diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..a8659b9 --- /dev/null +++ b/.gitignore @@ -0,0 +1 @@ +IVE_tickbidask.txt diff --git a/.ipynb_checkpoints/Alpaca_trading-checkpoint.ipynb b/.ipynb_checkpoints/Alpaca_trading-checkpoint.ipynb new file mode 100644 index 0000000..970726e --- /dev/null +++ b/.ipynb_checkpoints/Alpaca_trading-checkpoint.ipynb @@ -0,0 +1,50 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import alpaca_trade_api as tradeapi\n", + "\n", + "# API Info for fetching data, portfolio, etc. from Alpaca\n", + "BASE_URL = \"https://paper-api.alpaca.markets\"\n", + "ALPACA_API_KEY = \"PKN0CU5SS6D4T0W9MKCP\"\n", + "ALPACA_SECRET_KEY = \"NE43VrhvPQgywfEsMp8IGQLlTYVcs586dEcW4Sx1\"\n", + "\n", + "# Instantiate REST API Connection\n", + "api = tradeapi.REST(key_id=ALPACA_API_KEY, secret_key=ALPACA_SECRET_KEY, \n", + " base_url=BASE_URL, api_version='v2')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/ARIMA_(CDSStockDensities).ipynb b/ARIMA_(CDSStockDensities).ipynb new file mode 100644 index 0000000..e3f0764 --- /dev/null +++ b/ARIMA_(CDSStockDensities).ipynb @@ -0,0 +1,2196 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np \n", + "import pandas as pd" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from sklearn.metrics import mean_squared_error\n", + "from statsmodels.tsa.stattools import adfuller\n", + "from statsmodels.graphics.tsaplots import plot_acf,plot_pacf" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "SPY_2DAY = pd.read_csv('/Users/akumaar/Stock-Densities/E-mini S&P 500 minute data (2 days).csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timestampclosedeltasShifted_values_1Shifted_values_2Shifted_values_3Shifted_values_4Shifted_values_5Shifted_values_6Shifted_values_7Shifted_values_8Shifted_values_9Shifted_values_10Predicted_Values
112022-02-09 07:25:004555.000.0000004555.004555.754556.254556.504556.004555.254555.754556.254556.004556.504555.073221
122022-02-09 07:26:004555.500.0001104555.004555.004555.754556.254556.504556.004555.254555.754556.254556.004555.025411
132022-02-09 07:27:004555.25-0.0000554555.504555.004555.004555.754556.254556.504556.004555.254555.754556.254555.502947
142022-02-09 07:28:004555.500.0000554555.254555.504555.004555.004555.754556.254556.504556.004555.254555.754555.384531
152022-02-09 07:29:004555.00-0.0001104555.504555.254555.504555.004555.004555.754556.254556.504556.004555.254555.771230
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15312022-02-10 09:45:004573.75-0.0008204577.504577.754581.004579.754578.504578.254574.504569.504568.254569.004577.061183
15322022-02-10 09:46:004572.00-0.0003834573.754577.504577.754581.004579.754578.504578.254574.504569.504568.254573.272580
15332022-02-10 09:47:004574.000.0004374572.004573.754577.504577.754581.004579.754578.504578.254574.504569.504572.131875
15342022-02-10 09:48:004575.000.0002194574.004572.004573.754577.504577.754581.004579.754578.504578.254574.504573.776965
15352022-02-10 09:49:004577.500.0005464575.004574.004572.004573.754577.504577.754581.004579.754578.504578.254575.296270
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"... ... ... \n", + "1531 4569.00 4577.061183 \n", + "1532 4568.25 4573.272580 \n", + "1533 4569.50 4572.131875 \n", + "1534 4574.50 4573.776965 \n", + "1535 4578.25 4575.296270 \n", + "\n", + "[1525 rows x 14 columns]" + ] + }, + "execution_count": 59, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_train_2" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [], + "source": [ + "q = 10\n", + "for i in range(1,q+1):\n", + " res['Shifted_values_%d' % i ] = res['Residuals'].shift(i)\n", + "res = res.dropna()" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "metadata": {}, + "outputs": [], + "source": [ + "train_size = (int)(0.8 * res.shape[0])\n", + "\n", + "res_train = pd.DataFrame(res[0:train_size])\n", + "res_test = pd.DataFrame(res[train_size:res.shape[0]])\n", + "\n", + "res_train_2 = res_train.dropna()\n", + "X_train = res_train_2.iloc[:,1:].values.reshape(-1,q)\n", + "y_train = res_train_2.iloc[:,0].values.reshape(-1,1)" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": {}, + "outputs": [], + "source": [ + "lr = LinearRegression()\n", + "lr.fit(X_train,y_train)\n", + "\n", + "theta = lr.coef_.T\n", + "intercept = lr.intercept_\n", + "res_train_2['Predicted_Values'] = X_train.dot(lr.coef_.T) + lr.intercept_\n" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 80, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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Y2w6LwBYhbUx0K4LjacYAsRfOe3Mi08qiLdETOTR50Q4mzNsabjEEodTg3aPPtQg8qahPEP9CdSZOeBattcs1FCnjkNGtCF5v7RogDsRt01eXkDCCIJQ2vBtym10TS46PRVDHth+A22LmorW7a0gUQcQSGbdGEISwc+YYZJ8OuNvbIqhj28+2+Fu4xrzYo9zZ0NoxYdcaU4SNQ4oi8EOkmGuCIISZl8+CtzoF3O3do0+wpgEwwLzCo9yEMXagMRr/j5en+j0+XIgi8ENk3JrQc+hkFtsOnPAp/3pNWhikEYQIJSPw++AzWKyNnn4MgSaKKexacyDDmG8QIXpAFIE/IuXmhJperyym7+tLsdm1Rzzzw1+tY82/R8IomVDSnMqyMnfD/nCLUSrYc+Q0BzMyAc+24i3LZFL0KgBiHBaAE9cEMq9h5EiZRyATyvygo8QmOJllBaDpk3N89p3Ojoyp70LJ8MQ3G/h+3T7mPdCTlnUrh1uciKbnhF8AmHt/T6qWt7jKB5r/cH02u1kEfU2raLJ3PcQ4XUO57UvSoR/h/fvh5lkQWz70wgdALALBL965UYSyjTNHzqks6QAEy2Vv/RbQe+DuGpoa+zpDYhYChkXgbgRcmvoCpK2EP94Jpaj5IorAH64MgnbeskyGDTPDK08Y8M6W2FBFz3wKQQiGHJsOONhr8nINOdGOMQIfbNnFKVqBEUXgB+dtiifbMPe+HsYf/xzm8xX+U8ZmW+0s21m49QysNjsHHP7GSMLbHvg17sGwyCGUDN6KX/Dktflb2X7gBHuOeIaS5rbpno279xiBEzuKER+tpg5HaKzcxmTs1mKUtuDIGIEf/K0ydP1Uw/93Q5dGPvXHz93CB7/v4od7etA2oUqBrjXm+018tmI3G8b2pVK84W98b+k//LrjEB/f1jmfo0PHX3uOER9rpmOjamGTQSg5oiVAorBMXrSDj5b/y/EzOQCcpf7jgK7GqWyjAfeeQFZJ+Z97oFGs2HWE1Ph7PHfYw+uSE4vAD8fOZGPByt/xtwVVf/tBIwTz8KmsAl9rvmPxG/fB2RfmbGbptpJZttMf15sXkbbgHca++0nYZBDCg9I5sPfPcItRImRk5vDO4h1BryecW0+zJO4hplpeo/+kXwEwe1kAVVXgNdH9uo20KIKIY/hHq6mM541cEvtAkc+bY7MHXuO0hE1zZ8QQQAXOUI/Dru3xlvd5yTKN7+Oehn1/laxgQlhwPpWWX8bBexdwOi3iFhIsduZu2M+EeVt55afg8ms531Fn7z/FnLtwlSnISEONYprlFZ/ydXuOBnV8qBBF4IcOxxf6xPueZTpY4PPcNn0VV7z9OwBHT2XT7Km5vLtkp4cycH52Rul4KIp/FsOvrxb4uvlhs2vajPkJgGmWV9gUP4zl8ffSWO1nuHm2Z+UMiS2PJk6nGrm1/kndFWZJQk+FOMMzvm7PsXzrVuaUX5exE5+FaAJwnmkzF5jX+ZRv3Ze/DKEkqhTB7sOn+XN3/pr3zdi3qKjOBH1eZ0rZ9BOerqFFWw6yds8xWPke1kUvATBh3lb+z20JPGcEQdza6TC2CovWuy2P9/HlsPC5oGQ4nW1lypKdPovpLN95mFs+WOlR7v65tzm3x/9L3MOMtnzmcfwZf0vpja0CB/4OSq7SwC9bDjL0w5URnVrkr91HQzr5yLtxC/RTdBz3M8//aNz7I6eyI2ZCVGFwZQoNwhofFjPH9Zv4c+14u4YKisUU3t8xqhRByiu/MOidZUy3vExq/A151g10W+x2zRcrd5Plp4F8dOZ6/wfNeYRaa15zbbqncHBep/yqNwE4lm70wOuQ98zeXYdOMWvtXtf2Gwu3M37uFr5ft9ej3t2f/8mSbekcO50bnlaQCXP3fB7ANZS2KuhzRDrDPlrF4q3pEbsi3Yp/DnPlO8u4/39rPe5jceL85k7L1B7gGTlyKpv3f9vF4ZNZdBz3M6/9vC0k8pQEzk6YUgoOboGT6ew75r8DaNVm13vjrjec72mgcNFguTJnNtiLdo6iEFWKwEkvP6aZN0nK/8LV93yynBe/WcHY7/82btzvk4m3n+ZslUZlTpE4arZr+jnA2co3T0k82a4ul6vn5Yga0MoMwArvqAIv+k1ayv0z1rq2zzgGm09k5h+GVpCOb2v1L+2U75oNqOJ9dLYdOBGyRi4/nD9HpCwS4s2+40bj9MO6fa7otZDhbOU0JI6azRPfbPBbzfmcfb9uX2jlCSEey0q+04WsyZ3oNn4RW375jG1xN7E2boSrrg2Tm2so9zlxvqdFVQQAZB4r+jkKSdQogp3pJwPua6r2+pS9Ffum37ojd97NhvjhfLFyNyvmfQI/P83AA++wIO4xZsQ+Ty2OsWvNfFf9BXGPuR2tqcwpfsi4GpZMMEocT9ehE8bLrgPYqfuPn2H2+v0cciyOnW3NffBsdu1aXjPH5j0YXbTG7SHLTGPQ2JtiHt3u+/pSLneMpxQFu11jtRXupQxjhyxP3G9hxQOrwG7jVJaVAZN/ZePeYlo/2us5cfaWv1jpf+5MvW8HcZd5Fqezrew+fJqjp8I3ISrt6GneWLC9wM+68zs6F4mJyzbcxk1+e4xYZfOI/LFhdrOafK9TVNdQuIkaRfBKHitvdTFt4S7zrKDO096Uayn8s88xiSwzA4BWpn9ZFX8XXZbcxNAPV/oc+2fc7dRUxourl79FTk6Om9/R8VAGyFp40atLuPvzP0l+foHPvv6TlvLh76mAMUENm69VsHjWdHImtmLSvI3Fk/q2mC0CgH8PB877HiwjPl7N2U/NDbj/f6t284kjBbA3VpsVciJvcp+TjmobM+OegyUTWJV6hE37MoKOeCkwJw/QgMAhzHF7/+Axy/84nW0j5ZVfOP+VX0IjRxCM/HgNry/Yxq5DgUM2vTlyKtvVafLtzfs26lZMrLDczvexT/lVBGvi7iyQzH7R4hoKKwrNY5b/BVHT8wHwl8LZycB/xhGHZy+pujqJBccElKwMZr86wnFGTW11DIDEdZOIx3c+wimH62ek+QeY1NZVbv/vb847/I1re82ir2FcDdj3F3a75uhpYwJM123jsZzcy5eL17DnSPAD4YF48Mv13PXZmqDr2+ya1CBfVLtds3KX/zESrTW/bT8UsPe3cIsR3XXVu8v87n/86w08PWuT332xC5+BF+qALScoOUsK51d1PiMsGU/FQ4Z7s9gMM8eJnGMEHVY9yu/x99PMj2vTHef8l4xMK0PeX8Eny1MD3rtQccYR3+/9RASaH7DnyGk6jvuZqY6gjTiv982kfTtSFmzUVBm0M+3yUQT1OIxJFUPnKoyTyqJGEThfmB4mX59nsKFf3rHCsaf/81sOcLV5Kf1NvlaBezKqDqd/x641V5l+dZWde3w+98Z863HMd3/luq6etHwBx3bzheV5Q/apKYyzTHftT7atNT7s+pUZq/a4yp3hsAqNPn2IK92uWRg0ijkb/gu6/vi5m+k1cTH/Hc9k3sb/+GVLbjiud6M+7bddXPt/y/l1u2+PdOaaNIZMW8ELszd7nMObNf8GH5ftvHzsuo+ND9bItQqcJP98NeA/lDEvtNYs3ZbO6ezcxu6/45m5IZReJzw75iCsfA/2/ok+mkpFAlttH+/pR8M5N3Pt/y13BTLY7JqDJ4zf82SWlWv/bzmJo3JDlI+dzmbLfxkF/Bb+qfDPXCOiLesE2w6coOXT8/hxve8YhjNNhDPRXjnteb9j7L5uLptbU+n9m/8Y92QRJXcQxkllZV4RrNtzjA9/38XcjUaj9WnsSz51glUEzt48QIJK5wnLF4Bnyll34pRvzzLZlBtlYUdxOttGI5NnQrfyXj2UB/631uc8Xc1GCJ+yG9dwmreZGGkqVu3Yx2cr/nXVdykCBdkzbuX12HdpVIREcvZ8mqDMHBsZmbnf3/n7Z+bYuOPTNdw63Yg62nfsDIu3ujX4x/awe7/RwN80bSX7/tsPqbljB3uOGtbM+7/t4vHp8zmVZeX3HYdYsnIN9gXPEfSyQp9dA1MvCPDlIisD58NfGb1/f99MAaz5CDKPcyrLmq+ffN7G/7j5g5W0euYnlyJdvDVXoSqv5GflzTaY8wi8dwHqjSS+jR3jsT+ObFbF3UFf0ypMSrsCMe6fsZb9x88wcf5WOr+wkMP/7eaLVx/gSOp6zlK5HYEr31lG/0m/8trP2zhSyHEG53euuHwiAFv+Xkff15cCMH+T7zPu/Qs1y96c7zXcn/dhZs+07TVUYM9AgQhjvqEym2vo2R820dG2gef+sJJO3vlyglUE7gNCtTjm+nyx2X8o5QTLe75yWT5yfbY79HAsng/ArTE/BSWP+yNtwYoNE/1Nhiwrt+9lkzWDO83f84+uS4I65DqmXOZBMEEcRXGBuCkCrX18FJe/9TtbD5zg27u6MWHeVtccC0vWUYaZ5zDNdjEAV7z9Owfd519MasMQewKfMAHQ1Hy3NSgbPH0IzBbXVXuYNvBp7Eu88+FhJqSezXexozGZ/qGlGs8W7ZsPyoft832KtNMx4vZCWm12lu08zKvzt/LVHd2IjfHtO235L4N6VcpRpZzFZ18gdh06xbyN/3Fnr6ZBH+Ov/5+YvQ1+uI/MrQtovf56nrrkHEakNHHtH/jmr3RrWpMnLzkHgGNncu/50u3pnF27IuMc8wLOVmkeHRWAV3ndY7uZaS+vxExxbVfnBLVUBs+5WaXnm9axxN6OU1lW5m8yOgBp7w1mhG0jI+KMOjf/7zQX9Ith1yHjXk1euJ3JC7fTKbEaX93RzXWuHJudORv2c1lSfdd8HTCCJcwmxZnj6ZiyTwGKU1lWKgJv/7ITqAn4jwRzt5Tbqn944PCzRl0VuDl0t/oftoQoG3EYOyBlSxG83wdduR4/tBjPh7/vYkz87STF1iIl+w0ABpsX+j3sObfGOS8GmXPdKd/GjcmjZnA0Ne3Pdz4DwKq4O+iUNYWvYsd6lL8Q84Hrcww2RsV8QXOTYZKfb1rPW1zB45YZHse4Kz3nwHVhsKOIJQem9eWkLYZ/B37BtF930bR2RYb1aMxWx/jJY+9+yUWmPymvGzAu7kOqzW7O05Y/+MPeCsBDCcQ4FGILk+GXHmxeRKwyXo512/+haq0El75pq4yZr432/0SSgnKO8Rjnt6tGBuu/fpl2yT1ZaW/Jsp2HeOCi5nl/KefJ3cYIrv2/5fy5+xgAs9buJcemOZ1t5cYuZ1Eu1ozWmv6TfqV9w6p8d3d31vx7BK0hObF6npe69cOVpB4+zbXJCdSoGOe3jtbao/HzbtJisBr3ADh1yGjcZm/YT2LNCrw8bwufj+jCxr0ZbNybwZNtMqB8DSrHVwCMjkPTDa/z8vK6WOxtOEudorcpuHQi18QsdX22OjozldxcRh/FvsyonOGY98Qy+dRoruApYnJOePgfPtajYR6Y+QQbZlf51tQ95Gydj+WLa1jQ7jW2VT+fCY5Aj8vbN3DVaz56Lg/WWs39J17jf7oyFzGRKlnGHJx/0k/iVAS1z+wi82RjlvybRb/WddFa84Mj5LUOR/ghbrTrnGZtpTz+3YJPWT4P6rcpEmEcLC5biiBtJQq478/rXL3dRqZ0fou7jzetV/KSZVqRTv+85cNiELLg1FIZDDH/TCev3tqNMbmKLUGle1gSbUypvGKZ6nsujrvM3Hctkwotkx3FtvhbYA9UBAZM/o33LK+yQ9cn6aeruMi0gSO6Et/EjfU8cJ8RB59FDOs/uIdRMUeZb0vmGvMSBsfkRp6kxt/AL7Yk13bSjM4MyhrLn9pozLuajAHfgep3Bsb9zja70UhUceSImhX7NI02pMMGGJ75HhlUYGi3xHy+laPRtecqAqcSuMk8n+qzXuEbW09m28/DrjUjU5qyYLPh4li35wgbls9n5KxDHKYKX99wFn/uPsJlKZ15/edt3HF+UxJrVuCh/63l3MRqWHNyUNg5nW2jitXGjNVpXNepIRaz0Vre+8Vf/LBuH6njBwDQzbSRqbGevfMd8TczLedxAPYcyqACZxh86geyZmeSeeR8dh9uixmb0dB+0BeAvRcaCeWGm+cwJPsrhsTm85Pkg7OnXEF5ujOfiPmcKj+8D0Ci+i9gnP2HlgkMzXmcFNN6epv+5KaYBWB4XKmydgoTsutiwk7W/r+xz2rHl11mMmrxaSpzkvtPGJM0a6kMvo8dTbw9Nxihq2kTWdrCmD1j2fNWC24/NoaH+jTniqR6rjoNlG/q+GATTYaC7Jxsing7Ck2ZUAT/pJ9k/NwtOJu9Jmofn8W+6NqfoA7xsh83TWkiPyX0U9won7I2yjdfzDdxYzmiKwJ5Z0jMD7uf4aU+5jX0YQ19Tatpaso7R5FG0W73J7SLgTtifvRbxzsny3mmzfxpa041MjwSfkHud/kybhz3Zd9DI1PuuMP6+BGcnfkx7Z/7mdoc9UwfYsuhKic4RiWciuC7Nf/ywM8b2Pb8xa5qzgH53ua/iM/Opu2+jbC/P7d/vBswsTruLmr8lMHM2DpckP06537TnXOBDr9N4SiV2fHfMWY2nMnatW355q/6pMbfwK+WNsSs3knMsjG8mPkB8zfu5eN2m6DjLfywbi81yXANrN5h/sHvbzTs0MuAMU71UMxMrjtthM42tKyj/N8n2Rk/mt5ZuUnOXpyzBcDHUiwsb8S+7be8ilsa5hTTeh/3p2ufeQPv8Ab9/bhXbZgZbF7IS5ZpzFrWDZPZyt5fP+Us1c3DigDPXGCPx3zh8Xw0zNxKbY6yY+F0Gv36FgnqDdJ0rULH/tu1Kp4oIS/eXrSNB284p9jPGwwq1PlVlFL9gTcAM/C+1np8oLrJycl69erVBb7G+rRjXPbW7y43S4YuT+UA+cCF0HBF1nN8F/dMSK/xhnUQW+0JxGJlUmzgpf2+s3XjCrNn+OjLOdcz296FpV4L7NjbXI1p40wSMz8jNf5GAHpnvcJO3YBnWqTRY9cbXJL9Ejvib/Z7rY+sfRhk/o1Kbsrl/uy7eMNNvhdybmCTTuTz2BdZb2/MZdkv+LgEB2S9QFvTLsZbjF70dGtfhsbMp0fWG/Qyrc23I/C3/Sxamf71u++xnBGu8apJ1kFMsl4dlEuyONljr0VDk28UGECWjiFOhX6gdIu9IS1Ne3gw+07+1mf57TwFg00rzCFQBP2zxjPvpcLNR1BKrdFaJxf22iFVBEopM7AN6AOkAauAwVprvxnLCqsItqbuocX0NkURVYgCDunK1FT+QxVHZj/ocr1cnfUMf+lm7Iy/CYBnc25ijCW0azM8kTOsyK7LYHk15+rQDXgG4ICuSh3nPAgvSkoRFBdWbSJGFb8/f0DWC8x+Ke/UMoEoqiIItWuoM7BDa/0PgFJqBnA5UKypK8ufSC3O0wlllEBKAPDwv8+M88z4GmolAJSYEoAQRr3kQSAlAJQqJQC5odjFTTjTVIR6HkEDYI/bdpqjzIVSaqRSarVSanV6euFW5TJZ4gsvoSAIQgHIbw5NYSnLisDfL+bhi9JaT9VaJ2utk2vVqlWoi8TEiiIQBKFkCJVFUCwZTAt97dCSBjR0204Aij1vrVkUQdi4O/u+cIsgFJCPrX3CLUKJsF/nPZcj0ijLFsEqoJlSqrFSKha4Hvi+uC9iDoNraIGtQ4lfsyCk2uuUyHUW25N433px/hX9kKrrBlXvO1u3/CsVkduzHyBHm/OvWAD2D17E0OzHaJE5nQ+s/X32T8y5htM6dzLZVVlj2GPP2yr+xx74N+uVlfeyphvrXQXAaUpvx2mJrV2+dUZmP0hi5ucMy34kJDLE+0kdUxz4S0lTUoRUEWitrcA9wE/AZuBLrbX/1I9FICbO88G269CvBP+xrW/Ir1EUemdPLJHrZBKLFd8G9FNrbzbYE0mv0AyAqdYBPnVWWToBsMl+FoDfhviSrBd5IKdwkRRObst+hGuynuHFnMEB6/xk78QH3RfRLnMqz567jMTMzxmc/ZTfuqdMxjyMTplvc1+2p2yrOr0K1ZvAsAXUa3Eul119C1nE8pw1N/z0xDVfoS3l+c7enbvPmsVV6lXOzvyYNboFp/JppJuY/CT6azGApMyppOp6vvvcyDaXB/znLBqS/USexxaUQVljPbZ7ZL0RsG6m9k3NkaHL8VSO7+SuW3LyD/l87AFDAVRM7EifrAn8aWrrsX9+XF/Oz3qNh7LvyPdcJUlNimltiUIQ8qRzWus5WuvmWuumWusXQnENS2w51+cV9pZ0yfI/yaU4OaorFfkcefXuiooNM4ts7Yu9l+uiZnOW9J+PDTNVU+70+S6vWK/j0uwXWdjqJWbaUlhhb+mx/xBV2dz6YaZYL+WW7FE0z/yIGTbfJHB/60QAumS+xdDsx3g+50ZuzX60QKIusnfkdL3OTLVd6io7pePok2UsDsTg/7H1+YsZ2SeJ9eOvY8ylrdn10iUk9byMNG2kKrgkK3eConnUvzD2OEueu57TeKaH6DRgONz3FzQ0lNygjgl8OqwLSx7tBUNnw31/Ual1X9RT+3ll+GW8dWMnvh4znLrVjOepRnnjfv2n/efH8v4dDfk/Z+mYQR5FF2d5Jle8IftJsszGNTSKR3Jud+0blTOc3+yejWVR2ev43Zzk5aZpmfURiZm5KRwy7tlM7Oi9nHvVw1zgZuXc61C6j+eM8DmHi673cHbtiqSOH8CYS1uxXSfwaIyb8rhyKn0fns6/ui7f2FP8nmKVPZ9UJCGilqmYktcVgjKRfdR9sPiG7KdIp2qxnn+tvYnHtk0rNujGRT7v9dl+Vv7Kh55Zr/t1M/jjLkbRLOsT0nWVAl8nX67+kPPP68Lq0Rdxfd8e9LPlhl9envUcGaoiF7SoRfmE1jySc4dPqu6a56RwbtO6jLcO5hBVyMbCK9brmGy9IrdS3xdIaliVKuUsHKA6k0Y/yvu2AfxiL5hb7tF+Lfjx3h70b12XS7OeZ2mju2md9SGdOneDscehRX/iYsweeX2UUtx1QVO+bzKG32yt2apzh7riY42o61iziYX2DozLGQLd7oPbfBPZAfRoVpOzalSAxB6GteCga9MaVIgzzvXSoLa0rFsJW4+HAbgs63l+tp0LKY+RMfA9UrJeZ2j2Y9ya/RjdMif7XMOZ8K5T5tv0yHqDE5Tz2L/M3oZj5RIAOBrfkJm2811Krvcl13BJ26J1SpbbWnls2zGx0Z7o2rYVoKmpXKUa8RYzV3ZoQJbTWmhzFSPvMlb7+5+fDoOLi551fWxc08irdFvvtmCOgwtHQ9J1EFshz+u/ar02aFm9yS5Cx6tcTNkdIygRYmJi+KH3Qvbcleoz9dzJqh7TeD55eaHOv8SexD63Ho3hFiq6+ymdKnxt6+HaztQWemRNyvOYPboOb7o3lm5MyLkWLhzN2j5fsuCh812LjHiz1FbE3t+Qr6GuMYGvpiNhWnyM2ZiRO3Am4+6+hV0vDeDDWzu7UgQ7U3inxZ9tnKP9DVzYsjYXt6lLq3qVAcigAq+5v4Td7mHW3d1ZN6YvqeMHULW8byaWq7OeoW/WyyyytQdgr67hU+fuC85GKYXJBBt0E04k38tnw7vwzMBWPnXdqRxv4a5bbmZIzlPGc3VWd4/9ZpNCY2Ka7RLoOw4adcnnhwtMz2a1mPdACnV73EzW6CMcpBojch6GC5+icvK11GrUksX29mx6aRCvjRzIiVodocbZcKFnZyKdaqTpWh7rXjjJaDIQbp3L9vqXA1C3quHi6tOiJv1a1+WxvHrafnC3On6yJ5OS5ZkL6cps9/kYihuy/eTtv93Puhhm45lSSpHSqQO/dZ8Ol71F24QqXJZUn6HdErksa5zP9TDHgjl3alT52Bh2vXQJN3Y5C54+CCnBWZKZuvAZf/ylXgkWSwhmKwdLmVAEAJf2TKZh7cDppuvVqIIGdtjrF+r8W+25PcJg01bnh8bEwzl38ZLJeAEtsbE8fn0/1/7fbK19jlkz+iKOUtnDlAZIL382nW9+AVIepX33fpxdu2LA1auetA4r0GDyTdleftk6vrO4nxpwDjt1Axq27027hKqucudygG3qGv7pSg1aOXrhF1Mu1sy7Q87l/BaFCxsGWK1bsk03ZL7dmFS51NaOe7Lv9Vu3dX3DMqpfNZ7uZ9ck3hJc7y2pYVXjw83fw2i33P1KcX/vZnx3d3f/BxaSWLOJhGrlmHBV7sDop8O6sPKp3iilOK9JDSrd/QvcuwZScgdEn7wk1230n5crZsqQc7kmuRGc1Y3JN3Rk2i3JxFgcDZ7dil1rvrRd4OECy4/N+iy2J+amqtit66ArGM+VQpPjNl+1d8vaLLO3YULyUu5Tj5Na7xJ4aDPUa0dKc8f9r1Db+G/KbZbGX9WOHn2uhFjj+Zk8uANjL2vNet2U3dr7GfZ94FUBl3DbYm9YIOvFm6IcG86ooTKRdM6dTc/2o/WYn2iT+T4bKz8A2Sc52Xs8Ce0vwp72N9dkP8MHsRPpYNpRoPO6L0oTjCIYl3Mj7Uy7uNwr540/flS9eIL3MDdO4dKk+uBYoKxCjPYY2fvD3JEuFfz3Vmo9toZeXmXOV8A37llxpgB5Dg/ryl6H+z7s13duxPWdfdcBsDlWhK9ezpChSkVfs/yhPs3p3rQmQ6atCFqmMQ2nU7NmdVh+EoDuTavDbuPn8rdiHMAd5zfl/Oa1aNOgYK6ymXd0xWbXYDbj/co82Kf4/clKKX57/EKPsnKxZsrF5q24RqY0pWezWlz8xq9kEkdi5ueunEL92+S6firHW+h9Th04cDUsfhEq1KRZbcMF4xyTCRb3Bd3/eroPavMo+PFBjuN5n9+7ORmrXRvrOQxM8tp3LqezbGD9BQ4Ua9KBoHm6youMO25YLEXp1ReFsjyPoMRx+lxPUt4YtBuxiIo97wSl0BqOUpm19oIsBmJgUYEXjdhib+hTNs02IO947Usns/Kp3gBkqTi4czlcbawvcH/t6Vyb9TQJCbkN676k+2h273cePZys2p4vlDfOut/bPcMvG1Uvl6dja56tk8e2T1RQARaud1oEeys43FFtrvapYzGb6NGspk95Xjw77Eruvfx8bulqRBzltv0KD+1Zv6Pro9mkCqwEnPIFaz2EG5/UYbcvhZu+9VuXlEdh1G6oUNPv73LKLbS1eab/NTu0ownp17oO1SrEQvJtMPY4WV4dDZNJ+V3UByAuxmwcWyUBmhcsGq9r5pvcimNcoAgLOB9Xud/fWkLN4kkdzzmZuWuKBOrAlARlziIAaFm3Elv+OwEVaxt/DgqbYK9OpThiT7lbBAYDs54nhxgej5lBS49MGkFw7i2Q4VwEQ0GdXH/1Hmrzp44lrcfVjP8okVW6BUuvuNX1oL97Y0da1qtMXM0BsPFryPG/mIZTzpdtN/JGziDW1n4Oc8ZuLm1XD373ewgANi814WPuFkARtEswXrA2SefCDUGGx/UZB/X9DwiPHnCOMfDqwPlZOXpThvXjkL/BuXDTd0HLWpZoUacSc+7vCaY8GkeTCeIDK0b3nnEgl8eZWGNM5rxzmvjdHyraJVRhfdpx9lMDmzM4pBgSaNaqFIvtSODn+4iuSHV1MuD+YFVRYuZnPrXDaRGUSUXw9Z3dPNbLdeJ8TPz94Ed1RaoFuMGNa5bHcso3MdZGbTz8gVxFwU5FN3s9d84IkPJValAn5VYmtarj0du5uK1bvHibqwKed0jXs3h38U7iLBZOZHnKssLekpYm/8rrsK7CRnsibUypgD+LIPieV7uEqmx6tp/LUguK7oFnKw/v6dngOH/5Q/GJAKzTTfg9thunkk5Roe/TEO/l1ooSlDIsoKLg/lTbMNEp821isLM8PncMZmuTW2jfshkkBZ6jEQq+ubMbR05l0/nFhblKqlLw416dE6sbbcQxz/JyFnOe7+2Xtgu4I8b/2hDB8m/t3rDb9xpleWZxWKgQF0O9KuV8yp0dBn+3eabNf0yx84idur7bVnA9D+cMzmMxhtvjhC4H/V6E4cbKYrUqxXH7+U34dJhntMmr17bnpUFtaVG3Eo/1b0nHRnmvuRyIx/q1YMcLFxPnMMmttQyrw2qKY5z1Jj605g5MT7fmmuQvWm/gOrfQVp9ILFUwN0lBlEC/1gWbEe208v6t3JHZKd/zpa0Xfdo2pMKVk6CCbwRRWadhdeO5v+uCs4t8LotH5JEinWrspwZc9Cynrv+a4T0ac0VyInS8yWOAtySIMZtcrqYcLHD5O8Y8jSD58o6uzHsg9513f6OLe4xgQo5nOOqCFv6XuRWLoISwOxqNgkb9KIxJNy1qV6Dl4Z99sg+2rFcFDsIU66Wu3sIV7evTrE4L7v05jWb1GnLf/sfZrhvQsevduedViicu9l2RqHqFWAb7GXgtKEopYszK1YHPuORtamX8TeaeWlg5xA5tJII90vJGqrR4EmYZUUqZXpOkrLrwrqGCsO35i4kpQi/WWv1sYC2V4qPqsfagUrzFtbxlYXnSOoIsu5lXY6f4r9DjASoAo/3MbStJnBZP3Srx0OHGQp1j+4CZjPt2Fe4OsqI4mPy1Ld4dqQy7bycVINYk4aMlgnuEQ0FQaM4Qz5yzn4ZOI/iigudqVeUsxs/oPutz0vUdaFKzAj/Yu3HGZNz4WhXDsyJps9rGjNKY+MrQ2NfyqV4hlis7JAQ83tciCM1jExtjwlQERTCwXX0e79+Sh/q0KEapoo+ZujdfB5h1G0lUirfwxvXt+WRY4edvnKrbiaX2JDKVYb1nVs5vrKPgjbW3azUzx7C0LGbPZ/2S1rUJF1HVdXK6hrxH5wdnP8WFpr8CHueMvslRcTBgIvMGwN5jZxj58Wo27ctd7MT7EXEe58x91LBa+SJ+g8Ix5aZzWbvnmBGZ4Ze8H26fKIoQKYLC4JxkVrNiHGaT4s5eBY8IE/xzVdYYvu5zmvbzi+5mChWXt2+Qf6UgOGCuCzfO5B/dAr3954D18utE+tvvrQiG92zC9oMnaVC1HJ/88S/NMz9iddwdVI4L33sVOW90CZAbNeR5s1baWzKwnTEA+3zOjRx1LO7ue3zu5wZVy7l874EeDmfnNve48Jh+VcpZOL957qQtp6so2MHskrIICsOgDg2YcFU7RqaUbNRKWWTOfT1Z8FAK2vGcrtEt4MLRHKMIebXuXhU4fDUC8HgDmvXBbqlYpPUG/B1pw+SRH6tWpTg+GNrJFRSSjYVsLKBlsLhEcI4ReFsEdhQ1etwKwOry3X3GAFwTs/IJT7ughadpZ3JaBM6CEK4PHUqKMo8g1JhMims7NcTiHXolFJhW9Stzdu1KrrkfH93WGYCfHkhhzn09C3fSWs2h6YX51wsT1R1WsjMgQ6m8u2ve42febNLGvJaDuqqrzIo53/xYdkygA89VCjVR9fYEihrSKGLrt4Wxx2nYpJVvj8DVg/Yq9gqjvKVrIvR6Ano+4thvlNvDbBEEwseS6eQ/14wNk2dKClPpmFwlFI3OiUaaihZ1K9GqfmUmD+7AvAcKqRAilIbVyzPvgZ48NSA3aOM/P/mqAP5n7cU71ssCn+zaj7k++2mGZz+MyS3vlDO89c6Eb+HRna5y7fb+2VFgF0VQInjPI7AljyC11Z1MHpw7+zTGpLgv5x5W2FtypFxjR33jyEAWgUdpr1HQ2wi9NHmNEUS8RTBgopEHyAsrZu7KuT+3oAgzOIXSQ7zFs3m4LKk+LeuWvXkZLetWdlmUCjxyJLnzpu0KnxnTHgkcW11Os/o1WGA/16NNsDoykr47/EKo4H8GvQ2TuIZKCpdF4GyX63cg8drxXJaUO0fAbFIss7fhuuxn2FLbme7Z2aDncwGvBtJlEeRKUFjRw4oNE3/rROzVxA8fDSRUM6LcCpqwrazjbyzw5hzPBX2q+wnIsDc8j1l+EhO69wvt2hRWiyDKooYceW8cpp8q72sC+otjr1bBGNRpUdf/oJkK0NPPtQhcAhRI3lAT/KCYUS/75jnEH9kSOoGEiGDW3d3Zf9x/2pJoxu49nyYI7sq+j35dO+VmsA2ALcxjBNGlCBz/37ReyWb7WbzTzDfBVYzZt3FMrFGB2ff1cOXNd+In6a3Hlo8iiBCLwNnTW2Z35Ddqd11wx1WqDdXyXg5RKP3UqBhHjYp5D4rmx88PpnAgI6uYJCo5AhlB0yuOYG+mb7r0Xx7pBW8FPl9enS3vFB5iEZQQTovASgzz7J1Rfnr/Mf6mymvtymUf4Mx+S52nP6kclkTd/BfeLkku6NYVLg2cCM5eryOm/X+6tgMtdCMI3jSrU4lmdYq+nGukMKfiVXDoiE+5cxW0ojLOOoTp54VvHfSoUgTePn5/PlD3RF1FiSd2P/8Bcx1jGcN6eaeNjjSsQ77joue/dm0XMYeZIJQCfB/y5bZWHhE+Pgxb4FoZzbtNibeY6X62/wHi5LNyc4gttneAhp0LIW/xEF2DxUHU8ecayh//x3hMKGvUBSzxfutFKqb4Sh6rQMngoRCNDM15jNqV83h3G3bySZvubGtevzbJtZyrN73PqcOa0RcVk5RFI6oUgT2IwVr3GbjB5wbyf97cFBORMTbgTX5imU2K8YNyw+PEIhCikSxiaVzDywUUEw+PbPep63pHgnzlizoWU1xElSII5uZ0a1qT7S9czIKHUmju8nEGauiN//+1GmZ88HL9OB+KSFMEzkHvjm6mqT+UUh7LT4pFIJR1Aj3ifVrlWsatM6fBY7s8Fr1yHe9TElnvfiCiShGc62j4mtX2n0vIicVs4uzalYKeOHW8wfnGRKyKnlEFLepWItZs4r7ezQoncIjo2rQGy5+40GP+hCAIuezX1V2fU8cP8Aj/PEU5iM07gWRRxxdLmqgaLL61eyK9z6lNQrXyrlSweVLbyM9P3bZ51