Tf/VX4PPh/dGPUMlpInfcgRWP4YYjOOeea+abZ4TD5t/27Q7RqM5ONUSjkEqt36kG\nISqNBEUVIJP9icXM+3g8Dsmkyl535IhFPK7weiVTJCrQ5CRuIIiVmML/4IP4H3kE5TpMVlfjXHJJ\nzqFqaIjQ3/4tWikin/gE1uAgAMlrr8Pz9NPE7vgjrKNHSd54Y87tgkET+ESj5mtm0YJSC8ZdQog1\nSoKiCjA5qRgZUezd6+G889IkErmBT3+/edceHzdbhghRSdTEBG53Nzoex/uTnzB1++14f/hDfD/4\nAeo73yF+++0ws2eZ9+mncWtqmPrwhwndcw/Tv/Eb2IcPM/XhD8Nv/7ZZwbCAUEiyQUKsBxIUVYBk\ncnabjpERtWjgIwGRqEgTE7jV1Ux99rPZi9T4OMH7vwqA78c/zmZ+PD//OelLL8XZtYuJBx/MTfPM\n/L+52cn+IQFmg9eqKgmKhFgPpNC6QmQ2cx0bsxYsvBaiYk1MQCSSc1H64ovN1+3n4PvhD7EOHCB0\n1114Xn6Z1KWXmoNy5r1M0BMOa7q6XOrqXDo6HEDT2urKFJkQ64RkiiqMqRmSv2rFOjI5idvcnHOR\n297OxN/+v+hgkOjttxO54w7Sb3gDyV/5FZxzzyUQ0DnTzBs2aAYGFPX1JgA691yzJLmtTbbtEGI9\nkaCoIsm7+Hri/9rXSL/5zThbt5b6VEpCTUygt2yZd7k7s6R+/L77sA8dwtm1C2ybYFDT1uZw4IB5\n+wsENI2NLgMDFnV1uT2WFtnZQwhRoSQoEmKN8/7wh+hodN0GRQtNn+Woq8PJNGbEbNoaicxmU2tq\nzPehkCYcXs0TFUKUOwmKhFjLtMaamMg2MFx3RkfN6rOlgqLTVFW5hEKglGbTJoeqKo3HA+3tldPF\nVwixMhIUCbGWJRKoVHJ9BkUjI6YT9XQCncc+UUppLMs0YVQKmppcmptnM0aNjVKLJ8R6J0GREGtY\nJhhS4+MlPpPi83/nO7gbNqB/+7dxduw4w9Gac85xOHHCyhZOd3UVd482IUT5kzJCIdawTDCkJidL\nfCZF5jj4/uM/mL7xRtxLLz1jW+n6ek1dnaazc3aKTJbZCyFOJ0GRKA7XRfX3l/osKk4mKLIqefos\nnSZ0550E7r8fUikA7H37UPE4qTe/edGb+f2z02EbNpis0DJKj4QQ65AERaIoPD//OZHf+z1wZcqi\nkLLBUAVPn/kefRT70CG8Tz6J79FHAbD37DGr7ZaIcrq7TfNFy9LU1Ei9kBDizKSmSBSFfeAAVmIK\ndeoUVFeX+nQqhhobA8CanAStqbhOg+k0/ocfZvp974N4HN8TTwDg+9GPSO3ePe9wy9K4rsK2zXRZ\nNKrx+aTfkBAiP/JWUSbU4CC+hx6C6enC3GEiAel0Ye7LOfulylZPj/kqU2gFpSYncaNVqFTSPOdr\nkN+v8fkWzuTYe/ag4nGSV19N6uqrsY4exf/ww+jqalJXXDHvdm1tJhNZXa1RCrZuddi8WZbaCyHy\nI5miEvLf/wChx1+GSITgyAjW8eP4nnyS1JvehPb5Fr2d29ZGevdu1PHjeJ97Dnv/fuxjx0wQlEqB\n42AND+M2NpK89loIh9HBoLlP20bbNng8sHPn0tWmrovvsccIPPggUx/5CKm3vAXPz35G+sILwe/H\nfuUVnK1b8bzwAuk3vCG7w7jq78f/yCMkPvhB8ziAfeSIue748UUfzjp6FOvQIdJvecu861R/P97n\nnyd9/vm4HR3Z80PrtVcxOzUFyWRBMmZqfBy3tRXr9XHU5CQ6GCzACRbJ+Dh4vdQ0+YlEXA4enPN2\npDW+Rx4h+OT3qd29hcloCDccJv6Hf4izdSt6ZluPrVvTnDhhfqQAjY0uo6MqGxytpR+HEKL0JCgq\nIefCC0mpNuyxMfT+/Ux86lP4fvAD7H37Fq+90RrPQw/hPvww1tGjuC0tOJs2kbz2WrTXawIE28at\nr8fzi1/g/fnPUVNTEIuhZgImHMf8PxRCbd6cc99zWaOjqP5+UpdcQuDLX8b3+ON49r6Cs7EDHQrh\nef013GAIayqO070JZ/NmtNeL58UXsU8cJ33++aQvvxziceyT/bjVNdj9/dli2dwfhkPonnuwjxwm\n5vORftObAPD8539iDQ/je+wx1NQUfqWY+MIXwOcjfPfdONu2kfit38L33e+CbZN8xztmp5C0xjp2\nDLemxtSeOA7Bv/97Um96E+nMpqBnwT5wAN/DD5P4rd9C19fPTl8lk9j790MigZ1MwoYNsHkzOA72\nnj0Ev/hFUIrJv//7bCDJ2Jh57pYZKKnxcdy2Nnj9NdT4OLqxcfGDXbds5pFCxAj/ye3EoxtouP1a\nNkz3cbTtJqYD1aA1gX/8R879wZdpumozU7ffTnS7w0sv2Wx47+UcP24DmlAIamo0waAmkdCkUiYI\n2rbNIRAo9QiFEGuR0lpLBeIZDA0Nrcr9HjxoMTDgJRqNMjExgZtnEbLV14fn2Wdxm5pIX3HFyupI\n0mnCP/kJ6aNHcy+fc1/atkm99a3oxkZ83/oW1vAwqWuuwfvUU5BOk7rqKjzPPUfqssvw/eAHqFiM\n7CfT9LQJDHw+mJrCOnWK1NVX43nmGaxIhNgddxD4whdMxsRxUMmkuc+3vhX/o99F+2c+1RwH7fej\nw2EmP/c5InffjXXokPlw93rRHg/x//E/CP/RH5mslOOYy5VCuS4qOY22bHQ4DBs2oI4ehVSK1O7d\nOJ2dpC+6CF1VhTU4iO9738Pu6zN1T3OnDG0b3dCA9vtxGxrMSrrpaexXXwWPxwSdgLYsnPPPx+rr\nwzp5Eh0IgN+PNTlptuh1HFCK5PXX43n6aXBd7JFhtGWD6+K2t5N64xvRgQDJ974Xe+9e7P37cdrb\ncS66yARdljUb2KTThO+6i9QFFxB46CFid96Jc/75Zn8vr5epRCKbRbN6ewnfeSdTH/2oCQjTaROQ\naQ2x2LyCZTUwgPfHPyb57nfPZuKWqFmyLOvMr+OpKfOYHg/n/NPdeH/+c46M13P51A/w1oU5Un0B\nh/znEDx1nO7hFwg/9IVscAwwNKSor9c895yHpiaXzk7zONFolLGxCQYGVE4zxtVk2za1tbWMjIzg\nFGB6eTkyP+diWm/jhfU35lKOdzU1NDQs63gJivJQbkFRoQSDQaYy8w4FZvX0EPrrvyb5treha2pw\nGxqw+/oIfvUfAUi+813YL73E9LvfjfZ4wLZxurrQbW2okyexZoI1t63NTAk5DtTVmazTwYPgOLit\nrUQ/9jG0z0f6/PNJ/PZvYx07ZgKzmZe1296OdeoU6tQpAj/9KVPveAdMT+N7+mms3l48Bw9kzzn5\nxktxdu7EbWxEezyozK9GKoV16hQkEuarbZtAraGB5DXX4PnlL9FeLyoWw/P667jV1ST/1kj4AAAg\nAElEQVTf+U4IhUywkEoRf+klXK8XHY3idnRgv/QSnhdfJH3JJWZstk3wc58zq8lSKVJXXIH3qadw\nOzuxjh41P4NkEjweUm97G6TTeJ98EmsqTvyjv4P/G99AOQ5qfBxn82bsvj5IpdCZYMd10X4/Kh4H\nQE1Pk7rySjx79mCNjZI+dwfa78c6cQJdU4N17BhqcpLUW9+K09aG76mnUIODZlzJJLq6Gh2Noqam\nUGNj6M5Ogrt2MeHxoIeHsQ8fxu7pQdfWQjqNfeAAoZ/+J77GKOpX38aO++9k8t8f5lS6mpYWjVtX\nR+S6d3K0+lxqr7sQ69q3kL744gVfW6+9ZtPePrt/2Xr7AJHxFsd6G7MERYYERXmQoKgw7NdfJ/il\nL2H39OCGw6R27ybxoQ+d1X0Gvvxl1NgYUx/72BkLSBYc7/AwynHQoRCrsRtoXhmUzLG9vZBM4nnx\nRTyvvUbyuutMVicWw/vssyaoSaXwf/vb6FCI5HXX4XR347a14XvsMXAcnM5Oc/tzzyURicz2MRod\nJXnllfj+4z/MdJvj4P/ud0lddhnOli14fvELk61qaTHTcNEobmsrwS9/GTwekm96E3i9eJ9+Greu\nDmt83Ny3z4dbU4Pd14c1fApbuTjaQvv8OFu3mqaSto2vrY7tv3kRgf/vXwm/9HOm