wtApXgL2164uFDHhhp/C/cIQrTjbL5vyh7FgrjHCn58KbWao0oRKKVca9wGtWpWi/5wz2qomXePvrBrIQuCIEQCUeUaKhR5KAGJqxeEsoWzR19Y1855TQyXUvnY0pWYURSB4EODqp5uI4kWEoTgGNGzCb8+dgGV4kqXIogq15AQHD/c24N9x864tn96IIVVqUfDKJEgRA6/PnZBwH1KKRpWD89KhEUhZIpAKTUWGAGkO4qe1FrPCdX1wklZGyGoXiHWI4tiWUsXIAiByJ0GENgMDqqhL2WDxqG2CF7XWk8M8TXCR+m614IglBSVE4z/8XnlKIscxDUkCILgIK/1vJvXqRi8ZXzRGEhIhiaB3UiRRKgVwT1KqZuB1cDDWmsfR7NSaiQwEqBRo0beuyOaNvWrsHLXEWr4WYxCEISyxfwHzw++ckwctBkUOmGKmSJFDSmlFiilNvr5uxx4F2gKtAf2A6/6O4fWeqrWOllrnVyrlm++70jmiUtaMuvu7uI/F4QygjMkvKyN++VHkSwCrXVQqfOUUu8BPxblWpGIxWzKd+UhQRBKM9ExEBiyeQRKKfelrK4ENobqWoIgCMVJacsVVFRCOUYwQSnVHsPKSgVuD+G1BEEQiozPYHEpCwMtLCFTBFrrm0J1bkEQhJIhOhSBpJgQBEHwItoGi0URCIIgBCJKXEOiCARBEBz4TigTRSAIghDdiEUgCIIQrUSHAnAiikAQBMGBa2axzi2JBkQRCIIgBEJcQ4IgCNFFXtlHyzKiCARBEAISHQpBFIEgCIIX0ZZiQhSBIAiCA992XxSBIAhCVCIpJgRBEKIUZ/ioyeRoGsU1JAiCEJ0oP5/KMqIIBEEQHOSGj0YXoggEQRC8cHmExDUkCIIQrTibRlEEgiAIUYWz2ZeZxYIgCNFOdC1HIIpAEATBie9gcXRoAlEEgiAIXriafxksFgRBiDYc6xFEmW9IFIEgCIIXEj4qCIIQ9URX0xhd31YQBCEPnAaAirK5xaIIBEEQvDAppyIQ15AgCEJU4TNELGMEgiAI0YlkHy0ASqlrlFKblFJ2pVSy174nlFI7lFJblVL9iiamIAhC6FEqN8mEoyBsspQkMUU8fiMwCPg/90KlVCvgeqA1UB9YoJRqrrW2FfF6giAIIceU6xsKpxglRpEsAq31Zq31Vj+7LgdmaK2ztNa7gB1A56JcSxAEQQgNoRojaADscdtOc5T5oJQaqZRarZRanZ6eHiJxBEEQ8ie65hPnkq9rSCm1AKjrZ9dTWutZgQ7zU+Y3MFdrPRWYCpCcnBxdwbuCIEQkJhkj8ERrfVEhzpsGNHTbTgD2FeI8giAIJUZuuy/zCIqD74HrlVJxSqnGQDNgZYiuJQiCUKxkqIrGh443hVeQEqJIUUNKqSuBN4FawGyl1FqtdT+t9Sal1JfA34AVuFsihgRBKC1kEg9PHwJTUQMrSwdF+pZa62+BbwPsewF4oSjnFwRBKEmUuyvIbAmfICVMdKg7QRCEAqBKcJA4KaEKHRpVK7Hr+UMUgSAIgoNwBAnNuqdHyV/UC8k1JAiC4EWURI26EEUgCIIQ5YgiEARB8CLKDAJRBIIgCN6U5GBxJCCKQBAEwUGUtf8uRBEIgiB4EW36QBSBIAiCg2hzCTkRRSAIguBFtOkDUQSCIAgOoqz9dyGKQBAEwYfoUgmiCARBELwQ15AgCEKUEm0KwIkoAkEQBC+iTR+IIhAEQXCgok4FGIgiEARBiHJEEQiCIEQ5oggEQRAcaDQQfYPGoggEQRC8iLaxAlEEgiAIDrQOtwThQRSBIAiCF+IaEgRBiFKi1CAQRSAIguBEO3xDUWYQiCIQBEHwJtrWJRBFIAiC4EAGiwVBEISoRBSBIAhClCOKQBAEwYsoGyIomiJQSl2jlNqklLIrpZLdyhOVUmeUUmsdf1OKLqogCEJoidYxgpgiHr8RGAT8n599O7XW7Yt4fkEQhBIjWnMNFUkRaK03Q/SFWgmCULaRXEPFR2Ol1F9KqSVKqZ6BKimlRiqlViulVqenp4dQHEEQhLwR11AAlFILgLp+dj2ltZ4V4LD9QCOt9WGl1LnAd0qp1lrrDO+KWuupwFSA5OTkKL0NgiBEEtHm5MhXEWitLyroSbXWWUCW4/MapdROoDmwusASCoIglBDR2hMNiWtIKVVLKWV2fG4CNAP+CcW1BEEQiguTwxIoZzGHV5ASpkiDxUqpK4E3gVrAbKXUWq11PyAFeE4pZQVswB1a6yNFllYQBCGENKpenof6NOfKDg3CLUqJonQEjY4kJyfr1avFeyQIglAQlFJrtNbJ+df0j8wsFgRBiHJEEQiCIEQ5oggEQRCiHFEEgiAIUY4oAkEQhChHFIEgCEKUI4pAEAQhyhFFIAiCEOVE1IQypVQ68G8+1WoCh0pAnKIQ6TKKfEUn0mUU+YpGpMsHnjKepbWuVdgTRZQiCAal1OqizKArCSJdRpGv6ES6jCJf0Yh0+aB4ZRTXkCAIQpQjikAQBCHKKY2KYGq4BQiCSJdR5Cs6kS6jyFc0Il0+KEYZS90YgSAIglC8lEaLQBAEQShGRBEIgiBEOaVKESil+iultiqldiilRoVJhoZKqV+UUpuVUpuUUvc7yqsrpX5WSm13/K/mdswTDpm3KqX6lZCcZqXUX0qpHyNNPqVUVaXUTKXUFsfv2DWS5HNc80HH/d2olPpCKRUfThmVUh8opQ4qpTa6lRVYHqXUuUqpDY59k5UqvmXaA8j4iuM+r1dKfauUqhouGf3J57bvEaWUVkrVjDT5lFL3OmTYpJSaEBL5tNal4g8wAzuBJkAssA5oFQY56gEdHZ8rAduAVsAEYJSjfBTwsuNzK4escUBjx3cwl4CcDwGfAz86tiNGPuAjYLjjcyxQNcLkawDsAso5tr8EhoZTRozlXzsCG93KCiwPsBLoCihgLnBxiGXsC8Q4Pr8cThn9yecobwj8hDGZtWYkyQdcACwA4hzbtUMhX2myCDoDO7TW/2its4EZwOUlLYTWer/W+k/H5xPAZoyG43KMBg7H/yscny8HZmits7TWu4AdGN8lZCilEoABwPtuxREhn1KqMsYDPw1Aa52ttT4WKfK5EQOUU0rFAOWBfeGUUWu9FPBe97tA8iil6gGVtdbLtdFifOx2TEhk1FrP11pbHZt/AAnhkjHAbwjwOvAY4B45Eyny3QmM11pnOeocDIV8pUkRNAD2uG2nOcrChlIqEegArADqaK33g6EsgNqOauGQexLGg213K4sU+ZoA6cCHDtfV+0qpChEkH1rrvcBEYDewHziutZ4fSTI6KKg8DRyfS1pOJ7dh9FAhQmRUSl0G7NVar/PaFRHyAc2BnkqpFUqpJUqpTqGQrzQpAn9+rrDFviqlKgJfAw9orTPyquqnLGRyK6UGAge11muCPcRPWSh/1xgM8/ddrXUH4BSGWyMQJX7fHb72yzFM7vpABaXUkLwO8VMWzrjsQPKETU6l1FOAFfjMWRRAlhKTUSlVHngKeMbf7gByhON9qQacBzwKfOnw+RerfKVJEaRh+PKcJGCY6yWOUsqCoQQ+01p/4yg+4DDLcPx3mnAlLXd34DKlVCqG++xCpdSnESRfGpCmtV7h2J6JoRgiRT6Ai4BdWut0rXUO8A3QLcJkpBDypJHrmikxOZVStwADgRsd7opIkbEphrJf53hfEoA/lVJ1I0Q+HNf7RhusxLDyaxa3fKVJEawCmimlGiulYoHrge9LWgiHNp4GbNZav+a263vgFsfnW4BZbuXXK6XilFKNgWYYgzkhQWv9hNY6QWudiPEbLdJaD4kg+f4D9iilWjiKegN/R4p8DnYD5ymlyjvud2+MsaBIktF53aDlcbiPTiilznN8r5vdjgkJSqn+wOPAZVrr016yh1VGrfUGrXVtrXWi431JwwgE+S8S5HPwHXAhgFKqOUZwxaFil684RrtL6g+4BCNKZyfwVJhk6IFhaq0H1jr+LgFqAAuB7Y7/1d2Oecoh81aKMUojCFl7kRs1FDHyAe2B1Y7f8DsM0zdi5HNc81lgC7AR+AQjOiNsMgJfYIxX5GA0WMMKIw+Q7PhOO4G3cGQXCKGMOzB82c53ZUq4ZPQnn9f+VBxRQ5EiH0bD/6njen8CF4ZCPkkxIQiCEOWUJteQIAiCEAJEEQiCIEQ5oggEQRCiHFEEgiAIUY4oAkEQhChHFIEgCEKUI4pAEAQhyvl/DmWBu7vJ4H0AAAAASUVORK5CYII=", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "res_train_3[['Residuals','Predicted_Values']].plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [], + "source": [ + "res_train_3 = res_train_2\n", + "res_train_3.Predicted_Values = res_train_2.Predicted_Values * 10" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 81, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "X_test = res_test.iloc[:,1:].values.reshape(-1,q)\n", + "res_test['Predicted_Values'] = X_test.dot(lr.coef_.T) + lr.intercept_\n", + "res_test[['Residuals','Predicted_Values']].plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The RMSE is : 2.6378891218600318 , Value of q : 10\n" + ] + } + ], + "source": [ + "RMSE = np.sqrt(mean_squared_error(res_test['Residuals'], res_test['Predicted_Values']))\n", + "print(\"The RMSE is :\", RMSE,\", Value of q : \",q)" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1889 rows × 11 columns

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" + ], + "text/plain": [ + " Residuals Shifted_values_1 Shifted_values_2 Shifted_values_3 \\\n", + "31 0.421310 0.186817 -0.620377 1.088238 \n", + "32 -0.877178 0.421310 0.186817 -0.620377 \n", + "33 -0.528100 -0.877178 0.421310 0.186817 \n", + "34 0.001668 -0.528100 -0.877178 0.421310 \n", + "35 0.168318 0.001668 -0.528100 -0.877178 \n", + "... ... ... ... ... \n", + "1915 -3.192821 -1.225887 -1.403658 1.499663 \n", + "1916 1.620805 -3.192821 -1.225887 -1.403658 \n", + "1917 -0.682970 1.620805 -3.192821 -1.225887 \n", + "1918 0.715140 -0.682970 1.620805 -3.192821 \n", + "1919 -0.390205 0.715140 -0.682970 1.620805 \n", + "\n", + " Shifted_values_4 Shifted_values_5 Shifted_values_6 Shifted_values_7 \\\n", + "31 0.135538 0.711859 -1.286636 -0.106703 \n", + "32 1.088238 0.135538 0.711859 -1.286636 \n", + "33 -0.620377 1.088238 0.135538 0.711859 \n", + "34 0.186817 -0.620377 1.088238 0.135538 \n", + "35 0.421310 0.186817 -0.620377 1.088238 \n", + "... ... ... ... ... \n", + "1915 -0.759120 -1.276206 -0.344880 2.070050 \n", + "1916 1.499663 -0.759120 -1.276206 -0.344880 \n", + "1917 -1.403658 1.499663 -0.759120 -1.276206 \n", + "1918 -1.225887 -1.403658 1.499663 -0.759120 \n", + "1919 -3.192821 -1.225887 -1.403658 1.499663 \n", + "\n", + " Shifted_values_8 Shifted_values_9 Shifted_values_10 \n", + "31 0.177868 -1.238406 0.074452 \n", + "32 -0.106703 0.177868 -1.238406 \n", + "33 -1.286636 -0.106703 0.177868 \n", + "34 0.711859 -1.286636 -0.106703 \n", + "35 0.135538 0.711859 -1.286636 \n", + "... ... ... ... \n", + "1915 -3.202219 -2.579175 -0.347913 \n", + "1916 2.070050 -3.202219 -2.579175 \n", + "1917 -0.344880 2.070050 -3.202219 \n", + "1918 -1.276206 -0.344880 2.070050 \n", + "1919 -0.759120 -1.276206 -0.344880 \n", + "\n", + "[1889 rows x 11 columns]" + ] + }, + "execution_count": 83, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 88, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Augmented Dickey-Fuller Test:\n", + "ADF Test Statistic : -16.640431015771668\n", + "p-value : 1.6364587817462715e-29\n", + "Number of Lags Used : 23\n", + "Number of Observations Used : 1882\n", + "strong evidence against the null hypothesis, reject the null hypothesis. Data has no unit root and is stationary\n" + ] + } + ], + "source": [ + "#checking if data is stationary\n", + "df_testing = pd.DataFrame(np.log(data.close).diff().diff(12))\n", + "adf_check(df_testing.close.dropna())" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "metadata": {}, + "outputs": [], + "source": [ + "def adf_check(time_series):\n", + " \"\"\"\n", + " Pass in a time series, returns ADF report\n", + " \"\"\"\n", + " result = adfuller(time_series)\n", + " print('Augmented Dickey-Fuller Test:')\n", + " labels = ['ADF Test Statistic','p-value','Number of Lags Used','Number of Observations Used']\n", + "\n", + " for value,label in zip(result,labels):\n", + " print(label+' : '+str(value) )\n", + " \n", + " if result[1] <= 0.05:\n", + " print(\"strong evidence against the null hypothesis, reject the null hypothesis. Data has no unit root and is stationary\")\n", + " else:\n", + " print(\"weak evidence against null hypothesis, time series has a unit root, indicating it is non-stationary \\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/Alpaca_trading.ipynb b/Alpaca_trading.ipynb new file mode 100644 index 0000000..7f350c7 --- /dev/null +++ b/Alpaca_trading.ipynb @@ -0,0 +1,50 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "source": [ + "import alpaca_trade_api as tradeapi\n", + "\n", + "# API Info for fetching data, portfolio, etc. from Alpaca\n", + "BASE_URL = \"https://paper-api.alpaca.markets\"\n", + "ALPACA_API_KEY = \"PKN0CU5SS6D4T0W9MKCP\"\n", + "ALPACA_SECRET_KEY = \"NE43VrhvPQgywfEsMp8IGQLlTYVcs586dEcW4Sx1\"\n", + "\n", + "# Instantiate REST API Connection\n", + "api = tradeapi.REST(key_id=ALPACA_API_KEY, secret_key=ALPACA_SECRET_KEY, \n", + " base_url=BASE_URL, api_version='v2')" + ], + "outputs": [], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": null, + "source": [], + "outputs": [], + "metadata": {} + } + ], + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} \ No newline at end of file diff --git a/Arima_cleaned.ipynb b/Arima_cleaned.ipynb new file mode 100644 index 0000000..4352265 --- /dev/null +++ b/Arima_cleaned.ipynb @@ -0,0 +1,1995 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 215, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np \n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "from sklearn.metrics import mean_squared_error\n", + "from statsmodels.tsa.stattools import adfuller\n", + "from statsmodels.graphics.tsaplots import plot_acf,plot_pacf\n", + "import statsmodels.api as sm" + ] + }, + { + "cell_type": "code", + "execution_count": 216, + "metadata": {}, + "outputs": [], + "source": [ + "SPY_2DAY = pd.read_csv('E-mini S&P 500 minute data (2 days).csv')" + ] + }, + { + "cell_type": "code", + "execution_count": 217, + "metadata": {}, + "outputs": [], + "source": [ + "def load_data():\n", + " df = pd.read_csv(\n", + " 'E-mini S&P 500 minute data (2 days).csv', header=1)\n", + " cols = [\"Date Time\", \"Close\"]\n", + " data = df[cols]\n", + " data = data.set_axis([\"timestamp\", \"close\"], axis=1)\n", + " return data\n", + "\n", + "\n", + "def deltas():\n", + " df = load_data()\n", + " df[\"log\"] = np.log(df[\"close\"].astype(float))\n", + " df[\"deltas\"] = df[\"log\"].diff()\n", + " df.dropna(inplace=True)\n", + " final_data = df[[\"timestamp\", \"close\", \"deltas\"]]\n", + " #final_data = final_data.set_axis([\"timestamp\", \"close\", \"deltas\"], axis=1)\n", + " return final_data" + ] + }, + { + "cell_type": "code", + "execution_count": 218, + "metadata": {}, + "outputs": [], + "source": [ + "data = deltas()" + ] + }, + { + "cell_type": "code", + "execution_count": 219, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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df_temp['close'].shift(i)\n", + "\n", + " train_size = (int)(0.8 * df_temp.shape[0])\n", + "\n", + " #Breaking data set into test and training\n", + " df_train = pd.DataFrame(df_temp[0:train_size])\n", + " df_val = pd.DataFrame(df_temp[train_size:df_temp.shape[0]])\n", + "\n", + " df_train_2 = df_train.dropna()\n", + " #X contains the lagged values ,hence we skip the first column\n", + " try:\n", + " X_train = df_train_2.iloc[:,1:].values.reshape(-1,p)\n", + " except:\n", + " return [pd.DataFrame(), pd.DataFrame(), 0, 0, float(\"inf\")]\n", + " #Y contains the value,it is the first column\n", + " y_train = df_train_2.iloc[:,1].values.reshape(-1,1)\n", + "\n", + " #Running linear regression to generate the coefficents of lagged terms\n", + " model = sm.OLS(y_train,sm.add_constant(X_train)).fit()\n", + "\n", + " #theta = np.array([[model.params[0]]] + [[i] for i in model.params[1:]])\n", + " theta = np.array(model.params[1:])\n", + " #print(theta)\n", + " intercept = model.params[0]\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + " # df_train_2[['Value','Predicted_Values']].plot()\n", + "\n", + " X_val = df_val.iloc[:,1:].values.reshape(-1,p)\n", + " df_val['Predicted_Values'] = X_val.dot(theta) + intercept\n", + " # df_test[['Value','Predicted_Values']].plot()\n", + "\n", + " RMSE = np.sqrt(mean_squared_error(df_val['close'], df_val['Predicted_Values']))\n", + " AIC = model.aic\n", + " BIC = model.bic\n", + "\n", + " print(\"The RMSE is :\", RMSE,\", Value of p : \",p, \", AIC is : \", AIC, \", BIC is : \", BIC)\n", + " return [df_train_2,df_val,theta,intercept,RMSE,AIC,BIC]" + ] + }, + { + "cell_type": "code", + "execution_count": 224, + "metadata": {}, + "outputs": [], + "source": [ + "def opt_p_rmse (df_testing, low_p, up_p):\n", + " best_p = 0\n", + " best_rmse = float(\"inf\")\n", + " for p in range(low_p, up_p):\n", + " df_train_2,df_val,theta,intercept,RMSE = AR(p, pd.DataFrame(df_testing))\n", + " if RMSE:30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The RMSE is : 0.0011368740889626356 , Value of p : 7 , AIC is : -124643.85295312744 , BIC is : -124601.26758738389\n", + "The RMSE is : 0.0011368740889626352 , Value of p : 8 , AIC is : -125757.7029535446 , BIC is : -125709.80035963863\n", + "The RMSE is : 0.0011368740889626347 , Value of p : 9 , AIC is : -123274.69818119229 , BIC is : -123221.4796840544\n", + "The RMSE is : 0.0011368740889626352 , Value of p : 10 , AIC is : -124764.05016486823 , BIC is : -124705.51709074409\n", + "The RMSE is : 0.0011368740889626352 , Value of p : 11 , AIC is : -124639.00512493453 , BIC is : -124575.15880138725\n", + "The RMSE is : 0.0011368740889626347 , Value of p : 12 , AIC is : -123109.06520239862 , BIC is : -123039.9069583111\n", + "The RMSE is : 0.0011368740889626356 , Value of p : 13 , AIC is : -123645.44287641914 , BIC is : -123570.9740419964\n", + "The RMSE is : 0.0011368740889626352 , Value of p : 14 , AIC is : -124199.5710284865 , BIC is : -124119.79293525798\n", + "The RMSE is : 0.0011368740889626354 , Value of p : 15 , AIC is : -123619.74712775295 , BIC is : -123534.66110857493\n", + "The RMSE is : 0.001136874088962635 , Value of p : 16 , AIC is : -122990.15402463678 , BIC is : -122899.76141369466\n", + "The RMSE is : 0.0011368740889626352 , Value of p : 17 , AIC is : -120811.8907071688 , BIC is : -120716.19283997951\n", + "The RMSE is : 0.001136874088962635 , Value of p : 18 , AIC is : -119836.46123044161 , BIC is : -119735.45944385593\n", + "The RMSE is : 0.0011368740889626347 , Value of p : 19 , AIC is : -122257.66375975525 , BIC is : -122151.35939196018\n", + "The RMSE is : 0.0011368740889626352 , Value of p : 20 , AIC is : -124252.61201772436 , BIC is : -124141.00640824555\n", + "The RMSE is : 0.0011368740889626352 , Value of p : 1 , AIC is : -147204.82943349064 , BIC is : -147194.17518690613\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":30: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n" + ] + } + ], + "source": [ + "copy = df_testing.copy(deep = True)\n", + "best_p, best_aic = opt_p_aic(copy, 1, 21)\n", + "df_train_2,df_val,theta,intercept,RMSE,AIC,BIC = AR(best_p, df_testing)\n", + "df_c = pd.concat([df_train_2,df_val])\n", + "res = pd.DataFrame()\n", + "res['Residuals'] = df_c.close - df_c.Predicted_Values" + ] + }, + { + "cell_type": "code", + "execution_count": 226, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " Residuals\n", + "15 -0.000329\n", + "16 0.000110\n", + "17 0.000220\n", + "18 -0.000384\n", + "19 0.000110\n", + "... ...\n", + "1915 -0.000278\n", + "1916 0.000724\n", + "1917 -0.000278\n", + "1918 0.000723\n", + "1919 0.000056\n", + "\n", + "[1905 rows x 1 columns]" + ] + }, + "execution_count": 226, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "res" + ] + }, + { + "cell_type": "code", + "execution_count": 227, + "metadata": {}, + "outputs": [], + "source": [ + "def MA(q,res):\n", + "\n", + " for i in range(1,q+1):\n", + " res['Shifted_values_%d' % i ] = res['Residuals'].shift(i)\n", + "\n", + " train_size = (int)(0.8 * res.shape[0])\n", + "\n", + " res_train = pd.DataFrame(res[0:train_size])\n", + " res_val = pd.DataFrame(res[train_size:res.shape[0]])\n", + "\n", + " res_train_2 = res_train.dropna()\n", + "\n", + " X_train = res_train_2.iloc[:,1:].values.reshape(-1,q)\n", + " y_train = res_train_2.iloc[:,0].values.reshape(-1,1)\n", + "\n", + " model = sm.OLS(y_train,sm.add_constant(X_train)).fit()\n", + "\n", + " #theta = np.array([[model.params[0]]] + [[i] for i in model.params[1:]])\n", + " theta = np.array(model.params[1:])\n", + " #print(theta)\n", + " intercept = model.params[0]\n", + "\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + " # res_train_2[['Residuals','Predicted_Values']].plot()\n", + "\n", + " X_val = res_val.iloc[:,1:].values.reshape(-1,q)\n", + " res_val['Predicted_Values'] = X_val.dot(theta) + intercept\n", + " res_val[['Residuals','Predicted_Values']].plot()\n", + "\n", + " from sklearn.metrics import mean_squared_error\n", + " RMSE = np.sqrt(mean_squared_error(res_val['Residuals'], res_val['Predicted_Values']))\n", + " AIC = model.aic\n", + " BIC = model.bic\n", + "\n", + " print(\"The RMSE is:\",RMSE,\", Value of AIC is:\", AIC, \", Value of BIC is:\",BIC,\", Value of q:\",q)\n", + " return [res_train_2,res_val,theta,intercept,RMSE,AIC,BIC]" + ] + }, + { + "cell_type": "code", + "execution_count": 228, + "metadata": {}, + "outputs": [], + "source": [ + "def opt_q_rmse (res, low_q, up_q):\n", + " best_q = 0\n", + " best_rmse = float(\"inf\")\n", + " for q in range(low_q, up_q):\n", + " res_train_2,res_val,theta,intercept,RMSE = MA(q, pd.DataFrame(res))\n", + " if RMSE:23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The RMSE is: 0.00100987702854126 , Value of AIC is: -18920.710677506435 , Value of BIC is: -18910.053802800645 , Value of q: 1\n", + "The RMSE is: 0.0008982979218263847 , Value of AIC is: -19147.856428135856 , Value of BIC is: -19131.87308652059 , Value of q: 2\n", + "The RMSE is: 0.0008628937195154593 , Value of AIC is: -19196.607064143416 , Value of BIC is: -19175.29857097438 , Value of q: 3\n", + "The RMSE is: 0.0008677993188931942 , Value of AIC is: -19250.788702995826 , Value of BIC is: -19224.156374926624 , Value of q: 4\n", + "The RMSE is: 0.0008631970644751167 , Value of AIC is: -19253.304091490085 , Value of BIC is: -19221.34924647451 , Value of q: 5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The RMSE is: 0.0008574785620488113 , Value of AIC is: -19260.087031987423 , Value of BIC is: -19222.810989281734 , Value of q: 6\n", + "The RMSE is: 0.0008624112777603742 , Value of AIC is: -19278.749633228632 , Value of BIC is: -19236.153713393844 , Value of q: 7\n", + "The RMSE is: 0.000860465216730825 , Value of AIC is: -19280.740224325084 , Value of BIC is: -19232.82574922926 , Value of q: 8\n", + "The RMSE is: 0.000842467645159973 , Value of AIC is: -19320.39492629988 , Value of BIC is: -19267.163219120444 , Value of q: 9\n", + "The RMSE is: 0.0008389156490676375 , Value of AIC is: -19308.362861076534 , Value of BIC is: -19249.81524630256 , Value of q: 10\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The RMSE is: 0.0007795878533178063 , Value of AIC is: -19504.028590142232 , Value of BIC is: -19440.166393576772 , Value of q: 11\n", + "The RMSE is: 0.0007551510131465241 , Value of AIC is: -19563.164597624673 , Value of BIC is: -19493.98914638706 , Value of q: 12\n", + "The RMSE is: 0.0007447768476128151 , Value of AIC is: -19590.545439599086 , Value of BIC is: -19516.058062127267 , Value of q: 13\n", + "The RMSE is: 0.0007375595138208395 , Value of AIC is: -19613.52794000593 , Value of BIC is: -19533.729966058796 , Value of q: 14\n", + "The RMSE is: 0.0007330223138069912 , Value of AIC is: -19605.516496668806 , Value of BIC is: -19520.40925732852 , Value of q: 15\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The RMSE is: 0.0007364947488576267 , Value of AIC is: -19622.374095349478 , Value of BIC is: -19531.958923023823 , Value of q: 16\n", + "The RMSE is: 0.0007343769741611808 , Value of AIC is: -19609.40163276338 , Value of BIC is: -19513.679861188102 , Value of q: 17\n", + "The RMSE is: 0.0007319041533028114 , Value of AIC is: -19599.261897835822 , Value of BIC is: -19498.234862076984 , Value of q: 18\n", + "The RMSE is: 0.0007304746035805823 , Value of AIC is: -19609.19046420137 , Value of BIC is: -19502.85950065771 , Value of q: 19\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + ":23: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept\n", + "/Users/tanvikapoor/opt/anaconda3/lib/python3.8/site-packages/pandas/plotting/_matplotlib/core.py:328: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n", + " fig = self.plt.figure(figsize=self.figsize)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The RMSE is: 0.0007323000164562288 , Value of AIC is: -19597.392775219363 , Value of BIC is: -19485.75922162466 , Value of q: 20\n", + "The RMSE is: 0.0007364947488576267 , Value of AIC is: -19622.374095349478 , Value of BIC is: -19531.958923023823 , Value of q: 16\n" + ] + }, + { + "data": { + "image/png": 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", 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", 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zRDQJVU4kZm6q1LZ/LV7NwZc/wMbegqsWPPN/UOzzz4Pa8gbkUMxN/Vx/XVeUSMN+hg09BfKl6isa1gSv3SUZTH/1pkkMViMcCWiSCOG//7iAXz/6RmRbtbIcfnSTIXjs9XX87MElQ27Huu48371zgEXLEq5x6e0v+eaweoFyXOcLXoRO7ENQk1SZaWMAyBWDZ+5v8njo1bWc/LNHcYqudO2I2j+HalLums4cR/3vQ6zY0FtVk3g4/UWuS/2I3rzt15x6a10PxxpPYcay0xMd1zGfhdp25/OrmHH+HXR40VDt3QUKtkNXrgSv3w+3fwnu+VbkWrVI76IWTeKxn8Lbz5Zt7m84lskHobbsccm/OP3XT1U8dzAhsDZ1TBJSDsjcNpLQJFEF1ZLpiqHoptOuf5LL//nKsGZxPvvmep7zbNQDwQX/eJFfPvIGD7wy/JVxhwJLuP2livzFvwNfc/M3DK2EQn+Tx4srO/jPWxsp5l1p2q7pc5BAdSnvjXU9vLamm9fX9kApVzGUV0rJVsZajjafpadQYsuxDQDkn/8b16av5HPm7ZGJteRIpIyZnWI+CXDH7VX3vQbgEhVBYmHJkWB4AQOrX4qd18+T+/HgSpPoJ7rpvktg0c1lmwciHcff3RNL11c8NnFCff1+uLCNmWIV4GqYdz2/yvdJOGGSKNXHhKxg2/XjTNckUQXjnQ2MpbOyJuFHNwX2pvU9g5/Y4pLvKT9/nJNiNupaoMirXpxfQMS7aHhkEX/eILHN+2OQPongeu51Hnt9XcSEA+6HCOAUXE2iFnPTH1PfZVn2Y1UnO3/StW2XICqE8oYngt6CzZZjXJLo2rAGgOliTVkeBHi+h4RM8bBG0Fd0iTibcp9LjVXbccDKALBx3dvIUG5FLWYb6U2yPX0V8kqkBDvP82+ucU1bFZ436bRaj40j8X08fwsA8ww3ai1XdPjqzQsTNYmCXdmUNRqwpfZJvGvwaOpsFmTPqqgdqMnYENCYdj/GVRWcg7VguDJ5BxL3vskQWuxFObAdKWnvztPn5Qj45iZ14DBoEuu685x2/ZN88Y8LIvvUpOl4RKRIYsWGXjp6k6Xk/cyo5F0J6tpSkYOnSazpyvHq6q6gfSES7MmXaPRCglf3uP2TFkWWrO3m7Y19kfvajvT7KmJuCtUa6/X7NLqv5Eh/ojR61rB8fV9izkUlKHPTstUbktcQ96798oq1/OCf0bDi/q4f/8ZKoWethsRjDPd9hkvT9xRscLygiVCFsEKdaRJJYbmjVWdKk0SNqFjgT0U3GYKJLa50VimCpBYMl4ppqOU768T5BYAMPlYzZG7a89J7/SqdQdluYP0b8OQvhnTLkiN9Il/0dkdknz+hlqKaxBE/eojdL76HXLG/dS/6v69/bc8xrDSJQ3/4IEf/+GH/OKdno/93X8H2Nb8VnR5JUOILf1zAAZfd7z+Pun5ynoR3fyl94i2FzUx4Y9bTBlpFH135YtXyMxF456Yo8e/X1iU8vEt8GVEkHhk+GHNTLf6C+HfT3p33HdPxlRDtktIkAs2x3nwSjiPLEgRHy/ykSaIfyAQ1Pg71Ig0hmNjsksSqztEnCVGXmkSYJJQ5zG3gy++40nXE3HTjCbD0gaHdMqS2Kyf+Xt+9ly//6blAa/OkeWWjVuGQf1vwdsXrVntP/n6lKXgTZzyr2ukN1m8oOYGzsqPovr80UROZ0hpsKXFsh/F0RLRP3wTlSD8ZTz1/hFRCWcc9eTvRCR6H2iNL7rkpSskRRx4hZigyrikd2dWvuSl+Ga/dhRom8Pj3ueel93LvK27fxklifYe7dka9O67jfTVajmxNEv0gyRYch8qTEALGNKYAWLWx9hpAcQzXQFDmproqhZxgbioPgQ2Zm3orOyprhe1If9JX72ptV56/LXi7bCJXk8YEj+zjIZmR64bbfc2+8I9okWPflOVFTsV9Er5ZrXeDv82tu+Ru7/QOT8VIwtckbMmunQ/yaOYLmIWg/lU4h2KybAdkVINQ1wgllPX19uBIyVzxKo5T3TavzE0pYfvXnHH+HfzvPZ5pSWkSFBnTGCeJytdVfbKrWMruYonfF8UachjC301p6b85xFjIyk73GeMrISoTYNhxXRjhPImP//JJP5CgGhwvOCE+F4yWVUCTRALC0pq/rdL7yXXRRB+mIfwPdCjmpuFYihLw1fxaxtWTS9tZ1TF4YqsZMvgQlbkp7oPxn1/ilqIeIOLSl+PgS7txidR3DHqTmh3LuO7r19wUus/axbDgd4ntELZnyipFx4QiLtkXkETJKdd60kRt/mHH9fj822RFESPfWbbfePtpHs/+N6cY//av5Uc32U4kMqnY+Q7j1j7DXzMX8uH8Xyo+s38P79w0JbdWlPesV93vhX+XApKwYvamWtbQPs+6if9J/YEVG/r48p+ec0N2q7Up9N6tG9/PDekf+KRvxDQJ/Ogm4X8ntWgrQ8HiVZ0s9Vb/q4awNhiG1iTqCIEUGEh/lQb3UbfvyzOZszGE8M9r96KbevIlnzBeeLujJgIYbk2iFunjI9c9wZE/emjI98wVbd/Bmoh+zE3+ISGOwIxKoXHG686XWLRiY2Rb3I5bdBxfSoznjKhJU3iTWsmzUavt/ZGEf6kK0VeqHdLbL0qFSPtVpJX0tKVumY3WXfL6KiWCNvQV7IjpqMF2ySG8HKdPTmvcZMI9jVcDTSJsbgppdblcjkyvGya6jb2s4jMHEbCeJuGRRG+8n7z2ZEShbDxXCsy46/lVLF3r1irKigJZClx024v8bcHb3PH8qoptUig5kv+955VIWXXLcoWMY8xnOMEIVo4Udpgk3O+kOMKRRL0Fm+68zZX3vlpVa7Fj70thuATIgUKTRAJ8220+YP5K78eQJRpEAYEss/2e/LPH2Pf79/HYknW8/6eP8LsaVpcaLpVSReTWOq56CkMPAfz87//DAZfdX1laDE1MflJd7IOJrDcdJwknKlGe/btnOeHqRyMO5njYYMmW/kfpyCjZ+xOWN6kpyVN9nP05rv331JU8gfnlRTySMIQkl49GMgHQtxGAbhrcUgxqkvec/GGfRHtPPhLi2lDyNIhSOUmohXWKmGXjMhzdBC5JBL1Sw4CxA8d1yXb8Z/G1hpAmEQ/BruSTOPv3/+Etb534FDYpbD/2qCdfXZN4eVUnV92/hHN+/x9/WybtksQ841WuSl8dHOxFNxlI/zsZSZ+E44UjP7G0nSvvfY2FMcEmjkgE23N/ZFn2NDKUE+6mgiaJBCgp0MkHVRirTd5TWBf6CN3zX/FCHRd4yXArNlQ36QzXQBDUrkkMF+5/2Y3tr/gMoegmlVSXj03EUU0iZm6KkYRakjJCEo5kPB004kqURduJEFG4bb7UHfNJ2D5JhCaONx6GXEfZuXS9k/ioPlmFNI3FK4LERqVJiD5Xk+iT6UiZbyHd/WFz0/qeQkQbaPQ0ibB/wSdZJ4jgiUc3uY7rgFgK+RyOVD6sxMeJwLEDTcJ2pP8sDV4+hq9JUCyT0GsZjxY2KUpsI5dzV/o8nN6NVc9Rt3klFF6cTSUvvKk0CRPH/05GkiSURqrGabV7Rd7TQz8AYEuxTmsS9QQl/MgQSVQb2zs6r1O0baA8KmGt5wBV0U/937v/G33/rsX88O6XE/f966XVfO3mhUDYJ7HpB1bFYmmhSV7ZiSMTMbGyHHFNIpbhqyrvhq9Rsh2ezZ7NX9MXAK6tOazeJ2kdwvNJGDI6maoQUnKdcMMH4E8fDx5Fmc46VyY+atwnAfDSW0G4aE/eO9/zSVg4kUgsNQijmkQh8Jc5kia7siZRKLjPVFGTCBFLvpAP5QxUnsDUSFK1mzKiRLEUaBJZL08orEnENbuk3M64GTBFCYsSZ9p/YmdjOVutf6z8pBhUG8L+i86O5MAHlXFt4PjlhkeywF+PijKrMe8j/I6dxvEATBIbN8lqiEnQJJEA355cCJOEdKNt1kUjFApmEwAznTf5fx3fZ1n2Y2WS9Joud6KwalhMt5IUrgbWLx5ayjUPvJ54zKNL1vGPhe6kpWyt1TSTkSCRijbXkE9CRZzETTpBdJMEo39NQpk3wr6DkheeuZOx3P1ty8gEEP5b9anhk4SXV2DHfBKKnN560j/XL3KnzE2mKwBIKfnGX5/nt0+4pkUR0iRyuUCTVJOa8JzOprApORLL7mMcnVieLyIc3bS+uxDJsm50PKnZCUhCve58LvCzBD4J97kuvPVFHlwckFshnwuoocJ4eP9P/+2XMBchLUTahQRNIsiTiGcyJ010udh4sbBJCduPPip4prP+imgmmaTGi86EI8FwAk3CqMHc9J1/vMCZv3HXmb7l2RXMu/RfA5Lq+2Km3GrfZFDB2MFpcEliKutGLQNbk0QC/ESoQswn8etj4Op5iedkKXBg4ZHgfCn9D3xNp/vRxKXm/u4dR9LE+/bGPh5+NTBhFD2pWUrpJ9NVG1jDZud8+Q4aPBNPxWqdkegmT5MoVTA3ScpnhRhJKE0i/BE6MfNP0XYiE1WYlNTHaHiTrMCJVFENSCKa6wBgx0ii5BHaP55byR+feosXvbW7RegcGfrbNzcVXUEkhY3jSD7R9zt+n/6u3z8pESKJnkJEK2hylCYRaAW+JpHr8Z4pIAe17+2NfTzyStBPxUI+NOmVjwcpJS+8HYqgCml00i74WpFPEp5mk6ZYNm6TJte4yTFFiRQlHC+QQBF/f+X44yVXAMaTTBJqHBnIwHHdjyZx4+Nv+qbUb//9BdZ1F3ztoBb4WqOHat9k2CdhZ8cBMFW06xDYeoJfUqHQ629zpIR13nKCobBF01svNxyLXbIl9jP/x2vZTzKZ9X6Zjv4coQq2I1mU+Qxnm7dGCCOJJG54bFnEUaekoaIt/WS6/iSkXNFm5SBzOpav7w3at/YVuOk0vpf6VcW2AjHHdbK5KShZjVsYLwQZK9GRpEmIDleDcKQgQ8EnToVwMpt6z4okTGlHJF3/fSWUBvGl6W538pAFtx8feGVN9LiQJhEmDF+T8AQRE1eTGCfXM1ls8Psn7JPoyhUDx7Xt0GS7moRwys1NMudOkFkCYpHFAnOFO4ZTofFaLOR9ahChwIFbF64kV7TLwkMjmkSxUGZuUhnsGYplZpxw/z62ZB2FklOmSaSE65NQVXmLiiQMAS/8BW48kTjiSYpQXZMIh8bGfSePv97OW+29xJFNuW2KT/z9Ib7ioO04PPLaOl4L+U+i+wOzoNL0p4r28kgxR/LnZ5bz6uounnpj6DlFlaBJIgGBJhF2XBOYP9a/4W20MWWQfeqfbzvYi9x48+2Nt/2w0LjUnHhv26FV9HJe6qbIBJ8PScMT6IAL25i29uFI+KGaDAt2WI2uLH38143PcMgPH6zapjjebO/hoMsf4Go/Lt6dFHYS7gRd2SdRXpajX3NTMUpgxULMJ2Eqn0SIJDrdLGlDSF7JnsGs0suR9oSLL6oCf2bI3BQmZl9DSSjO53gTl2pjSthgl0vOYWIIXyeuSVieJpGWORoo+P0T9knkSk4oPLvPJxCR4Lg2Cu4ElA1Fxbz/nav5a+ZCZopVWKHrFot5PwPbkQ4dvUVevvV/2fOvB/LnO+4uf58hspd20X+WHVkGPz8QufEtwCOJeIa5hI29BV5a2cn//Orv3PvSqjJNwqLk9oeKNguTxC1nwtIHoRgVIBI1iRhJZCgAMmZucsfQG+09dIbqUH3pTwv4+UPlZf9VscTufO3re8cJrGBLPv6rJzn2J/9OPD4oDin9si5TRXuZFvb0svV8/ZZFHP3jh/nwLx6vuT0DhSaJBPhhiHGfROsU98f6pd6BwQQQ/uiELFIQro06SzAx5MNSc6FcSgH341cIk0R4st9auKaCT77xdX5pXhaqceOZGkoO4wrvcFXqp5HrxZFYd6cGLF/vXvPH977KsVc+7NvsM96zVtQkwtFNIU1iulhNK65EHTE3FaN9VCjmuei2F337sDI/hM1NRseKyDmznZci7WnvDt6Hes+mHxJpU7QdDjYWMkssKzc3heCoiTKcJ1HoSSCJ4H6ilCflEZuSRIX3jBYuAWScPA2i4Ev6YYk/V7T9iUKEtNmwprND6TVOMR7G8DSUjCj4Ppbpfe4aJS30+j4P9/SCr005jmT3i+9h5wUXs6Vop3nD4nINOGxuKuV9TWK/whOw+nnE/ZcALlGXYnkkjiP5+i2LuOy3f+fBzP9j2ou/KCOhFDbpauamnmgJ/LBPoijd8ybESOKV7BmcYd6NIZW5yWFvXuBy6xf84cm3OPlngYO8K1eiu8xM5PgkUUuCn0Jck3jVK0FTybRsO5KvWzdxnHzYF0KmJGgStYQGDwc0SSRg2boejv7xQ6zfEHyIjuNAi0sS/1m4wN0YModYMvhwTKdADjcyp42AaPIlG956Ap77A3xvCrz0j7J7OyFiCtsuw5NPKVSY7DBzIQXvIx6Te4v3GU9QtB3et+LHnGA+zrT26pEhcXzlT89xzI8f5qWVyep62Ofw8jtdFPs8qVUUvP21m5vyJZt/Z77MzemLKdlOtCxHTFrMF/IsXdvDG94C8WaCucnoitZbKkkjpkkEk9ZWuZf5vnU9lhNEN9mO5Mb0D7gz8z/B5JhU5ttfUyG43t4X3V5WRNAIE4wTSPXKpq0mc4sStpSkPaJVIbxpivwo9TO+bt1ErmgHE0VfyLwQmrRvsM/jR+lrMYvuO2kIaRIq98LGjJCPXcxH3o0ImWFaU8WocEOU+LCL/mTVkxpXtt8p5jjf+gPnWX90D3ckqztzWN2u43zCuqfKSCilNAnP3GR7JGGEs7d7oma98ITZQ5ZK+KD5SEST2Fs+z4ethzBwWLLGE1S8vIa4w7knbzPV3MgxxlOJmkslxDWJp5a57276uIbE420p+bx1K5cbVyO9b6CRfBmpVIoMHG5okvAQ7uAf/PNlXl3dzRurAmlFSBvpDdrXX17E6s4c190frB7X6gSTg+Hk6ZOuaWq8CLbnio7r/P772QCs/8/f+e0Tb1KyHS6762U29BQi0nMxFC8YJolsrFRDodedzC9a/ml+lr7KPdZzEv9neSf3LV49oL7464K3eWV1F6uefwDu+XbZ/jgJ5L37Z7x2VXRch55HmVMML/dgR2MFX7hpgf+xS+mUaxK5Armi7U8qluedD5OE2RN1XBccEWnvupAm8ZXV5zPfeoAx9jq/TeFwTL98eam8zIqjnMUhSblR5PxwZwXDCX47xbwfPKQmGaOkzE2u0zwr3eObhRcRJxxOMR/h89at5IqOr0kYuY3+dYVd4Ce/+T2PPh9E3qW867o+CYeLbnuRvJfMZ+BEzKOlUsGfOAUyQiCmnSt/n2Fzk5P3JW5TlptgnGKOs6zbOdu6jb3Ey+AU3QnYdt+dcEpl48nCxhIO0svdKNkhc5NCT1QLDk/aYSEqDhMnpElIX7gL90euWOIs41Zmdv0ncm5Xvsj3ur/DL9JX0tsTBLW89OvPs+THx1W8Z7FnAxPZ6P9+9k1X+JzaVoEkwmTgjb20KCaQRPS9jFQYryYJD+EXoCqStpjBhGLKErk+d9KaKtr5wh8XcOOjr/r7xzlBNU/DDpyFYbto/KXe/fIGvv33F7jv5TVc+9DrXHz7S74DFCprEhkRlWyLXtauMnnlC0U/lHH5hj4+fcMz/T77QcYipgmXEMNkecTjn4THriqT6FVb5omXucC6gUJfYP+Ot9VH34ZIbL4yd4ztc0NFC9Lkzuff8VfSS1EEJN37f52zCl9yjynmyZUcnxQOKj3OX9IXkAv5KsJ1jMBNkOsNTSBqKU8IQl4zjvt8Bg6O15fgko+Ukr5cQi0u39wU7GugXOMIaxKlQnBsT74EUmJ6PglDSGy75GsSTZSbCfOlwLEeNjeJQg9fXPZ5rJuDPI5UyZ3EsrhLlv7fo8sQTpCgFw60kKWC/24E0QlT5nvLJFYR1jrsom9OMZ0EjasYPP/NmYs5teu39BZsJCp5z459FwFJSaX5KE0ibG7qjmsS5eHVSYiQhJA+sYV9P6Xn/8J5qZuYv/HnkXO78yUmO67Ale8O+n/WW79nu47KGvseL36f69NX+L/VXBOf1H/1yBus3NgXmYuEN75SlOgtuGU9VH/Fy8YMRLsZCDRJeEhy8JohSdaURfI59/cko4OOvqIvOQOMdwL133QKGEX3I53QD0k0i+hE0JUrQjHZ3JQv2X60RSamSZRCaxIAlHI99JcUFcdv05dxb/qrvL2xLxLJ0iddk1mhIyqdK8nyz+lL+JR1N3anO7ErkiiTaDpXwg9m0PXAlf4mZW6akHdJYqWcEDklIz0bearFN90VCgXyIU3iWz3fY0/jNey+oI/DFVHBrc8za9VfOdB4HoiaJYQX09MovYla2sjuQOtypBsEYBfLSUI6RRa8tQFZyvv91EC57yLsuHZC1+kt2Cx44x2EdOiSrkQpnJKvSTSJ8nvmioHj2sxv9Lc39rgBAzuLt/xtadsjCRGEqPrOcFGKVpd1Ak0CZJRAir1lmkQ4mopSkCdhOuWahCxFx/i04pv0FWx/DAvHjowX15nsmRw9zVORj2kQLLvas5bbFwW5HuGQ1P5IwsDBCJGc8qOFo8iyj/8YgJVii8i53bkSJeFaCErd5dFElcw9zT1vMVME39CWrGUHsTwyH6zvKXDJ7S9x+6KV2GHzptIkKPG4V9bjac9cFZ9PugfgJxkINEl4KCakghqlgCQMWfIlwYmik5IjI2afsXKj/7fpFDE9dT8cqx2XyKYI92WbQrC/8QLFYjES0ROesH9y32sc/MMHgGAy3mC4NmA7VraglO/2NYk4oZTDPS4rihxw2f08u2wDbXSTpkgHbqLguneWR85QH3WfN3mz8U3vOSQgyzSJ7rfd1dxalt3tb1MkMbnoXnsdbUCQGqGkctvMUPTMB8VCnnzJIVd0Ih9kKRcQq4rqUXAwOPntH/K79PeB6GSiMqybPJIwsZFdUQm1N29jF8on/wdeWsUHf/YYPT3dbKDZbbNIIImQOSqbb+do42lA8q+XVvPp6x4E8PvZsUv+pNWcoEmEHddGiCRaet0+3Cib/G2NXl2nBgq+pK+CBTIUsLDplW5whemU/PLZBjK6hkWxt9wnEc5XcQKfhJFgbooXQLQxEMUexqISAe1IdFNkgvckfjWGs8L2Nbiu9pWc+4cF/qFh8u+PJCxsX5MAN+EPXEm9MW3C2ldJt7sVDeKk15UvYXskYYc0ToXOnuRglKb8WtpEL1lPiHg0+0XuyZwX+U7UBN+TtyOVHoRHsmmKdPQGhUOhXBjTmsQIIynBJSwFmk4Jyyux0EoXslT0P+g4DKeApUgi7JOISWRThGeiWruYP6S/x+yexyIkEZYUwpFIamD/T+4TABETCcDnf/MIazvd6yRJt2HEF7V5cWUnt6a/xTnWP+jwJp0Nq6MkoWz1PbgSsNkRFC5soa+MJHrb3YijggxsxUqqnVx0Hc3KVKbmfjXh2mYDJelKj8Vi0e+T8Afi5Lt5Ymk7M86/A5GLOo7DS1TOFKvoztukKSJwMFAStnstAwcRc4i+/6eP8O2/PEscr7+z0W1vKU+H9EiiirnpQ503cF36xxxguBVamzxNstPrZ0OW/IkkkSRKDofzFF+1/oSZ2+jXmhqTd/tXkY16FnAJwfcZeCa+DCVSwvZJ3qLk+1jMmL9CFPv8vp4jlvBA+st+9VlwzU1KU7ESzE0iFl3nAJfIa7gy/TMApnS/wAl/n+U7y8P3TjuqmqzbtjFG4AeQseimsLm+qiYRirJTBJQSJZoyFix2g0lWyAmknFiYba5ESbhjUSaQxPq1CXW8pKSp6H7nk0T0HCcU4agm+N5CKRJ6L3yfhO2ThHqfccf6QCKuBgJNEh6Sks7CJGHIEpYs4EiBgaTR7vAHbxwpWcDytJCoucmhUza6P8Ztyxasx8TG2eBOws3F9X5IJFQuVa0G9lrpSt9xkmgkj+FpCA2e/2L+dU9E1lZWiJNIT77AdLGWaWItnbht7W73IoaevQGu2IFeL0ZcmUnSXYGZY6zoKjc3bVgGQIGgzEbG8zmkvQ8x7oxXv0tmlpIqz1AosGfhGU4yHqGvL/iAZb6bOxatAiSpUvQZwzm6BxrP091X4NXs6VyVurpsnQFT2hGSMHFLn8cX/gHo85zAllNgo0cSjQmEbDh5ejyJXc1j8837aaGX36QuB/DJWJaKvpaYZG7qK5Q41nya+eb9WPkNdIhWACYUXLNLZ0iTUHDNTSqXR+VeuD6JPjL+drXOd4pSJMu7o7ODL/3pOcBd52GmsZrt8kHABnbBH6dJjuvG0sbI74IjmCLKQ6+3Fe4zjBHBBJmWQQ0ogFYZvNvX33iD2eJ1WuhlmggTu/SLRybBxMEMvc+sb24qsbYrz0v3/pZ1Y+ew1JlCWuYigQzd+RJFbwwXutezx8X38K+XAvNkR3tCgEjfBt85PpkNkV2TS29z68KVzL3kX2zs87SEgu3nzkBUyOjxfKLqfTZ2LeXZzOf859eaxAgjiSTM0AuyZBHLKbASt5ZKm73BH7w5Ga0xZDoFUrb7QpVEmLYM8kVXir229AHY/78xhWQSG5FeKYkGuyuiSSRlkUIwsNcyxt0Qk54byfkkoSTTx5e2M/+6J7jx8WWxY2Nx7H0dGELSSi89HgkUNnr1ie46D7pXk+10kwm7PU2ioTvQNCazgUJMYzI8c1RzaOL7ZuoPfML8l587kY1J4Yq8bn9pQ7DOQ6nA1fJ7XJn+GcUNgfYiC930FW0ayWPiRDQWixJ9XkhkGz1M7nMTpD5gPlG2rKWJjRGSUP13J8o/PjO/kUutX9FQ3MBGT4LPJpibTDtPl0e2pvesc43XOML4D9sabr8qDcBycp7JLlmT6MnbNNNHhiJmvoMO0UpJGr4WFs59UMiGzE1Ke8uIotsvHnmlRckvtZGK+SsaKPjOfsvrBxEqryKcAvlCwU2AS/BJNNsbI7+LjqApgUz3NF5jH7GYRzJfDN1bZW67Y6PFq1W1XjazR2kht2a+zfPZz/BI5kv+Of1pEQCmcKLmJgLH9dbiHWYZb3K33Jc+MqRlPmLy7c6VKHrmpo7169jQW+SS21/y9/dsdCfrf76wyq/dFa4SPFm4JKHW3t6ytJxLbn+J9T0Ffy2N/7y5gV8/8IJ/jmEHa3X39rpjQpHB3Hf+xHjRxTHG09722hP8BgJNEh6SzE1mgiaxQk4EYIKzhiMMN0ROTZYKliyS9kiiiRwgaclY5AolsqJInhTPbHAnjimiHdOTXhudToywJpFAEnuLxb65Yp2nSby96h3WbAykrAaRR3iTTdgE0t5T4Dv/eDGS3BO3o6vlNFtEry9pK2ducexMt13L3EHZI93J1wyFeU4Ta8uTozrfIgmnmg8hvCzsbCxiS/3+12tdlHBVfKsrSJRzVocq4RZ6yRVtWnD7rt3zb0DUfNEo8uzT59bXet6ZUdaeDAUya57zf7cI93rx1eEAzjJv4+PWfQBs6FeTKPjaY7PXvkbyrKfFP0ZpEioiCZI1iZ5CiSZyZCmQKmykgxaKBOWwm4iZR2SWBgLHsvJJpCmRwnaL/wkLi8AnkaYYMUGGNU3LJ9XgWzHsAj/v/iIPZr6C4RR8J75Ca4wkCrYbKhzHnuJVphtRU5/SgtVE3uyRxAJn+7LzQZKxjDLij8PE8askQDDOUpT8igHPMIs+0mRknlzR4ZepH3JH+huuT8Lrb9v7TnKhbynX4QoYT/7xu+RuP9/d2B2QxAzxDl+zbmI9rga4lbOClqx7vde9VetefqeLt1cHkZKWk/c1+r6YJtGcd++3XrrX047rEUaiJhGa/NLSdfa97UXhXG5fwSesewF8B6CCJfOk7V5sKTCEJEORlqxFyfsQ8zLF/9zvxUqLdlJ97sfRZHch7ECC7CuWv/Svp/7E4eZzOFLQQ5ZemeH5pcv53QOL/GMayfsTW3zyBViypttfrjRubip4URut9PrmtHTfWlZu7OPtgjsZjtvoRgqFF5JfbkwDXJKI+CQch2zn0rI2uOebvlQXb4eSHvOkfHPTxHeC1fNSbz7s/y0KPbT1LOP+zP8DoN37aMA1pSjzQgN5ptuuhKdMLWFMZAMtKx9lkeOSYYvSJBLMTUoqBFhPK0VpRrYBjKEL0ynQSdQM1EAhQl5qElC5DVA+4YPrRG8SfVjCIZ1fT6dojpDEGBFdHnMjzTSIAr35Esuyp9EaIj0LmyImjkiRwvbrYqWxI9J4WIhQQoOQDt2egGA4ebaVbzFNrINCN+0EfQ/Q4kS13LyTTKazjaUJ2mTUJ6HMTy/KrcvOT1OiOWOVaRJFabIiFDnnkkRwTDYU3aTG3Nq8SZ/M0CAKdPYVOdJcwC7Gm/TkS/54VRV4wxnl6fWvwJ8+zsfNeznVfMh1sHUFJqivpm7mHOtW3zcxXax2neXgJ/JBOYl2eUJGLu9u78mXoFSgtbDaO95tQ5c2N40skkJgLRkM2gbpfmBqwKVDqn1PTJNoln2Y2L45qJEcLdmUn5SVx2KVdM1WU0Q7jZ5E0GB3+Y4+Rwp6CzZ3pr/B71Pf9a+tpOU8KUDQSSOt9NLVEUgfDRT8STesSewk3mK+eR93PL+K/b5/PycZj3BL+qJI2+0ejyREj//RbF14jalXbsGMjqcA2M14w+uDYFCuLjXSk57AVsZaX0WXUsI7C8nk17NGjinr3xKGP/HEfRL+8qYYvrmptXtZ0A9L72ANYwE3Ie1D7T+nyftYlIYFQfYuuJOTCqdMmqgUrih92L0HalIt//jGikBz65ENLJDbsb/xor9tb7GY57KfY5f8c/TKTETCzohi5P6BJtE/SRRsh2Zve7ZvDR00UwiRRDhhC6DLIycZyx3JUCRFiSIWjpFyCctft7roE1heWhHyVj6NjAyk27Bzd3fnJd+EpTAmFPUH4EjDzyYPY1uxktZQdQIITKVKk1DRRq84W5Wdn8J1PMdJ4iFnNl8snOP/NrF9s1v42ilh+wLVmj6DHGkayLMxlFeztitPWrptV5UUzJB5+KC3r4fFt7GtsYoxood852pY5a7v0i4DzVGhkTxZQ9JGN6+v6eZQ4zla6S4bm6qv816p+VJfF1x7AFvl3eRJZZqsa01CCHGsEOIVIcQSIcT5CfuFEOIqb/8iIcTcaucKIcYJIf4lhHjN+3/scLS1EuJrI4PrW1ASU6N0X8R62UqnjJJCd6wMwDjPWa0cy43kac5YflJanjRdNNIlG5gq2mkuuo68JqcLwwt5M4SkL19ilvEmB5jB5KNyK/KeA00imG89wIFrfu8fM02sYawnVaqPPEWJq1NX8f3Ur7jvafd6V6Z/5qv0CmrN5RZ6/Q9IheoqTBfRvAhwtalc83SmG+vIlxxuXbiS3S68h65FtyER/NU+qKx/bUyfDDKiGCkHoXwqDsKXlrPFjf7+dN8aHpZzALBKPWxVeN3fF5ZmM6LoX6tR5Pz8i7jmour9OMJig/dB++amhACFcSGpPU+Kf9u7sZt4g7FeyPPuxuuR/fFSEW0hB+0Gz/SUsQPiUbkCYQgc3wyVKnXRIaPmpkzMd9LlheZm89H3l6ZISrjmJsdIuSTokcSERuGTfyeNESFDTa5Zcr50mw2ZyCaKjghpAYyVUYIyhFPWzreciaSEza7Gssh2JSFnKNJIjpT37l6R08r6RoWwxkmihBUJmGiggClL/kp8YZ+E7+vLCfrIkKVAV1fQ/udXbPS1GaWVWXa570gh99wt8NR13GUdFtFu/ecjz4e7f8vC7GfZonMRv0lfzres35eZGlVfqxpdB71zQ1CRmmBOqFvHtRDCBK4BjgNmAfOFELNihx0HbO/9+yzw8xrOPR+4T0q5PXCf93vEkGRuSst84Jz1SCJHmlfl9Mhx3THSGOdJmWs96fnbqd8xm1dJeVEOaoJfJccxRaxnjO1NzLKbRxeHwk1jpQcgkBrUNVRm7hG9//SP+Xrqz2zhmT6UdHS6eTfbGW4EyaxcEF8eRooS5F3zQAt9iSGd4IbyZShEcjDypMk3bcl0sYaNvQW+8McF7qB95Z+saZvNEjm17Dq2NMqkuklsYFvxtq9hOBjYnuOuwYmaUx61dwNgfGEl40MZ72tDmkT4GRrJ+9nqjTFfTJf3nnsdy/+7OWRuCjvD48iT4ilnZwwh2c14A9MQkdDbAlaZSVJJovNLF7LOm0AydlSSjiNNKZKJ3UkDpX7a1S1cTaKx0B7ZnhaudlWUJtLwpG9PSk/JQJPolE0Rc5OagC1s3xk/phiN6AlPyBAITApJeTtPOO4nP8eIVl1VRD5RbOSl7Jl8Rd4IuObExTFtIh3TJJSzt4QZIa4GUXDXuVCChzcepreaPknkSNMn02REiVL7G/65a9vX+dn5iuST/CsKbQ98E9JNXC7PSDRvZkWBg/vc3KdzrH/414sLMMpcOYFOvmddz8zeRTBld65u/TLw7tAk9gaWSCmXSikLwE1AvOD7icCN0sUTwBghxJQq554I3OD9fQNw0jC0tSICc5PkwfSXmW/eR0oWfAJo9EwPtpHmFSdKEsrclPeinFSikHKgHms+zTdW/rcvkRa8uP9VcjxTxTrGS3dCHyO6IwPkgX8/EGulDEjCu9dnCl/lc17ZiiQ0kKeZXr5o/ZUH7d3ZIJv97OM4GsmRLboftSEk40QX6z2nrIJy3G8h1pOh4Ed2zTNeodgyjcm0c9fzbtTOZNbTsuFFXh97UKIklRXFkDPUbeulqV9zX+ZrnGQ+CkQ1CYAOJVUBT9vbUpQm40rR+PTwvcL92UjeN2v5yVwelLSWJ0W393eLCBKZijEJOYw8Kdo9baCVXs/OLEL702WahDJXvWxP8c1pGSc5GUshS8E3NwH0yqwfoLAxIfy12/Ac6qWorySDG91UwgIzTUqUMNS6zyGSaGwdR6sZKqUSIvQ+6Xo2xpXiJGGxVrb54yZerjtJ8Fgkt6EoTabGNFb17nYxXD+SIvYiFscVLuP/Ssf4x6ZFVJNQ/V3ELCOuZnp9IUuR1oyxKX9s5Ej7k7oRktjb6CHjaRJq/PRntgRg3pmsLmb9qgHx51vn9dMR5gLv3pmy6C8V+HCu9TdOsx5gx8KLrLZbuGLNXqyQE2gVvWwzoYnZ09oYCQwHSWwJhLOtVnjbajmmv3MnSylXAXj/T0q6uRDis0KIZ4QQz6xduzbpkJqgopsyFJlhrOb7qV+RkkXflKTMTWa6wZ8oFVSUj5JAlSraZUZfml8AzxswK+V4thdvkxYl8tKijZ6Io3kXsSxyfgN5P0RSmSOekjtzt7M383I/5zvF08ueq4ECW4vVtIg+/mgfzsuZ3TjUXMif0heXHbuz8VbEDNIqesu0puVZN7LkJONRWkUvdzj7AHCrvR9kWrBwKOT7GNeU5kjTjf56uXV/1ifYZFtFb0STaDZLvlPvEMN1xNsY/gcNsEwGpRJWyAn0kmGC7b532zMhhH0S4f5sEDnfz5KNmZCUxpgn5b9z5RdIUSqbaMLIy5RPMi2il6a0FdEk8jJFb4wkVD5ATrqudYCGKiQxRnRHzFA9ZPwx9Y4cV3Z8j+H2+XiizuOZYhXTxDo3k90zN/kL8ThF3/cgsm00GaHqxqH8gwIpcqSZZMdIQlrsk7+GffI/8+4dJYl4KRpwv59wtJdCOiGkV90bohpjmiKHFh72+1W9TxszkeALMZLIUKRB5MlLC4nhT+orlzznnzNedPo5GG6tM+mTxItO1Jl+RfFU/jnpM3Tv/zX6inYiSTSSZ0xMWPmQ+TDnpW6KbFM+iaki0Agf8aLSu2QDzfRx8Ym7csYBM8vuMRwYDpJIWlMwblCtdEwt5/YLKeV1Usp5Usp5EydOrH5CBShzU9jOnqZck7DS2Ui0BOCXjVDHKgdcjzkmclxAEsrcNN73CaxKTadBFNhdBLbsWZ4Epeyn4dj5eILXOtq40T6GOLKi4Etz62QrTNmdSWIj+xgvlx17U/pSP6xXYRnT/PsDrG7cEYAvp/7CeNFFt2xgx9xvuLB0OkbGlYqayHHMrMmcnr6fdzIzWW5tXRb1Aq5zPByy2GIW/cJvijyk55xXBBAlG0EvWaZIlyQ+Uvg2J5Yu800hEJX0XHNTciy5mlRyMu1PIFmhCuKVymztYRRI+R/y91O/4q/Fz/sL5oDnk/AECeX7aPPWzyiQ8sdPNkYSxZgpaVxsQumRaT+Krd0oJ4leT5OYKKIkcZT5HyaITleDsdKkKPn9bTpB5FUx3YZR6vN9RWFNooBFXmT8vlfSboEUDoanq5hl/oc2yk1qBVJlJtv+oPrLzxPC1WQ/vfpSLkr9xn12r7+ldB3wcahvsCEUApul4AtwygG/VWdgmt3C03TWpabSJPLsOb5Eg2duWuhsA8ALzgw+mL+Iq+0PctZbh/OTB99CSiga5eXL20QPU2mnUzbyd3t//m3vmvi8SgCZGMrY9sNecUmiIT1yMUjDceUVQFjcnAasrPGY/s5d7Zmk8P6PBlEPM5JIokHmfVNSs6dJpDIN3O7sy3nF/wrO9SaQPjI4CF8a70tFNQn1QasJ5zPHH+jvW5lyJRGVYAWwh3BttIaQmNiRZLRqSUMKWfL+5LKeVvom7Nbv8eH7A9iZVv7mBO3c2BC1BedJkyeNxMDMeuYNkefw7MvsIJdxW+NJ9BWdRHNTK64moaSsZrMUcrSrtQ8MJAYbPUmzmwZ+UPwof9vpR+79jQZfelwlx7OwtFXUBh0mCZEvC7NU6AyZmxwMpDBpMDySEEUKMhUhy2gfpPjdWYf5IcFT5Ttl+3PCnSSUk3qs6KYoVayNO+kpbVWhLyZ9xu37PU7WFzw2muPL2pUzkzUJhRImwkxhYfvOasMJ8iRKafd81WdmhCRS5Mn4JqDlTPa2B32fT9C+wpqqwjPODhFi7w9FTLIp97qPO4Hrc0svi1tlNStzkyGcRC0wH0uATQvbNZ96fZ4T7v8HmC/ygpdTo0jinYwrsf+l53QON54DYInhkoQEFsggj+PmZ93cHtuMkkSHaGWicBNXf97wOb5UPJc1IdILQ2lZrSEtTH1P3bKB2cZSxq77T+K5w4HhIImnge2FEDOFEGngo8CtsWNuBT7pRTntC3R4JqT+zr0VUPaT04HyFXqGEconEYkLF9KXMBuVEzPTiMTgT/ZhPO3sAAT16/NYlESKVhWmmhoTuYeSYtUANcYG/Pho2wd4a0I0AmjrUHLR/saLPODlAUByWGYSGgg0iXbZQnHS7KrnLA7FoaczDfy/4tncYh/s/k6lYLuj/P3hicAnCXLMW/kHuswxXLFqd256ejl9ZMsSrRpwV2HrFR4RGyU/PFKZVZREvtErQdElG/i5fQLPNewLQNEMJpeNXjRPMeKo9OzYwrX1ZkMTQRjqPasJRZoZsoYyRbiaRCVtIk+KtGX6kjtEJ/Q8KfoM9/pKExpDt993SmNoVmZKFfJYRhJRTaJbpn2zWYcV1W4B+iz3Xqo0zD65q1niBAEERSwMT5NQQodA+n1WSrl9Ps94lS9ZtzAx9EwFaVE0XGk7Ly1fkwlPyMWEfo5rEjNyf2DnHXekoaW24MWCtJjY4t53hZzEJwpuPIsShFSfqqhEEyfxvcWJI02RrCj6Y7S5ORBqflVy14qYargEtKZhG3/fJ61/AfBm4y4A3GgfHbnuxl73/ThmLCLSGuP/3bKFe731CYIUwGpZ3jdKM++mgRbRxza3nZJ47nBgyCQhpSwB5wJ3A4uBP0spXxRCnCWEOMs77E5gKbAEuB74fH/neudcBhwlhHgNOMr7PSJYtGIj5/zBZeJ4vL6qT9TkTfyphmBS+ljhm+yW+6U/KRVIURJp3yeRT0dfbtwnkR4XhPKtbtmZh+Zdw6cKX+Oa0gn+9lcc95jzvZW9FKqRxNeKn+Uee08ayDNOdFKSBl000jB2Csw8hN82ns7lxQ+XnXebvS8XGUFcuZHOkrEMvls8jetL7+OtiYfAx2+hx4ucCUtkKY8kpos1jH37AR5qeb//rEIEA/tHxQ9xp703AGPpJueRRJNRKAvJVbb9LkN9FG7/d3qRHLblmTmk6UuP4TYpTSJntdBAjgxFOkX5x6hUekX40srQaLgTZ8ojiSTJWN0vZQn6jMB5PEOsDu1Pkxfu9RWRtYmAJJQmoZzSnd4xcVItNzcFETMbU+Uuu5zpPqcqMtlDNpIAaWGD6UbxRDLTvXaUGlzz7W/Tl/El66+RaxdIUQhpR0XTffYwQRdFgh0+oXTJlmMaIJM8QSp0pyf6953QHFxX3U/5spQA4BefxEn0ScTfpQqB9VeUbA3a85jjEsAUw71He0O57d9pmcKM3B+42T4UgO+8fxY/OCXQ2qUV1SR6rWBumDjZJW4Vev2CM4MbS4EgluRvUsJGV9hMV88r00kp75RS7iCl3FZK+V1v27VSymu9v6WU8hxv/25Symf6O9fb3i6lPEJKub33f3kB92HCtLHBxB83R/T4jmsviSkbHFsgRReNvo20IC2XJDxpqZSJkoSaBJRkk/I0iV6ZwUw3k7EMHnD24AF7jn/OE87OAIxvin5wSUXnwrjZPpR22cpWxlrOsW5lAy1IDNoaUnD6rdwxZj4/s0+KnHN96X38d/ELrE8FzmHHyPD1Y3ci1TKR75Y+Tjbr2da9CSAslSuS2FG4Kvauex/u7zOF8Af2r+z3cY89D3C1q5w3gf60eEGZ/dzxQhn7zOhH8bcFbtFBmXInpw6aUS6usOSofBJ5q4WscPMDus3yCUlpEv6qZmaao3YYSzZleCGTqYomkTxpUqZBX0iT2Dq0fkCeFAVPk1BmszH0+H2nxo+S4BUBx53dcXNTd4gkljbtznnF/+KI/A/9bTnLKwBIQBJh89tYusBMkxZOROhQcfqrt3ofTNs78ZkLBJpEh2yi6EnKBdk/SSQhY5kUreZ+j+nwzJxFLCY0B8+t7jfVMzcpoUJ9tyZO4kp1cZKwsCMkMXNK4N9cwxgkwg8rz6XHlF2vqTk6pk6euyWH7RQi7lR07IStDFbzOL52zI7+cz3uzOJuZ17wjKny8brjNi5RKYHUPbD/EOrBQmdcA+NCE3C8jIUKh1SaRENjeaihilW3MbGNlB+B5DRESWKyZ9NUA1Skm9ggW1gjx9CQschYhrc/aM+THkls0RId1PFkq7Tpnvut4qe4wItyCtt/22Ure88YxzYT3fY3pKIfzvvy3+P7pdMAWNodfOi2meHTB87k0B3dj6Yp7ZXt9iaA8MeWanQH8+ETNwIwY+b2/HT+Hm4fOdJXp22MSL0rZYpJgh8lZLr3i9fJ6mt2J48u2UDKVCQRtEm9z0IqcHj3muWhgspx6ucdmGnGph2+f/JuvuP6k4Xz+W3pyLJz81ikDAPbDCavsCZRwMJW7RfuZJgStq/x+D4JoiQRN4vFNYluJ7ifk27jT/ZhEcd+MRWYm3pkBokRMaeOF11gpsgYpYiPSwkzMtMCc04re173mVOUPDv7Rpp9jS48HkqG98yy8prTAJmUQTGVTBLPpPeC//4PJUVCWExoCZGEJxAon4TKkleBAu5zlfuSCjFndppihCTGjQnGiMRAZtt8n4RjNsCXX0Ru7frqNsom2lrcsW0I91tsyaaY0BS0U6Sj47aQCbQDs2ks5xy2He+f4wZ2rpetEW3YDJ3b3eySwxdP2A9DwB6NoRyYWPn04YImCQ/fOG4nICgFoBAPh8xkyic0VYDOQWAbwcBIxY5Vkkg+ZEZYxXhWM5bWbEASahGbX5eO9R2d4WqSSVB22t/ZR3GDF+V0ZekUXnXcgddAnj+ftR8tWXfwnTovGtr6kpzBxFZvogyXXvImvqaM+4yNGW8BoASSSDe4bZ3X5A3c1qlsNS6QoFQuge1FvyjkjcpOS2UeEaYyI2TZenxwfOckV+LaUqxj+jgVYVOuSRStYPLsi/mKIJiQA3NTFuw8lmGQFkWK0mKpnMr3SuWTZh7X3GSFpPFwyes8aQxDkWsmch6ENAmvrb2e2Sou7cZ9EuEEPSfT4j17cI6SQFtEn0+u4Rj8caITYaZIY0c0UxVFZ1hpaCr3dbj3sSh5ETsdsgnHI4nwe1WruCkTWyVkLMMntDh6jWYYvy3Se/8FaTExpEmo+6kMeJXb4uc5VCj4F+/bA1f+mv3Nl/zJebxHEn5p/7bpTHMj8sllJkDbNMQkd8540ZnB+Ba3L849bDte/e5xmIbACK3JbaajY1w2BoEGTZ4Je9Lh59K95+f5jX10RFC00sHzdk+YDVaWTNsWLP3+8Wz5kR8FF01Ivh0OaJLw8LlDtuW18/dgTMyxpiRMJYGZqQy7bRmVREvCm1gQOEZozYRsdGDENQmAbxdO53vF09h2UjNpjyRWyElw7rNcXPpEMBH09W9tC0tXCnvsuT8Np14HBJKWwvt2m8LC7xzNCjnBjzffepxXstoQ5L3JTHrSYLNHEur/kkeGalJKWwZGxtOy2l9zJf/G8RGSCGsSxZAJIGzLj0MqkrDcdhhI7v7SwYxpdO/rbOmaQzKiRIvXtrDdXU28xZDKXkwwF6hzFEkIKw2lAilTRPIk7ATTRUGmSJlGxYizvExheJqekq6BkE/Cyyj34vSLIgiXDWd6x0kinKBnpsonaWWKg2Ach30C4+j0zE0lLGHTLlzpdrq3PoFppqGxAknIkCYhm/17hUOabe9ZO2KJfiobWiFjmdhW8hiwvUV+HEOZ5uKaRHSyV6Ze1bfh9qwK2fYr+ZeUsDB+rGsFeCTjBZNM3QMTdz2Y7iZPwGpyzUlL5RS2aHX7Iuk7hCSSCPpVCW5kmskddiF9ZKMaekjYXDf7c3D2Y+CFm7PNofDZB92/YwtmDRcqB39vbnjxb6RuPoMrY2ZU9SEqX4VlpThpj3E8/3bIdm4EdZSU5F2QJtl09GJKkwhLus9KN+9g+0ktrO8JmbombAe8Upapq3CXvVfk98TmdNkxhiFgsut0e0NOIV5g2TIFB+ev9H9PH9fIzz4+F8eR9F3ZSEbmcayYJuGZm0qeJmGkGsGGrGVA2vvQcx0wZmsQwp/MAe6196SFXiRGpJxEhzURPvRruOXMsmewPVOBSLntaEtLsimTGeObeK53I9YY1+l3q72fT7Jh44KK/imlA5IopMujReIkgZmBUg7LMPzoJiBCbqvkeKaIdiSClGngyAokQQrD8MjHMHGkhSFLvrRYCpmbilgUvQlRJYKlPfIZF0tMC08kWa+aaHhsCSuYsJLG0VWlk/mCGVTKXWlOY3xpPTONd8hLC8MU/WoStmcC6qCJBs8kEtamlFa9MZa130uWVnr5U+lQQGkSyY5rqUhCaRJYkbEed0qrBDxlTlIksVvul7SJbn/tiUrJkYokJk7dGs56lP2atuGPa/owNqyGBTey0NkGy/TuWVCVFVqZ3ZbhhjP3Zs+tk6O0zGyUBO1MIGiGz0n7JucQSaSC95hu2wLGbxu9eJPnPxkhc5MmCYV3XkjcrD4uJZFaqRRn7DODMQ0p/t/NboVHzBRIr4SE54DLkfZfuIJyIMZDGwG2mdgUWX/Zv38oesGWgsecXTin+EV6Y7Vgws48BcsQZLINnJr/Dm/KyTwV328KP8T0xx/ZnWN22cIngXeMRnA2uJMlAUk0eZNRydtuZbKQg2zKhJDkSqtr5hJC8If/2gcknPZLeLLk+lgiH7cwYNYHgXKSUO1bOvEo9l73d1a2uj6ObSY08dzyjazrzrNt7rfYGBxouW1LChkMk0Q+7X6gOZkKSESto600iVQW7AKWKciSD0JjQ1rKFzIXs23PAtYwlrRpYHvRa32psTQUg1IYeVIYpntdy4ASWdKlbt+0oSbCBvL0kPUTr2wMCqR8E9F40UmXbPBNKiD4ZOE8dhVvuP3vbVNIpSyKIuVWDoglq+2a+yXdNPIF83Yvma7EKnMqu5VeYIpYT4/MYBlGPySRQnjEt1E2My3ljulUSJtSPpqNsVLpfSLL7Nz1flszKQMnlWxydAxFEu61iliMC9n6474Fhbgm0UVjpER4QVYgCZnmW8fv7GrMW+zKWGC/lkZY6dYkXSi3xfJ8X+z1Xyx65Hb+UDqCeabJgdsn9xVAyrMqLHGmcruzL/MaA6e2GTJLKd+ial9eprBCJNHQWp4P42t72icxwuhYkbg5J9OUhBVoEqk0piE4Zc8gfFWYgSZR8myreY8kHrdn8aTj2i7Hi04cKdhp6jj+cc4BkftkU6Y/QBRuOWs//uvIIIzuqtLJfKL4P3TS5PtBFMZ70tVZh2zLdpNcohLClUyeljv5ZbXDSBnB/U6as6VPEAA5072G9D7OZs8X0ahMOp4moUgjmzLBtHxSoXWKf639t53AjAnRiSIskWNYYCQPRZWB3T5pX2bk/kBxgptA9c3jd+aDe2zJ0btswdeO24VffnKvkBSWZkbuDzxsBNpWoWFycG/P3PSwM5t9cz/lyPzlvibhm5OsDJTyZJw+thJrEgsUdma35CbbjeCyTMFbY93cje7maImGsCZhiSCxyq/k65FERrjlu22fJKIlJZpFrkwjeNjZnZ/ZJ5GxDETMP5syDT9MNb6mhfJRCCtNyltfImc0UmhwJ68iljt5Zce47yeGAik/pLvHaHYFJaJJno5vbopqEnmRJUxmadNAJNwDAnOT8kkUsRgb0k4r5664x8dLiQT7k0nCyjbxmYO2Kd+xxW78vfFD/Nk+FEtN6mO35oTCd1nDWD9oIo5ffnIe+8wcR9bTJF6QM7iy9CGE0rrNqHCn5gAltPSQIRP6LpsbE8g0lXVDiLVPYoQRI4mwY1YK049YSqXKB5ciCQcD24v3zpMibRrML36L+YVvAa5TrYDFl4/egd2njwHg9P225uP7uhE6cc1j3oxxnHnoLv7v/WfvWHbvLcc08KE9p/maxAf32JKT57pSvCMlGatyldCwY03EZpic5ydQ6vuc6WOZt/VYZnqTvbKtj0l5meopr+3KxDEmmpltxK4fJjlZYYKAwAykltCcOsad3MY3Z/jxR+bQnLE465BtOXLW5DKStUP3KDQHk3wuO4kzzO/zheK5vMN4loRKT0d8Enaetg0vYArJc852ZW1ryoaci4bgye2/ysH5H9MXJwmZ4pmx7+MRexfuaPqgH6njk0To+cO2fluYZZNgT4VIoWzKxIz1cdoyfN+Rinq6zd7X2+sdm22j0XHXDikJi0Kz2xc+SQgBjeXSawGLtCc4FcxGn0jCS6iqib0jRlCFWDRbyjQQZvQ5czEtS/nG8jJFW4gkKhVeDDSJaCmR+P44ZGKlIMAw+WPbZ3hLTsYyy6fNlJU8lR45azJ/+tx+4PkkcipoJeX1gRUlCfVNqjIv/1s6lUwoElFp9GVomqA1iRFHx/LITxWXnyftSzMAKas/khA4XimDnEz70UoOBtKTHAqkXDXew0Un7sqlJ7naQiZpoFnBRLTP/ofzu0/vE9l92Sm7ccWpuzNrSisNKZOJLRlfQ3BkOfHUii7LdfIpaXHmhCZuOXt/N8+CILkpm3Hb55s71AI3E6KEZsS+vagmESWycHy9CoHdeYrbr0funFjn0W1rKkYSofdWDGkSItXAa6mdyIVMdmrNCeUrEVYWSnla258D4DknZgcGmj2HY9o0EEIwoa2ZNdYUjIZoYEOeNKXMOD5e/CY9mYm+kzaRJLB8M42DUVa/KR4CrJBNGRHSV+0qevdQiYz/Xfxvtsn9LjhozHRSFEkLmz6jmWLLNL8dvsTcOIG1LbP4WSjJsyBTpL3S95lMA9Lzy4WjpJR20C0bIs7qcJY8uDxUyEbrrqkyJsrcJEPmpuaMRcoUnLrnNJ76zvv8c2RIKn+OnbnFPpivFT/nbwvnS1QiCRXqngRlFkrSGuICSvkB7jP7UVe+JpGcS6K04d/ZR5ENCXoVv+f3XQH7f6H/NgwS2icB4NjQuRIm7war3TLayi7sIJBe9JItBalUeZeZpopuAulpEkXM6AvNtEKhh04aA5tmDBUHwKfugnQzTJmN+Xp0bQDbcSe3fbYZz0sXH4MQwh/EjiMj9s6B4B9bfIFnNzRQGH9A4v5/Tf08977TQN+EQ+CNFZGBDMCEHSI/4xNY+IONmxoKZhMpb6lX5ZM4atYWPP3NiX6obxLKNIkQSRghu65IZcsIRU1uUcd1nuYNL7PcmehmfDvR3BQVTaX6+8Q5U9l/u/HI+x+LHJcn5d8vYxn0tMxgTOfLvk/CEUFfFLACTSIWKgwD0yRSpoHhLdSz5dRp8Ba4SxcFxxkhje8daxqlVi9zWlqB9rfn6by6rJPL187i89at3jNZpNQSuY2NfvBG2NykKqb2kaGdViZ7K+fZVpToDCHomjCbMwpf5yLrN2xtrGGDaGOM7Ao0iZDjOmuZNKRMsimTpobQtZon+cJeyczw1cJZRBFa46OCT6JJVicJK8E0Wk0YE5YyMXpmMCVsWpXHs0I2VYOgt90R1Y8ZJLQmAdC92l10ZYugCuNaL/XexsDxBmoJK1FiSHuThMTAyLpSZAq7nCRwK7GmKkgdFU1DW+8PU9yaS3GCCZ+jTEZK9XVCafpqLd1aUciM4bLSfMxUsqQj0438yj6e1kZ3kMcnXTc6K0CZuUn2o0mEJE1FEqYQ/RIEBB/qtLFemWgRSkgKPYeRbigjNTW5+RqOlQa7QCrXzmrGBlJ1COqZVX9bpsGUtgbIRGP+1cQGLpH1tLp9418xRJJFLBxTCSjBWgi253iPL5WrkLXMMoGgIW0yxnRJYvykcp8KgDE2IInVqakUW4LMZn+s7fM5lkw/NfZMKVZMdMNDe9u2Z8WEA3jY3o0fOfP9Y5SJto80J+cv4i/e6oTxcFdDCEzD4EFnDicULuX4/HfpEO535GsSVqBJGIbgeyfvxif2cyPoFERzoC32Z8J025+8v7kGTSJJyKv0TftQ5ibvfTpNk11t+wM/6f88+pkXNhG0JgGBP2JyYP+/fZsL+OmTt7FMTvGlmRJGosQQkASYjWPcbRRJm6EJPOt+5OtlK2MrSPe1mIbCE8ElJ+7CvtuU13VRE5riiN98ai+2ndh/QlPZNbxBX0kTUR+FMj9lYxncZKMml3JzU2joxT7ootWEyvlSPolaNKIeb/nGmROaWLGhDzskoVthkkg1kElFI8mU7TpwXGfdENj8ejbIFjd3JHY/JTCUTRDZMZGfdmjcpC2DvjaXJFTuiiPcyrOGV2fIsQKfRNGL3ik1bYFZ6KSbLLfb+/irHipkUkZZHzekTIyiO+mFM3wVhAAR0iTWprbEbnXzDIpYZEIXjF+7gMXiqafw+YXbcMq4bbCtLJ8sfsPN5Le9suPeOX0yw9tMDBLTYpFMhgiEiA6a6ZDNdBut4AQ+CXxNwh1v75+dQHohkjDMZE1BoZK56TVjG/aocI7laxJJJNH/+BSpqE8ilcnAufF4w2RkUwZ/MY5mbWZr4rrRpoAmCYAtdoPP/dsdvPe4TmY708odjuvkU9KMTXkEEoASoh0MrKYxQLBSlg9Pk2iXrUyqqElUJ4nwAP3EfjMSj1EfnO2xxKE7VrbjV7tP0gcBwaTdknX7xieJQ86DjrfLjo87xiPmppjTshSSNJVppFI7wljV4WbFz5zQxL9fW0cpXKHWCpNElowVlRhTcU3CzECpgNm3nnY5GcsyIJYsp8ghFWubyEY1CYnw323GMsiNcf0bQdKawCaLYfe6Jck9x7aD4Uu8peYpZDa8So/M8q3Sp8uePZuKahJ5maIhbYIX9umSRIwYhQhyW4CS2YDTNs7vh8awlB57f0VStPcW6aKRiS0Z1JBOmQIvxsDXJNQz+NJ7OqpJCCHKIrO6zVYo4fs6pKdd9beMLM3BODfMappEOUkcm78M2bwd5WUvvWsKpUkkCYpVvt3sGLpllpXeWjRJJquKp6ZMfpQ6iy3bGjRJjBpSDa45pxTIimHpUPkkKmkSGeUDQGB4GkOKEq0Noe71TBDttFX2SVQbaNQmUZsxTWIwUIO4khqtJsa0Zbj2YdUvh/1Pv21SiPok3L+fmfJR5q26CTucb+GRRNynkYQ1Xe7723p8U9k9rFSKd8REtpBrMdMNZKyoXuCvjRw2N5VymKUcG2hJJCk1FhriprysKunQwDWlk1ghJ/qmqbRlUGhzQyz/ZB8GuPWwSoUsKbuXIqavSTjCpOh4/rAmV0rurlBkMEwSs3PX4WDw3VC7XJKIZuTG+9QQAqfNXWTKj24K7QujJFKs9fp7YnOGzlzRez4TRUYqR8GJJSoKL1vYEK6bZ8ctWliypjty/V5vwa600t+sIAS2IlqCwpSyiiYRJol1rbPoG7MDL7+6FdsZyeZVCMxMSUOxmrnJyDRxQP4qP2qpqnkKdz4o2I4flNBcKbJphKF9EmGEnEjp0ESuSm3YcWe0ByVEOwh/gkhTojUbGqjeR9YuWypKEbVMhLVIIOqDdobAEuqDqERopk8igm0nNZXlQZS3Kfo7khnsaWrP7/J19pB/8M1P8fIN1XCwl8y0tVcKpBhyXFtWhi9nL+Hi4icQ2dYyZ6AK3YyYm5wiwinSLlvL+mGxM93/0OOmPKNhDOBqjb+wPwAI366ctgzMdJYZud9zre1GC+08pdXPXs6T8stKK59EQZrIrJvnUqlYXsYy/PfeSTPdNEZMgKoi8al7TuN7H3Sj6ZSj+7p5t7NX7mcIAVYqy2rGUpRW5Jnj768k0kz3qifvsEWLTyjh70Z1sQorVWHPKvv41D2n8/Ilx/ph1WH0ehVsW2wvWs6KmpsS0RbUIzOq+CSKIX/Vszt+hRf3/kG/x0NIQw8FMCjurGYqNg1BB81+MmY18xTA2KbAlNuYNhnbWFtV3eGG1iQqwErQJMoiljwEKwcKhGePTlMKarIAeAvNt8vWmgZIJdQggPgD13aGQBIq3K8CKfkkYhjces6BZeaCOMrzJELStyf1zd9nBkfvOhX5x18CRKJwasG33j+Lcw7fjqVrvVLtIdOEmUrzttiCx+3jOMgyypyBt9n78SXrr+5a3RAJTdwQI/Ydc7/BxuAz3m+VvKggGtwJLrxUqjI3pU3TI5fg2XbZshV7lUsSRSzwiuU5wk2mK2K5CVMEobpxxM1NEA1WaGpyJ+KxTWl//Knji01TWEsntiMxDMHzzky6aGRbESaJck3i3MO349AdJzJn+hgWrdgIRPMFJjQFoeEQZEcbmWYsQ5CyhE9k8Ted84owNvkkkQ36pxK2PTz420wRN6+FES6yiZHy+6S/Eae+ifB3NbYxzfqeQkVhyj83tj/JZBXH2MY0qzvzZC2T//3wnEiJm00JTRIVEDE3KZ+ENH3TUhgrxu0Dy+HG0lHsH5ogWhssHjnvMHeCue3/ADexqJYBUgnmADSJIZmbTBWxU8lxHfgKatGA+iMJlY2cTZlsOaaBFSLILxkIUqbBpJYsb7a7/oZSOL8lZSG9CTZlGmWaxOtyS2bk/hBsCGmV7bRE+kGFMa7c6JbHiEvCpud/Cq/REHZcx01Xu05tww5PgqloxnUJ00++ipeyV8imjPLoppQJn38S2pdw7I5bcMmJu3DqvOnc+bxbzVQd7mf52hJTCM4pfhEHwVORZMvo/WzDXUNjj61cDSUIDw0OtMa5TvET9tuVfz0avHMj04xligjxxq/fkfGWQ1VrQ6s8CdHPRBkyN5lVfBKl8HXMtN/+/oQd9e2VQiRx81n78cDLa6pGIMXfeS2CogoKyaQMdo0VFd2U0CQRw7KjrsdqaCOdD15i2CfRapYPhmKTuyqVIfATqbpkA80pM1jQyHZtqwVSZY7OgaAWB+6wmJv8cL/kiVp9MLUSXnmzQxNQ7INW/T1Qkgju5V67VwT2eyuVwfEqNKQTNAmF8U1p/t/RO0JorW8V3RTHm+tdMoqb2gwvwu1P3iplao0BcDUKJYDstEULe80Yx/7bjmdDaNEeyzPHOMLwl03NeiSxy8QUl+y9C795bBmvrw0qFlcKgWXSTjBpJwyCQAd1nPpf+UtKjoNpCF9aD0/i5ZpE9J0p01XE1n7UxbD1ARyy7fHw6D0+SVjZZk7ffwYHbRdNoAvjjaa5fLX4ORonf5B9wDc3OaKfKUsIHhR7c6h8ilSVSTsfIolc4xSavXaLfnQJ9WhOiCS2ndhcU+RgXLirxSehzEvxvt/U0D6JGGYc8GGmzT0mEpNfzSehVOa0ZWCYKS4sfpKTCxdFI0J2PQWA15wth6hJ1EISXruHwSdRidBSVXwW5W2qfFw8EkX6msTgPg7VRxtDy5SmUymkVJqEqJigdPhOkzhtn60iNXXaaU30BX3Wq/Eza0q0gqlIZdkhdwM/LH3E/S2E309pK5D4d9qihUtO2hXLNHxndRGLbKM76ThYrJFjWCfbKGx3LACHfOhcPrHfDD6yV3Q9kKRkunAtrkj7RJQkfE0ilnwZfuT449uxVeeUNhmZ/FINsMtJ/rtXfigr28w3jts5UhAvPjwyKYtb7EPo89YaMVRYsNG/yeVbqa8xO3d9VUm9GPJtFLITBq1J1IpyTaIGkvDMdRv7ilWOHFlokqiA7SYFYYxhn0TS4FP25pTpmhJ+Yx/La6F6QADMPZ0dcjfwDuNrnliTUJMmYShNYtC38e9TiZT8EgU1hvL19/GVFXcbpLnJb5t3s40Ek3fKMv3+SFsGh+/kmjPia4P47yZsbkpwXAMcP3sKyy47vqyeTjalkuBCphcltVtGiGCD53PCjmsVAisMriydwmmFbyLGbQMXdsCWcwGYPW1M7J7lZTniqw8qqP5Rk7cSfGxHRoimP00iPlkH16x8P6VJtLSUm07iErxqkz+EvffhVFkSVRoWnTRVDfBQY+OK4qmYhqjpu1JjJbzoVa2If0dxQg9DtWWvGW448pTW/lf2G2loc1MFhAeCSuixMRO1AKVJZCwDsxIBCOFHZtQ6sSahNk3CI4kaWGJqW5bufLmDr3oIbO1JblAeZx/ZFwtXDMxNgyNT1b0qaxfcyV/5JNKmwX7bjuf1772P//3XK5G1QfznCTmucyJb0ySikE2ZvHDRMdzw2DJ+ePcrCAIp1PVJlEe4OFbguJZWll6ZoUc0kSNDjkzZpLLvNuP599cP46DLH/DvGT+mLDTXf8bos6oJuWjLyPgNv9txsTXWS7HJOpDEy/tJvQ9FEuPGlif2xV+1X/fMG8NqbQyniibhCy9Voo06RAsfaPsLz6/O8xND1KTdz997OrtPb2OXqQP3D8THT8V5Anjqm0fSV7SZ2pZlh8kto+qPAE0SFZHkuA7X2AkjiFwpd0omYWiaRPXBPKXNlTx2jplBkvDv8w5P3F7NnOSbowb5LGFzjxH386hQw8FqEr65KdAG06YR0STUcZEINEL9qzSJiTuTWmlEJpErPzKHfbdJqOsfgipCF1w3MO2EI8MUpEcSjpFGmClOKFyC0bgVeLkGSa99emjVv7RZuyYhYpqE8s+UbCdCNGGSOHC7CVz78blwi7chpv0Z/Zhr1DX9CqixsiVQHlXkk4QymXoJeEUzQao++3G3rA5hDbf/cekIy1ujIu+aA/shOb+NQgyKIMLt+tzB2zBramu/OQ9hQh5tggBNEjXBl2wrkETYJ1GLZN0fkTzw1UP7VUX7k0AUdt2yjX+ccwC7TK1OEpXNSZ5jugIpBXVsBj6Rf+2YHTl1z2nwv+7vsuzYIWoSqv86Qj6JlGn40V5hAUBljPvnqv7o9hLPttgNa7U7iQjhRoxtN6mZLdqqmwCMhAk3HXJcWxFNwgtxtdIIAUvkNGYYWfBqCVUbV4YhysKjK8Xuq/6JaxJlPonQLYUQHLvrFJ8kjNi4iJuwIvu8C93rzIUTfgoT4mskliPtk4T722mbzrmF/2Zp8/7lB0+eFWqn+381QcwmcPSboYzvkXIRj21M87F9tuKUPaexw+Tk9bzrFdon0Q/u+MKBXH3aHn5pALsCp4ZJohZJvz9pZeaEJrbqx+ZZq9lj9+ljhuQgr6Yp+BPdICK1Zk1tZVLIzlrZcT249gvfBh4qy2GIkOM6uG5rmSbhPc92R0LLVDj4q1iG63g2+pkIk6DW9y45MuSTCCancDtUhJeZSifep5Z7XnTCLjVpj/HoJuW4LtpOJJQ1aZyuyGwbOTe4pmpn+f3UdfrIwtxPJqobe2w1NrK6ovqOlCYhENzu7Idj9e8PUGRVbezbIkQSoUNHKpDIMATf/eBu7zqCAE0S/WKXqW28f/ZUpBfHL6uZm6zyImvDjU0VDlctBHbvmeP46F7TyxLJakH8GYafJLzrxLarCSf8jipqEm1bwv9bDBN39AISgndbq0vp4B2CEM+IJmEkEKw3trKW4V8/3E2VNImjZgVF7fbcehx3ffGgqu1SpiF1ST8E1pahZ0y+31Vb/ZQD8z8pa496p/2FkPaHtoYUz3zrSP+3ElKU9le0XbNbtaigOPGdOGcqCy84uuw4O7RehiGEf59RjjatS2hzUw3wfRJGMkn4hd68xWcmtmT4/KHli9QMBwYjuQ/qPlU0hQnNGS47Zfagrh2/YlnFziGGwKqzZCwE+MN7TecXDy2NRCO1NlTQJMLbTM/chABkzUSdTZlMasmwpivvLy87sSUTKnkSTHjK/9JgyURNopIJ8rpP7DngpEnfN58QAiuE6Dfap2Q1sUJOZLvYft+8M0zDU91fEXtAElXMbn6+RmBKChPaT2b8jMySOzHSyZrhYEnuvQxNErVALXxSIZFHTUbqY3v6m0cmHrf/tuN5LLZo0EBRS3bzcGDLMQ2kTaPqGg6DQXy+M+Or/SmfxABrNwXXT+6j847ZiS8fuUOkplFrTJOYMqZ8vQbLcJ3N6rIDeQUPfu1QckWHcU1pHjnvMKaNbaRQcs06YcdyznYvmjWhlGRuqnDTpAqq1RD3H2R8n4Tj76+kufg5FnFtsJ8QWIWBCDhmjCQU2hr6j27y4w68b9EwRKRNy5t25ZbSGMZlRMTspv4erSJ69QzdIzXA8aObkrur4Ek51Yp8/eZTe5Mv2f0eUy/Yc+uxLLrw6PJ1IoYBZeYmq3Iy3dPfPNLv34FCAsflv88Y0c0fcSeMbEwbDEc3/fxjczlmly2IQ/mafOfmAGblxrSFqsumsu/TlsEvT5/H7FDkiipm2JyCTv8+Nd9mQDBCkyOEo5s8c5xR2bxVyRzlh8BWkMR//rG5NflL4tdTjuu5W43lS0duz8f33bqfs0KZ3yGndJJGZojQMwo3sdEPqNCIQJNELVCrY1UwNxVKHklUsZemreRS4/WKkSAIKLdImBWS6WwGp8mEr79Ybl3unAgh7Lg+brcpicd86cjt2aI1ywOveOs/DMPsfVhsjY8dp46FV2GfmWO4f4AO8oGizHEd0yQso3Iot2pTpaFeyV9TqW8rQWkCSks3DMGXjtyhv1P84yAwAbuaRJJGFpjUHM/Mds5h0dUUNVxokqgByicRNzfd/aWDeWNdd82axHDh8lNmM2erMZvkXiOBuCRuWskhsHKI9uFabPW1rB984pwt3WZ5v0di8k6lvGJuwikrmzFQnLH/jDIzWhi+NhDLuPY1CdGPJhGS0MNQfT1cfWPFNIlaEY9uMo2oCcwMBQWoZxxKteTNAZokaoEih5gmseMWLey4RQt/W+Auf7qpSOLDsbo97zbE5xGjzCcRaBKDwZQxWSa3ZvjO+2dx5wureGllZz9tqX1S8yN4RkLA9/IkEKEoqkHe58ITdul3vyEqaRLuZGmZRkVtqZK5aSh1wpJQySdRDYEmEWhjYcJTobWGGJ5CmJsDNEnUAGkqc1Oy02ze1m6ZgY/utVXifo0o4tKmWbEsx+BIImOZPPk/bvDAkaEQ0f4wqQazlqgwQQ4L5n4S1i+Fg7+KsTTn3W+EzU0xx7WCIUTFpE2fYEZYk1DXH6iUr15NQAbRfI9wqK6KyBpMwb7NCZokaoHSJCrkSUwf18iyy47fhA16dyM+j1hxc5P3pQ/V3FQrnvyfI2ryv8TzC4YVqQY47gfefXIjdx9CkUgqEigmfZtG9Uz7uPSt6mINV5vV+xioXyyo3ZRssgsn/amqAtrc1D80SdQClexVZUlEjdpQ5riuEAI7WHPTQDG5xiqbI+mTiNxnhB3X8fwAIQQXnbCLX48qnDgYx8E7TOA3jy3jP29tjGxXa3UIIbjps/sOmd7323Y8Xzpyez5RJZopDt/P4vskYpF0oRpNSlnSJNE/9KxXA5TjmiqrXWnUhrgZxaqUJ1FniU0j6pNIuM+mim4COH3/GcH9+9EkDt9pMp85cCaTWqPmOTXNCqha/LDWNtYSzZR0HhDJpo7sD71DrUnUhndPPOZoQvkiqpQp1qgN1ZPphlaWY6QwUj6COPzwfQEnz91ySGuiJyEwuSRft79kOnDXEv/swdGKAipUdbj6aLBmK/VM4eimMMJZ7kfNcsOQB1vZdXPBkL5CIcQ4IcS/hBCvef+PrXDcsUKIV4QQS4QQ51c7XwhxlBDiWSHE897/yfWsNxU8TaJscRyNQaFMuostNTnUlelGCn5NqBEWPMPRR//74Tm89t33Dev1q4XYhjOQa8WUNjdTfc704ZlwB6tFxc1N8eu0eBnVfQWbY3edwsuXHMusGqolb84Yqqh2PnCflHJ74D7vdwRCCBO4BjgOmAXMF0LMqnL+OuADUsrdgNOB3w6xnUODNjcNK+Kff8qKrTZm1Kkm4f0/0iQRlP8YIXNTFXPWYEhit2lt3PmFg/j8ocOTkDbYZ1eKgmUmP6Mq6NjlLbQ1Ugmj7yUM9Ss8EbjB+/sG4KSEY/YGlkgpl0opC8BN3nkVz5dSLpBSrvS2vwhkhRDDX0SoVngkYWhNYlhQpkmkkpPpNpXjulaoxWA2lU9ipO6TVCI7fv/BloAfrvDgwT57fJ2TONmpgo6qSoJGdQx11psspVwFIKVcJYSYlHDMlsDy0O8VwD4DOP8UYIGUMp/UACHEZ4HPAmy11cjkKfj5EfFqpRqDQnwCSKVimoRnbtpUIbC14v8+tRf3vLi65miowWKkHdfqspW0BcsUm6yQZCUM9tmVKS2V4JyH8tLwGtVRtceEEPcC5VXP4Js13iPpbdeksAshdgF+AJQXhFcXkvI64DqAefPmjYghQHiZ1kKbm0YEVoX1JOxBVoEdKUxpa4hEAY0UhppxXQ1mhcgff/8gNYnhxGBv7xf4S/BJHLzDxLJFpjSqo+qsJ6VMrnsNCCFWCyGmeFrAFGBNwmErgHAdiWmAMiVVPF8IMQ34G/BJKeXrNTzLyMGLvilbZlNjUFAfbscW+9P2zmMVazfVm+N6U8GoMokPFfHlS+OYNraRxvTo2uoH75NQyXTR6KZXLj0WyzB4s71nWNq3OWGos96tuI7ly7z//5FwzNPA9kKImcDbwEeB0/o7XwgxBrgD+IaU8tEhtnHo8DKuy2oMaQwK6vtv+9TN0LHC19SCA+rTcb2pEE5yG5HrVyjSp3DV/D1GnZ4H++hGzNwUrJnhjrEWrUkMGEP9Ci8DjhJCvAYc5f1GCDFVCHEngJSyBJwL3A0sBv4spXyxv/O947cDvi2EeM77l+Sv2CSQni/CqFAqXGNg8KXETDNM2inhgM1ckxhhc1NQlqNydNNo+yQGS5B+7aZKIbDaJzFgDKnHpJTtwBEJ21cC7wv9vhO4cwDnXwpcOpS2DSd8n0Q8VFNjUKj6/WtNAhh8qfBq8M1Nmyg5cFPCNzeZyX2oQ14Hjs3zKxwovOimeLVSjcGh6tw3xCqw73aMdJ6Eqrgx2trCSCBp0SGNoWHz/AoHCFU2wkppkhgeVPlwVZ3/zdbcNLJ5EtVWl3s3I1h06L2rLW1qvAeHyfBjqwlu2v4OU8aMbkPeI6j63Rr1mUy3qbDJCvzV4QQ6b+vEyj41QykOzRkLIaApo81LQ4X24tQAYSpNQvskhgPVJ7/6rN20qTDajuvRxI2f3pv27sKgz1fPNLElw1/O3p9ddfG+IUOTRC1Q5Th0WY5hQdWpydjcfRKbrybRmLZoHDf47yzslJ+7VbJW8pez9ydXtAd9j80NetarBXrRoWFF1clvc0+m8x57xPIkqpTleDcjaa2MOPYcoklrc8PmKaoNFBN3ht3nw7S9R7sl7wlUtzbpEFgYOceyEAIh6tPcNFSoZ9tUa39sDtCicS1IN8IHrx3tVrxnUD1PYvM2N4204xpgr63HsfOU9946CpNbM0xsHr2C0e9FaJLQ2OSoKuWpEFi5eUqDYoTNTQB/Pmu/Ebv2aOLj+27NyXOnjXYz3lPQJKGxyVGr43pzDYENqrSOckPehUiZBm0Nm+e4GSno3tTY5KjuuK7P9SQ2FTaFuUlDo1ZoktDY5NDJdP1jpPMkNDQGgs3zK9QYVVRVJDbzZDrli9AROhr1AE0SGpscotrk72kScjMdnoEmoUlCY/ShHdcamxzVzChiM8+4Hs0CfMVikRUrVpDL5Tb9zTVGHNlslmnTppEaQLFSTRIamxzVQ2A9c9NmKkmPpuN6xYoVtLS0MGPGDG3ueo9BSkl7ezsrVqxg5syZNZ+3eYpqGqOKWkNgN1dzk8eRozJJ53I5xo8frwniPQghBOPHjx+wlrh5foUao4raQ2A3z+EZaBKjc39NEO9dDObdbp5focbootbaTZvpZKUd1xr1BE0SGpscVR3XunaT9/8oN2SUYJomc+bMYdddd+UDH/gAGzduHPA1nnnmGb7whS8k7psxYwbr1q0bVNsuvPBCrrjiikGd+27F5vkVaowqqqq8nk/CN85vZtgUtZvqGQ0NDTz33HO88MILjBs3jmuuuWbA15g3bx5XXXXVCLRu84OObtLY5KiuSagCf5snSZh1Upbjotte5KWVncN6zVlTW7ngA7vUfPx+++3HokWLAHj99dc555xzWLt2LY2NjVx//fXstNNO3HzzzVx00UWYpklbWxsPP/wwDz74IFdccQW333477e3tzJ8/n7Vr17L33nsjpQRg2bJlvP/97+eFF14A4IorrqC7u5sLL7yQ66+/nuuuu45CocB2223Hb3/7WxobGyNtu+qqq7j22muxLItZs2Zx0003DVMv1Rc2z69QY1RRNZlOuLKL3Ew1Ccs0+OrRO3DsrluMdlNGFbZtc99993HCCScA8NnPfpaf/vSnPPvss1xxxRV8/vOfB+Diiy/m7rvvZuHChdx6661l17nooos48MADWbBgASeccAJvvfVW1XuffPLJPP300yxcuJCdd96ZX/3qV2XHXHbZZSxYsIBFixZx7bXv3aUEtCahsclRc+2mzZQkAM49fPvRbsKAJP7hRF9fH3PmzGHZsmXsueeeHHXUUXR3d/PYY49x6qmn+sfl83kADjjgAM444ww+/OEPc/LJJ5dd7+GHH+avf/0rAMcffzxjx1Zfme6FF17gW9/6Fhs3bqS7u5tjjjmm7JjZs2fzsY99jJNOOomTTjppkE9b/9h8v0KNUUP15STUAXp4bo5QPok333yTQqHANddcg+M4jBkzhueee87/t3jxYgCuvfZaLr30UpYvX86cOXNob28vu2aSf8eyLBzH8X+H8wfOOOMMrr76ap5//nkuuOCCxNyCO+64g3POOYdnn32WPffck1KpNByPX3fQX6HGJkfNtZs2U8ethou2tjauuuoqrrjiChoaGpg5cyY333wz4GYPL1y4EHB9Ffvssw8XX3wxEyZMYPny5ZHrHHzwwfz+978H4K677mLDhg0ATJ48mTVr1tDe3k4+n+f222/3z+nq6mLKlCkUi0X/3DAcx2H58uUcdthhXH755b7G8V6ENjdpbHJUDe30Q2DNkW+MRl1jjz32YPfdd+emm27i97//PWeffTaXXnopxWKRj370o+y+++587Wtf47XXXkNKyRFHHMHuu+/OQw895F/jggsuYP78+cydO5dDDjmErbbaCoBUKsV3vvMd9tlnH2bOnMlOO+3kn3PJJZewzz77sPXWW7PbbrvR1dUVaZdt23z84x+no6MDKSVf/vKXGTNmzCbpk00NoTz97wXMmzdPPvPMM6PdDI0KmHH+HQC8/r33+auvJWHZ0leYcePeXCHO4KsX/GRTNU8DWLx4MTvvvPNoN0NjBJH0joUQz0op5yUdr81NGpsc1UNgvbIcQmsSGhqjDU0SGpsMs6e1AdWTxIThhcBuposOaWjUE7RPQmOT4bdn7sPSddWde07jBH5VOo4nG+aMfKM0NDT6hSYJjU2GtsYUe2xVPUZdGAaXlD7BFiK7CVqloaHRH7S5SaPuoEJkN9cCdxoa9QRNEhp1h829wJ2GRj1Bk4RG3UJzhIbG6GNIJCGEGCeE+JcQ4jXv/0SDsxDiWCHEK0KIJUKI82s9XwixlRCiWwjx1aG0U+PdBcfL3dEksXkivJ7EqaeeSm9v76CvdcYZZ3DLLbcA8JnPfIaXXnqp4rEPPvggjz322IDv0d/6FIceeih33313ZNuVV17pFyesdE495XsN1XF9PnCflPIyb/I/HzgvfIBwV5C5BjgKWAE8LYS4VUr5Ug3n/xi4a4ht1HiXQeV3jnap7M0ed50P7zw/vNfcYjc47rJ+D1G1mwA+9rGPce211/KVr3zF32/bNqY58ByaX/7yl/3uf/DBB2lubmb//fcf8LUrYf78+dx0002RAoE33XQTP/zhD4ftHiONoZqbTgRu8P6+ATgp4Zi9gSVSyqVSygJwk3dev+cLIU4ClgIvDrGNGu8y+JrEKLdDY/Rx0EEHsWTJEh588EEOO+wwTjvtNHbbbTds2+ZrX/sae+21F7Nnz+YXv/gF4NZ0Ovfcc5k1axbHH388a9as8a8VltD/