/uAPSHzgA7k/\ngFgMAoEz1ogNDSkaGmbfttbbB4iMtzjW25glKDIkKMqDBEWFY1kW0d/9XTh8iPhHPkrqHe8o2mOX\nbLwleH6LPVbLsqidHKUxtY/XnU2mqD8SIRJxSaUUVVWabdtW5412vX2AyHiLY72NWYIiozyqLsX6\n0tUFgDvzVZQn217e30tV522k4V0X42+thUgEr1ezc6dDQ4NLNCp/ewkhyp8ERaL4ursBcDJL60WR\n6Xn/V2p+0LJxY/6ZLaWgpsbUgF90UZqaGpfmZhfLMsvkJSgSQqwFEhSJ4rvkElKXXS5NZIrE680N\nSDo6XJTSKGV2jldK093tzrtNS4uLZZ05mPH5NDt3pqmrM9/bNpx7rkNrq7nPcBjCYQmKhBDlT4Ii\nUXw7dpD4xCdKfRbrQiTismOHqQ8IhUxgUl/v0tXlsnmzQ329Zvt2h6am2QAoGnWpqtJYFtnAZq6G\nBjdnt/mWFpeqqtxV/ZaV7dsJVN7uI0KIyiTNG4WoYI2NmnDYbIra0eHQ12cTCkEoNBvs1NebYKim\nRjM8bLI8yaS5rrPTpa5OMz5uoprjxy22bnXQGhIJRXu7g98PsMa6igshxAIkKBKiglVVmT3AIhFN\ndbXG51t8VcnGjS6OY+H1zjbaBohGdbYmKBrV2d6RW7ZUzgoVIYQAmT4TomJZls7W8mzY4OLxsGTB\ncySi2bp16UCnqkpqg4QQlUuCIiEqVG2tztbyNDbmF8yYqTAhhFifZPpMiAoTDGq2btVEIrNZnzLZ\nB1YIIcqavFUKUWHq611aW2XFlxBCLNe6yxRNTk5y77338vzzzxMMBnn3u9/NjTfeWOrTEqJgpFGi\nEEKszLoLir70pS+RSqV44IEHGBgY4M4776S9vZ1LLrmk1KcmREFkdo8XQgixPOtq+iyRSPDUU09x\n6623EgqF6Orq4rrrruOJJ54o9akJcdZqa12qqlx8vlKfiRBCrE3rKlN07NgxtNZ0dnZmL+vu7uaZ\nZ57JOW5oaIihoaHs95Zl0djYWPDzsSwLa6YC1ipBJaxSquiPK+MtvFBIMz2t6OjQM32EbJRS2Hbx\nGipmHquYj5lR7LGCjLeYSjFeWH9jLuV4y8m6CooSiQShUCjnsnA4zNTUVM5lDz/8MF/5yley3992\n22187GMfK/j5VFdDLDZ7HqXgndulr4hkvIWzdatZSt/QkHu5rwQpo6qqqqI/JpRmrCDjLZZSjRfW\n35hLNd5ysa6CokAgMC8AisfjBE/bmPSmm27iqquuyn5vWRYjIyMFP5+xMYtYzEM4HCYWi+G6+e9K\nXgiBQIBEIlHUx7QsS8ZbsPsG1wXLSmPbMPclmnnMYrFtm6qqKsbHx3Gc4na6LvZYQcZbTKUYL6y/\nMZdyvKuptrZ2Wcevq6Cora0NgN7eXjo6OgA4fPhw9v8ZDQ0NNMz5s3toaGhVXiSuq3Fda+b/btGD\nBK110R8zQ8Z79jZtSuP3mx3tT395aq1L8sbmOE7RH7dUYwUZbzGUcryw/sZcivGWk3VVaB0IBNi9\nezdf+9rXiMfj9PT08Pjjj3PttdeW+tSEWJZIxKWpSVNTIyvNhBCiUNZVpgjgQx/6EP/wD//Abbfd\nRjAY5KabbpLl+KLs2bYJfhzHdGRsapJgSAghCm3dBUWRSIQ//dM/LfVpCLEs4bCmrc3l1CmLWEzR\n0FCaaUAhhKhk6y4oEmItCgahrk5TV7d+5/qFEGK1rauaIiHWqkBApsuEEGK1SVAkRBlRSuPxzA+A\nJCgSQojVJ0GREGUkGtW0tpp6IcvS7NyZJhDQEhQJIUQRSFAkxKpZKpBZ+Lrqak1LiwtogkGoqtI0\nN7uc1l9UCCHEKpCgSIiz4PcvFvjoRZfN+/160Z3sq6s1Ho8prM5kh5qbXdb5dkRCCFEUEhQJsUK2\nrdm2beHVYFVVmsbGhZfNNzQsnPnx+82GrmA2eQ0G9czjFOZ8hRBCLE2CIrFikcj67pXT2OhSVaUX\n/DnU1WmqqkzRtDXnt0wpzYYN7mkZJg1otm93sseGQlJHJIQQxSZBkVix9naXqqqFAyOfrzQf6Jns\nymqrqXHp7HRn/p/7mDt2pGlpcVEKLr3UoanJXK6UZvNmh1Bodmqsrs7cT2urm80SgQmKQqGiDEUI\nIcQMCYrEikUimk2bHEBTX58bHDU1rU4WybL0ooEYQGurs+CS9jNZbhC3caOLZ6b16dxgRimzH1km\n42NZUFdnpsDe8IZ0ts4oEADQdHc7tLW5dHTkjkkyRUIIUXwSFIm8tLQ42f23ADwejd8P4TCcd57D\nli0OSumZY8yKqaVXX61MMAjd3XMfa5bXq2ls1IRCy39cc74Lq67OvU6p3ELpuUFROKxRKvf2tbWw\nYYOLzzd7WSBggqdAAJSaXzcUDILXu+xhCCGEOAsSFIm8NDe7bNvmZAOEuUFBTY1ZMbV5s8O2bQ7B\nIPh8JmBqbnaIRguXNQoGNZEIXHRRml270ni9pm5n82bzvW2zYFAUibjzgpW5NmxwsazZ25lxaixL\nc+65TrZourraJRLJrRPyemenw+YGSBkeD9mptgy/f+ls2lLnKoQQYnXI3mdloKYGJiZKfRaLCwRM\nfUsopKmpcXj++YU3JG1q0mgNIyPmunPOSRMIwMiIYu/e5cXfSmm0no0MLEvjuiobfGTqbTKZmebm\nufU48++vsVGTSEA8boKRkydnz8fvN1mvUEgzOWkes6PDJZ2GVMpkcbZtc2htdQmHNUND8yOW1laX\nEycs6uoWzlJ5POCctlCtoUGmx4QQopxIUFQGtm+HEyc0yWSpz2S+UEizZcvsp7llwQUXpHOmguZS\nimxHZlM3k8kkadLp/NIfSmkuvTTNxISit9fC7zdTZnv2eObV2YRCet7UUyZTFAqZWqe+PouqKpfq\nak0olKa5WXPqlMJ1TbDS1jab/QqFXE6dUkSj86fBMtmxxsb5wUxLizvTdFEIIcRaJUFRiQWDpnNx\nU5Omr6/UZzNfc7M7b0posYAo4/QePEqZ3jz9/Xb2ezB1SidOzG/CEw6b6bjaWk047OC6Zrqpudmd\nlwXKHDtXVZUpYG5oMHU8jmOm8qqqzPFgArW6OjcnwGltNf2DolEl01dCCLEOSU1RiWUCjqUKfUvp\n9CLjlcpMFVkWtLebKbmOjtw6noy5QZjPN5txampyF8wUnd4dOpOtygRvXV3z64laW915GZ9MMDd3\nKk4IIcT6IUFRCVVVzW4FEQwWLgA5Wx0dZrrM5ytcr5yqKo3PZ7IzLS2z21lkptoyK9Xa2pxFt8Dw\n++evyIpEzpy5Wijrs1BBtBBCiPVNps9KqLExd1l5NKoZGyvhCWFWi23cmCkaLlyQphScd14aj8cm\nFJrNjG3caLI/IyMW4+NmldbpBclCCCFEMUhQVEYy3ZgzK62KTSlNe7sJVszeXYXNpoRCs/14olFT\n62NZpp4qldKk0yZ4Or1GSAghhCgGmT4rI5lVUxs3lmYarbbWLE0HU79TVVW8KSaz8kumtIQQQpSO\nBEVlJBQyq6NaWsyGocXecHVuUFJbW9wARYIiIYQQpSZBURmxLNNZ2bZNx+bu7uIGRZnl6qXg8bBo\n40MhhBCiGCQoKjMbNphAyOMxdT1btqTnbba6WkqdqTnTKjIhhBBiNUlQVGZOLzJuapq/A32hbdzo\nZJtICiGEEOuVrPNZA0x9jwYKvyItEDArzurqlt4wVQghhKh0kilaAzweqK8v7NRWVZVLJGL2FLMs\n0wRRCCGEWM8kU7RGbNzocOqUolDZotZWl/Z2zdSUFDcLIYQQIJmiNSMczl0mH4m4K94WJBjU1NXN\n30hVCCGEWM8kKFpDGhszK9M0O3Y4dHYuPyjyeDTnnZeW+iEhhBDiNBIUrSH19Rq/X9PZ6eD1mr3S\nWluXt1FYdfVs12ohhBBCzJIJlDXEsuANb0jnXNbd7eK60N9vZy8LhTSRiGZgYH7MW8ytO4QQQoi1\nRDJFFWDTJpeGhtmptMZGl82bnewGs3NJUCSEEEIsTDJFFUAp2L7dwe/XDA1ZNDa6WBZ0dTlMTCiS\nScXAgIXHo0u6lYcQQghRzpTWWj4lz2B8fBz/KhXiKKXw+Xwkk0lW86lIJMDrBXt2lg2Px0M6nV78\nRqugWONdyHoab7HHKs9r8ch4i2O9jbmU411Ny/3slkxRHpLJJMlkclXu27ZtfD4fsVgMx1le0fRy\npVK530ejUSYmJlb1MU9XzPGebj2Nt9hjlee1eGS8xbHexlzK8a6m5QZFUlMkhBBCCIEERUIIIYQQ\ngARFQgghhBCABEVCCCGEEIAERUIIIYQQgARFQgghhBCABEVCCCGEEIAERUIIIYQQgARFQgghhBCA\nBEVCCCGEEIAERUIIIYQQgARFQgghhBCABEVCCCGE+P/bu/egqO67j+PvvXFZVhSHAA6KaHQBqYka\nMxUbDEYT2yo6qYoXKIkNoQ3WpA7NpTWtYCa1jqljS4Ia04rWiVqiqb3FJBhJm4DENq1BgySRmzBQ\nRQy3ZVkuv+ePPJwHROS2wj7yff3lnrP7Pb/PnrM/v5yzFwFIUySEEEIIAUhTJIQQQggBgE4ppYZ7\nECNZdXU1R48eZfny5fj6+g73cG45yXt7Gik5O0je299IyzzS8vZEzhQNs+rqavbu3Ut1dfVwD2VI\nSN7b00jJ2UHy3v5GWuaRlrcn0hQJIYQQQiBNkRBCCCEEAIaUlJSU4R7ESOfp6cns2bMxm83DPZQh\nIXlvTyMlZwfJe/sbaZlHWt4bkTdaCyGEEEIgl8+EEEIIIQBpioQQQgghAGmKhBBCCCEAMA73AIZT\nS0sLu3fv5uzZs9TX1+Pr60tMTAz3338/AKWlpaSlpVFSUoK/vz+JiYncfffdANTU1JCens4XX3yh\n/Xv8+PFd6hcXF/Paa6/x+eef4+bmxkMPPUR8fHyP4/nwww/Zv38/NTU1hIaG8uSTT+Ln5weAzWbj\nd7/7HXl5ebS1tTF//ny+973vYTAY+lzviSee4NixY5w9e5Yvv/wSnU6HUgqz2cyBAweGNG9v9T75\n5BOOHDnCxYsXcXNz48CBAz3mHI68KSkpfPrpp9rt1tZWTCYTR44c6fP4Ou/fweS9evUqFosFg8FA\nY2Mjvr6+zJkzhwsXLnDx4kUMBgPjxo1ziZwnTpzg2LFj1NXVYTKZuOeee0hMTLzpGzs717NarYwZ\nM4bPPvuM+vp6Ro0ahbu7O1evXsXNzY0XXnjBZfbpyZMnSUtLw83NTbt/UlISUVFRPdY7d+4cu3fv\npqqqiqCgIJ544glOnDjB2bNnqa2tRafTAWC323njjTeorKx0mbzOqufj48Pu3bs5c+YMdXV1KKXw\n9PTk8OHDwODmZWdndvV5ub95h2JeHuy8d8upEaypqUkdPHhQVVZWqvb2dnX+/Hm1atUqVVBQoFpa\nWtRjjz2mjhw5ohwOh/r73/+uVq1apa5du6aUUqqmpkb99a9/VYWFhSo6OlpdunSpS+26ujoVFxen\nsrKyVHNzs7Lb7aqoqKjHsZSVlamVK1eqjz/+WNntdrV3716VnJysrU9LS1NbtmxRjY2NqqamRv3o\nRz9Shw4d6le9jRs3ankvXLigfv/736vly5erNWvWDHne3uoVFhaq9957T7399tvqu9/9bo91hivv\n9bZt26Z+85vf9Gt8nffvYPJ++eWXKjk5WW3YsEE7jleuXKkOHjyo/va3v6lly5a5TM7KykpVV1en\nlFKqsbFRbd++XaWnp/e53q5du9QjjzyivWZPnDihli9frjIyMlRcXJxL7dOsrKwut3tTW1urVq9e\nrU6ePKkcDod688031bp169T+/ftVZWWlKisrU/v27VMrVqxQ0dHRqrGx0aXyOqtex7yck5OjTp48\nqfbt26eio6OdMi87O7Orz8v9zTsU8/Jg5r2hMKIvn3l4eBAbG0tAQAA6nY5p06YRFhZGQUEB+fn5\nNDc3s2LFCkwmE5GRkQQFBfHhhx8C4OPjw7e//W2sVusNax8/fpwZM2awYMEC3NzccHd3Z9KkST2O\nJTs7m1mzZjFz5kzc3d1Zu3YtxcXFlJWVAXD69GlWrFiB2WzGx8eHJUuW8O677/arXmlpKZGRkQQE\nBBASEkJcXBzBwcG0trYOed7e6lmtVubPn8+4ceN6rDGceTurr68nLy+PhQsX9mt8nffvYPKOHj2a\nLVu2UFFRwaVLl5g2bRrh4eGYzWbsdjtKKZfJGRAQwKhRo7T763Q6Kisr+1wvPj6e+vp6HA4HOp2O\nRYsWMX36dGw2G62trS61T/srNzeXcePG8cADD2AymVi2bBkAYWFhBAQEMGHCBB599FGmTp0KwPnz\n510272DqXb58mdjYWCIiInjggQe45557MBqNTpmXnZ3Z1efl/uYdinl5MPPeUBjRTdH17HY7X3zx\nBRMnTqSsrIzg4GD0+v97iiZPnkxpaWmfal24cAFvb2+effZZYmNj+dnPfsalS5d6vH9paWmXJsJs\nNhMQEKBtTymFuu7bE65cuUJjY+OA6nXkraiowGAwDHleZxvqvJ29//77+Pn5ERYWNqjx9cfN6nU+\njv/73/9iMBhcKueZM2dYvXo1q1ev5vTp09p//gOp15HV39+ftrY2l9unJSUlxMXFkZiYSEZGBs3N\nzT3WKysr61JPp9MRHBzcpemw2+1afVc+hp1Zz+Fw0NbW5pR52dljdPV5ubO+5HU2Z897Q0Gaov/V\n3t7Ozp07mTp1KjNnzqSpqQkvL68u9/Hy8qKpqalP9aqrq8nKymLdunVkZGQQFhbGiy++SFtb2w3v\nb7fbb7q92bNnk5mZSUNDA1evXuXPf/4zQI+TbG/1OvIGBgZiNBqHPK+zDXXezrKysm7611dfxtdf\nPdWz2WxdjuPm5mbtfSiD3a6zct57770cPnyY3/72tyxdupSAgIAB1ev8mp0yZYq27mbb7itnZA0P\nD+fll1/mwIED/PznP+fcuXNkZGT0WK+3Y7Ijb3BwcJ+23x/OPoadVa+9vZ2jR49iMBicMi87e4yu\nPi931pe8zubseW8oSFPEV91+eno6NTU1PP300+h0Ojw9Pbt1+42NjXh6evappru7O1//+tcJDQ3F\nZDKxatUqrly5QkVFBdnZ2cTExBATE8P69euBry7l2Wy2LjVsNpu2vccffxxvb2/Wr1/PT3/6UyIj\nIzEajYwZM6bf9TrnXb169bDkHQxXyNuhuLiYkpIS5s+fP+DxOStvY2Mj//jHP7ocx+7u7t3+knWV\nnHfccQezZs1i+/bt/a7n4eHR7TXbkc1VsgYEBBAQEIBer2f8+PHEx8drlz3Onz+v1YuJiQG++jbh\nG+3T64/hxMREbfuulNfZ9Toy19XV4eXl5ZKvW1efl/ubdzCcPe8NlxH96TP46oW3e/duiouLeeGF\nF7SdFRQUxNGjR2lvb9dOXRYXFzNv3rw+1e34a+5GoqKiun0CZeLEiRQVFWm3m5qaqKqqYuLEiQBY\nLBY2btyorX/rrbeYMmUKer2+X/WCgoK65L148eKw5B0MV8jbISsri1mzZjF27NgBja9j/w42r81m\no6KiAr1ez7Zt27TjuOOykqvmbGtro6qqql/1KisrycvLo6qqqstr1mAwUFpa6rJZ9Xq91qCGh4fz\nhz/8ocv6oKAg3n77be22UoqSkhK++c1vdjmG6+vrtfsfP37c5fI6o17nefmRRx4hLS1Ny+xKr1tX\nn5f7m3cwnD3vDZcRf6Zoz549FBYWkpqa2uVjwdOnT8fNzY1jx47R0tLCBx98QGlpKd/4xje0+zgc\nDhwOB/DVx/sdDoc26T344IPk5eXx+eef09bWRmZmJn5+fgQGBt5wHFFRUXz88cf85z//weFw8Prr\nrxMcHExQUBAAVVVV1NbW0t7ezqeffsqRI0eIjY3tMVdP9d566y0KCwvZvHkzRqOR1tZWAEJCQoY0\nb2/12tvbcTgc2vgcDgctLS0uk7djWXZ2dp9OSfe2fweb97nnnsNkMrF161bMZrNWb8KECeh0OjIz\nM7HZbMOe891336Wmpgb46pg+ePCg9vHivtYzm81UVFSQmpqKh4eH9rwZjUbc3NzIzMx0iX36r3/9\nq0vW/fv3ExER0WO9iIgIKisrOXXqFC0tLfzpT38C4J///CeFhYWkpKRgNBq148JqtbrUMezMeh3z\n8qZNmzAajVqW0NBQl8rs6vNyf/P2Vs9Z8/JA572hMKJ/++zy5cskJCRgMpm6fK/EihUriImJoaSk\nhJdffpmSkhL8/Pz4/ve/32UCX7p0abeae/fuxd/fH4B33nmHw4cPY7PZmDJlCj/4wQ+6fbdPZx98\n8AH79+/n2rVrhISE8NRTT2nf55CTk8Orr75KQ0MD/v7+rFmzhvvuu++m+a6vFxcXx7PPPovJZEKn\n02kHfoexY8fi6+s7ZHlvVi8/P59NmzZ1Wefn58drr73mMnlzcnJIT08nIyNDm7hv5mb7dzB5a2pq\naGlpwWg0auPomGyuN378+GHNmZ6eTl5eHjabjVGjRjF79mzi4+OxWCx9qjdp0iQKCwu11+yNchqN\nRvR6/bDv03379nHq1Cmamprw9vZm7ty5xMbG4uHh0WO9/Px89uzZo509WLt2LVu2bMFkMqHX62/4\nXhWr1eoSx7Cz6gEkJCR0aQ46+Pn58fzzzw9qXnZm5v8P83J/897qeXmw896tNqKbIiGEEEKIDiP+\n8pkQQgghBEhTJIQQQggBSFMkhBBCCAFIUySEEEIIAUhTJIQQQggBSFMkhBBCCAFIUySEEEIIAUhT\nJIQQQggBSFMkhLhFUlJS0Ol06HQ69Ho9o0ePZvr06fzwhz+koKCg3/Wys7P5xS9+Majx5OTkdFuu\n0+l46aWXBlxXCHH7kKZICHHLeHp6kpubS05ODm+88Qbr1q0jKyuLGTNmcPDgwX7VGmxTlJqaesOm\nKDc396a/VyWEGDl6/yEUIYQYIL1ez5w5c7TbDz74IElJSSxevJjHHnuMuXPnMnny5GEcIV3GJ4QY\n2eRMkRBiSHl4eJCWlobD4dB++PHAgQPcd999jB07Fh8fH6Kiovjoo4+0x6SkpJCamkpjY6N2SS4q\nKkpbX1BQw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"text/plain": [
"<matplotlib.figure.Figure at 0x7f9d743bc940>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<ggplot: (8769640929912)>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"## Build Plot Frame ##\n",
"plot_df = forecast_lin_df.merge(\n",
" coin_df,\n",
" left_on='ds',\n",
" right_on='datetime',\n",
" how='left'\n",
")\n",
"plot_df = plot_df[plot_df['ds'] > min_date]\n",
"\n",
"plot = (\n",
" ggplot(plot_df) +\n",
" aes(x='ds', y='close', ymin='yhat_lower', ymax='yhat_upper') +\n",
" geom_line(color='red') +\n",
" geom_ribbon(alpha=0.25, fill='blue') +\n",
" labs(\n",
" title='{} - lin-Forecast {}d - {}'.format(coin, forecast, max(coin_df['datetime']).strftime('%Y-%m-%d')),\n",
" y='Price (USD)',\n",
" x='Datetime'\n",
" )\n",
" #theme_538()\n",
")\n",
"display(plot)"
]
},
{
"cell_type": "code",
"execution_count": 130,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"## Forecast - Log ##\n",
"pred_log = Prophet(\n",
" daily_seasonality=True\n",
")\n",
"pred_log.fit(pd.DataFrame({\n",
" 'y':np.log(coin_df['close']),\n",
" 'ds':coin_df['datetime']\n",
"}))\n",