+c9/MnfuXHbffXeOOOIIli1bxrXXXsuPf/xj5syZw7///W/Wrl3LKaecwl577cVee+3Fo48+CkB7eztHH300e+yxB5/73Ofor2rFhz70IW6//Xa/Yu2yZctYuXIlBx54IGeffTbz5s1jl1124YILLkg8v7m52f/7lltu4YwzzgCo2LaHHnqIOXPmMGfOHPbYY4+yciKDwVA1iclSylUAUspVQohJCcdsCYQrbq0A9unvfCFEE65GcRTQr6lJCPFZ4LOAX5NF490N9clpTWKUUUXiH2mUSiXuuusujj32WACeeuopXnjhBWbOnMl1111HW1sbTz/9NPl8ngMOOICjjz6aBQsW8Morr/D888+zevVqZs2axZlnnhm57tq1a/mv//ovHn74YWbOnMn69esZN24cZ511Fs3NzXz1q+6Uc9ppp/HlL3+ZAw88kLfeeotjjjmGxYsX++tTfOc73+GOO+7guuuuq/gM48ePZ++99+af//wnJ554IjfddBMf+chHEELw3e9+l3HjxmHbNkcccQSLFi1i9uzZNfXNF7/4xcS2XXHFFVxzzTUccMABdHd3k80OPYy8KkkIIe4FklY/+WaN90j60qsVjLoI+LGUsrtahIuU8jrgOnBrN9XYJo06hi+ZaY7YLKHWkwBXk/j0pz/NY489xt57783MmTMBuOeee1i0aJHvb+jo6OC1117j4YcfZv78+ZimydSpUzn88MPLrv/EE09w8MEH+9caN25cYjvuvffeiA+js7OTrq6uAa9PoUxOiiR+/etfA/DnP/+Z6667jlKpxKpVq3jppZdqJolKbTvggAP4yle+wsc+9jFOPvlkpk2bVtP1+kNVkpBSHllpnxBitRBiiqcFTAHWJBy2Apge+j0NWOn9Xen8fYAPCSEuB8YAjhAiJ6W8uvojabzboTli80bYJxFGU1OT/7eUkp/+9KdliwHdeeedVUOnpZQ1hVc7jsPjjz9OQ0ND2b6BhGefdNJJfOUrX+E///kPfX19zJ07lzfeeIMrrriCp59+mrFjx3LGGWckrlkRvk94f6W2nX/++Rx//PHceeed7Lvvvtx7772R6raDwVB9ErcCp3t/nw78I+GYp4HthRAzhRBp4KPeeRXPl1IeJKWcIaWcAVwJfE8TxOYDpQ7qPAmNSjjmmGP4+c9/TrFYBODVV1+lp6eHgw8+mJtuugnbtlm1ahUPPPBA2bn77bcfDz30EG+88QYA69evB6ClpSViwz/66KO5+upg2lHEVWl9ikpobm7m0EMP5cwzz2T+/PmAK/k3NTXR1tbG6tWrueuu5PicyZMns3jxYhzH4W9/+1vVtr3++uvstttunHfeecybN4+XX36537bVgqGSxGXAUUKI13D9B5cBCCGmCiHuBJBSloBzgbuBxcCfpZQv9ne+xuYNRQ2NaV0FViMZn/nMZ5g1axZz585l11135XOf+xylUokPfvCDbL/99uy2226cffbZHHLIIWXnTpw4keuuu46TTz6Z3XffnY985CMAfOADH+Bvf/ub77i+6qqreOaZZ5g9ezazZs3y17G+4IILePjhh5k7dy733HNPTb7Q+fPns3DhQj760Y8CsPvuu7PHHnuwyy67cOaZZ3LAAQcknnfZZZfx/ve/n8MPP5wpU6b42yu17corr2TXXXdl9913p6GhgeOOO25gHZsAvZ6ERt1BSslP7nuNU+dNZ8sx5aq+xshBryfx3sdA15PQBf406g5CCL505A6j3QwNDQ00SWhoaGgMGe3t7RxxxBFl2++77z7Gjx8/Ci0aPmiS0NDQiKDW6B+NAOPHj0+MyKo3DMa9oAv8aWho+Mhms7S3tw9qMtGob0gpaW9vH3CCndYkNDQ0fEybNo0VK1awdu3a0W6Kxgggm80OOMFOk4SGhoaPVCrlZyJraIA2N2loaGho9ANNEhoaGhoaFaFJQkNDQ0OjIt5TGddCiLXAmyN4iwlA8hJU9QHdvqGh3tsH9d9G3b6hYbTat7WUcmLSjvcUSYw0hBDPVEpdrwfo9g0N9d4+qP826vYNDfXYPm1u0tDQ0NCoCE0SGhoaGhoVoUliYKi8TmF9QLdvaKj39kH9t1G3b2iou/Zpn4SGhoaGRkVoTUJDQ0NDoyI0SWhoaGhoVMRmTxJCiF8LIdYIIV4IbbtQCPG2EOI579/7vO0zhBB9oe3Xhs7ZUwjxvBBiiRDiKjFMtZaT2udt/28hxCtCiBeFEJeHtn/Da8MrQohjQttHvX310n9CiD+F2rBMCPFcaN+o91+l9tVR/80RQjzhteEZIcTeoX310H+J7auj/ttdCPG4d7/bhBCtoX2btP9qgpRys/4HHAzMBV4IbbsQ+GrCsTPCx8X2PQXsh7tE813AcSPYvsOAe4GM93uS9/8sYCGQAWYCrwNmHbWvLvovtv9HwHfqqf/6aV9d9B9wj7o+8D7gwXrqv37aVy/99zRwiPf3mcAlo9V/tfzb7DUJKeXDwPqhXEMIMQVolVI+Lt03eiNw0jA0r1L7zgYuk1LmvWPWeNtPBG6SUuallG8AS4C966h9iRiF9qn7CuDDwB+9TfXSf5Xal4hRaJ8ElPTbBqz0/q6X/qvUvkSMQvt2BB72/v4XcIr39ybvv1qw2ZNEPzhXCLHIUxfHhrbPFEIsEEI8JIQ4yNu2JbAidMwKb9tIYQfgICHEk1479gq1Y3lCO+qlfVAf/adwELBaSvlaqB310H+V2gf10X9fAn4ohFgOXAF8I9SOeui/Su2D+ui/F4ATvL9PBaaH2lEP/ReBJolk/BzYFpgDrMJV+fH+3kpKuQfwFeAPnj0xyT44krHFFjAW2Bf4GvBnT+qs1I56aV+99J/CfKJSer30n0K8ffXSf2cDX5ZSTge+DPzK214v/VepffXSf2cC5wghngVagIK3vV76LwK96FACpJSr1d9CiOuB273teUCZUJ4VQryOKzWvAMLLPU2jioo7RKwA/uqpnk8JIRzcwmArCKSScDvqon1SyrXUR/8hhLCAk4E9Y+2uh/5LbF8djb/TgS96f98M/NL7u176L7F99dJ/UsqXgaMBhBA7AMd7u+ql/yLQmkQCPBugwgdx1UOEEBOFEKb39zbA9sBSKeUqoEsIsa8nMX8S+McINvHvwOFeO3YA0riVI28FPiqEyAghZnrte6pe2ldH/QdwJPCylDKsxtdL/yW2r476byVwiPf34YAyh9VL/yW2r176TwgxyfvfAL4FqCireum/KDaVh7xe/+Gq86uAIi5jfxr4LfA8sMh7cVO8Y08BXsSNQPgP8IHQdebhksnrwNV42ewj1L408Dvvfv8BDg8d/02vDa8QioCoh/b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", 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", 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", 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", 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", 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", 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lHAMnKzQ4uwh67lgkkZ8k8vXb7c9/inteXr5d1+mQZieNwydid+Hp+K3IWKUV/mw5FJZdGv4SRRISHnxzBc562F8HpqBPgkuhxHHjzjd81Ol2jLnpBdxaTKz7jgZJek0xn0SwX7ti8p3w05dx2/OfAsgvjVJK3evRjleB7dBE2VYPpJoL7taetqA7adSgFU3t3uQqT4B+TSI3uslxKBzq3hul1Of0fnnJJpz64H9R35r2m5tsjyTyzbV8U8FblyXgQMRYvn5rTvoJRfYzrNzSgkbusA+BXcyEemsN8Mm/QKTlSydpqwEAmUz0uXsDPmGgl6FIQsLMVz/D3NUNvt8KleUg7AU1ZJ9EJ00RY8hG/P3dpYV3zIMVm1twxm/+t93rEXcLpEk4w4rSBSVAYW7vovcjH+k8v3gjZtz1OixW+0jvUHRT/u1r6tux+49fwsotLcC9uwL3TYrc937zAfzAmI3WtIVn4zdjUeIKfLnNq0kk34PsuBZVa2Vzk6T5Pva/1Zjw05dFCG1zKguHMgd5YCL3zKqFUdDcFDBlydje6Kav/HIOTn/of9H7hp33y/dcYpDx31/6zE0cWau0SMKSAxR6GYokCqBg9Ur2QugSSdiZzlUR+WfsVlyquxEXzy5cj38v7viiMve8shwfrWkU9u2SgDR58P4KSku8n4t6PZINwBf/ybtLvhdt7bZ2bG3NCCmyQ9FNBSa7DU1JZGwH6xpYGe9UU+h+lFLsRVZjAlmD9oyNCcTNB/my3htD8gQol7cgIbWbxHZK8dRcN8x4a2vaty1rO4GJ3BITp0MLm5s6RhJ+IaUYTYUjaG5ZXR/9XoVK3Qv/kvNTfXNbIJnOvd9sPk3CzgI9TCJKk9iB4OVJRO3ApFDi7VC/bVsnrkfRD62oJa4k+Z3ZC3HtXztuwuKBGiVVdkB6OTXm6A82z9Mkimj37AuAP50MZKIrgTqOa3b53TursD6wAJGYUEXtpq4zN8mTdaH94iSLBDIi5BUA1mzzJkRZ6OfntSQzGbWzwB1DgfcfFtezHYr2rHs+HhzAJ11bOhYAstmMF7mUp61ykb4bnlqIZz5aF76jRAz1zf5nk6/f+PkTSKMMqaImyd3IOlygvxbez1pu7lJza6tvHPKjrGweEnjx+8Ds8wq2pSvhahLKcb1DwBa22ojophBNYkv99pOEZVnQCIWBzpmJTFg4TFtUEmsKC0gTk6xJvLeqHmuYlEiDmkS+F6XODV9E2p+1PQBNKAcrA0EpNjWn8POXluGyP8717WcFSEKjdtF2rkKTPz93UBr+aE0Dnl243rdfHBnESRZtkmlw+SYvFPXlJRvxLtMIZfLhpEbsNGAlgZdv9G1PZmzxWT7Wcqhvoqxrau1QlVbHoXh6wXpc/+QirGsIke4lkvjfZ/6aQ/nMTXzTovgVWJq4VOrD6DHwUuyHuMP8g7+fNy0B1s8H9FySMGH5k+nYFGhl0zn7CjStddcT70GEBSD01tKviiQKoKBEGEIS2xoawvctAo7lDlazkyQxue09PB77BRKtHStn0a0IMTc5lOLcR97HYfe+BUAOFMg9JgcxVtMo4yeJ+Ymr8a/YT33nA4Ctra60uL4xicb2jAgx5OsxaLB9IZubmqJXGywk5PEXOviin/Gbd0WJCsC9/ziyiCOLZMY76ZeSJnH/mytxHot4kid6oflIExxvl+1QtKXd7VlbIgd+Dqlf0+kMKA+nLSK6SX4XQleFkwioMjBP55vo+JY4yXrtlNofBpMwIpQfyBu3o/npG9AUMu/HYCGd8Z6xgwhzU/s215+x5Gl3TDidX7OjI/AlTfLfeskqoEgiD+QBHTUpCE2COLBYbmJjYx5NYtPHwJZlkZu52hsjnQvJS1DXtKIFJtBehWxuiijxkGNuymcCMlm9rLSUAMaO211bL87Pw2F52YuD734TR8x8W5QAseU8CdubLMJ8QUNRjz3IGv8Lu+Z9t1CeBDEhF6FxxOGam+R9W9vClyS1Ja2Ak4RmJ3O2Ow6QZJFNnplJ6gdp7YxUOl2UJjEu+xlejX0fJOuZkPhEvqquFS0pNpFKBFQeyAcrxtzEwc0txeQw2FLEEqwUNtTV48mPciunmrDQ2CaTP6vxFVy4adNi9/+8x1ySsDvnk1i5pUUUOSwEyrSIYF/1lo9CkUQIRMy4HJ9ehLkpQ9w1JZqbw52UAFz75ms/jdzsMJLorLmJH6/ZedTonkaoJhHYhVKMIFtQRVtzjskB1yQkkqBpf6ipZVOkAyQBAI3tWcTT9ThO+xDUkhYdkiaDsMiw9xPfxivxm/wv7GPHAQ/N8O3HJ+SoF1tEzdk24sRCHFmfUJJMhU8osjbAk+mIlczdLo3XLGuLX5PwJtV0Ji0k5Xx5Ehe2PobdtfWo3bbYux4joKP/7x184/cfuj9KxF5mODhKW4CjtAU57QoiuMV2KOxMCpkiFip3JEnfti3EkUHS0XP2iyEbMDcxTSK4BGwrS76rGOj2jd259/GKx+fjviLLbPBhEDRVKpIoIfBnIT+UqLHNF6rR4MBiJNHW0hh98kwrkCf6yWaTVEFz04rX8kZcmOBSXWE1+UfPfIyXl3R8oZoOQ5Jeo6KbKKX4b/z/4Wl81/1BDqEMPgQzlyTsFv8657aTq0lwnPXZ9/C72H2IZbaxNvnNTclstBZTyLEe5ZPgaOdSfsad4OMk6zMvECeX3EVeBwKahOURihey7Z0ruHSo7PQGgEw6Le6b5olu4tFfWcfbx3Ko6NeFvFijROwatfFYbCYei81k52cbmtZ75hxxf/7rrXrjj9DvGoI1yxdGtonDsbxrZrOuj4eS3LIWJiyxXC3gmdfs4LvUtsX9XzHYFRw6aW7a1p7x+ZzyIWqp194KiVUkEQKu5jpFaBKa0CQoMsQ1wFIWbfPRmgY88cGXSGVt3PzsEjeJqYDqajOfRCxf9u+aD4Anvga8cVvkLgYjL1JE6N5fP1iDq/6yoOB+hfDZ5hb8/r9fRO8gTx7g0q1/4uaS5hDCbN0ySQRKPDTbrL8l7cFu2czOwyREhyJt+W3zHP3TrjOSsOcRNDel09ETg5CII8aF96LLmc3eZ16XiWbcCT6BjG+M6dKkNJmsxHiyDs1JK6BJMMe1RBJexJaDo7X50GGLSTzSJ5HJgHCSyBPfpLH2ZR2C3cg6VKIdluPkTn6+e45IpqtjeUAL3aXrv/LLd/DOZ36Cr/7yFQDA5hX+gIMwNLYlMeamF/Dcog2wsq6Px4zFc/aLETt0+dIckmjlJDHQ1SI6aW5qT9v4vK4NB9/9JjY2hZsSRVscitWJ8/Cz1lt8v/eW47o0KkiVGMKYPPTxOI6QrnTYyMDVJGLMRnwGWyyEgODx976ErhHcYmfyDriizE1JNoHWr/T/LhbsId7xPWhuOvmB/yJjObjkoDHhC/JILyfXJNJZP0nkvAe+zOA0YMSAZCNgJPDemnYcR4B0WxMS/PgW9+XWCcXi+OX4TuYBpK09vNP5JnXmJBfRTY5PYkyno23IYmxkw7VCrkFQydYtR71xU5bDJvg4sj6tg0iE+Gz8ZgDAqrbzPU2CUlFrSrO9dg611mOA9gWM1cDvY/+H+6wzYdkH+trs5kn4Q2C52TTfPCSInQKvx3+AZc5IvGs/L+4lYTKZs5hkOsL2ZdplcF0RAKBMhs0WUTJj0zb3+HtfWYbDYi5JxGMxIGQ+DkumywmBZcsSgxD3feXmJkpdYcUofrnijOUgYzv4bHML0paDNfXtGFYTvZIl76MZ9gLYyWY8bv4czSiH5Xyl6Gt2JZQmEYKwwmqhmoRsYycOskyTiDn+kcklh6qE6ZqIwkhi86eA48Cx8pubNjen0JjKzbQFgMwz1wC31brHczNYD0ZlcLNOpA05RJMImnRyzDjyPTItC48dB7xxO5LEpQY76WkStNWTRqtJOwZaG4VPAoDvMydV7rcJRjflS4oUzZTLbXz+jtggorSk83282jPp8YnVZppEnGR9ETo6zSX3bW0ZoXnZtueTkEnisZYr8efY3XDaXb/YeLLOTw68bZLpL5NOAw6vpVW8uWmCthaW44h7KTN1YOnzwPP/zzsoqnaTRBL8mZcjhQv017x9mSkoky1sprFYP69rSMK2mCahRTBeiCbhRJmbbMu9B34fr/wYuGNQ6DmiwEOR+dgrZDaSS4w4H/0Vh+kf42T9g15b+0KRRAj4Q/I7rkN2lF4AHQ4suI6yuOOfXDY3uy9x/3KTSSWBAdmw2q06uuoNjyRI+OS5/11v4NtPMsdhYKDGFj8hPhvMJ0E6qSZvD9JR0SgheRKpoCYRtOHL92ilXS2qbhlQvwIWW+jJTja7IYuOA8rNBAzEzvq0lVSIn0Fj9n89YG6yM9FmgcT699wsajmT+vFTgY/+jNVb27CRhc9S6Xzrt3hrKwgTjWQqgjTZh5UIqW9NS34FR5ibdCtX42l13L4pQ8ZPDnCzuZul6KlsNis0CS3CzLl4XaMgMdmElrWpuJfymAE8eQGwxqt/Ru0Ic5NEEny8/MT4C+4w/+Ady6o8ZqzCJJFipecpdfNeTGJja2NE2XOp/YRpk3ZQk2hhhO5Ybg6FnQEoBZ37iPt7SJ9HQU6SBIogCXneSTYCADbTWuWTKCVYAXPTWLIxRzsAkCMZ85c25iSBbZ/j58YjMGBhC6udYzk0nCT4wiytW0AZScQCmoQsndvwq+o5sC3hk6AFzE3dETGRjjIPyOYmwkkisC8NlHGQNQk77WpcANC6xctyb1oD3DMWePNnngQojsn6+k4mJS4zazYvy2GL/ncPjZ4IdnvxbGD2+TnlNlo2rcIRM9/Gr17/zL1lydykWZ7w4GkS3rgilves+qMFD5r3YzAaxG9bWzO+MjFh5iaO9qT7WxkynhOd/b/935/i1697YdhWNu2RRETI8akP/k/UuJIDJhzbQivLx4ibudMJDWi7njQsSgIIEh9A/JFpwtzExoiuEddXEFKKJZmWckWYVlFBwsc+DSEJJxi9xM1NjoWGlnZ+YqRtt93pVHSWP5INAPONAW4JeBmFSoDLfjqHjUENtLgiht0ARRISJpA1OE6b60ugG4AmvBX/Li5pfTT3AGlg6XCE9Jdw2kGf/w7ONd7CftpykZSVyjJJlZsg0q1uJie3a2fbxaRiwPKZXsJixTc3tbtVax+cAbz/sNesTLvnk8iXSYoOruhVJCLj2qWXczAaQeAgFSAU4vgJ1LYC5qbNrDpuW51Yw0NvZhnMS/4J0u7PUSFOBmmJiPykxM01TJOA7TM7cFNQJNZ+mEMS89b4v8uanI8kUvz5eNeQJ/tj9Xk4WX8ft5h/Er81tGXERGE51POH2bkCTJqZm8pI2hN6pElGTv60rIxopx6iSfD3gee2yI7yRPsmcS9lZm7IaTDYQMgkXMCh3hggAc9fUJPQCQE+eBh44qycy/CqwoAXzsqz7nPgIwnWTCvjZmnfWuNq9pywHcsz/doZWNSdMpNtefKPXv4h8NQ3xFee1CjaZ9O80XGy4MaTaw3YKpmuFPBy/Cb8LvYrz+7rUJyivwcAqHFCch8kc5MGR0hhcScFm8UExJHBkw3n4DL9BVeKlTWJPxwP/GovT3XNtks+CdsXjSNPvCZ7kVPpNBavbQC2LgdevtHbN5WEQVm0Sh5z05vLNuOGpxYV7pgAUlkbl/5xLj7bHK7OR5qbJKny/tiD+H/G00gFluzUgtEwchnsbArYIpEEm+hIWlojIeufMDXHr0k0SeWoCXvpdGFuckR0GQDQPOYmt3HpHJJoywYmOh9JeOfjJghqySTh7dtE3UTBXYnnx2jP2r5kOj7e9BBtkbDghgQyoqyFbK7QpQnZksxNOtPk1tS3Y8xNL+DdVVsFsXKSgER21ck1wtw0SA/x4USYm7jk35bOIJ11sDpxHo7V5/v2FSUzWMiqpsHtbysJ/O4w4L2HxL6pjNcHvF8qSDhJEJprvnKsLPARM9eueM3LU3FsGJw4nSwcZiZra4tewQ8tm9w/hqC5yXYodv/JS/jBP8LfPVkwolIFhqAG8mV9G/a59RWc+Ov/YPJtr0a3p5NQJBECObrpeN0Nv1ur7eIOeLmYXCA5jEthcZoUiXVlyKCGtOGn5hNIZrLuMVy62vSx+59rEpl2Ye4wYfmkfHmiE1oCdRC3c9XebLpdvOz5fBKX/nEeXljc8fyIBWsa8OayLTh31vv407urc7YHI5YEAgRwgvZBjk9CC+QHyCSRSafQtHoh25BBLXFfVCPJTQPZHFux5vh9Erwiqgzd8arAOpJtmlqBfRu+zL2nVKPva9bxv1Ky41rLJsUSmS1M+nYiNIkYK00hk0Qqk/WNzXzmJi3ttqsM6ZyMa8CvMThWFoQJFY5t4ecvLsXbn7lmu+cXeY5/Hmwg+0Di6W3CdDaa5GY4U987YsOhFI/+53M8+f4qAEAynUUqHU7GvCe549rQNC/HaOMiYItXTl8OV+b9EqVJxELemWcXfImldWx/OwuNetnjXCijdlYQV7I9j7kp0+abJ9rTNo7SFogKv3UtaWRtiqfmhdeDkscEzXKSsBGMB/liaxuaUxY+3djsE366GookQpDKOvjze6vRnrHRD+5EROC4lSDvGo5lm5jtVJ4AqKdJmDSDFAuHle2sFjdfBCduXqAu2ybsqSYsZK1wTcKTbGxUk1zpLZtu83wSefMkaKh54fVPN2PWnFWRA49PGvVtGdzy3Cc5fo3I6KaAvTuOLGLJzdiNuC8LpTRHk5BtxelkK+LblqGB1AAABlLXtBRLMxOTnc0J+SVO1qfZ1LfK/eG223A8c5NPk5AJZ+6jwK/3yb2nQIZ3MiCkyqGsut0ursmlbzlbmkhtLwNb3pVImlS63UcS3NxkhJCEkXI1iXKSzsm4du9VNjdlpXVRbPxuzuc44v3Lcar2P/SvMHM0CdncRGwvSWw4Av4gSOuGw9VqbIfixY83YsEXLAqNOrACCZDiWHY9i5mjNAJAKgkihx+npdpLfExXRJKEdxy/hgkb76xiWqGdEdGBcLLC3JRKJeEQ16SWSuYhiWy7r23tqRQei83Ev2M/AgB8uNodr1WJ8AwEX6QV6+ug0Ah4/rUTtA/wLf1f0e3pJBRJhODBt1bip89+gqcXrEOcRwlRB1jhJvecct9byNoOVm1uBABYVAORNAmDWkg67gAYzJPCIBURC5IEWyebZpKeJkFs8XID4eYmQm3UIHewWumkkISSyfbImjE/Nx7FqsQ3cn6//PF5uOvFZXhjyXp/XSSGoKbQnrGA+lVi0kpHZSoHorHiJIszNv4ar8d/gK9qc/DKJ5t8JhfAn0lLt36GBE1hLnEna04SvvMHpH/dyfr6rr7NOz+3RxtMk9CpDUf24cgk8cJ3w+8pYG5avy1gq5Ym/mlb/oVVsfMwAE1iYqXS9QxHJokQX1KmFdVOI3ZjYa0azUMSTJOoRjts28H7n9eLAArAK9XuUAJqeZIzF0BGNc3F/bGHEDd0iSS4D0QiCSfthcDSXI1Al3xMcbiaUHvGFsIQpY4vbNl3LM/K5/4SjfirFUifMyEkUR7huPZr31Tcd5aZiK1MEhoPirAy4nNrMuWRhKRJrFq+CJ/M/6/UrlaXJNh4T2x1TaTchxZf9QrO11/H+MGVoe2TxyDXZjVC/f45eP6138Z+jR+YT+VUFOgqKJJgkKXh5xe5hd3KY4aoSClHfQwhDbjzhaW46nG3Vk0aJjTqiBfMpFmxZu4QNHrX4GokdXy22k2bXMfrsrWbhJ/DhOVLrkr7SMIzN1WTMJJoF/kRKzZuw4w73wi953ONt9incIfY5IU3Az8fkZNVHNQUUtvWAw9Mw4+NJ3La6kOQJJBFhe2S6IH6p7jqLwvw4Sq/ycKRI8jY0rDv0r0BAP1owE/kZH3SOOCa5tqlOPttbfJ2NkFQnifh+KQ4Xu4i2Zpn6dEASSRIBm/Frscvzd+4V5Ce89i2hQCAI/WFaAkJgZXrbJWFTXCZVjxNv4vX4z9wSYKNNz2khEc82+j+J1nQdCvOmfU+PvzCI1UdDrJUh0V0OLaXTGfA9i2+1L/uA/E8udQtk4RmZQRJaMGgA0pgSk711+Lfx4jM50hmbWEOdcOWNyMMRGjDbM0WTfMnL0paRUYyE3JfVXkY0QJIOLnvjEFsWNQlACspCUayRtCeBGVh7hkpumnc3w7DXs+f5B3DTU3s2Jq6eQCAhc6uAIBf2nfjTvMxkMBC7iu3tCBt2cJZ7TZGCqSwMvhkgzfegjlGxZb96CgUSTDILMwlpoxtIw7PXp0xXTPHcGzFh19sE5N1GiY02EKC0ZEVZgRZk7Ak55pspsi2uDb11tYWXzKd3CafT4LlUIzKrMTdxiM592JnkoIkYihsqzQkk5Ncu3/c+mcBsFjt9m2CLIKaQqrRtZtfbrir6UVHN/kHcQxZZKjn4AdyfSiyucnc6oa/vmdPiDw/CWgSJizfyyMX7eOOa5N6kT0ySeiOm2OQzZN5HVzLIoEMxmqbcabOJEvpfniV4OlkOdp5xIvUXtkMws1NMki6VZgvZZ9EmCYRz0oJhu0NuNH4G6aRz8RvBhw4bNRSxxLjxYDtW4r3gmXXgLCKqJogCW/i15y06F89kDiXQgymFDo+gLTgrNYn0J6xRR4QpQ7QFq5JCKFCaBLw2fqz0kQdqklEmJvMEFJ1NQmXAGz5mUok3p5MgTLHdTZfCGym3fe/f4Pbf03UrznIkXataQsn/vq/+Of89aGaBAAs/rIOJ93/X1Eja/D619AP3nPmfq6uhiIJBtleK2yQWcdnbmrWawEA+1S3wnIcoQ5nYEKTQmBNakFjUTZDSKM4ry2bL6RFTOIZdx/TTgo/hynV3AFcP8GYm14Q2zhGa7l2YDuThE45SRQeOHyfMTe94FvHoJm6BfQaVn8M/N8EYPGTwIaPfJrCUdoCVCz6o/iuwcnRJJIZGwfc9Qa+//ePfL/H4UXV8H7mbckyqU52XOvJemRhYFM2oqSBY4EEJswYLG9CRvBFCiEJSSKNkyxSWRvZoANbQmNzo+97RaAOhC2bk9i97autwOJ1jW5/b/ake9NHEiERS5JUazuOMDeFJcAlsp7EmU0142rjeTwdvxUAcJw2F0doC2FDg00MaI7lK3kfLAlDeakTYW6SzFZ2BkObPsI08pnPtAS4wlMskDmeRBypjBQxRB1o7Vtz2g94KwXyMaET4pPsP1/vjX25iisnuajoJv68ZRiwQdlKdnZKIgnpesl0ClRzx2U2lesLTCZTbpkGruGwMv2JlKspcauEgER4TUk3Cm9ra9oXESfnOdU1uuera0kDrVtw9KIb8ID5gNje0t49JXgUSTBkpYktJkjCFpOXBgdNWj8AwAC7DlmbepoEZSTBzU3Iiph4WZOQJyCZJPQUc8A6KTFATFi+yJ/fvL1KfC5URvypt+aivbVJnKcQztLfwXjmPH57uSfVNcMliebVC1zb+jNXArOOQFpKXHosNhP9l88W3yeQNcjY/klrS0sKm5pTSKf9L6dBHGFSCJKEDQ2UUl/FTj3diBRigkByQJ0cn4RJLF8IYlvawlHaAuxFVsMzN3nPWH5B48jil699hp8+7Sc3GckGv3lsF1Lv+07tXE1uMGnABpY78/kmb4KUbeUJkjuR6ZY3edlWJjI7GgDKbY8keDgsx7eMZ92SGtDgEMOdICM0CQCw2WRHCHf0S+YmJ4ObNl6Pp+O3Ct8ORxoxxB3/RJ0kCbRnPZIg1IERQRLcJGUy570W8EmUSZpCMIoKyKNJSMTFDT4mLOisHpMjRzBKkUapZEok+FkhJVu2bdngN4ex85Rn2fsd0OoTTDgEvLyZtrQV8It5n5PtrbhAfw1tyXaR7LcL8fquvS2PWbQTUCTBIDuJ+cSazWaEs4lIZTcG2nWwHM8HkQn4JAxqwWAq+UApukmWKsETwAAYjCRMJyVUa5PYbshsCMw8kwMA3Jh5CFOJW7ueh1Le9/pn2NaWO/EAwG3mn/Ba/AcAgHbJHNPMYvUzWz/3H9BWh2q0+WzXHKPIlhDHto0pZCXujz2Ysz83mfBJkU8IWRhuLTVfdFAKKcS9jPMQOIEsadfc5FfrH4vNxAvxH4kJIk55UUXHFw0WRxZ/+N9qLF7jn/hlVGb8E9wI4jed5NQEAlCFpBeZJDt2pXIuiRBzk5b1O221kP7nkCV4TSKJ8/XXBSE70OAQHTpsYeZzScIvWMxb4i6opIk2e+eW/SF6QEJPUxNx6n8erU4ctuOIdyyZyWLl6i9C74EfyydXjRCfH0L223gmUyre2aiMa1mTIJLj2mHmLVsyJVFZk0ilYLM5wEol8cOnF2PlFs9/0bg1QBLsc0W2nt2Hv18r7W1Ysr4Jtz73CVpZCG9bxvILOtL4OXiTW7Zk6OdPA8yP0y5KWwLJbiIJVQWWIRsSYuqLYacOCJO2Bjj1sGwqSkukmbmJD04TFhCSBeuLu5eSbUwmUcRpCkmpjEPUwjNGAZKQEWcD877XV+CtZVvw3WP3wGG7D4rcvy1joz+a0YYEWuCadbQGP0n0r1+AxYmf4DfWqTnHjyKbc8xN7RkbPzT/Gno9Lcfc5P63oGNLcwoLVm2E5BJEO40Lsg5DjKbhUCIiUmLwaxKyuckLf/T6nErJeKbQDPNI7Jl6tNAyVBH3uJHENYFkmLbjBFc8gxupUoV2mLBxRvZF8XtC0iTCnK6yJoFse2j4sowmWo4a0g6dRToBwJ3mY0hTZlaBBo0Y7v1JIbDB8dW01Q3k4OYmM6BJcNRafjJNw0QiIM032XG8EPsR9tLcnJN0xkIFbUDYI+V+KqFdOhQ02y7IXe4jYQoLIc5PndGYqHk5LrEQkjBhw7YoYAL1DQ0YwLbTbFJcL5VOCQFla2Mj/vbFWsz/sgE8ja1t2wYgM9y7MFs7JsH8MpVI4gr9ebG50mrElX+ej/WNSUwcVg0AWLWlDW82rMOevH2SuWlwejUAIJtJSyThlUNPtytNolshL4QeI7l1dTRqQ2Pqb4ymkM1aQmpMw/RNNCayoc5EmSTqt3oRHWUsEiVGU76yFKl0Ck/Gbscj5v/5ztMRkpBV3EXrmnDhYx+GFrnjaEtbeD7+Y1xj/AtJ6g7Aira1vn0Gb3oHAHCJ/rLv9wZaiZGkLsdxnczY2IP4z8Ghs/ZxkuASpgUd8x68ECctud63fzuN5dUkdDhoheezMGHBSG7DoDgzDcqJW8xx7ZPaJcGAS9T5+lunWTShQnzny842osq9REQyYw1pw7XGv1AJT/KMSZpEWHSTLkmpJNsmfBJR2ErdQAsz44/A4rZxBxoczYBBbDHuwsxNA+EerwXyStzP3v2NsPzJhmmYOdKzZVuCINxzOqG5PoDnvBfncCzfpFkR0CRihpbzrD5zdsE91tm+38JMsLoUeGLYfo1N3E86LSrT8jyJZikxJtW42Z9sm2nz1RIbo23Gj8y/ie+VdiNihjuWV211BYD3Pq/H+yu8BEpiZ0Rl3krLtTi0OTEhZPJ3FABS7d2zVLEiCQbZWcUHkeMry0B9EUMXW0/iXnMWAKZW+0jC8kV1cOhSOYN3l3hLGXJpJk7TPht2OpXG/toyHBMoVxAjuYM8CiYsEDi4Sn8ONXDv8fO6NlG+OIhUy1bsQuqxC9kq+mFgZr1vn/4trvmhLGA3r9OHuuYmuR7TW3dh3JzrUBsSqgsAVdT9PRbwScSRxclWbqmBJGIACKgWrQS3Siq4CQt/b7kAz5LvAQA0KWQ1WCsIgFsahRJQEBFFVsiv08Ic/DIaWCQLN1+1Sy8zANSgDYNIYPKWfRIh5ibTkm3lybzmJgCohyud8nDYICzogOb6JOQQWCMwvgaydvL+ijGSsKjm80+MtFb7jkuzKr0y9ncW+r4TUFSGLfoAIAGvJAXg12CC0OGgMm7kaBI2tLyaJy8SaRCPHGOSFUBOqEyn014lAx4eLQlcTmuAJNbNBX49GQCwhdbmXLsfbRL1rkatfAJHaAsxkazGz81HvfZZbWI81zqN7nXSrd6iSBKySUUS3Qp57QA+KOVEJ406UsRQFqeTd8Q2+WXIUh0mLMRCNIlyy5sUwpLg4tRbRhIAMhEPvSPrX8dgYRpZgZvM2fiF6YbLvvbpZux588s5+37PeBKJxpUA3CQs7s8IOtz21NaEXov0H8NIQnpR3/kFhq19IbJ9PIQvTvwkESVdcsmJkugXv41KmgTxZwPLUnXoyglWClkYcLgZBoU1N1mTEKdhExN3CLdJxAW4msR4sg7LMBqnpW+HA4KYNAmGRjdR7zmQIsxNDXA1iYTl9vE/7MN8221ooIwkuJasw8kxr3GSEOYm5u9oRRmq7EaxX1BrSNHchXmmaSt9303YqCQRJMHHBPsfdILLMGCjPKbnPCtXPyg8zZkSOZZRWWOTfRJJQRJcy0nJa2O3bfWRBF38lPi8gQ5AEANIs9Akzq9/AH+M3YM/xO7BCMkZbdpJ4Xeo5dUfMi1Aq6tJyH2XTeYmvnYFuoQkCCHHE0KWE0JWEkJuCtlOCCH3s+2LCSHTCh1LCOlPCHmNELKC/e/XFW2Ngp0OIQk50QleAlAcWVGuA3CjODhSJI4YsRGjKWH75ahwvGNqQiTrBE378gRizatD2yq/CL+2zsS3MtdF3tfB+ie43fwjAGAc2YBbjT8i/u7/ISyB7lrjWRzf9CQAd5KOF5FjIYPWjsYuZCsyWRtvLduCQ+95s+Ax3DzD7c9mAS2J22D5+sVBCR2Az9zkn7goyh2PeEVWrYxsEhkYoJrpBSIUmIxbJFLiMGHhDO0/MNgY4vuk2JgYgGbsSjZiDp2KRXQ3WNADJBGiSUjt0LL5HdcA0MjKl5TbzaHtdCgBNBMGHKEl18Zz7fqeuYlJ2hEkEUSYJhFEjGQjNYmyHE0iuuCiDhsVMSOHOC1oIkkuH2QzWyXTbrNU9yU4rt3aLARFrunJ64u3bduEKx+bI74TKUlwHR2Yc83+pBmT0h/hX7Gf+tohI2a3oY36BQw962kSsrBpp0tUkyCE6AAeAnACgIkAziWETAzsdgKA8ezvCgC/LeLYmwC8QSkdD+AN9r3b4KS9zhYFvWTHNTxNIo6szx6akfz/KUlibIA/eaZGIpYatGErrfZt1wjF/M88Kb28eRXCIE8WDbQSzUySjQoN5Tbg8dp6XGy8im/asyMJYDeLaxJtRZHEJupxt1M+ADFiIdnagEv+OBdrtxWooiohgXCthaONkQGvieUwc5NMCBytVDY3eX01CE2oJflfpAWr1rtJVbrhTU4FSKKeVmOhs6vIKwGA3bX1+FXstzit/R++dnKzw1RtJUxiY5k9AgBgwURMigQKIzATlnCIEysZ6qSV0aZVwoKOCtsddzykmcOCDqIbMGAJASim0RzzWj/WZ5pkFgWANpSjOkAStrSyXTEkEUdWOP2D4BPxSfqHeND8NYbSiKQ7uJFpFXE9N3y3SE2iJuaFzvJ6WUn4NaH65jYRaMGj8WQyN7PNkfWiNoZoEuVI47vNv8AUzXvPB5BcbSA4xsvS9UDdcra/56yW57CuRFdoEjMArKSUfk4pzQCYDeC0wD6nAXicungfQC0hZFiBY08DwIvp/wnA6V3Q1kg4IeYmOTGLUC9ZLpgUI2sMac2boIIZlrXwJqha0opmWi5eeo4qSTL4YtlCABA17DlkaSOFmJCmN6M4ZWsDHRgZQz4ErnOsWE2incbxlHEqrshcD1rmvghzP12Zs1/wPoMo0/yO6yBa2ATHzU28hk6YFN8mvVTyfe5KNoaa+WQcT953Q2FlTaKAdpNEHKdn7sAL9v4523h9KW4C28Ke0VhWMXWj40r7NtGRCKl9JEOuL6RZ7QVJokmrQRIJVFOuSfhJwoEGops+c5NGrRxpVs4VArzQ1CQpQ02gNIrc91lSeB3oKF8V4JmbAOBk/QNciX9E7qsTGxXxME2iOJIYVpVLMCn4tdQYsUSNK05gslmwmrTn1ova81RMcv7mi0LiKEcazSHjN4igJnFo+2tA2xYsc0b6+m90VcFTbRe6giR2ASCHrqxjvxWzT75jh1BKNwIA+z847OKEkCsIIfMIIfPq6qIljUKQ1w4QJg8pGkmDI5Ku+sEvjWYkiSlDvMHQrPmfmizF1pI2JBFHkg0eLoFVS5PY+bpbc6mRaSQi+kKaSDPUs51vov0L3yiAGtIaGUMu9pF8EjJeKPOHvaYQx+3ZC/Cqsx9IhXv9WKYRAyv9E0SYJCXDoBbiOhUhu0FwKZ1Ldw6z+YdqEtJvcm2rsdrGUDNfENWkXTh0gcKaBJeY801GvE1NtAIWDAwhLnlwgreIiUTIutYyYrA8ksj6x2BTiPN8iz4UKZIQ9xzsKxsa0yS8LGsSIIn0qMOZUESFJhFjE2SSlHlrTIj79Ca0LMmdGKOQpoWj8YciPOkOcDWJyrghwtA5HOo5rmVhLqh1y33AkQz4VAzYQohJIIOL9FcwSqp4UIM2IZTwa6Vqx6EtS5EN0arKSDrUXBpE0J8FAJ84o/GGM9X32yGjc8dAV6ArSCLM/xfUlaP2KebYvKCUzqKUTqeUTh80KDr+v+B5JAfVwdoS1KDVXxJZGkRBaUFWqzOa9yK2ET9JBMmlXSIJXvKjn6RuxkkWzbQcMVg4UPsEH8cvRz80Czu+e+0YFtJxeMneD9/LXlnwPrNaHNUkiXFkQ979KkkSFUj5zAcA0FQ+Gl+17hSTUhIxr8BbxUB2D604ftJQDK32BveGEJtszjV1u7AmwV4YntTUTnJfDNncVC2FmPZHS0FzEwfVTNHPUT4J3jfc3MgnYycwrG1KhCSZhok2vQrDGEkIIYEYvgziMJgSSRgBkmgmuWJknTEMKZIQ/rMwTULTTRjEWzNBo16exJwDfg+yq+vsjiMrNIkE0shQHZbmTXB1zHQqBw3YWmFNgqMxYJoNA9fEHZo7beiwMS0zP8e/YbH6VIDffBQ0hYWF/iYD0r8JS/i4DtaW4DbzT7jLcCORGmkFqkg7pmufYTOtxeP2MVjijMGf6yeAUoAY/nO1owzlSKO/ZC6KMheHkcQ6OgitQcEgU7rmpnUARkrfRwAIzkBR++Q7djMzSYH9z4356kpIHXyN8Rwu1l8RTqs0iUOnTuQE5otuksxNbYbf51AeqCWzz667COmzSXel8P4Bm+Tf7CORIFlMIGtQTtIYRrb5NQkYSCOGq7PXYzUdVvA2WyrdSpR/iv0icp+NTCOpIe3Yqvkndxqvwj/vuBZbDfdasiSkV7jaQj+0YK/hNRhR4/XLWjooxwfDwV/GSt0K1V4A96UCPOmOS4dZIzeyyK9JeCRRSZIFzU0AcFHmRkA3ECM2jtAW4lL9pdD9PAk1hqe/dRBGl7nPd4s2OLCfAYuZXtIwkdKrhJmAk4dDjNCwVxkG8YrQ6Vn/fYSZdraaLklws01Qk7CgQTNibmQPJwnHEqG/mmHCjLvHxJERWkMCWWRhwJJIYCvcMSNPaLwWEuCFBEdhGy1sK+G+ixaU50yoh2mL8c0138e3jad9v9vQYbF3LCUHmAT8DTOaXsL+2lLfb8F95H4SobOMWOrQHyPIVhyhLcTz9oG407oAJ2fuwv8tdc2JuukniWa9FtVowyB45rowkxQAtEtCDxdMNtABPq0NQEmTxFwA4wkhYwkhMQDnAHgusM9zAC5kUU