"forecast_log_df = pred_log.predict(pred_log.make_future_dataframe(periods=forecast))"
]
},
{
"cell_type": "code",
"execution_count": 131,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/lockefox/.virtualenvs/venv_redo_demo/local/lib/python3.6/site-packages/plotnine/geoms/geom_path.py:76: UserWarning:\n",
"\n",
"geom_path: Removed 60 rows containing missing values.\n",
"\n"
]
},
{
"data": {
"image/png": 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giIiIiOolpYDL5Z8dYqaIiIiI2hytpujwYZ3fsUTDoIiIiIjqpSjA6dMCZWW+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\nWpkZdSPqH1muYrHRj+mnBidFgC4vJ3bttSTPOANr8WJc//RPRy1DTA3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jmHL3zhC5x33nlcc801nH76/9/e3YREtcZxHP/WNL7NyVSKIabItEbLsAyCRnIaUJJQE4MWtZAW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\nAIUiEREREQD+Ak4XofbtHy7ZAAAAAElFTkSuQmCC\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x7f9d7468b208>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<ggplot: (8769640778430)>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"## Build Plot Frame ##\n",
"plot_df = forecast_log_df.merge(\n",
" coin_df,\n",
" left_on='ds',\n",
" right_on='datetime',\n",
" how='left'\n",
")\n",
"plot_df['yhat_lower_fixed'] = np.exp(plot_df['yhat_lower']) # undo log()\n",
"plot_df['yhat_upper_fixed'] = np.exp(plot_df['yhat_upper']) # undo log()\n",
"plot_df = plot_df[plot_df['ds'] > min_date]\n",
"\n",
"plot = (\n",
" ggplot(plot_df) +\n",
" aes(x='ds', y='close', ymin='yhat_lower_fixed', ymax='yhat_upper_fixed') +\n",
" geom_line(color='red') +\n",
" geom_ribbon(alpha=0.25, fill='blue') +\n",
" labs(\n",
" title='{} - log-Forecast {}d - {}'.format(coin, forecast, max(coin_df['datetime']).strftime('%Y-%m-%d')),\n",
" y='Price (USD)',\n",
" x='Datetime'\n",
" )\n",
" #theme_538()\n",
")\n",
"display(plot)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Environment (venv_redo_demo)",
"language": "",
"name": "venv_redo_demo"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.0"
}
},
"nbformat": 4,
"nbformat_minor": 0
}
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