4HAGhiJqR8xz4H4CL2+SIAz3ZBWyORDoSbDtMaJZJIgICKhXyCkM1NlkQS7YbfR1ARCGvUYhWi1s9HlYcDcKNeZKQQRwxZQR4VSImBup4OwAdOREXUEMyx98b6Xb9ecL9PsKv43Gj6tTMad1/mDJsgZLutWemSxBRtJU5cdA0OMV3n2qv2vvi1dSZOz/wM/y/zrZzrpYjbZ5WGHWna4RMOlwb5i0/NXE1ClmZl810NSRY0N9XRarzjTAY0E3HNxh9j9+Ag/dOIvT1NIqZrqGG2/ybdb1rLSBNqhprIGN6EmaJckzBFBnGUw1cWUsyAJuFoucdQswJp4vVFmP9G0107vvDDSZoEdAPEcJ+NrEm492TCljSJbRojCdl+LuWyHJWeGWoS44hXF28FqNMHYw31E/Ex+gK3yQFDhE+ToNEkAQC7aX7ZNhkwBZVp2RxzFh+PjYb7zGPExsv2ft51WIka3fRP6K1GLUZpddAIxbO7fBd7pX7vK7Hh21cid77PRto/x1fhKwnSheg0SVBKLQDXAngFwFIAT1FKPyGEXEUIuYrt9iKAzwGsBPAIgG/lO5YdczeAYwghKwAcw753C+au3oa353/i+22w3iwc1FkSd18kYodKbLKt09KlWipmrW+/oLNYi1eIkMhP+h0JwO+sc8/tvmhDmUO5giRhwsZSZxQOTj+A5oCaPs/ZPfQe09TAhdkfQu83MnS7jOXaePG52fS/jCTuagPc3iyr8PGq/rApwUXGa6hZPwdnb3VrNb3jTMZGMgjr6CD8yzkk53pJZjKq0LLRpc11ThLudbkkGTNyJ0dZwpJNc9VaMjLckoPXq4JmotLIb/nkZqU0TJi6hjerTwcAbIqP8e2XhS5ML2mYsAxvspQ1CT7egmYODhMeiRpWgCRIrk0/Zmi+QIqWQHSTAQdENxEnlijdLTuuNc0ETHeCSpCMkJ7dezLEPdmUoFl3BSKfaUQiiawbQxV6XwCQjdVGbgvid/2+h29kfhi6LUiEsiYhh6oHw9PDEIxuqtJcTW/ugFPEbzyHpDXmkdwXdBgePG8qfveNfcVvRtw/oSdNT4A0B++GNpRF+ifkPuUktZEO8AUJAPAvyNSF6JI8CUrpi5TS3Sml4yild7LfHqaUPsw+U0rpNWz73pTSefmOZb/XU0qPppSOZ/+35V65azBxWDVGE//CJwNIi4jqSGsJ4azL6LnSkCz52Yb34DKxgCZBgiRRiaMzv8SM1ENAoibnvJtoP3Hug4e41z9cW4z9taXC7BDE1zK3Ct/EAmc3vG67zi0ugcSrPCl3uTMi9Byr9HHic3NAk9DK3HZye7QsbSVM05tIKgZhWGa1e20ah5NnvhWahG5HlzZnJEHZxNyQYk7UWAhJRESMVJFkpEmHR5CJxDjdwLQR+U0kjtAkTJg6wYf9TsaY1F+RNv3P0oIhpG6bmLB0z0TmhfRKEXKRJGF5lYYDJEEl089r9r74buYqmLqGjEwSgX7R4AC6iUo2LvkY4X1EDBNgtvRgpFsGBhx2zRaUC+LzmbR0Q9rfFBJ9GFKx4iLzAMCpGYUNCPdxBasA2NBg88WEoAvhIhOhrckYPdR/DU4S2xJjgJN+CQDoz3xc6YQnTNWjGoeOH4T9xniBJEbM3/fpmLdNqxyEB86dCi2eazoF4BsvJiOJA6bsLWqrAQDVY+JZdTVUxjWAiriB0dpmrHG8CbG/RBIZrVwUBbMKkoS3PRv3RxsFs2hJrBzbjMFuWGS8Nue8Lkm4L+Jw5ui8xHgFtaQtRyrj6f2Aa9IAXGfxbPsoAK40ctGBozFyFy/w7LhMrl/iZ9kL8GmbNzm2mAN929r6uaXHuCYh21HjpjScDv2e+BilRnOkNPclKNesSL8P0d1+EOses6Ebj8Uwx94b92Y9M1qYoy+rxVGFJMpJOtTZzSewJqZJEN1EQssfYsoJK0MNmLqGOMue1Q2/VJ+FDltnUUxaTPhRUtSEw+7DRxLEH/HGIRff85XoYMdzrfMR60T80zkMMUPzBVIEn4MGCqIZIrafa3Qi5NUwAWZumtDfP94y1HAnJrhSLR/3sjRMfJqEJ9GHIWPmCkkyZMm7psodn2ERUbyUBw+5lstyWNBgsdDpYnI4xg33C0gVjCSgm8B+l4EO9zQFq2Ko+HzOfqNQnTDQr9y7RiygSWQSnrBmVPTHKZOHY8Tg8AhASxI8eRj+OUfthz338qKb6OVvAafcV/CetgeKJBimVDZia9kY8b0fbRIvS1aLe5/NXOlSnrAd6YHaZX6SKGdRIQJmBWxWZK5fdQVsZqri4Z7vOJO9RL1mv72UR7lwDK3xBmGabUsQC7Fy1zyUpHHcdtokxCq8Ng2s9A/c5do4/N4+EY3Uk1yy7OVvNgfh9/aJqEwwn4DmT24jBGKSBADs9hXxMWzSlpFiE9mJ1mu5C7MwaEyT0EBx2pThYlKPx0xcmP0hHrJPz3u99tggVJIkypBGi5EbKsyvK6JsdDNnJb0gPHNTDDFDQ9xw26QZfjNFO014moQWg226/SubleRaVGmmWcnmEUtLICZFIcUsf4AD1U0x8fGxEdM1pDXvWaZh+swsXJPgCyW1M//Fcbqr6BPdI4kjxgQmOZhwdM8+Ttk9yeOSSJoEhSYIMQyZAuamtrgrqTuUoH+1+4zWh0TM8eQ2TohynoTNyvgBxZEEN7Vx8LBxysYiSXiBGKTaDeRwoOPur+4DQohvedJY3Mu4Pyz9K+jlkpZR6X42E+Gaqy3NOUuOeATY8xTo/Ubjp+cdI37XYuHac1dAkQQAZJOIt2/C1KleMlQlbUUFSSJN3RINnCQsI+RBEq8bHUmTQKLWt5tGqF+ai5WLiqnjB1fCirmD7j1nInD5m7jP+qr3Umf85oVgdIecl7Ccun6HppFH4kdnuE60Nj4hlXltevN7h/tvQzcxZWQt9t7D80lQPQ5c8Q7+NuXPAIDyOFssnk16PC8kYejuS3HQt4EJJwM1nsZSKBY8o7l9dmLqRRyjzQ/dRzMZSRAHv/z6FGhsAopL5iZO1m0h5qZUvD8q0Y4EMj6pNAihSWimr45WGPgCNBkwTYJpUkbAT9KKMlDDIwmLaRKyFuYQOYyaT3DeuLKNhE+TqEz7g/2aY0PExMdNKaahIaV7UUNuJJx3HZ35JPg5k4wkjtfnen3ASKKc+u3dbla6O+bqaC0Qc+9JDhcmur8fguUxslQX2oAdEqUmI5lwpfo0TAyudtsZVg+JZ0K3SaHSnibhXb8YnwQkgY9qpiAJwk17ca9vKwa6490KESIBIJ5gJIEY1tAh0OLefsMGsPuIhTv2HdPrG2v0IcDZf3FNefIa2aYiie5Fg1u2ggzew/fzcFLvvlSEiMFnm7mDWZMkJvlh6fHch+6Lqoh559pjaJWQGFbTIcCIfUGh+aRJGVZAkxhU5U04q+kwTEo9ivkDToVZ7qrxIoyOv7j9d4Wp+R9/dXkcz3zrIDxyyYHiN0ePA8OnQK8eAgCojDM1nkmRlDs2uanp2DuAc57w9UM7Ehg9IDqyJa37S3uHYW2/AwAAG8omQNcIDJNpMJr34j9f8VUA8NlqxTXiA1FJ3YzY9lju5MK1p1WUrQegm4CTnyR4OgT3SXjmJv8za6FlLtkCcHRPk7CZH4QQgEpjKMlIU7bhU6PMrS7MHMwVln+1uSUDjhdjhWufcV1DyvAmMnc8edfR4PhMQtw3JLZL5iZ5QSRxz8z/tBXV0Fj0jpzxzN8LXrqFS/R8XXMdDmakf4N/z/izNy4jkDVdASoNEwOr3Pu83boQC51xvv2EJsHGu0U1T5OgmjBXRr1XKZk8pDYRs9wLPOHPl2kSLbRMRGeZteFh6IkEJ63cqLw92FoSCJlbACAl+S8qywLvUTnTpoz82npnoEgCADQd2PssYNgU38/DST0yMEGJLpx5Toik4CMJSRrQzBDbODWwlvs+JA1kZL9yGJar9n9JXfvmkOq4ry6U75rBImyVfmm9FeXQNQ1GGUtykjWYq98DLn8Dhu63eQ+pKRcqskgIY9JiBdMgKmJ+TYIP7ITplxJl/P3bR+MPF+8XuZ1rEgByQgw51g07FlNTD2PbALc2ZFU5IylpCD/d7zLslno81JSQTgxCOZIoRwrtsVwzxeP2MfhW5jr8xXbNZMSI5WgSQRs4FVEzJvNJuH1gmP7rt0AiCS0uxhCvz6QTEtAkOEl490aNslCn+zJnJBppBTbXThHSMY8RiBl+knDb6k2OGqG+JK+KQFkQ3TABNoZjUhlzwDUrVdNGAEA9rRH3LCekcRPhOuqOdy7Jc7OWRiiaUImWgVO8iTeAtypOAH68yRVW4PZ1v3J338/oSJye+Zlvf+6T4Jqz4/NJ6CLNMcrc1EikXB5OoEQHYuUo5/3DySNeI+6P1owGDrgG5OwnfOcbw4SjeKJctAdAuNbAfvutdQqOSd8jfq4r80LSK8sC7b78NeConwBl3Vf/VJEEAAwcD3z1UWDo3r6fR5PNbkSIRBJ2AZIgkoSgx+TEInefDAzMn8hqFVZ7JhlNIzDSrnN6NXWl9hevOxQ/Pd2fes8RLK/MSeLhC6bha/u6UUuEAGa5O0n4zFxDJgLl/WFofpKQpco2zX1ZuJmkOuEOzsoEMw+wl1ZjAzsfSVRV1+bdng0JBggiphM0oBq71LoTzMgB1ex/FZ679mD876ajEDcNWDBC14nIlA2CCQs1pB1OSG5FKy3Di84BYuLXdFMsJcuRE51DPMlYdlxzLcc7d7mQ9KgeE2OIE72uERGdZFOCLPdfQDZjlonAhw1S+ZWHrNMwJf0IymKmCInkpU1MXUM6kNCZkYhOhwMiabtmIIKJyJqEHdAkqCGK+zVpNWLsGCRXk+AVUHn/pYhf04sbmi9cVobDwnB5/6SpRxJh4NFNQpOQ/BCyuUnW6JcNOk5ol82a5EDnbUpUAxWDMNBxy4LwIAquSWygA2CaBnD8XcDA3Xzt+dsVB+CXX5+MRFkZ6wOmPYaMQbDghVZa5suBIJLFoTIe6Kf+uwKHfd9veupiKJKQEejogaTZXWFM00X+ApUe2DcyN+He7Neh+zQJb7shZ1lq3F5soGbqqcB3PwPGH4u/fnN/PHWla97hyXtfOi5JDKiMY+yQ8HpMPPHq20fthtlXHCDMTeMGVWK3we4k5FCKeFkVHEpEFVX/7Ur3WzMSOMorWdymM5JgZqWjJgzGz06fhD2Hur9zpyU3qeUjAZjl0CVCOjN9Kw5K3S++O3r0S8+xtdV9+Uf0c6/HnaJE07HPiFrsUlsmJulkMMkIgJ2QqtXqZdgGfzRNTgSWbgLpgHM4eFLWf5YWg64R4ZMwA9m1LSgTSWlUT8CJ8VpcHknwqrYpxERoqRPQJPhqdXKJEz7pxE0d19vfwR+s47CUjgLA8iQCJBH0ScgmjicqL0KqxpNadSkENqhJZGBgxcCjAQDLY3uJCVX2SdQ6rknM0ySY5qX5SUIjBFpE+CbP/3AMz5lfy6KGZoztj2MnDvHtz4m0nXjmHUtyXAtzk2RWqquaiI39ZwAAmiFpXpwkzHKgehf0d9zEV+FrYT6JBlTB1MOn0mE1ZThz2ghxf0JD55qELt034Znhpi8AQH63uCbfk1AkUQANtNJnFqKSs+o/zj54yD4dhhTyKMc6mzFp8mOTWhaG6wuoGgIQgoPGDcSMsS4RcAfVRkg284iXh4ct7jemPw7YdQCOnjAYFx04GmMGVogBaztAzNCxAQMKFtjD9UuAUZ7jvt1wJ1GD+S3KYjq+ccBoaGyy55qEWeb2R8IMGUqjDmIdUe7j3wV0d1+c+7b4SGDS1/I27xsHjsYxE4fgskPGuj/wF1iSQDlJbEUNzkzfit/ELhHbaNybLKlZhm2aXz0PZtcS3QSkVewAL+TV24n1M5vU9x87ACdMGorysqDprwzE9DQJLkj4NQlWEA4xoXVaAZ8Et7fLDltOEglTx3ptCG6zLhLkEjM0LGvyPxc5P0CD4xuvjcZAbN37Cun2TOG8LQusbpeFgdVDjsGY1BNwqkeKNssk0T/rVrrlJMHbFdQcCUGkT0IkCeo8w99EWUxH3NCw68AKzLpwum9/3kdJKbqJQoNDiVuGRPgkpOsRXYTzWnJSIvd3mWVAtbR2NX8nmTmykVYgFkES4lQsmIH3gdAOZAFJvCREEJtFNd+7pWndpzFEQZFEBLiK2oAqENnBG8utMSNrEob00vkGjs6dimaOL4Cj/rxXcHXmO/5QwQiHFK8DxUNoB1cncNtpk2DqGmLs/JRSEEJwcvpO/M4+JfQ8UWhjJUXKaHgZC5s5m2MJ5pMwQjSJ859y/R+aBi2fOqzHgJN/lbc9w2oSeOTC6ehXwV4q/gJLjmu+yld5TMcCujvmGl4cu/zcqFmOhgBJ5NTN0cyciDKZJFY4uwiS4JrQ5JG1+O0F++ZEN7XQcm9iMeKgZq4mwcMqU4gJrdOnSZgJydzkEawjSEKDHujjmK7hoL385o+c6KaYZz61SVwEIgCAbnqaxB4bnvE5dTMwmQ+GYFBVHM3lrvaykHrXWzHkBADAO7a7hKfwDQQimXSNuD6gMLDn6/kkYojpGkb1L8eIfrkBCjyUOUX8zn9enoOEkATVdOEz8pkUOXGZ5b5oPT7hI+lqSo20EjEj/+RtMP8TL06ocZKQ75uNJwKKZlTgE2c0rspen19L7wEokohAkqnpribhPSQSz/VJGNIEGS/ztsflh8te/CyzX4dBH7wHXnICaxLo+TWJ8YND2sPO7zACaUQVzj94fM5++fDcLjfgKetwbBhwYOh2ysgrxu43VJOIV7n+DyBnApNBNL1gCF8OyfBnIj8btsuug9wXcIMxymuv7Ngzy9Cs+814ueamXLWem5uuznwHJ2XuAg9v0gJ1k4J5Ei0oQ131XphlnYQvKiYD8QBJEEmToJ4mEYxu4tnssk9iPivDkjD0HCmzPKbjvMP38f0W9EnImoSlxUCk52BIPgkA+KN9HDazRZOyMAQpD66KY1v1njgqPROP42Sx/+ZBB2JM6q9CMxZRRoEoHo0Qv0QNoIlVtQ1qEmlqghCC5799CK4+wk+A8rvCc29s8EAMDVmJJOSlVYnmaRI+kuBaaqzC5z8UPolpF2IdHYh/2ochpuefyK3K4VjujMCPrcvcU3N/ZYipVYMDGzpOyvwcrzv7+hJlewM9b+DaQdBu9kel1YAGWgVoXtE9OYGGQ5dU5USFJ7HKyWXcjpmBgYoITcKXjMbBJVCzApAqfyZIFqvvPin0PNz+z0thRO0HAPukHgEBxaLA78nEIPzAuhI/jpi86yr3wBJnDJx+YwGsR1ks/0DOp0kQPQboJmyii4zSIIJOdsEIkpZX1+JK2mMHVmLJ+maAEDxnH4hBaEK8QqpBZVZgaWIyjk6/IX7KyeUIKZjHSaENCddsw9pgBp6nFiCYVlqGwfFy3GWdj5NjleA+Uz5hyeamDEzx2adRBkKKv5m5AZ84Y7AN7nhMmLrP7wO4JBEkXzm6iYC6UjKDo8VBJNOprhs+svyCDvOFsbaxEvGDquIwNILP6XBUSfsHtUueJyH79QBAI8jxSTSRGtTQFm+ilqKb+P3mIFEDtLn5IymSACh8kU0yAQTNTRDmphCSMMt8JJGuHuN+GDAOh6Rd35pZQJPQzQSOy3gRSyJfad+LpXawoImA9yuuNInSRIoV52tEJYg0cLR4LknIPgm9yjMFVCVk+6YX3WRo4d0ey0cS5QPcRLUiwCdkJ1/BJIZmVKAppJY/b2OUaaylYixOztwFs9KNkgo1N8ltyjPSCJPC5DLrQQQnQJGkID2bTc2udjV2oDcJXZf9Ns7N/gSk0iuxQGJleL/yOJyYvkv8lmNuCrGR897kE88/xv4Mr9r7YpvuD6nN1STKhQAQN/RcTcKdJQFwcxNz1sq+MGkyz1IdrznTfX6dMHNTWSyQcAX/Urs6HF8oZlaLgUiZu8Hzbaa1nl+BGIKUB1fFxfMxpTEcD2iXnGC0QPhn3NRz+ruNLdjFHfo8yi6seqt3w7XefXJNQi7PIedJSCHH0HShGTvQgOmXAXueIvkkyoVPYjOtzamkACDSOsARHL9GWQ3wo43A4Td6Pwpzkx8JU8Pr2iF4qvoS9AYUSUSAJ7Bso1Wg0gynleX6JHyO60Q/fOEMwQ+zl4mwUQBCUsnCyJE8xXnCnFKcJCoGAMfegaVXrsUfrONwXuZHkW3n45Wbm7YHvC1GlGmMb9c0VCWMTmkSQorLQxIkx9zENQnvupbt3u+o/rnhhXrCe24kVoFETMendIz4LcfcFBKSyX0SfOLZUjsZV2S/i6G1fpLVgxnXtExMmDFDg8ba8gf7eNFebu5I0ZjQOn2hvJJGEEykBFzJOmhuCjNTlJd7BBqMbrL1uM/cpAfG6RbaTyQAZmFiW5vrJB5UlRDPVx7b8YDgwEnCkEj0xuMn4PDxg3wFCgEvug4kXJMIhVThgEdQcQdwJhAxlJFXndMMMQY1ADj5l25WMxdAYhVA/13x3IDLcEb69tBilaECnoSgYGjqmkvQ8riediFQPhDP2a6Jt5oJmQlDx+2J7+GNQRfkvUZ3QZmbIpBixfka4fdJGIkQkjAlx7Wu4YiM64T9lpz4IpmboibenInQvaD7v9y16xoawW3WRbn7SRCaxPZzhGijGRFNwScDQye492uTMXZQ/rIK+UiCJ13FEhVAtr64BnIpW3o2D50/Da98sgnDa3mindcBsqSnxcpzVPgcc1OeDGA+8fA+GD/ETxJagCSSiIsJM25o0I0Ydk39RYRD7r1LDdDE6y55UrVsdiCGTBK54ydh6jmSfzkn7t1PwKpkBbACKC8rB68zqQU1CcRE+RMgV2jZTPsJLcomBm48fgIMneDoPQfjyblrWZ9oODF9FxxouG8Xv9bNj9XNGO6zzkTFHkfi6iPcjGm5MCYAtOtudB2vvsw1ibzlNCR/YSaQtf7D7OX4gg7Fecab7vaAJkFYeRkfMfPaXWYZQAheH/gNbFi/AbbjJQzqGoHt0ILRTUGNPFRDHzAO+MEqrL/pBQBA/4oYmlMWEqaOk/YZhnGDCq/e1x1QmkQAp6Z/hq+k70GWlS5uoFUBkmCT4eE3id9MaUKR1crqhImlu16CpXteJyTTLDXCNYYocMcWI4lcs0suONnYndAkPBIIHyL8d0PT8JWJQwoO4HzmJo1pYjxSytLzO7FdcE3CI+hxgyrxrSN2E1KbfPsySZBYeY55LGcNh7BFfCQnKABsa3MjaXYbnF+TyEIXjv24ocHQebE7RhIjakR0k7vudC5JyFEwYesyJEwtZ2wI7e682ag86yEYGsHoUaORYVnYOnF8PokMJX5zU+B821DlmZtgYtSAcvz6nKk+LSama/iUjsEyOgoThlbjisN2xe6MRPmEbRgmfoOvY131NHHudMVwXCCtEZFigSNxlp/BM8PzahKS4zqr+5PXXnf2xSq6i5RxLTuuDXGsXFYEWZawyvqIv7e2VBTghmPcwIFC5qbgO1+IVACISL6EqeHG4yeIJNmehtIkAjjg0GMwoCKG9rqXkKU6NtNan7nJiCWAW1n8/Csu43NNYgut9UkIlQkDe154n/vlUbdiY4aVcCgahADxaqDKLdUR5c+Qwccj7QRJCBtzAdNYlM8it035HNc81JCZCPQyGHb+xYG8E+dOmLx75buXX0o9XpljL5d9EglTyxvdxCfpL+vdCWzMwEBIp0QSC51dsYYOEc88Zmg5fXrguAHYtMIjCV2YPmRNQiaJKHOT/7dyyQQ4pDqBlXedCKQPxRsDjsfRb53mnl9yIls29VUTDU5sFF4dJCtAooYYL/5G/OjEPXHNEbth8u2vCg1IN2IYUVuG4bXetQgB/ut4FQ9SrHR4wmZhyIwkeIn6UEjCGs/FsHPkYLdPM0QmCQ3EzO1zsdIbIwldkITHEtccuRuuOTIQZRXWtKBPooj3pj/LLC9kyupuKJII4EcnuuslPD33ZBwzP4EGVPuS6cxY7iDlD7EOtRgkDQbfwJDMTVETbyS+8QzQb4x7miKO5WYHuxP2JlPSFMJgFCCRIIoxN/GX0TIqgEyBNab4+Uhu+8KuZRrEnYDhQI+XI2H4S1Dwifdr+47AzLMmA/9dnnMO4ZNgE8/4wZV4d1U9JgwNmCDZBGpTgtMzd0AjnuYV0zXRp6dNGY7/O2syDF3DJimiqTzBSp5IdZDkiqp/uPQg/HbtCNz7itfGhKnnPKvyMD9RvArtldLqhJImYTkUmuSTCEvc4pqERfwkwcdc2OTHxyw/1jBNvPidQ/3aXeCwNAsc4ZoEJwlLy+O4lsJJ+eJgQa2Lk0AmJ7qJFyiU1ARBEmW+e7O2470K9UkUANck2tPhEX89BUUSEdh1aC1WU1bRUTI3BUsuAECN44bI1qMfhkVJ+tzclMcnEYkRXlZpMaYq0hU+iQKaglGARILI12xhw2dZyXyRFYcSUQQvB5wcQjUJL5mQw9Q1fKBNwUHOAhiJSowbHL5Cnejf0OgmP0n88MQ9ccEBozGsxm8e47WbRHYtIeK8cdPTJAxN88YCd95DlxzX0u1KE6BmGBha7Xe0Jwwtp4/LIko4+BLXZJKwnXBN4mt/wIdrWoA5Xt6BHTD7cEIJG5+cQLi93zTNnBBWEojpaSpzTStNbO1ojfnmiiUJS/f7JILI+sxNOjTWHiKTBF8OlGlb1czHWIypKKdpgfcoWIE5DDxZMCtpLr0BRRIR8CWp+TSJ3EHaXuM6357Rj8HkqNmwM5qEfJoiSILvUkwIbBSE4zqirbLjuhiEOuX5Nj5pMYnN1nnFTIKLMjeiFq14IPco9q9ITULX8CP9BlQnv8C9iUqcN6PSLRb4N/9+on+ZZE+NMhBWnTdobkqYOsYPyQ1kEJqAxidHb/KM6Vpo3xK5bAMTKAih4qI+Z7hm4oypuyCZtfGTfy0RbcnJk4iIr9fZ+ZeQ8ZgkTVZZm0IP80lMOhNbnA0APoo0N4l5M6Tv+SX4lv5VIUEOgcM2Vk/GJZnvY/DgY3AYADDhzCrS3JQx+WJb4aTiMzfpBojBcxSkCfmgbwObPgb2ORsA8P+O3h3VCbfvO4rcPJ/off959UHY2prG4bsPgqGRXvNFcCiSiECFXG1RzuoNqaWUrdkVY1JPYFhNWbSkz0NgaXSeRDEoRpPgba8JlhUOwX9+cGSoWUpoEhFt1TU+0XXeXirKmghzk0cS/3HcjOEckuDdEOJ34cQV9Em0owyr6TjEDA2EEByxx2BsrtoLQ1o+8Y4VmgSbqONVgMX9I+62s/YbjWlTo0ufe05v71nxNsVNPVxL4/kARBPJdMTnk5DGnW5A0wguOGC0jySC5BgVlqxpBMel7watHoFXpd8tx4EuZQ7Lz/7YiUNx4YGjUb4kBmT9iyQBHjGHDc9g1BUJ8fcEDzNiMbzlTMUZPOpIaBIhJPHd5YBjA/91owodStAaH4yLMjfiA2dC7v4AWolEVJohBBWfual2JHDpS+JrWUwvyv8QBk64J+09DHFTE+GtYdh3dD/x+dqjOlYpoTugSKIIUFlaDYl6cZ2gBDEjN8LEO04q8JdH+v7Dxfvl1RaK0SQOGjcAt5wyEV8tQgIZGZJTAHgTWJSm4JlMOq4VnTJ5OC4/ZCzwe/e7FtQkWG0fmi/4TjyTXJIQk5IvuokI85vsCHztwD/j1ueWeMfyiZE/53ilyOLlOHLPYdhjbG5ClXcSpoVIkyM/b0zXQv09vOSGrhtirGigeNI6Aifp78PQ/ZpEziU1kjM2QjP44fbPcjoKIwNRZJZNfeeQTxczNNx+2iSsWmoAWSAbIAl+L2GjIWfMhmaz+8EjBnmuD5FKreeABXVwQawVCRgawZvO5Mjzb4U3ERNNF8QVXKelq1CdMLHX8Gqct/8oHLxb7nompQwVApsHs76xL647erywe1vQQ2M5uX3V1LU8moQ76NMw8ppejpwwGIftPihyezFaCCEElxw81p/M10GYBTQFoxOaxJnTdsHkkbXiu86TEZkvQtYkoiFCuHK3hPSvrhHho5BJuqo84YsWEqQYKAcNeD6J4LKcOdC4fdtzdApzk6GJa8jt0KjDDjXEJEpAcaN1BSalH/NncUdc/6KDxvi+R40zPoSCEn7WcXy/hR3vMK06qEnwYRBm6vPOw21nuRrO7gGznclClDmxWzWj8aB1GubHZuTekGiE26ZGWunL/A6DTHKEaKDsvoIlMboKMUPDC9cdusMRBKBIIi+O3WuoGwfN3qqw+HTAI4mYnk+T4MlSnVPeitEkugJGAU1h0i7VmD66H0blWZY0CsEz6jmaRDEkwRFGErlbCPGMN/JEGCRSzyfBi7vJJME2FSJq9qzl/YTj2tAQls0uNAnDEEuZyhOW3yfhjSE5surr00fmrdMlDuemocCzDWoSYaCiPHqUuamIZxZCcsNry3xt5+OP+9UsCsy0zkZrLJ8G546jBlSJJNATJg3Fq9cfJnbhjmx3tXCm/eiGRBK96yQuRSiSKAZsAEVN8KawN2tCarrk4DH+nYTjevule2D7zDvbAy9PInyIjB5QgX9cfdB2aSvBiUTkFQyaAPQbI8qQO3nNTXk0iYhDjtjD1dBkW311mf+Z5kQ3xSvxHDkKT/a7Upy54EQoHM9e+/mKfjVlZmg2u2O72b1uUb1cn4QmVwOWSOKfVx+ED398dP72BMCfLSfL5ee8i/1TDyJr07xaLiCRRI4mwQMJoo8lnhc+cp8fZS/DUmeUVKTSPSbLMtjyaq6MJJppuejjMlPHsBovEuxXY3+He7Jfh6YRNGgu4RDNkIrrKZIIQvkkigCXMoKx4UHw0LhQaU73SoV3Bj216Migqjg04sVqdyWC85Co5TP5bGDy2aBPfBdAyCI/vpNE+yQ4gsmEd5+5D67/yu4ol0JDgyTXn9+vxWpXxKvwi/h52KtfNQ7f9nfW/gImCU4whGDeT76CxvYsxg2qwN+vOhDTR/dDhk14sm8knXXzNgzDCHVc+zQJSRKviBv+IIsiwMmBT8Rav1HYjNWoLSLUknJJPKhJSJFcURDb8vgk/mofjb/aR+MnAZLgdbnyls1m/dKGMkEmWsBXs6l8d/zDLkd/QtCoDcBAZyt0QsU7biiSyIEiiSLAJUI7orsyVu5LnwP2Yvzk1GhnWinhwF0H4L83HuXLiu0qBCVxzQj0K1/MBwRzvn8kUlZYMlFhn0RwS8zQchz11VIE2B2nT8I5+7FEM750aawSpk5g6ho+pBNxKvmvL7cgFNzmTjQMrIyL9cf3G+NKrnFDx31nT8H+u3qmk4zNJtlYuc9xLSA7bOO5YbcdAZ/QdclPAngT8Tfsm0GMGB4POZZrEk4gX4FrYFFa1s/P3BuHLB0AfIFQn0QQhiAJ9/u+o/vhogNH48rDx0UfxPqoDQmx8JZOiK9NujCLAQ3GQCC7HPFUHcaO2QsAMGZA14/3HR2KJIqB5hU1CwMniahoEgBCyulX3TtFujoKQki3EATgSZTfjP8CM9rewaSgjVoiiUifx3aYm8Igl3O/4IDR3gZOEvFKXHX4OAyrLcN1y67EA+lTMSukVHREIyO3nB6Itd/rxG/hnc0rMfm8u7Dk4/kAAqYPbqIZNsVdN6ET0AKaBC8+yE06H2mTkIgw63CJ2wmYjLiTPspdc+6MUcAXuUvORkHXef0t9/kauobbTptU8DgAaKF+TUImCU8TJ/hnv8thtG1Gy5CDoA0ZDlQMQvzYm4u6Rl+CIoliQMJJ4qXvHIqVW1pDzQc54BNhWAhfB3HXGXtj2ujaTp+nt8Al/U8wHq9ZI/GPYL/xjPG8LrNAxEwIiildFWm+2O1o4PVbgL3OxDm7uCvcWSSGFXRE3lX2ALi1tkYfDBxyfeEG8HaUl+Pwax52vwhzk4ThU4Fj7wSmfaPguc7bf1TeHJlgJJLQJJjYrpHoAAnPJ+Efx9wsVJTjuoh9gppEUci4JTzakBA+CY34Q3n5eQkBtsZH4ozM7ZilV7lZ1d9f2YGL9R0okigGWrgdds9h1dhzWDWeXrAOQAGnGj+2UPhkEThv/1GFdyph8DnClqRE/3ZuLsrnk4jWJIbVJjCqfzluO3UvvPrpJny6oTnPaSKuMXRvr5AjA58AC85xmg5c8mKBnaLhleWQNAndAA66tqjj7zpj77zbczUJNvE73vOICrX2NAn/OBb5DPk6pwMFJ71ieh1giYyr/bXSchFMEswfEX4Y4vVDZ9Zd6QtQJFEMIiI6OA4c59aXCcap+8DJISRju6+Bv5y85HIwuZBPRHlJIo8mETd0zPnBkQDcvJNiMHZg/vUwAI8cuj14IEyT6EIEo5uCGrBGSKTZyCMJvybB59ni2twRTaIDEzgzEbYigUFCkyA+4hJED9Kpgn19CYokigCJSCDiGFZTVjg+vQvNTTs6PCWAJ7eFm5vyvrp5NImOYuHNxxRVjlmTpNDuBF9nmnRTpI2XJ+F+5xNyv3JTfC+kSbQ7/u18gae8WpZgksIdWMkitgZ0JLpu8EQAwDJnFIZJmoQMz9TmZcF3plpyX4AiiWKg84iOTnSXpkiCg7+3wtyUM+sWMQsPn+b+H7RHp9tTW17cM+GtKsru3gmEhcB2JYLmJkIIHjxvKiaPqBW/R/kkhverABqAhRv8633w+V8jBC9cd0hOVVc/CvffjLH9cecZk3DK5OEF9xXY73LcuKAGc1dX4Dj2zgbvQ5Pu2dgek1YfhCKJYsDNH0XUnImE0iQk+LNpczUJFtmSbzLZ5+vALvsCA7ev4Nr2oGifRCcRujJdF8Kzy3s3cvI+w33bo5I2B1a70WZ3fnWa73dHkASw1/Co6Kvi70fTCM7ff3ThHWUQgs3xMQDqvOimwMOSHdd8mzI35YfKuC4CRAt31nUIXAtRJCGtnOf+zykiGFL+OweE9ChB8Ev2CERwA8Utp0zEsROHdO3pee2mCCLQA2GjPrBnc8q0sb6fi3Jci3MU3md7tbXg4kdB+cMUobXABQe4ASA7Yj2lnkSnSIIQ0p8Q8hohZAX73y9iv+MJIcsJISsJITcVOp4QcgwhZD4h5GP2/6jOtLPT4JJtZ0iivL97nkR14X13cgTX4A7av4uaaHoBIuqqmwVPvlKfRikuOXgsZl04vcARHTw/NzdFFQAkedYJ0XQAJCchjteQOnmfYdEX7kDHba/fh5uTOBkE77GKZdi3ZSxMHdUPq+8+yV1XRCESndUkbgLwBqV0PIA32HcfiOv1fQjACQAmAjiXEDKxwPFbAZxCKd0bwEUA/tzJdnYKXJPoFElMOAW48j9AZXHRNjsz+GtrC3NTuCaRP7qp5xHUgLrvQq7W2aB3j4QrzE0RM7Gh5SlUSXRXGw5MvqMHVGDlnSfgtCn5FuThHdd9mgRvNh9TwXvk6zi0pKztOn9fRGdJ4jQAf2Kf/wTg9JB9ZgBYSSn9nFKaATCbHRd5PKX0I0rpBvb7JwAShORbkqqbwaWmzuQ46AYwtLiM0Z0dwfj0KJ9EqYGX1UiY3ds+YsRxXeZa3DX4nm45f0FNIo9PAroJGInQTQWX5R3GStJU59E2GLZXmQwWpgzeIy/DopzVxaOzjushlNKNAEAp3UgICROTdwGwVvq+DsD+HTj+qwA+opSmwxpACLkCwBUAMGpUNyWZcce18id0Cfh760T4JGiJksTMsybjmiN3KzoaanuhaQTPOQfhiFj0uiKdPT8Q7ZMw8kQ3Yd9LgBF5VuXLh8NvBHY/3s0eL9TG7dYkmE9C88pyyOjMGit9FQVJghDyOoChIZt+XOQ1wp52UTROCNkLwC8AHBu1D6V0FoBZADB9+vTuEQ/4pNUF2dIKHkmMH1yJZZtacn0SvdCmYpAwdew5rPt9SmJJi27yzYgidxFEEKyc6sPgCe7f9kDTgV2mFd4PnXBci6KFfiI8c9ouOGS3gTml4RUKo2CPUUq/ErWNELKZEDKMaQHDAGwJ2W0dgJHS9xEAuCkp8nhCyAgAzwC4kFK6qoh76TYQvu6v0iS6BDyG/i+X74+lG5tDlrfkGdd9E9xB3l1Je97KdOHbv7bviPzFKnsA23vrnACD5qZffn0KAGDttvbONq3PobMj4Tm4jmWw/8+G7DMXwHhCyFhCSAzAOey4yOMJIbUAXgDwQ0rp/zrZxk6DZ1wXXLZSoSjwSWpgZRyHjg8zqZSqLtEz8PIxekeT+MYBo/H16SNDt/UUtvfW+T0pc1PXobMkcTeAYwghKwAcw76DEDKcEPIiAFBKLQDXAngFwFIAT1FKP8l3PNt/NwA/JYQsZH+9FxbE1yxWmkSXIH82LqLrTfcR6N2tSRRwXJcCtpcgPU0ivA8rE8rc1FF0qscopfUActZOZJFJJ0rfXwSQUxYzz/F3ALijM23rSvAQWGIokugKFJ78+jZJiEKC3TSJF3Jc78jg8oUZUZZjZ7zn7kbffhuLBGEjT5FE16DQ3FdUqfCdGFoBc1BnUShPYkeGFvBJdHedrb4ARRJFoH+lm5HZv6rAspUKRaGQKYH2cXMTv/3ujm4qZXPT9sLLk9h5taWehjLQFYGacjd5aGBN59YWVnBR6LUlfVx20XoquqkEJ9C/fnN/vLk0LEiyOPC+G1qTwDETh2Df0aGVghQ6AEUSxUBTIbBdiYIS8k4o4XYE3Z0nESwVXko4aNxAHDRu+8uR8HtKmDoeiah5dcQeg7CtLbPd1+hrUCRRDFQyXZei4NxXorWbegpEhMB2z/n1EiaJziK46l4Y/njJjJ5qzk6Bvq3XFwuiNImuREEJuY/7JLrbZ+CtsLfzkQS/pZ3w1noNffttLBbc3NSZKrAKRaNUS4X3FDyfRPf1Q1XCQNVOmDMQ0zWYOunzY6grsfONku4A6YIqsAoChUMv+cIwffNFF3kS3SjC/fPqgzCsJrya646Ms/cbiYk9UF+rL0GRRDHg+RGmWpykK1A4l65vK7jyOszdhd2H7JyReiP6lWNEPxWq3pXo229jsRgyCTjtN8CuR/Z2S3YKFJ77+vaw9KKbercdCgqA0iSKAyHA1PN7uxU7DVQIbH7sCLWVFPoO+rbIptArKBgBK0Jg+ya8CB1FEgq9D0USCj2OgpMf90n00TmyJ6KbFBSKhSIJhR6H8knkR3eXCldQ6Aj69tuo0CsoJCETMTv2zVmyu6vAKih0BIokFHocxfok+ipIN1eBVVDoCPr226jQKyg0+dE+ThLdXQVWQaEj6Ntvo0LvoMhFh/oqursKrIJCR6DyJBR6HAUl5D5eBbY3NYlsNot169YhlUr1/MUVuh2JRAIjRoyAaRZfYkiRhEKPo5CmwH0SfZMiejdPYt26daiqqsKYMWP6vEa3s4FSivr6eqxbtw5jx44t+jhlblLocRSu79e3h2VvrveQSqUwYMAARRA7IQghGDBgQIe1RKVJKPQ4SAEdoa8vX2roGn522l44dPygXrm+IoidF9vzbBVJKPQ4Co5TJkHTPjxZfePAMb3dBAUFAMrcpNALKFzfTw3Lvgxd1zFlyhRMmjQJp5xyChobGzt8jnnz5uG6664L3TZmzBhs3bp1u9p26623YubMmdt17I4K9TYq9DgKV4Ht247rvo6ysjIsXLgQS5YsQf/+/fHQQw91+BzTp0/H/fff3w2t63tQ5iaFHkfByb+Ph8CWCm57/hN8uqG5S885cXg1bjllr6L3P/DAA7F48WIAwKpVq3DNNdegrq4O5eXleOSRRzBhwgT8/e9/x2233QZd11FTU4M5c+bg7bffxsyZM/Hvf/8b9fX1OPfcc1FXV4cZM2aAUre+8OrVq3HyySdjyZIlAICZM2eitbUVt956Kx555BHMmjULmUwGu+22G/785z+jvNy/mNH999+Phx9+GIZhYOLEiZg9e3YX9VJpQWkSCj2Ogs4zsV2RRF+Gbdt44403cOqppwIArrjiCjzwwAOYP38+Zs6ciW9961sAgNtvvx2vvPIKFi1ahOeeey7nPLfddhsOOeQQfPTRRzj11FOxZs2agtc+88wzMXfuXCxatAh77rknfv/73+fsc/fdd+Ojjz7C4sWL8fDDD3fybksXSpNQ6HEUiuxUPonSQEck/q5EMpnElClTsHr1auy777445phj0NrainfffRdnnXWW2C+dTgMADj74YFx88cX4+te/jjPPPDPnfHPmzMHTTz8NADjppJPQr1+/gm1YsmQJfvKTn6CxsRGtra047rjjcvbZZ599cP755+P000/H6aefvp13W/pQb6NCj+HSg90EnmKT6RT6JrhP4ssvv0Qmk8FDDz0Ex3FQW1uLhQsXir+lS5cCAB5++GHccccdWLt2LaZMmYL6+vqcc4aNOcMw4DiO+C7nD1x88cV48MEH8fHHH+OWW24JzS144YUXcM0112D+/PnYd999YVlWV9x+yUG9jQo9hp+evCc+v+vEwjsqklAAUFNTg/vvvx8zZ85EWVkZxo4di7///e8A3OzhRYsWAXB9Ffvvvz9uv/12DBw4EGvXrvWd57DDDsMTTzwBAHjppZfQ0NAAABgyZAi2bNmC+vp6pNNp/Pvf/xbHtLS0YNiwYchms+JYGY7jYO3atTjyyCNxzz33CI1jZ4QyNyn0GAghRS1fTTTluFZwMXXqVEyePBmzZ8/GE088gauvvhp33HEHstkszjnnHEyePBnf//73sWLFClBKcfTRR2Py5Ml45513xDluueUWnHvuuZg2bRoOP/xwjBo1CgBgmiZuvvlm7L///hg7diwmTJggjvnZz36G/fffH6NHj8bee++NlpYWX7ts28YFF1yApqYmUEpx/fXXo7a2tkf6pKdBuKd/Z8D06dPpvHnzersZCp3EpmUfYOjsY/El2QWjb/m0t5vTp7B06VLsueeevd0MhW5E2DMmhMynlE4P21/p9Qqlhz6caa2gUGroFEkQQvoTQl4jhKxg/0PDBgghxxNClhNCVhJCbir2eELIKEJIKyHke51pp8IOBpEnoaCg0NvorCZxE4A3KKXjAbzBvvtACNEBPATgBAATAZxLCJlY5PG/AvBSJ9uosIPBUb4IBYWSQWdJ4jQAf2Kf/wTg9JB9ZgBYSSn9nFKaATCbHZf3eELI6QA+B/BJJ9uosIOBgpflUGShoNDb6CxJDKGUbgQA9n9wyD67AJBj0tax3yKPJ4RUALgRwG2FGkAIuYIQMo8QMq+urm67b0ShdODsRMEUCgo7OgqGwBJCXgcwNGTTj4u8Rpg4WGgWuA3AryilrYUSryilswDMAtzopiLbpFDCcNhTVA9TQaH3UZAkKKVfidpGCNlMCBlGKd1ICBkGYEvIbusAjJS+jwCwgX2OOn5/AF8jhNwDoBaAQwhJUUofLHxLCjs+XHpQQU4KCr2PzpqbngNwEft8EYBnQ/aZC2A8IWQsISQG4Bx2XOTxlNJDKaVjKKVjANwH4C5FEH0HnrVJsURfhLyexFlnnYX29vbtPtfFF1+Mf/zjHwCAyy+/HJ9+Gp138/bbb+Pdd9/t8DXyrU9xxBFH4JVXXvH9dt9994nihFHHlFK+V2czru8G8BQh5DIAawCcBQCEkOEAHqWUnkgptQgh1wJ4BYAO4DFK6Sf5jlfo29iZEjx3aLx0E7Dp464959C9gRPuzrsLr90EAOeffz4efvhh3HDDDWK7bdvQdb3Dl3700Ufzbn/77bdRWVmJgw46qMPnjsK5556L2bNn+woEzp49G/fee2+XXaO70SlNglJaTyk9mlI6nv3fxn7fQCk9UdrvRUrp7pTScZTSOwsdH7jGrZTSvrUUVB/HkOoEAKBfRayXW6LQ2zj00EOxcuVKvP322zjyyCNx3nnnYe+994Zt2/j+97+P/fbbD/vssw9+97vfAXAFjGuvvRYTJ07ESSedhC1bPAu4LKG//PLLmDZtGiZPnoyjjz4aq1evxsMPP4xf/epXmDJlCv7zn/+grq4OX/3qV7Hffvthv/32w//+9z8AQH19PY499lhMnToVV155ZV6h5mtf+xr+/e9/i4q1q1evxoYNG3DIIYfg6quvxvTp07HXXnvhlltuCT2+srJSfP7HP/6Biy++GAAi2/bOO+9gypQpmDJlCqZOnZpTTmR7oGo3KZQcymOulFidMHu5JX0cBST+7oZlWXjppZdw/PHHAwA+/PBDLFmyBGPHjsWsWbNQU1ODuXPnIp1O4+CDD8axxx6Ljz76CMuXL8fHH3+MzZs3Y+LEibj00kt9562rq8M3v/lNzJkzB2PHjsW2bdvQv39/XHXVVaisrMT3vufm7p533nm4/vrrccghh2DNmjU47rjjsHTpUrE+xc0334wXXngBs2bNiryHAQMGYMaMGXj55Zdx2mmnYfbs2Tj77LNBCMGdd96J/v37w7ZtHH300Vi8eDH22WefovrmO9/5TmjbZs6ciYceeggHH3wwWltbkUgktrP3PSiSUCg9CMlM+ST6Ivh6EoCrSVx22WV49913MWPGDIwd65abf/XVV7F48WLhb2hqasKKFSswZ84cnHvuudB1HcOHD8dRRx2Vc/73338fhx12mDhX//79Q9vx+uuv+3wYzc3NaGlp6fD6FNzkxEniscceAwA89dRTmDVrFizLwsaNG/Hpp58WTRJRbTv44INxww034Pzzz8eZZ56JESNGFHW+fFAkoVCCYCShwpv6JGSfhIyKigrxmVKKBx54IGcxoBdffLHgeiWU0sKrI8ItB/7ee++hrKwsZ1sxx3OcfvrpuOGGG7BgwQIkk0lMmzYNX3zxBWbOnIm5c+eiX79+uPjii0PXrJCvI2+PattNN92Ek046CS+++CIOOOAAvP76677qttsDVeBPQUFhh8Nxxx2H3/72t8hmswCAzz77DG1tbTjssMMwe/Zs2LaNjRs34q233so59sADD8Q777yDL774AgCwbZvrCq2qqvLZ8I899lg8+KAXVMmJK2p9iihUVlbiiCOOwKWXXopzzz0XgCv5V1RUoKamBps3b8ZLL4VXHxoyZAiWLl0Kx3HwzDPPFGzbqlWrsPfee+PGG2/E9OnTsWzZsrxtKwaKJBRKD3zRIaPz9lSFnROXX345Jk6ciGnTpmHSpEm48sorYVkWzjjjDIwfPx577703rr76ahx++OE5xw4aNAizZs3CmWeeicmTJ+Pss88GAJxyyil45plnhOP6/vvvx7x587DPPvtg4sSJYh3rW265BXPmzMG0adPw6quvivUp8uHcc8/FokWLcM455wAAJk+ejKlTp2KvvfbCpZdeioMPPjj0uLvvvhsnn3wyjjrqKAwbNkz8HtW2++67D5MmTcLkyZNRVlaGE044oWMdGwK1noRC6YFS4J1fAFPOB2pHFt5focug1pPY+dHR9SSUT0Kh9EAIcEROQWEFBYVegCIJBQUFhU6ivr4eRx99dM7vb7zxBgYMGNALLeo6KJJQUFDwodjoHwUPAwYMCI3IKjVsj3tBOa4VFBQEEokE6uvrVWmUnRCUUtTX13c4wU5pEgoKCgIjRozAunXroNZm2TmRSCQ6nGCnSEJBQUHANE2RiaygAChzk4KCgoJCHiiSUFBQUFCIhCIJBQUFBYVI7FQZ14SQOgBfduMlBgIIX4KqNKDa1zmUevuA0m+jal/n0FvtG00pHRS2Yaciie4GIWReVOp6KUC1r3Mo9fYBpd9G1b7OoRTbp8xNCgoKCgqRUCShoKCgoBAJRRIdQ/Q6haUB1b7OodTbB5R+G1X7OoeSa5/ySSgoKCgoREJpEgoKCgoKkVAkoaCgoKAQiT5PEoSQxwghWwghS6TfbiWErCeELGR/J7LfxxBCktLvD0vH7EsI+ZgQspIQcj/polrLYe1jv3+bELKcEPIJIeQe6fcfsjYsJ4QcJ/3e6+0rlf4jhDwptWE1IWShtK3X+y+qfSXUf1MIIe+zNswjhMyQtpVC/4W2r4T6bzIh5D12vecJIdXSth7tv6JAKe3TfwAOAzANwBLpt1sBfC9k3zHyfoFtHwI4EAAB8BKAE7qxfUcCeB1AnH0fzP5PBLAIQBzAWACrAOgl1L6S6L/A9v8DcHMp9V+e9pVE/wF4lZ8fwIkA3i6l/svTvlLpv7kADmefLwXws97qv2L++rwmQSmdA2BbZ85BCBkGoJpS+h51n+jjAE7vguZFte9qAHdTStNsny3s99MAzKaUpimlXwBYCWBGCbUvFL3QPn5dAuDrAP7GfiqV/otqXyh6oX0UAJd+awBsYJ9Lpf+i2heKXmjfHgDmsM+vAfgq+9zj/VcM+jxJ5MG1hJDFTF3sJ/0+lhDyESHkHULIoey3XQCsk/ZZx37rLuwO4FBCyAesHftJ7Vgb0o5SaR9QGv3HcSiAzZTSFVI7SqH/otoHlEb//T8A9xJC1gKYCeCHUjtKof+i2geURv8tAXAq+3wWgJFSO0qh/3xQJBGO3wIYB2AKgI1wVX6wz6MopVMB3ADgr8yeGGYf7M7YYgNAPwAHAPg+gKeY1BnVjlJpX6n0H8e58EvppdJ/HMH2lUr/XQ3gekrpSADXA/g9+71U+i+qfaXSf5cCuIYQMh9AFYAM+71U+s8HtehQCCilm/lnQsgjAP7Nfk8D4CaU+YSQVXCl5nUA5OWeRqCAittJrAPwNFM9PySEOHALg62DJ5XI7SiJ9lFK61Aa/QdCiAHgTAD7BtpdCv0X2r4SGn8XAfgO+/x3AI+yz6XSf6HtK5X+o5QuA3AsABBCdgdwEttUKv3ng9IkQsBsgBxnwFUPQQgZRAjR2eddAYwH8DmldCOAFkLIAUxivhDAs93YxH8BOIq1Y3cAMbiVI58DcA4hJE4IGcva92GptK+E+g8AvgJgGaVUVuNLpf9C21dC/bcBwOHs81EAuDmsVPovtH2l0n+EkMHsvwbgJwB4lFWp9J8fPeUhL9U/uOr8RgBZuIx9GYA/A/gYwGL24Iaxfb8K4BO4EQgLAJwinWc6XDJZBeBBsGz2bmpfDMBf2PUWADhK2v/HrA3LIUVAlEL7SqX/2O9/BHBVyP693n9R7SuV/gNwCID5rB0fANi3lPovqn0l1H/fAfAZ+7tbvlZP918xf6osh4KCgoJCJJS5SUFBQUEhEookFBQUFBQioUhCQUFBQSESiiQUFBQUFCKhSEJBQUFBIRKKJBQUFBQUIqFIQkFBQUEhEv8f3zVS/Lvw8moAAAAASUVORK5CYII=", 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", 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1Yg6Qdi9173LnOMHzFSPtxz5age1/+Zx0nZ4xTXkEIbev8Dlb7H2sFNiuW1b4dl9AkYSEhg2d+OCLoCRVKroJlpd81JMk8dCsL8sLY9zUIE1m3NwUntB6orbPg+8ux5uL17HzldOukLlp1ZyiPgTvvD03gBOwkSA2OvMOnn/rA2yVXRAo2idPlo4raQpuhE/CjW/bgtWtOOfv73nSujxRuhaoy533pYmyJAnJBBQKBih26LOhIIau+CS6Ft1UeI/5fN/WvyoFx6Vdc8b3IhRJSNj/lpdxyp3BRCS3lIrNJCUDLta0ZjG7B9b//ekjc3Dkra916xz24leAa+uBtgpYCYxDGpxZJrmFJXLez92Zg3/+6Cd4du5qdv74Ey1v6sT015aISVbnk9vdBxT1IQClJ8qc7WDa8wuRyZeedBPwNYlLjMdwu3kbVkqZz0FNgvqaBPWz1+V9KfX6cVVLBrc8t0D0wUfLm/HqZ43eGhuBidwBbE6U8SY3YeUq9XBkYgiRRLHJPHxaed8z73kHD7z7RfwlNzJPwqGeympblaVJOC6FUyE1phRJlEBJxzUbBDpcnHD7Gzjxjjd79LobOvJo7uz6C/z509MAAEs+frnEnn0IuUQzTwQL9auIJpM3dqwD8h3YGNhFBtrTn6zCTc8sQDbn9W/XzE3FJ6XZX7bg9pcX4/1l8TZ+wJtwE7CRgI3OnIPBiTyqSA7LmnxHq3wpz5zEJmpOEo5sx6div0se/Ah3vrIE81e3Bn6zHRqUph1LEE05fpnS5ibpHGFzUzGSCH2XJem3ljThF4/OjT22HKn7hqc+xZfrO4N5EmwKrDxzk9IkNhn4aw3E7MBJgrhY0+qprG3Z0nbdOFBK8Ubyh/i27hW93e3XL2LS9S92+TwdOW8SaOnc+Lb0OKTJg0eDhU0jkZrb77YB7j6wyHkd4D/fAVZ5kTl1aEcS3qDnE1pzZ75gYueSmsOk6C45rktIrpycSplBXAqYsJFEHh05G7UmRQIWlku5EfI5ZBIgPE9C8iPwe3QoxYYOrw+Shuf85eGttkuDhO1aYjLXaPz7QqkvMM1ath5NcSXKZR+JHZx8i+ZhhDWJLtjky/E9/fWNz/HNv70buHd+lGVVlrmp7HyXPoAiiRJwS2gShA1QHS5MloK7qiW70ddzXIrRZB2uMe/f6HN4DeO1eCpDZQUQkF75EqbhwR2pSQBA0+L483Y0Ap88DHzulduek7oAjyWuBuARQWvWwqTrX8Qtzy0IHMYnXHcjCvyVGr9xtYpythMIdXUcByZxkCA2OvI2qnQXCdhY0uiTRFvWFmYrfj7bpcI0JEfrCM3XdnBK5mFUISuCAGSCkZ/FhrZOyXFdmihdSvGNu97G7je8JMJxgzv4295dHDR3Fp/4vN/GkVXYhqwQRFsOAZTjI/o0+W2M3fA2qCQMUFSmuSlKk+ivMF1FEiXglLKRC3MTxcgaE0nkA/bkriJy0G0UyijY1teQJmFRw4kC4656Gpf938fe9xLRZJGwmGnG8vt9R81zPDvUX4L20Y9WBA4TE6qQooMkUWxyKjVx+aYd2cRGcdpdb2Pna57325D3BIoELHTmHejUMz0tXOUnUp1299vY/5b/BdtMfU0CoWQ6AKCrZ+Ni5184UJsjckV8gnEDz6IjkxHOe70MbUoWmF6NWstBIprObFBCL0eTeDn5Y8xMXiHaa5Vhmw/kw7iOl0XfuBC4TayUjCqSw4+NhyKLS1YaSbi0UJPoL8VCkUQRUOYEBIppEr656ff0FixMndstTcJ1euZlpVx8rCSSiDI3uV4f8wncpcBB2myMpaXXpoadB1pXAnlGEnamwBMuq+08YujiBz/E3a8u8SVrO7rA35NzwhXvgbvMP2Je8tslTQHcVBIo4+3kMbshuECQY3uTaBI2LMeF7lrQCEVzR/Adaurg5jNZk2AVdV0baFsN2Dlf82V9Uks6xX0HfRJ+u7K5vChNUowk+B3LXcyzwgOQzl1lhE180vfPXw/4LMI9mlz2P+DaelhN8Q5rcUn5Pb99D2SuH4V3H7gWWB9cVtiEjQ3tft8SdtVKI4koTaKYf603oUiiCOQXuiRJwMUe+fcBoHuaRI/ZRivR3OS3hS9hGtZ0XEpxb+IWPI7LS5/vyR8Cf9hRJDTCygC50CTs+klJXNp8es4q/ObZBYWaBNyAGebL9YUV6o/S30c1yZWMphGmLDnvwPLPJ+z7kibhuFT4RTozvrnpl8b9uEj3qu8LH5m0LxwLuGMv4P2/+WYXplXVIBMkB9426T5z+RxIFxIK5XHBCei4P7+OGe+xsGGJJGqM8PNlH5q/BO49DljgVzcNvwv1C/7P2/7l+11qE9YvQRXJYdG6wrGUgA3bLrzHyHHX3thjCTGX/9/HuPetZWXt67oU04y/4PiO/wS295ePQpFEBGTnn9gW83xkkuBYs37ja664Vg85mrugScxpaPbCInsbEeamsC25S4rPZyzxqp3Zva0M3M7mwC4OpcixmkjhDNZEtgnHaO8EfRKSJpex4n0UpUhC+FZsqV8lc1iOLRPqst9TxILjuNCZ49iRJNvvGM/iZ+YMb3tAk2BJgHbOWyGxfY2vSVge+VQj6zvoZWe69CzyuZyIbiqmSWjUwUSyOGD+sV2vVtTcFa248r+feBulcxskxoSXZ3lAOX+shHs0ww7NW/FtSiKPEWiKfB55FGZQJ2BHrkzn2qFx17ICmLYt8MbvY6/dFby2aB0+Wr6hrH0dSrGXtgDbWp8FtyuSqBz4UqC/Lc62Tyh3XEslJ9q8l6Ezb2NNqzdY561s8QZI60qgPb6gWDgaZGMh1oguwxF5wu1v4qhu5mUAQNZysKqliBYltUWTzE0yulQl1GDlHjpZETkrA7vTH4iX6I8Cdk6UerBCJHHm4h/jL4nbkMh5YaoFJJGPlyJLuY7EOyRPPhJJ8LpMjuWbPqhjiUladwvfg6zlBDLJOUloNje35XyfBNckSBaWrEGA+Umklzufz5Xlk/hm+z/xePJq1DT7k5ftUnTKZJprB9b7NYeoY+My4xFcZjzs3S8fR7yf2f8X5q3GsnXBMOdPVnjLsn70RXyp7HvM3+Od1A9gORS3zVyEtW2SKclIFuyfIFbkmCgwN61j97j01dhrdwWdeRsdeQe3/29RwXsYhuNSmLALnoUiiQrAlcaDmJn4sR+ZUoYmwTNUZU0i6XhS0sl/eQt73TQTby1eh2NvewMPvLfcM49MGx/bBrccknBs4IVfefkDMeA+CVKmj4PbvLuDix/4EPv85n/xznK3UJPgErXYpQuqxJqM9/rarUyTsDNwJE3iJ+bDGJdbgDyX2mmQ7AfkmCObSfMa7ICNPFNEgo1sp0T+IhFKOl8u42fR8wgnKk1OxMnBYEIHiSiP0dSRj9QkNLZwEJyc78AVmkQmwnEd0iTyeXE9DfH3vK29CABgZP1J23ZcQXimToB/HAX86xT/nlwL+2ufYD9tXqANol/Y+37B/R8EckMAP9EtV+Q5HKh72svC1W34w4uf4ZIHPhK/GYlCkjBhB0ywvPpLwbjLsPyWqkGx1y4XrkvRmXfw9pImTHvhs5IJt45LYcCBQW1QSjEELRhHVimSqARcaDyFbbRVkTHukZOC64KwyU4HFYk5CbsdmPcYnms+HoPQio/YS9EQYeMOoyxNYunLwFu3AU//uMhOjCQiJNLewswF3iRpxcW3y+YmVsYkZ8WYI/wNsddrsVj8P88qt7IF5ibNyQeISG4bd1qKCDXqCsIAgFwu3gQXGLD3nwzctb9H/gu9/BY+MVOJpJes8COBOEm4jnQNJy800ihNoqk9Fwhj5dFYuqRJuAWaREaYh+JCYC3LEhFSepEwYN5fckVzx6XiXlKmDqz+JHiQayMJCymWt+IWaBL+/Q/FBtxo/E185+GpVoQPIQybaWzzpaiwRCRJOJHmJiesSXQykkgPLHntUuBmyyz7X6pwn800CY3asGwXs1IX4eXkjxVJVBLCxeGGYYPwPQQgSXsaXOSI91ImnQ7gXW9hvu20BqxlJqehtYUvbRg0bBsNgUfmACjIQn784xX4zr2z2LeuaRI9idhBEMiT8PbJWi7GkwYMgedwLigwV2TSyrL+plyCtzpBs82hawZJIitVGfVLxbJigyFzk5OPJ/WA0NC40J8cv3zPO5aH8krPc9lqiSRYVJAr1QzSnJzwSUQ5kJva/YRAmSQ0m5mx7Jy4bj7LHddZEWkVp0lYVnnmJi4Q2dSvvmg5VNxLVaKwYitxLCTh/clt8EnCEuaXa817cZbhr0XtEm96ypdBEjzUtk3KQeFrlshIwEJU7SYnlBkugiHSIU1i4XPAP47tkvOsI++1KUDSReC6Xha+Tm3Qz54V2/srA1uRRATEw6QUB2sf473UxTiu8/HCHaUXS4eLLCvznHTbAc2rwm7AgdH4KWrRWVDxNApxmgSPt396ziq8vrTZ2xgiro+WN+M1HrfOr1WCJHpjjd+wduBfrNDclMnbeDH5UzyUuA5AIanR8OCVr8PLareze7az/iJQDMSxhLnJa5tMYN69aw43N4VIIhdPEoGBnvfNSC4ITv7Lm7ht5qKC9svn4xNHwLHt5GGwSTqBwvteJ2kScjKd7nBNIotqtw1bkdXIsuioamSEZsz/f/e+WXjsQz/E2LbywnQVp0mMvfJpdOZCEz2C5iZ5cSS/QywkkS/IgPfNTTkhYZsIXpvykhnM3KQRABuWAfMeK7gML60iIxFhOkuSoOOaa0eunffeo/9e4AlfXJPQEzjrr+9g75s88rJnfAv44o2iAkQYnbngfZVa44RrEgZs0DXzAQAbaI3SJCoJsibxI8MLQxvsRtj/Q45YLtmmnQ5A9yIrqpDFrxq+i38lbgpKsWGwl062jcr2c1k6d9hja8/kcN/by8T2Hda9gD9pvwel1F+0p4T5qjekk7CfQSAiuinR3gAA2FrzCvKFbfFuVFXS1/8ALHwOeZIAAGidXJPIRJKEvEZBViIwnmegMWLQ4cCVQiFpnknolHqmvZW+vbt6xZveglOUwsm1ie0fr2jDh8ubsZLnykgkQWzfcc3zC6gtOVrtHAxwkiic4Da0tQeS6bg2pvPzOnlM77wMryYvh5X1SKKGZISJTZ5kFq32Q4UdKw/C8yQirsvfQy7iWC5wr3kzztafh+1SIb2nIkiCujaSxEKSleumEeYmviJfWIRyeTY00yR0jQCz/uGVYAkhkyvMTQosNBRoVEx00ys3AXP+D5j9b6CDvVOuha8t+wOuzfwGAJBzvbHX0V5+BCMXCDhKjTnXsaETCp3aIkrNBVEkUUngUrtDKarhPaQsIkxFoeQwoUk4nXCJN2AGEW8CmagtLVieUmDtAuCmkcCchwPmCfmlkKVhl3qPramtAzc9M19sP2P5tThafx95x/eVyDbfgsu2ZvH6ooiM2TLw/LzVbJEceE7Svx+NSWRxQVsDiIhuGtjqtb+BDgFQaIu3pf7witpRYOZ1wL9PR56RstHJ7sHKeKGgEjRqBUhLLonBpUjNZZoEdQKanMujkXKtwPt/BaYfLH7b7vmzgH9P9fwI0qSzujVeE9JsObqJFTiUrkdcX5MYQlrwgHkjxhK/fLbV0eqbjBzZJ8HNTVmMoF5fOIzgvBDYYJ4E4Gm4HI7tR/xwc1N+6Rv442NvoKk9J/pP9kkcpM/B9ea9sF1fk6gyIzRlxw6am0RosHffuZwffUZCqztSYW5iZjVCPCnftYDnfwEs8muaZbOF73ktiSEJyc/laxKW0P7h2Fi9giXwORa+bTyPo3QvV8Mi3j6dxUji/74ZyPTuzIc1CRd/e+Pz6Gx1ALbNhRafJEw4BeHiHTkbv3psLp6buwoPvlu8tH13oEgiAo7lq9Vc7SdRSWnyBEBc5OBJtmm3A3kmcXBbO1DEDMPt2QufCTgyZSerPPHqPPbcdZC33YJoonwu509cRcw1J9z+Js4XPozyMXdFC753/wf46SNz8EVTB7BuIbD8LfzWvBtAEU0iwtw0tN2rp7TUHQkA0EIk4Ur26LyVR+Nav7QGJwlxjJ0FyQYHL3Hzgb5rai/UrGI1CU4ScWssLH/LC/mUYNHgRCmThO74dZTamelGNjdpbl5oEvtrn2A/fR6uM+71z5VrkwpO+tFNusNJQtJCmYbiaRJeyKu8frUmrX9iW5ao2UQdC+99vh6J+47FKR+ei9tmLhImOl5vy5HKWtR0NgiSGGwUhj8T1yOIAaQDnyTPx9aZufikoQUffO5J6iubmmM1CU4SvACjoRE/jPjt2wOJeJls4XOtK0OT4Nec9+U6NOd4IIOFzAZGziGTrs1yLzIdbYjF/CcDmd4dORuvJn6EnxhecmBn3sGvn/oU5/z9vejmMSe6QW3xfhhwCjSJj5Y34/53vsCF//oQP3/0k4Lz9BQUSUTAsfNY25aF60KoyRr8CAUR5yw7rqkDl00QabddSD9DiE8S8clZ7OETLRBXLyctyRMvt91qru2FdT54BjDnYf+4bKcwGxRzXK9p7YQZYV5oy1po2BBvc13PwmWfmrMKx/35DWHj5VpTLs6sJg1OrkkMyXzu/0ypyDvhkCX7bGcn7nvGz+egJGTesDqBfHDwaq4daE9Thyxxev2uS5qELeUtED4hFSFa2R8BAI7jYneyENsSz4wmvyO6nfEmOgDt3E4t3Z/m5MTz6GBLfk7U/MmG5tsDzmcuCBiSJiHanuc+iaxn3rh+IE5c/Se/LXBhUw0W1b1SMNQ3c51291sAgC21Rpi6JsykXNLXpOsMa/tUmJuGaoULZRHXFoJWLcng6NZHcNMz8/HEh8tYm32fBAml03GfBB8Tmka80isccnJixKJBdbGaROH7uWJ9K2Z8sJr9bqOGsnuRQ5htBw7TJLId5ZubrLZ12Epbi0sMz685u6G56P6ORAw82dKEXeDLKJbs2ZNQJBGBVz5dgT1vnImXF671HYhMk9jhV8/hG3d6g4hLGTbVoMMVE3MV7YCT9V4ymSSy4YfavNxL1uFaCiFCDQeC5gHZJ8EnEs9xSUEWvwAs9xdLsnId0N3SJPE7czoWpc4u2P61P7yK/W95GTPnRy9YJBNWW9ZGvqOF3as3cOLNTZI2xO3pTHNKEguWQwuimxyp9lE224lku+9wLVgN0Mr6EzuD5loBZ/U6SZPQWL9zE1dYkxCTbrElPUMksappA/6TvA4vJX8KIKhJ1OTX4FjqVarlEUFU0hx1Jy/MQGl42wcQKUIn3+6bQqXwa4NpEnK4rZn3nkkNyYp7Oqj5Uf9acOFAgw0drm0JX5ABR2gMAPC9+ecgx54vl7pFyC08YuOaxEDaHOwaqkN3s9CJ9B4TA205yw85dXxzoBYiCX5/vJ6ZrhGR/wEgUOYkiiTK8UnwK5pwYLH1tF1mIvO++M+vPWv7JCHlvORsxze9RqBqtWeqaqR1AIDtPr0dd5l/xA4jaiP35yZIE7YIyTaJAzcUDh4mid4IQgEUSQjIJpv73/QiU9a0ZoUDkcAVL8LshhY8+8kqHPa7lwAAOZgg1BGSXZpmQJkzc6hMErJt0nXwwb+vQ8t9U9Hc4Q3yte1WYFKRMzPliZdPJIQ6SCPnmcIk56mdbRfrAixc0YRv/yNarf2GzqXy4MvF18WIK9UR1hRyHc2h30v7JETyIRuECdjY7pfPYsU671xcK5PNTblsBgNzvo2+noZUfjsDYgUnBo3agYCBpvYchqAFNdIEYjBNQocT9BEwkrCKFX8LhSEPRlDC1KTnuXfjI7g18RfsSL4QE6tsbjIdv02cJALnyreLpE7H9avWcnNTU7P/rpmW/1ln67AHzgUXLjTYRAd1LBHibRAn4K8Y2vEZ3CZP2xM+HEmaJ05OEF61HayblUUCCSf4PCxqsmq3rF+cPHKWg2HYgDQJ3jMncS7oeOYm6XySQBAV3RSnSRC30NxkwBEBIVY+5wuHkpDSJpFEvtN/947+0+uYcLVf2VeAvUv1jR8AABa6YwAA38z9G0fp76MuVVg2BPA1Jx124P0IRD5Siq0W3IMxxBfkOntJs1AkwSDb/zsy3uRgaES8LBp18bGUKXnHK4vFYMrBhAZXmKSq3Q7olidpDIV/TF6ebOwcVq1sQD060LDWC7db3Nghis15bYozN3kv7qj85/i7OY3t4L+0VrZDSOQJYuHlhcWd0/KkIEsjSz55C0/+5af+jq2rgMUvhcJIITQJwKul0xVzEx+wXHLjda9kqY4jl+3EYMuvzDqMFkachSfEBGzhJAa8gT4rdRGeS14pJj2DMkmV+uo9ABhOFq5Lkc0WqeqbCxLVBC1YsTSqqu940uA70KWBHyAJEuE7sToC4azC3MRIIidF+CQsv12Ely0B8FNjBghcoUm4MEBdW5CEiSBJAIDLMvu5pC98IPAmcG46SzpBwszBRMoNanY5kkAm7/jasJND1nbwRPKX2EsLrvfBfU1cu9YICZjUZJLIR6wsF6dJJNxC34kBGxb1CMCy8n50maxJ5Gy4mjex8+gxAFjaWJiP4TXKmwNq2pZE/uzI7bddHHXra3j1s0bJxOQESOLLdS3Y/5b/eYUn21Zj4vw/YLr5B5yrP4ffGnd3a7GzYlAkwWBJE5tJuP/BRoL49tjPFszFXmQ+RtanYNlUDKY8Iwk/xj0Pg6nksiZh56UX3M6iHt5LVJXzBqFLEZg0bIkYVmzIiEgmeRDvo3/qfZDMHnrjAlQ53mQb5XMIgw+Im59dEAjXu3j55Th+7d1oaWn2JKp/Hgv86xTkpSKEteiE2+xHVowmjQXmJteluP7JT/HA235Nnz8l/oKjtPeED4KTcYIwEx4jCTm6ycplsJ21QGgZQyLCkvXshsB3E7aQ2gE/umk0Weeba9hkpMENmJuSJI+s7RRm40roaAtebyeyDACwknpJWAWF4wBsra3C+o48fvjvj9DZ6U9kCWmSjdIkdKtDWOxc1/eTcXJJSrkVKVvSaCSS+L7xBLYjDdCZJuEQHcSVNAnYESTBalsJkvDfY83Ji/4NBx3kkEDKDU7UeXiaRIL71Zw88pkOjCDBfgQAk/LJkknWsuMawOKVfhmUKJKoIdHknnQLycOEIyISnVwGGjeRSUJbayYPl2kSTtYn4WuNf+JB84bCtWBY8cJEvtn7T4JjsTbnawEbOvNYsLoNc1e0CFI0YYNK7+OiVRvQsCGDxWvbgaw3r1Qhh2vN+3Ca8Wp02fYegNErZ90EIRf44hOrPKkT6mLqB2fg3GQGB+qPwXJdpLgmQU1UUUuUVEjSHEw24GuJ/1I7IU2intmbE52eCcWhQRu2bGf98cMfiyiQcGVNAH7yD4AxL/9AfE6WQRI/MB7FS85k3PUqMGZQWmzn0vy6Re+h/vlzAVYjiGb8Af1u8mJUzfLbOYKsLzA3rWzJ4O9vfo7jtbU4K+Fvv8x4BNStYu30zU6ATxKyJqE3zsfW7he4zzkcZxsvoi5sbgJgsgEpvrMV3zjaM4WTick1CbjISySdQh7vLl2PzuWrcWzBUR4+mD0HB0rfuf19BQvpjUoGHE8acOtSb+LevX4VdmTbE9LkxctYyDDsGE0iRLQAkHYkTSKzHjIsGNC4JkEMGNQRErMBJ1CsEgBoZxOAwULzkjUJzc1hSNt8TCAtQiPjyNIEhoSeUR4GDrTexAm6txY8cS2QjrWIgunmAeK/ExoJkoSdywgxVzbF5KkuhLsoyMTFycCAA8oKRsp5L7Im0ZHJCE3ClhIjzzVeAACsbs9jRH3KP5ZFviWtZgDe89me+AJVveVr+HyC78jZQpMw4CAvaU75jmZcZjyCjs4JQMoTkHJSpdveIgmlSTBY0kPnkpRMEhp1kGRqqpvvhO3QAnMTH1wpZAtssQDg2EFNYgDTJIx2z4Siu0GfRDabwSg0YiSaAjkW4cxUAEBrQ+R9DSEtqEc7Plq+IXbVu4uMJ3Gi7jnjm6U1sVczaTi/9C1BEACADi6ZUlSF7MjD0Fxgjsp0tOPpxFX4o/mXwPYkLFF+IsGiyDhBWzBAKQ2Y3wZ84ZUGf8g5qOAebBJt3zVhozNrCa1BlgD5pOeTRFC9TyGPb//zfUx/eWHkuQFgYL5wYSIAoo5XVMHG7Yn/rHRpEpIl3LB9HvBIglsD5WQ6cbxEEibNYz2t8Y7LBkki4bmrPZLQDBjEERpPlLlpfaMnxIj+cqVx4Vq4Ye3FeCb584KggxxMpEIaUcY18WfjVuyoeQEIjpXDgsXR5pgE0yQ4Seih6CZZ2zKkvqAlprWwdgN41oOkxsKLpblAHo+dnRnYTK52cx14ft7qgImncf36YK0xRjZcq5ukLcXzySvFzwPstdjQkcfLC9cKbawz74hrmrADFQD2WXUfLjX+i5GL/i2Ke8ok0d4RY/bqJhRJMMhp9vyldGTzkOTcrbHWw3ZcYZbiJMEH10AaHR5HZCenpEkkO73QO9PNBjWJbAZvpi7F26kfBM5jRGkH2ZbCbQB20xZjduoCfP0vb+HmZxegpTPabskl1868zc5PBUnojZ8Gd+5cx+r4+5OPq3kqwjDSXOCTsNcvw07aFzBC0UhJYgnnq69JsBwVaMg7Lta3+ZNCon0FLKrjCzpCbGugQ/Cf0VfixeHn+82jfuJjAjbuaDgZ/zK9jFm5nzRBEtxR6ASiyzgZhydNGQNz0STByY5HHLVRX0MbRPz3Q5ek72TAcR1h4pIIzHaoMDeJ40PmjCZa77UlFySJYWQDBpB2L46JmJ5Zw/E1CSNEPp8uWQbAJwlDNje5UnRWgbmpkLg73WDYcntHB+Z+trhgPwBIwg//BDxipFJ0k+y3kbWfsCYURopG+yS483vtOt+MKV8vk+kUzu2WVi9X6McPzfbvZfXnwRDdfDvgOgGtTsZgpxGX/PtDfPsf76Nhg3fc+o48VjW1sft2As+8JuuZpyzbBjo5SfiqeTiApKegSILBzvoPl7+Ucq1/jbqwmLRaZ69DPqBJJIIkAe8hr2MhbxwpKeIEVgfqWfRFVc5TO003G7CBZrOFL7PXvq5HMSxLnYnVbz2Iide/EBkql2IDriPnYHHqbNxi3IMsewHrW4MOxQEt87EwdS5+bf5TbHOIgQ6aZCQRnGSc9oiSJvCc3JoUn+/dm69JXPHwHPzyvx+L/c3cBnQiJcxggNfHb9QejS+McWJbC6r9Y2CjmnZgP90rVU1yhQSegG9uCpIEa1Mx00W+KXK7AQd7a5+K59kB3wzhJXlRbEnWYKr9OCzq3Y8s4Ub5JGStypHyJOLQBO/9S+aD9v77ErfgOP1db8LTdC/SjJubiOMnazIMZPkvnFRlx68utckI5bhkaQJhJK1g/5uwA2HiMrjgwrVM16ViWVbvdykyjDiepgEaEEaaaC2mWacGr0kjTHmSmc2VEiTlz5lMp0hg5NFNc1dIybLrPg+Yw5BrBbItBaG9HMOcRixnlaGXNHrXeWL2Stzzqqe5aoQGIsmStrdPh2MKbd6WxkKuvdCv0xNQJMHgWLK5iUkuktNIg4sO4sU1D6Hrkcn7Dr4cNaFLajq3c66nwTjolBQieP4dfrYoNzMkQiRhZ6I1kmKSbTGczWynXGqRwSV5t82zD59uvCIm7uG5YMROarm3EMvh+gdim+l0Yh0ZiKFhkuhYB7NxXmR7PHMT1yT4hOCTxdC5fw2YsxL5DehAEo40MBzoyOQdNNMqsU2W2mVCHYoN0PKFE1KQJHzBgPt+ivV3Mhc9MHfVPseMxA04sMVLoOqgPkkYxEUaOXxX994BTkKmNPlGmZuoY+Ea417MSl4Ih9KSEjMXUtJ29CTsQgPVTK+PHL/fw/c7iAk9UeYmQ9IkzFBkWRaFJDHSXRX4noAVqEogI4WgCdJ2aUBSr5JIQoeD6oQeWNcFAFpoNRbQLYPXjCAJE44gl4Tta/xU8k9ksxlhHqSMrDKWgzw3QTV/EQyJzrULX2EmgjCr0YHqhHfs7nOuxfn6M971JUuBbneIdTWqXK8tjpURmoTsu7J7SZNQjmsG2dxkEgegQZIg1EWbXoMB7noMI83oyDswNN/cpFO3QMJfjzoAfhmJKrtVBGYPJ80FbUjQHCzJBnnoS9Hu0o0licFoxW5kET5asi0ue6gJ/5F+4y9biq061kGTARu3jG3JisjtqBmOYa3NWCyTxO+3x/Yxq+MlYXnSMPEcvjocn5hIM35l/gufuaPE/gm7HZ10C9iSbONAQ8ZysN6tEdtaZU1CMsHsoS0EzSeAoMUDCWpJ1esycCmBqyckc1O8QzBlNcOieqy2McryCFbWJABPm+BmpwY6BCPIBk9IYIg0N7E6QgArFY5oHxPHBnjmpmq7OfJ3h2owNMO7P3YqI8InMYB4EmwUSdQ4PknW51cFxM4oc9OWCCZoJkgZmgQPl3WtgPYkawwGXNQkDeSyoYWLoAfeF8A3Y8k4z3hORM2lXF97oCFNgmu+nMSzlotOPY0E2mC0fhnI43CzrdBY0MAaOhBjSfDeU8hjiN6OQ7UPsV/LU9jPBP7mHBOISDTsTrQjjXp0otptBwhAcm1Ah9fvvLYcADidFaxJEEKOIoQsJIQsJoRcGfE7IYTcxn6fQwiZXOpYQsggQsiLhJBF7H/3V/8oAjdXaG6SY+Y1uMiwgT6chesFHNeEFkwmYXNTjesPhmERIX8Jmo1ckSwMk8RPWsWwjbYKjyavwYgXvo8Pvghen5ub6ts9J+JqOiiyXDXglWuIgl47AsNIM/K2iy/Xd+LK/8wpunyqQdxApFYCVsE1t9OChNSBFCg0UdfHhYZM3kGT42sPrZJWIZ9vNGlElVNYOiJAhlan5zTXTN/cVISUTZrDekRnzgK+iaZD0m4AL9Fre9KA/9EpOCw3DTZ0ERgBRJubAkX5HLekJtGu1cCGjhrHe+/C76MDDdBN77zsvUsSt8AnwcutcJJIStpDveP7O0Yh+F5EaRJjyerA90QxcxN7Jw/XP8Ql+qMBrSUMAzaqk0aBJmFDC2ieQGFmt9jOLAA11NcGiBRa/mVjsyAprsVkLEdowVr7Gvzx2Y/F/tmOFmDNXADAGhROXynkcWnbH/H3xDSxbQhaAs/ZdDySAPw5Q7PahOO6WoqepDF+ye6i2yRBCNEB3AHgaAATAEwlhEwI7XY0gPHs7wIAd5Zx7JUAZlJKxwOYyb73GlxJAhhF1nnOvABJOMLmOoxpAXwS4RKTTigyUrXY9aFBWSuFAw5DIUkkaQ6fNqwv2B7GxmoSHAPyqwu2JZHHKDRieNbLrs0hIepWFcMaOkB8tqqGYRiakcnbOHjaK5jx/pfxBzLI95KEVTKvo5OZbXi8uk09TWKd7RNDK/zPtfAHUQoW6khhBIgmlY0YvHCGZz7QTUH6pfp7Ha3Hz6zvYqE7Onaf9pAmMYS0YCxZjfl0S+SQgA0z4FBNRfS93DfUzhRMiGG0aXXoRBp1LJDiOitYgsWFBqKbMIkjCvyl9MIQ2Dp4fcYn1yT1pNd2msYAmSRI0PeUo4WaRPi+ErACuUSBfSVt6ifmw5EOZw4DLqqTRsGz8jSJiHUuioBn43fQJHQpqq+hcYPI66kSEjwVhJ5pb8a7C/3Itaq3fgc8dRkAYK00TjjSJI8BdpBYD9JmY0fND5M1qCXeeY5EvgVo8cbWAEjvc6ZCSQLAngAWU0qXUkrzAGYAODG0z4kA7qMe3gEwgBAyssSxJwLgJTDvBXBSD7Q1FlTSJH5j/g1/MP8SJAnqCpIYxEoviGQ6aTB0En+C2hCSMOUHOizC3JRGDmubCyMhNtCawPe4SSsbMSijUE86CrSeSdpSvJm6FEe6Xm2hWnTGahIyWqln2nnH3RFu1RDUkAze+WxF2bXvq5BFjmW6JmBHrqMgo4ORMGUk4UJDe85Gh3RYm6RJyOWi0yQXXxmUIUFzXm6LZggNolSgQBYJ/J9zCJrhPae1NCg1upQIqZr7SyaSJTCIK4jFJgZSNF5SBoIOdD3XVpIkWrSB6CRpEW3XhqA240AD0Q3ocMQCRpprB+53rjtWTNZck+ChqR0kjQGuL+yEw6H5eh/FkIAd65NIhkxuu7tzY89jwEF1Ui8wwdnQRGn9QNtoPHHwHItOpAIrBGqOJQIbuLlJJrJakikI+eVYQ6M1idVOfWDb7xN34VLjv4FtYVPlAR0vABuWYRWGBPq8mhZqyT2BniCJUQBkkbGBbStnn2LHDqeUrgIA9n9Y1MUJIRcQQmYRQmY1NhYvP1EM1A5KKcfr74BIJEFARVREEhZO0V7DHxN3AgjaXjMSSbRpAwLnrJYyQLnJqklybqeRiySA8GQQN2nxBK5SqEdHtM0bfvJfHeksOWEDQAYJHET+jnPyPwOt9q7f1rRaVDsthWqSE4s1VWtWSVNaJxswLqv970BDS8ZCRqqLJWsSNQFNIh9fGTQEqieE5F7MJwH4TkluH95ABgR+t2CIUMVGFpa6JfECBBpd7/k7xECKFin/gaBwoOVLVyFt1Qagk1QJjVAmT8AjWE33HNdiKVRqi/t9Zc+7MWbfU5EgDgzYQpPg7exAVYHmJwsqtlZ6ud5i0U3hhLiDMSv2PJ7j2igwlUX5JIBoU1gYHWEJnliCqHcgX+Ji/TFsQfzotlp0CjPUHfYJeG+bH8A961H8zTlGhCNztKIaaeT8arNF0B5qBwB84o7FvdbXAtuOGV9VsF9PoCdIImo2CIuRcfuUc2xRUEqnU0qnUEqnDB06tCuHBuBaEaosq9DpgkCD45MEsXCx8ZjYLUASmv+gOswBgdPJdmauSXzobuddChqSxA5IJsvdobjbPrZAoo+btF50p8TcnY+WxAikSR7H6W8X3a+GZCKzfmfWBZXEDJL4IpNCDgkQRhKDSStuHPMetq7KiaSyYsgwCbfacEpmiPOBy+PVXaKjJWMFqnBy7QYIZrynkROmk1KgmiEmhMgMdwl8wuETZqdWHfjdgo4805bWMWcyN7HwMFGHGEijFElIDs2IKK0wOoyByBBfe2iP0CQ0I+GFf0oSMycVoptIpD3tKIU8CDPLccev/K6La0pSbzkkYRAXdSTejCQj7PMInAcO80mEcnSgF/gkgGinehidIQk+AQsGHHyZHI8qZHGF+RBO018Rv9cgI4SvfzuH4rR5+2D6yq3wa+ubgBEkpVatHkliYShpRgdN4nrrW5ERUIBfNl7GF3REwfOMy5XqLnqCJBoAjJG+jwYQzjCK26fYsWuYSQrsf3Tufg+BRK1Zy0giT5LQKBWTQAp5DCRSqWDphcuxCcKCAccMmpvkSIThpBmOnsaF1o9wXO4GPFpzJoCgeaQRA5CDiQSxsY82D0uTZ2EgWgOaxBXWBTgrfxVOyl2P39qnB673urMz/udMCmzrrB0LwDOpxWEVHQQdLgaSNrQhOOGtTY/Hmh9+gaXaVgCAjJS4plV7JH2o9hFOX/NHfDs5UwzQ9SGTmYwM8QZjtebE+iR4LgEfuA4LzDMMA45LsUFKEgz6JIJF82rKmJA6aBLQTCHJljY3JfGnMybhtkE/x7324Wgwtwr8bkOHRYKaxFCmSfJ3xyGmkEKjbPnhdpi5MkjCHIisTBIh57kNDZphFkQ0ceFA0w0kGUnImic3i8laM7e5y9I3T7AsB9zkWAx1iJe6f24+iIPbniyIMrNptCaRK0eTCK1GmWDhwcurJqDxIs/0xS0CG2gNakmnH/XExsW/3vGi23QzeK52fQCqkMVQNONx8xj83TkamZg2hc1NANBAhxZoOpVMEu8DGE8IGUcISQA4A8AToX2eAHA2i3LaG0ALMyEVO/YJAOewz+cAeLwH2hoLPVOYFEWY/TFPkiBwRTx9ElaQJCQJIKd7k2oHUiBm8CFWhQqOkfQAONAxl26NbMKzWcqT2nPOHshTExoofqg/Co1Q7KJ9DgMOVtDBGJt9EA87B+NNdxd8TLctkNob6FDMcA4R3/9onYJVY79esi8WU4+360gGLfqg4I/JGgwfNEBIifKLbdR6msTX9TcAAHvST2DCwkvObjgm9xu00Gh1OMcmsirdifWDbCBeEAAfuJx8TKNwQpU1CbnIWxXJx4b1cjTSekzK3QPoJpJa8TwJLvllkcC4IdXYUL0NrrG/DejBCcGCAUdPiLbZxPQ1CXBNwhQO9AyJlsANOMKcY4SS0qKkzaxRj6wk7Yd9Ei406IZnVpMJiBMC0QxoCe/4FMkJe38aOdhUQ17z3u92mkIbqSlsh1Z64udoNiOtyQHwCgVuhAFiCGnFiQ3TcJj2YWC7w+ozA76gAcQTsYywwzileT4zqpkYMWI0XD2FYazKc7M2EDXICId2J3tPeU6SZgb7vsMYgEGk3bMeDNoCAAJBL4F9I8xNDXRIgDxatzsZ2PX0gv16At0mCUqpDeASAM8DmA/gIUrpPELIhYSQC9luzwBYCmAxgHsAfL/YseyYmwEcTghZBOBw9r1XMHdFC96fuwB2yMHFE7vyJAkNLpLMcZ0KlXGWNQnL8CaodpqCHnoxqsJOrSrfmeUmvOMGkA400CE4MPdH3OMcKxJ1uITiQoNBHNgxjrc77eOFnyNBLPEiraUD8CfnFBi1pU1yn2u+ctduBklCS3qTAZ8g5BfbrPMG+ljNiwffPuuVLHjbnYDVGIzj8jfiCuuCgutlNU4SdqwmwaVWPnB51rVhRpAEosmoiuQjTWgymmkNLBbdlICDfbW5mKr/L3JfHrGUoQmYuoak4b0/mh6cHC3ocJgmkYOJrF4jJhdubnKlCTUbITkCHknwd80MkUSLXugYNUwzQBLhddo9c5NREIrM329imAB7h9PI+9FNxEIeJhymKTSjBjn2DANSr+4/m0vz34+8J9G2qpFFfwf85UjXa4NiNdMxzNfDE9BsKbpJflfzZZibwhFp1ZqncVH+rJK1wmzcagxGgjg423gRDXQIzjt4Aq46egdxrJEMnisnmaJrh3jBC7JWLiNKAGigQ9AmvefZSd8Gxh9e8p42Bj2SJ0EpfYZSuh2ldBtK6Y1s212U0rvYZ0opvZj9vguldFaxY9n2JkrpYZTS8ex/6djQjcTwuhSGkBasRnBC5FJtXkshgbyQ9IaHwlejSKKNpmEkgw+dSxk8aYekB4g1j53EAADe+hN5amA5HQ6AiJd5WNq79j7aPOxOPosN67vFnoprLU8BS8ISL14H+5+qG1yqO/Cl4ZtL2oxgnxBGEhYzEcmlF5LV0r6DtxUfM0hB1wi+pMPxsHNwwfVywtxkF5RT5rAYKfFJqIWtR5yQSIJLh2EHrXd8EmmSExNcHPj5iWZi4qganKW/hB206FBeTlhZcJLwnokWsj9b1IDLNAmLJJA3avxy9EyToFKBwmyEJkFBkCC2MJMkQj6JBnNcwTEJXUNW8ydTLnDI5wTLuI4yNxHdBEyvL9PIBZYXzcMQ5qRmWgOLkYRcN4swslxJB+Fxd3987g4vaCNHe2pE7G8A0GkOEslz/xr2U1xi/TByP972jKRxcv+V7KwuxycxaECQeKt0z4EPVgkWyTqRu5BJelr0aLIO11jn4PwDtsFJu/nxO2YiSBJWcoD4TGqG4/sHbwPHiBYOOAHL2GLL8VgkhVxz31FvQJXlADC0NokhpAUraXAC5dE9lpZCUgpPDNs95RfONn2120gGJyservYF9SRukh4kpE8n7U2ww0gzbOgYWOWdk09oW1R5A/Ri4wlspa31pF25rbr/KPkxSdjCht+JFKZsNRBbjCg+GF1K8FHGV/07QpqEmfK0FItNEJ2SdJZKSG2a4Du4O2iyaEgsHwRpzYmNqPLNW95/TpKmRBLXOeeikyYjNYmcUY80PE2iXasr+J1DRJLoCdSZFLuP9O+Pk7s4J+vnDBJI6BqSpvcMdCP4bDqRhMtMUI6WgKX7A5pPXLwENYCAH0G+fwOOIMKwJrEuOabgmIShoUOvk9oebL8OV+RJGHBEW6ZorHaQZghNIgUrcHQeJqjOSaIaed3rc1mT0Njvi1nWPDcRttLC++tIFn8vO1I+wVgDt8Y7bjgVywMv+ue/J5qvSUgCTTnRTfvsGPQteUKMA8qeFUnXifpr+bQ/Zj7GDqhLmxhSI2nZkibxF/sE5NO+Rq/XDsFPj9oBY4ZFRyfahm8+XTH6aADA1d88QgRBAEB1TX3BcT0FRRIM46szouopB7df21pS2GktPWIAS1K9bXgTQDtNI5GINjeJKqapASBs6GksMihN8rBh4MNfeaqjkP5C0VdhTWJYnf9CvuvugFaaxp328WIS70AKj1y0L2rqi5ubLrMuEmGZgBchw/EH6xvIDvYGpxVhbuKEBwDY7ijxMc7WypFnJpEDnbdjfRIO63cCih1G1IoJJ5nwJ9d3Bx6HCbl/FEjMAJA165FGztOujCIkwQlGNwDHgiGVoLBCfc5t3VmaQMLwzU16SJPIIAnKSNXWErAN/73gRCOTBI9IkknJ0VMwYIt7S1hBTaI94T/Xf9pH4Pz8j2HqGjp171nKCYMcOhxA9zWJt829kakeg5NY2XhimABr6+m7DQ7kIORhwGHE3YwaOAYzB0rPmgcJLKGezZ2/s3LZlEXuKKys3UUIV3HImf4kWFdbBxcafmp9t2A/nqfANRpZk8jDFP6McnwSXIsS96MzUyUzo5GkP05ojU8SH9x4KnSNsIKDHpJJrx+baC1+a58RkPzNGk84raqOztx3pL5ZPvkq4KoVSNUMxLKb/bI9ZkppEr2OWnsDjtt3t8A2/pLbWkL4BPJG4YOUHcZOgpEEUjBS/mRAiSaim5ZRJhWlB4jFzLcY5auOeeggzA4lEvVCazeHSWJorT84m1GLXXN/w/jdD8N93zsYgOSES/mDreUnwWJrK/VReNzdH1qVr1G5OjPzmINwm3MyqtJMQmMkwc0fSUODJudGDPMlvXAoYRh5RgCH5WZiL21+5D4um6xMOHjikv2FXTiZ8CfkmqS3jUREUefNeqSQR4rkAxNOGMLcpCcA14LJFtixqeaZZyTwSTOLJEydCHOTHnKmd9AUqOH1m6slYbMJ1aJ+eCaVfBJcs5I1VNdIwYQf/ZUIaRKZlE8SjzgHYqa7O5KGhkyRezXgghhJJFim+zptCNZteaT4Xdd9n0SK5gL+ohz1NYkWWgPH9CZ+ObF0tOOVVOEkwSdr2Rx4eP53eHz3e0H1aEHilfTXgGtbApFSA+o9kn/IOQTjs/cF9k+jUJNwmP9O9k/Iffu/MZfg06FHR3RQ8L0VQRDCJ+ELG4l6yadCCh3rSTYXcJJKpHyirOKCWyLal8b7FgBStfVAUiKEg69iP/SeJqEK/AFetUarE1ptMMJiENo8iYPoIsfBMmuBXDAaV5cclZSFvbbTdMAOSTUTGs3BpaRAYwGAbUaNhEsMaNQWC5sAQI5/DpW4Dku1Q2sKB5muE5hpbv5iv/O2DtsJZiIo8ZqmiU+uPQKUUuAW1m49AXz3Zfz3UwuYuU5UrbQZecCsAmwgZbL2nPeCt0BRwn+xO2Mcchx5yeZaH5Ps1pHeAmgH9GQ1EobmOaytoJOYT9KRPonkANQjBwsa2oz4AcXNTcQwgUxerMKmgRaQBLfwZZGAKWkShlmoSYBNqI6WhM1MM7LJg5swctQQTm4LunBZUiMNA5ZwMCfsYGZ+NjUMOWogSWxhbkwYGrJ6vNakwwExUzCRB0C9UifSZE0kkkjQYKJnwNyEalC2n6zFvTXwROzY9iaec/b07p2TRMgcmDI1ca4wRGa91K5Bdf49hcdBmCTkZDoLOiwYSMAO+iQ0Q/R/J036Wczs3XLMGuhO1icJ7pCXSCI1cBRrrxaZ/JVOe/fMBUoqaZO7jWPzjhlNEq60vao69O4e9DPggB8HggR6GkqTAAC+fGJN0LE2mLR4LxPRxctnm4WaRIAkmAragXQwuolJHxYMPwlGKh42dmgN7JRn2pG1hDgnqx2KKx9SWzgRGxqBySSWQDjfDz4EznsWhhZ8/EPqqlCbMlGXliYvPQWMmgytzjORVTNpnWsSnAzSnCS23AvY5tCANPWHb+2Lxy/eL/I+AKAlMRzYKv53APhg7Hfwc+t8zBvkmeFSLCjAciWVnvkEmlGLfbO34QHtePGblRiAFHJIIo/OZHxmOo8kIboJODYMlomvkQiSYF8zNOiTCEdcdSIJyqRSqieE+SDLnq2hEWFuyiEhIp0CIc1GGgYcEaqaaw3VSUoNF2VBhElK1wJRNGHocAHTO69BXOQ1v50AoBm+49p0s4Fs5hwMgGlHzbQGMP38II41tTtiSu4uYTvnWhM3VXIkDb0gbJiDrzvNSSJPdQyqkyfT4DPhGr/vf6Diuh5hGKz9EilpOiibZAOF+Nhz0FN1gJ706zVxQkv5JOGyHCFSFfRrVifYWiFCk/CeqRwez60GcSSRSfjnrKkKaeWE9CpBAIokPLSzTM7qoCYxhLR4g4FowiFmJwolM00yL2iJNBa4Y7CAjoEuRzSwFysPA2PGeVnWMimZugY35WkYzSy8738/PgjfP2zHyCaHF4bhmsT1J+6EA7fzTQ/JRAKdNBkMTRy8DZCqh6kHBxiRXjaLTWBcwuOmnOokG3BMkxBx9Gb8qzR2xNCAOeyw3O+wf+5W8d3VEsCxf4g9HgD0RBUedA7DFoO8vhk92HsOY4bU4s6zJuPJS/YPOO9XYgjyUpSQnRyIFPJIIx9wBHK84eyEZe5wPGAfxvrCMzfp0ipsYSMW7z4e3ZTQuTM9KBV30iQINzfpSThsMuATlRYgCdNfR1kSFqiRCqz1EK6Oa1cNwzLm6+JlXEyDIGsW0yRcEEmQyZOkmPgBpqVxTcLNBjK+8zBB2MTdrtUKE5pcQoZrdqKNfLph79lTzl5sP60gI1ncN5uouTkqiwQGVsU7nZMhTUIDFRqMDU0scxvwSRAN4JFaujTJiyimWsBIIM3KkfCoLa5JrKYDQWuZuWn/ywPt+c/398Ulh2yLlNAkWGRjlGkphiQ2pMeKzzWJvjf+KHMTAIyeAly+oMCuN5Ks90o8a/7L7kokcX7+x9iefAk9pYP7Ww0zgaPynq3malPqXqFJ6Nhuv1MAdySw/TH4Q30jDDa5cVv6h+62OArA1kNrsPW2WwCvFzaZO9VPmzIa+207RCyCvvfWg9GRc/DaZ41wKUXS0PBz69v4hG6Nc0PnIGHbKZGSjbQ0TNcStvQDxg/FefuNww4jvPvnJMEjuIS5KQpmNTRJ4l9CRwXs20Q3Yu2xHI0d3uQ4aqA3aXG7v66bOHoXb4AmQ0Qlr3vtMl+RSRzA8EhTzoBfQrfAN61f+G0yTMDJQ7Ol9Y5jNIkcSUDXiLi+GdIkMkiBCE0iCcpIik9UhkZ8cxNMYWJxJBnONVIwiOeTWOqOwNZaqOR2MolLnUtxvPO68AEkdB2ZEpqEnORlk2TADq8HNIkMdMn5naeGmNhzZj1cvTDxMBDIAF+TILqJHTr+IbRkXSO+dB4CDWkSWSQxgJHE2MFVBQtohc1NfC1vfn1OvIHoJs0QmoQsWAgJPVUH5DswIMtC37l/hFkNVtAh0NN1wNUbCvwRO4yoww4j6vDWe16gAX+HiGRuEogZA1rSF2q4kNaXUJoE4JFA3ciChzScNHtLYRJpsEp2yJnuZPzFOQmaJIEbklaRkAeJ7psTTEMHdvo6YCRx8uTROGEiG9QtXpnuD1g9J++E0YOHx4Mft+sWOHHSKOy7zWActN1QjBlYJTQEl3omh/+6B2IRjS9j7feDlNDFMsf54B1UncDVx08Q9yRIgpmzipJEogohy1bAlkw0I1aK4jh2tzGoSRqYuseWwbZKzyYsuQbiy6XzUyNdUIQvE3KuE80E7HxAkwiDkwQ3ve20RR12HFmHdDp4rk74mgQ1kgEbs3ceIiapLE0I6TlobkqJzOgX3d3xuLMvZrnb4bjcDTgs9zukTB0byEDc4xwHboJJGBo+2xAfehzWJCzdbyfANAndM7cmnGDNqzxMQSha1UBBcnLtpALSpjzZ0EQWSd/0QgBNi35/eEl4rtFmqYmqhI6EoWGvcYOx+KZjAvtzcxPPvdHgCmKwqG9uygZ8ErrvM5J9HFLSHLbcCzvkP/Xay0Ocmal1JR3sjQtNi3RaAxBBHZTnSPHweCmqjWttf7C+gUNz/hoTKWkeMfS+n7IVSZRAC60OahJJWdvwHrgpTU6JhD/IZJIgXOqiJgw9+kVyaj2ymEulxKgYWy0nCYd6k8DWQ2tw73l7Is0GEABQSoMRR6UgkR0PS6UxCT486imZ5iQR8SrxCCezClrB4JG+66VJYvsR9Zh73ZEYO4SRFx9c0rPhkis3Oy3W/YS+wPmNJJpDFXoLnOt6oiBYIFwOgoeVcpI4YPxQPHvpATDDIbA0ieaabfC+ux1WpMaL7HoeHaWFNAn+HJwCc5PDwmBNXGpdgm/kr8VcujWW0FFImXog5NLrB4IpYwuDJMQtEgeaZBu3SAqQvuum6U16ZhWSdiFJ8HfarB4kJlQ5hyhM2vx+wsmGGiHQYyY/rknI5qakoWFoTRJDagsFKK5JZAVJhHwSwtwkHUt0EaIcIGZdMjeNP1Lanb0rGU+zWEkHB0ydUeAa2yLqObh1Hh4vv5fMr7MetWhia9GsoIOLC2B9AGVuKoEWVGO4JK0iWRgZIydPpVJJgJlSAuo2mwQ8+3X0xN122n/wwzseCTrVjBiSYD6SMQMLJ1eTvbByAtvhE+KzXQVG7CI+5lgEDtGjXxFug06kPZU78kU+5ylg7aeAphf4UALQzYJww4JdwmTHyUHSfjghbj20GgtWt2GpOR6iUrisJZpptOqDIJdkKiiuppsFYcdhJyn/5oSIPBwC24kkjNQgnJq/FoenhgOmV/SNO4ILzE0RmgQ10kjAhk5oZEmWlKlDDxFxOmHg0q9tDbxXsLu4vuxAtbSkMIsBgMaJ2EwjEVrRLw8D64fui7/NOxrWwG1BqWf+ShDZJxHSJBAdIqxrBCSsajKEfRIZJEEIwcMX7oP6dMhhq5lISUU5gaC5yYYGhxSGwBJNB7hpkgA49V6vWJ7LXpBknReMwffnY2LkRADA/5zJOMooThJu7Uh8O38FZrnbe03l5jW5vpvpZ623oAY3WVPxjLs3ji7i7+sLKJKIQV5LIeFm0UKrvZeII1XoCJRNTOlkEmDlqOVBQnR/EghHFXGYQ8bhdXfX4EbZVnv+S1j58QvY4oPfIoU83vv5YRhWVzi58gnVYeP10+uPjJV0js/dAB0uHvve7sDoPcV2i5FE3BoHywfujZusqRg+ZAKAz/zoJhnVg4FxBwBAhCbhQ9MMQNNEn0ehkCS4ucm/7ro2b4IYN8QjCW5yAAAiJTYSI4m2UK2jgoS/MorT8VpGYZLQIkhiKBvoCUMDZf4RjRRqEp65iSXeyaYPMy1CM8Nhn4Cnyekh4aMqwbSLA6/A+2sBfBw8xguB9cnT0YJFKcVkbqaQsIMkkaMm1muDMc3+Fr5XXw20sSx/Eu+T4KSnhxz7BIBegiS4sMR9CVsMiLDpp+qQ6PQKdea1FOB6z4hrgF5inaSxcWgGCA8ioC6w00ne9rf+zG6kDqgZKu3O2j/+cEzMTkcLaoRgFgdDI3jZ9fOwCC9hs9+l/k4mT0j0nsF0x4vOixxbfQhlbgrh2NyNOCz3O2SNAQDAfBKS/TxdqEkYklqdlOo11aakF1EmiRhNIjyovJNLE9CoyWjb5jgAXpmEKIIA/AmZMlNUVcKItWV+QrfGx3RbYOz+Af/H6mqvOJkbkwlLE9WY7hyP6lQSukZKqsSkyJvGCdTW4rWJsJQsTigR+JpWj2C2Huo7+r6X/xGuts6BJuVtEDONl+pODqz5XFBcLcKRGrbuiyxmEiQFLRSS2ElTwvSSNDRhy+aRQLoUxpiDKbROV+40ScIPl2QBgJQRpUmwvjn0l/hs3LcKjvFCYP3z5rWgT8Jg0VowqwpIwiImGhkpD6tNCfOjQyStOvRO8OimcEa6rhEQEq11CHMTu/+imdJS4Akv4+KZ9AgsqsOCDpu1LxBaTnTR/4H1r3MsFyUZDHuXowBbWNhxooQmERZy9GQtcG0LsM/F/sZEYf4MACRNHZ1I4cPknugPKJIIYR4dhyV0FLIsU7WZ1kD2uuoRJGFKL42sStfJJCGSpcxYqSNyNTd5stJ0EXZXbP1pfhqXdmn9pgBeH/UdnJ3/GdYPiV7IiGtDhq6hOqEXDYEFIiZ5CXzQ8ZInUQsVFfhW+PkkkmjOeH2y1SBvEqageN7dE/c5RwJVfm4EMVPYULUVpuTuEts6w5pEROx5OLppRc3OAIDquuA7EaVJ8P5JGpqwPXOS2GJAStIeDJHEFbiaHIUUoUmkE3pBH1Ul/P2i+t+AK8puAJ5GJPsofM2EYGjz7MCxFkw0tnOSSGLF0ANxp308bjXOE/vERTfxJM6Dtx+Kc/cdi0N2GBbIOAe80tsAfI2OjYOiJV6koBJH45O+y66teZoE4XkSQXMTYecnJJ4k1hvDA+eWUVqTCP5uGhHjgYXg8zVHalnYecrUcVTVDNw16jdFr9FbUCQRgxyryhrWJLSI9HddCnXVpEm9Lm3grPxV+Ebu6oCkGPdCFYSkAgU+CS0dXd8l0B5ubtp4joBmmHjNnRirgXC/iqkT/PLYCZi655bFz1fM3MT6hpcq4P6O4mDnk57NHWdOxrn7jsXogRGmCKm2jpZIFzhVC81NpUni+W1+heNyN2DkyGDkWNjmnkFS0iR0UUmXT2C7jh4giMFllVm936UHWEqTMLUCIpBJgvf/P8fciBXDPfu6DifwfmURdFwLoWXviwquZxETFx+yLbYfXosDtxsKzTBxiz0VnUwDB4DthgffVa5JGGYChAAj69O49oSdYOoamoftjX/aR2Cp6+V6tHJzoBbUJIoW5pO0RV7GQ5dIwvNJcE1CDnU1/HpMsmC153eBIdsDu5wKAFhveiRBHWmtcdZHpRzXYU0icg4YPQW48E3MY4ErA6u9e0iZGvbZejD23rp0BefegCKJGPBM1RYaJAkjYpKWfRKy7bI+bWLywV/HYUeeFDQ3dSniKEQSbBCvoPEvDJ8QuqNJmFxTiGmrLn7XcNoeY7yJrgiKcIRwBKarvMmTl60o64SSJrHzqHpce8JOYkDKt6/X+P2lmemC8MxCc1MUSfhoo2lssAzMpVtj22FBk5xeYG5K+pFXhgaSDGoSu4yqFyGeDjQvRwOhGlQlNImkURjdlJaEFz7BbHfwGfh4118BYMuySufNUhO6RBKC2Hc/B0vHnBw4t0VM7LRFPZ6/7EDUp02hxSQNDXtn/4y9srdj4pgBOHrnEcLB7AjHNU8+9NtLNQPX2ueKddrDJeo5mcUt8emd2P+Nk4SvSehwqA6HmQbXE1/rIESHxs4fKIQ4aGvgkveAWo8cVqe28fbJ+yVRzt13LIDS5qawidmM8sEQAozY2b88JwlDxy3f2BXn7V9YDr4voBzXIRy98wgMr0vBavQkmRbUBGY4I13ouJaTp4ykP+hqkgZ+fIQXzYD75eimLnBzKLrI1DRMzf8CS9wt4oJWCnwSGwP+Use9/FyTiPOvhFHgeJYgbLxMEnSMKoTXZ4o4yvsX4WDmbZLvXs6C1iM0ia6Ym87J/wwfudtgYpMXoDBuSHXo0OCxWSREPyYNTSzcxElin20GY+0y5oeAJvpDJolANnzEUp8pUy/IRZE1iS0HV4mqoU+v8yKRNLgBDaWDJgLJdbKAsHjrs7H1l/8V3+2QH4ZrMaauYTV8Qr7zm7tjQ0ceu/36RTjU1ySG1iQDWfhiXRVGJO3mYCADpG0vDJlHXVkxq/Z5jSishcW1MV4ynGsSrZCIXfOJWYsoDsnxzIgL8dbaBMYNO0Rs++WxO+JnR+1Q9P0GIjSJKHNTCJwkwgJNX0NpEiHc+c3dce0JO8FldZRaaDWoJK0aVYXmpirmH3jF3S3wMgRMNVyTKJInEQs9CRx4hfdRJ3jb3Qlr5RozIQifhBu7S0lwIouLxOITSFw4b2GbipibeAgxm6DKMjfx85FCqTrqWjLZ6YlUgQ+Fh8CeNGkLLLzhqEhzE8cqOgitqMHIem/iCptVwse6xA8cSOiaKGXiGlX4+OrDvUgdncfpE6QSfkkJcUqJJG46dTf88FApBwSlzU0yuNaigwY0iU5qxvgkgI4B4zE2+wDmud4aC3zNbg7+PkS923wbJz3DTODJH+yP7xywtdiHN52bpDpNVj7bbmYnYbW6iq2bLfURL22iswiy55w98I47QWgSluy41g3fJ1GEJFyjCn9xTgwmghJSUosACjWHcgRFXn6kM198jfXehtIkYlA7ZAtgEbCe1gYmoqgVoJoHT8Tt9ol4UD8RT8VMqoGM67h94vArv+psOaYq7ttwuqNJFBn03vbiJBJGsWaLaBcWAlieuYlHNxVe3zc3+fcvD0o9UVWQX8LNTUlDZwXnCknCD6X0znXN8Tvh9D22xJhBoQzq0KJDWaREfyYMDXq6Dr+xpgLbHIOreB0ijZtk/DpGAU1CMmkmE0lRnoQjbRY6rtMxJCFHMMmaRMYxoCUifBLgxEuknINQRBfbN0qi5tu4Kcc0E0JKFm2SwlQBIJPwzE3VjCR4m/MkPgIuEOQRmvR/bn8XAHAGK0Uva0KEGNBM3u74MVPF6iZ1xVosmhMaR+WMYy6EZC1FEhWJgXt/E997tQlrMEhMSHmq+2aLA34CvOh9TCZTuNE+HYOSiXi1U0qWKkfVjEMptRbwX+LumJv0EppCKRIJI9IpzyCkZEYSDou4cSgJ1AsKnZEdXPgKR2kSMkkYyTTO2XesVzn3UW8bNzeJwRxZWdP7jfsEqpMGdt+qUKOrTvsT+Hfzl2MVBov+TBoaDI3gbud4nFHlrybHf3eh+eGYhIo5i8hho5qJUyaPRlNHHr99zltFLmXqBRNPVUwxOJ4kl0ESae4QpibyLglqEtL5hODB7t0OaUu8e6Oes/88vJsZVFdYYJGDk9Dy+j2AVcAbA0/CLoBwqPPQ1khIJNGU9DKbX3EmBXbhZT5sYqADVahGJzRdF36xYuamy4/YDqZBcPLkMkrchBB+NsXGw4Pf2Qtr2rI4YsIIWI6L06YUrjrYl1AkEYPa+kF43mVxyYQvWmIgoWlefDMAvPg0gGA5iFgJoYxkunJQjgTC49PTZVSMfOnyA0XSnYyS5ib2e5f8KzEQpdaZGYabm1xogVpAAZCCD/75uCYhbUvonk3agAMzmYauEa9mFiMJHt1k8v4NTYLL9S2Rtr3nfsKkLbHHbpPib0jj5dSTeNGdAkPzyTZh6H7fSgQrtAaiiXDQOJ8EdBOGruH7B28bIIkwOcaZmzRdw8+t8/F59ST8W9PgaiYyThK26wYqF8vmqyMmDMfJk0chtcgELMAORRnxa0dGcWvc3MSvH2EyEj4JJpBVDcPY7IP4erU32QufRBRJ1IwAOhoDxL4hMQq7Z+/EegRNgdzcZBMTrVodqt1OQDOENluMJGqSBq46OroqcynwPjhou6FwXCrCW6Ow77Z+uPZVx2zc9XoSyidRBijhKnb0oOOTcsLQSkr6ORpflgMA7jxrMv56dnRuAlCeJrH/tkNwxZHb49cn7lRy322H1WL7ERERWyUc08JxvRG699d2HIZHLtxHfCchc5MjSIJgA41bljHePCDaJAcH6QT/IF8HAOjJQkmWh1aKzF9RAbQek517ceWQ24Xj+thJYwLl2AsgCIZNjsQ/b9LQ/L6VCNhgtnNd9xfAkXs2MLFGaDnh5TL5tSKbRwgedA5Dg+FJxI6eQhYJ2A4NhO/K50uZOv5w2iSRExTWJPi9RL0NnGwE6UWUeuHH8TFm8AV/WGkZThJisSsZP/oE+MWqgCah6QaaUA8amuL8MuwGWjTPv6gRCiIqMXfDkVcEtSkDWw+pxrf3G4t/fWevrtVU62coTaII/nTGJHy6qhVoYgXCSHR3ySQRO2myOjA5mEVVTV72Og7laCGaRnDxIduW3K8YuN8kPvFv4zWJs/beKlB4zghV1eTrWVMQ7Je7DQYczAmfhPdhhEktqn91jeBu7XT8puMkvJOKyKNAiBT5RFw7ElY2DRhJwTklBzgPdGDtsBwa8En4fSfZ/Cmr46TrXlVceNFHDXQIRpN1wQS9GKf6mXttiV88Ote/o5j3jD8yPnlTI4VMToflugHtIep4ngXuhBzX/JxRpj7eX0JKj2g/DyOWw2QBP4zbrhuDJ5298am5a8GxolKARBJhv5Bov+abm9o0lphqtYKy1fJ6a+pOGjr+95ODe+nsvQulSRTBiZNG4aqjdxQlA0ppEslimgT1SaI7KEeT6AkYJTSFHUfWYtfR9ZEFBkshfEZRy2fX04GjfydqIbnQ0IkUWhFlw47XJAR/BLYRuCCeCasISYv+5cEKtSNh6hoM3V/juuQjYAQjPyvZJ+GHD/vDj++qG35ilwaKo3I3Y+/snwvMTRxyCZKz9tpKhLkWgzANcbOcnkKOaxIlbo6XyQhnHfvmpvjjfU2icAyMHliFz2442i8nzkKUuQxgEwM/sH6IRuZriAQ7r0uJKCly5E7D8dQP9he7uIQHCBhYmPByEpxErdA4tF7SJDZlKE2iHGjFNQlTying0tfZ+2wV3MntGZLYGPPOxsB3XEfLEVsPrcETl+wf+VsphCcS4bgevI33t/hyAIWluQMopknEHHLg+CF47OOVRetMif5lheJQOxKGRtj2MkmC+xSkekR8Zb+6tOn7c6QTuez9MA1/KU0CinZUoR1VwXpH0gT9+MX7oT3nL+BUDviz9TWJJDIAbJcW1XIBfznRcAisT67xxwqSiCmemDA0v5w4z0Bnz9dijrOimivTJNqREn1cnTCw1WBfkFmVHo8P3W0BQ8eTNafisaYxuHD43hicmx9so4KAIokywH0SbowmwcFf4KU3HVOYYczMCbliGaNloK9smUNrkiDELw3Qkwj3jRFeWEn0d7F7LR2yGI7uuuUbu+Kyw7cT63QDwPrJP8Cc918T38XSmNx0MXJXmAs9M+Kv3XNxtfZ3uFIdqEhIPon3fnEYmjstjB9Wgwe/uxf2GjcIeTbhyfH1LWzZzObUGKQ0nyTEKY1oTaI2ZQYLSZYBTg5iYjfSyFIHdlQEQwh8LBRoElppAi1nAhZFAJlg5pOE9z9lFBmD7Jmtp3ViLGohX82cAYfh6iXbY5BJoOs63qU8ES5kElMQUCRRDtjAoDGlTPO2N7i4ozByImckcfXXd+uFBvY89tlmMF7/6SEYFVWSuZsIaxJy7SsPPDqJ4NUrDkbWipi8+LMo4pMI/5I0dGw1OGi6sg7+Jc59ayYA4Ncn7uTXoNrlVM/WveOJMF9/FaauYSb2xNO5KZgZs8aHf4MiHhTDalMYVus5W/fdZohoxx9OmxioxbN0yCG4I38FRm1xPI7WGqRe4OeMJomNQTinoWOnqfjvqi/ERFwMYjnRUJQR18BIDLHf9PVdcOCCIcDnKFoS2CufQYQmwJdEmbLVQHxr761w4cHbxDeO9UsLqkXJD52QwPumE5/MRNQVAcaN8nyBo7aeEH/+zRTKJ1EOeLniMkkiEsycMKQuLlqnskAIweiN8DeUdW72//90r16+Hg6JFJqEhq0GV0dGXxUrBtUVXUuu1Putfcb6fgJN85aY1TRcdPA2OH2PMWICLGZ3L7clJ08eHVgT4YRJozFyygm44qgdhf8hYB/Xo81NGwMtpElYk8/HI85BsMtI0Y/zSYi+iRkCZ+61JepSQYd+FGy2DjVfqY5rg4au4dcn7VxcaGF91EKrA5qE/Lx8AY4IYnMphTZsO+CMf6P6lDviz7+ZQmkSZYAvOhQmied+dACWrO2INB8UgDmuEbOWb1fwm5N3wW5bDuj2efoLXNL/k34uruw4HQ+H+60r5qYiCYPl5BKWKnEOAKezdbWFc7kUSSTrgbEHAPv9qHQDGNIJHb85mUXuaDxbWMKwHfzPMasFcpy9z1aFq7ZJCEci8ffWZprEr3ARoCfx64hjhek1VB6Dm4WKEyh/IPH7vOfugKGkWZrAi5wuDEYSragWZK9rQROYoRVqEvy+sUNwvWwFD4okygCXnsJq8g4j6rDDiDr890PPPFC0XDBfCrHY6jtlolRZ7kqHX8wNoNAKnJH89/Ic14XS7xYD0th+eC1+ceyOeGn+GixY1Vawj3+a8vUOPgGWPETTgHOfKvu8BRDrSUj3JpXBLrVq3vUn7lz097AmwTVgm83IT+uHIW3qMSQRrUlwkijan5y1i+zzkrs7XnJ3x2/F6opd9xG0UN/cpBESGWVGJJLoTrXkzQGKJMqAv/5u9AS//7ZDYOqkeClf2nMksanDL2XufQ8n7AlS3kjHdcLQ8PxlBwJA8aQ3CduHi/RFXZFdsteDByKS6QAAF78HvPMXoLZ4Lk0phKObwhqwRkis2Uj4JELRTWL+L6sFpfcyNmYCz7YA8HwSXJPQCAkQlyB6+ORhbwQRbU5QJFEOuE8iZuQMq0th0Y0lVFVu7+0Bc9OmDqEpsMFZENYoHM8bFwLbVXxy7RFlJQWWE8HTE/DXkwhpSUO3B47/U7fP7+dJeN/5hDy8Lim+xyVtcpJoc4LvMQXXJIpcmGt9ZQhK3FfEnf5lIdsMwNMk6rnjOrxsqDC1+VnwG6OtbE5QJFEORLRKN7SALSYBX7wB1AzvkSZtyggvr1qY+1HGLFzNNISIlQK7inJDSHmryndcbxzCayH0NPRQdBMhBPecPQU7bVEntscl1Y0eXAOsBz5elQ1sFzIQIXjhsgOjn2AZ5iaOKWMH4venTsRRO48ofUOiEV6+yHrUYqjwSYRycqR7NsI+CYVIKJIoB6LMQje0gK9d64VVDt2+R5q0aSNoby7UJFhkS7FT7HepRxQTp/ZC+6JRtk+im4hadKgnEZUdffgEX3jRNRKbtDmk1osuuvXMPQPbRckSErG+RsFepTtQ0whO2b2L1VYP+hmemb8ej63dH7+UzE0yDMknwX/rTkn9zQHKQF4GiAiB7QZJ6KanTShImoT3P44kikI3gd3PiY+57AV0xcndretIayH84bSJOGuvng1UELWbYoigmCYBzQA0A0fvGiyP4fsOivTRIb8ABo8Hxu5Xso0bpa1VDcJ/Bl0AC4Z4p8KvVkL3y32cv/841KUMHFym32pzRbdGGCFkECHkRULIIvZ/YMx+RxFCFhJCFhNCrix1PCHkcELIB4SQT9j/Q7vTzm6DV7hUTucegVibwOUx8KEJoUL72V+no3evw9c2IJTi5MmjcePXd+nR84voptgCgPGaBIiO8LrrgLe+OACcNqWI9D9yV+AHs8oyEW6s34ebkww9+h5rU17ftudsTNiiDnOuPRLD6rrg99gM0d3ReCWAmZTS8QBmsu8BEE8MvwPA0QAmAJhKCJlQ4vh1AI6nlO4C4BwA93eznd0C1yT6Umr9KiPskwiv1NdXEntXQULt7jWwENdmfVCJHTcOYqW4OE2CkPgIrq32AXY8rmDzqAFpLLv5WByxUxd8CEWwsX4fEbElJdPJqGP5I21Zqxut27zQ3VnvRAD3ss/3AjgpYp89ASymlC6llOYBzGDHxR5PKf2IUrqSbZ8HIEVIsRXQexlCk1CRST0Bnp0rHNcxmkTR6KZ+wKE7eHb7uBXfegrESOJH+e/jpmHTeuX83dIkdj4FOHl6r7RLxsbKCXoJTaIuxQsHbnzbNjd0lySGU0pXAQD7Pyxin1EAvpS+N7Bt5R5/CoCPKKW5qAYQQi4ghMwihMxqbGzcyNsoDl7fX2kSPQNfIvf+F+ZJVGY/X3/iTnjzykOLZjP3BDSN4DF3fzQneicSrth61Hx7X5Wkj8PGahL8MLOEJqFQPkqKRISQlwBE6ZC/KPMaUU+7LB4nhOwE4BYAR8TtQymdDmA6AEyZMqV35AOmQSifRM+AD+TdtxyI95atLzQ39UObyoGpa71S8DAMsYJqL5ndRJG7ryBJhNdm59+vOHJ7TBozIFCrS6E8lCQJSunX4n4jhKwhhIyklK4ihIwEsDZitwYA8kreowFwU1Ls8YSQ0fBWID6bUrqkjHvpNfCMa6I0iR4BNzf97dwp+KKps3Cy4rWyKpYuehdEhKj2zvnDSXRhfOeAcUgWK8ndB9jYe+cEKKKb2He+UmPDhs7uN24zQ3dnvSfgOZbB/j8esc/7AMYTQsYRQhIAzmDHxR5PCBkA4GkAV1FK3+xmG7sPQRLKJ9ET4JNUbcoUUTFBbJ7kwCHWhO5tTSLm/MftukUgb6I/sLH3rmlBklDmpu6juyRxM4DDCSGLABzOvoMQsgUh5BkAoJTaAC4B8DyA+QAeopTOK3Y8239bAL8ihHzM/qL8FX0DYW5SJNETiFtzQPy+mZv1SjmWuws/47pXTt+v8DUJ3ofB32t6Oejgq4hu9RiltAnAYRHbVwI4Rvr+DIBnunD8DQBu6E7behJcg1Dmpp5B6eU/y8i4/grDLyTYO+cv5bjelBHWJOLKciiUDzXrlQGxfK8yN/UISgvIm/dA1nrZ3BRVluOrAl34W4qsEqnQJSiSKAPDarwyCbXpnl/veXNEqckvrtru5gJ++70d3fSV1CRE+fPeNdltTlAGujJQxXqpKqmcXj2BUsOWbOayi9ZH0U2VqEk8/6MD8eHyDRt9PL+nUQOq8N0DxpW9nohCPBRJlANRB1+Zm3oCJSenctaT+Aqj1x3XFaxJbD+iNnpN8zIhZ1z/4tgJkftc9rXt0J5TZTnKhSKJctCFxVIUSqPk3LeZ97PwgfV6dFPlkUR3EV51LwqXfm18XzXnK4HNezSWix5cn1qhtCahQmB719xEvsKOa3/Vva/evfUXNu/RWC6oWnq0T6Epc5P8vzcwsj6FEXX9VzOzt1CbMlCTVAaSnoTqzXKgzE09itJS3ubdz72dJwEAM398UL+X3ugNfGufrXDYjv2Xd/tVhCKJckCVuaknUTpNYvPUIDg4ifamJtHb5c77C3UpE3UjVBRiT0LNeuUg6S0Qj9qeWVBlc0fp6KbN+7Xs7SqwCgpdwVdTnOhpTDgROPEOYJfT+rslXwmo6Kbi0HvZca2g0BUokigHhAC7fbO/W/GVQWlFYvMmCR59VKnLuCpsXti8R6NCv6BkFdjNNKqJQ5mbFCoJiiQU+hzlV4HdPCdJkXGtRqdCBUC9hgp9jpJmlM28/MlXuUqrwqYHRRIKfY5SmoQ/N26ekyT32yufhEIlQJGEQp+jtM9h8150SEU3KVQSFEko9DlKRrhu5tFNWgVXaVXY/LB5j0aFfkH560lsnpMktzIpc5NCJUDlSSj0OUo6ZDdzCbq3q8AWg2VZaGhoQDab7fuLK/Q6UqkURo8eDdMsv3SJIgmFPofKuC4OXSNIm3q/VDNtaGhAbW0txo4dqzSZrxgopWhqakJDQwPGjRtX9nGKJBT6HGWvJ7GZzlG6RvD4Jfth1IB0n187m80qgviKghCCwYMHo7GxsUvHKZJQqDyQzTuZDgC2G77xS3h2F4ogvrrYmGe7eev1Cv2C0poEq13UF41RUFAoCkUSCn2OksLMZh4Cu7lD13VMmjQJO++8M44//ng0Nzd3+RyzZs3CD3/4w8jfxo4di3Xr1m1U26699lpMmzZto47dVKFGo0KfQ61xrVAM6XQaH3/8MebOnYtBgwbhjjvu6PI5pkyZgttuu60XWrf5QfkkFPocpVemUz6JSsB1T87Dpytbe/ScE7aowzXH71T2/vvssw/mzJkDAFiyZAkuvvhiNDY2oqqqCvfccw922GEHPPzww7juuuug6zrq6+vx2muv4ZVXXsG0adPw1FNPoampCVOnTkVjYyP23HNPUOrl8i9btgzHHXcc5s6dCwCYNm0a2tvbce211+Kee+7B9OnTkc/nse222+L+++9HVVVVoG233XYb7rrrLhiGgQkTJmDGjBk91EuVBSWyKfQ5Stb3U5qEAgDHcTBz5kyccMIJAIALLrgAf/7zn/HBBx9g2rRp+P73vw8AuP766/H8889j9uzZeOKJJwrOc91112H//ffHRx99hBNOOAHLly8vee2TTz4Z77//PmbPno0dd9wRf/vb3wr2ufnmm/HRRx9hzpw5uOuuu7p5t5ULpUko9Bn++/198fScVSUjLJTjujLQFYm/J5HJZDBp0iQsW7YMu+++Ow4//HC0t7fjrbfewqmnnir2y+VyAID99tsP5557Lk477TScfPLJBed77bXX8N///hcAcOyxx2LgwIEl2zB37lz88pe/RHNzM9rb23HkkUcW7LPrrrvirLPOwkknnYSTTjppI++28qFENoU+w+QtB+JXx00ovaMyN23W4D6JL774Avl8HnfccQdc18WAAQPw8ccfi7/58+cDAO666y7ccMMN+PLLLzFp0iQ0NTUVnDNKMDEMA67riu9ylvm5556L22+/HZ988gmuueaayAz0p59+GhdffDE++OAD7L777rBtuyduv+KgSEKh4rC5J9MpeKivr8dtt92GadOmIZ1OY9y4cXj44YcBeNnDs2fPBuD5Kvbaay9cf/31GDJkCL788svAeQ488EA88MADAIBnn30WGzZsAAAMHz4ca9euRVNTE3K5HJ566ilxTFtbG0aOHAnLssSxMlzXxZdffolDDjkEv/3tb4XG8VWEMjcpVB40ZW5S8LDbbrth4sSJmDFjBh544AFcdNFFuOGGG2BZFs444wxMnDgRV1xxBRYtWgRKKQ477DBMnDgRr776qjjHNddcg6lTp2Ly5Mk46KCDsOWWWwIATNPE1Vdfjb322gvjxo3DDjvsII759a9/jb322gtbbbUVdtllF7S1tQXa5TgOvvnNb6KlpQWUUlx22WUYMGBAn/RJX4NwT/9XAVOmTKGzZs3q72YodBOrF7yLETOOwBdkFLa65tP+bs5mhfnz52PHHXfs72Yo9CKinjEh5ANK6ZSo/btlbiKEDCKEvEgIWcT+R3qECCFHEUIWEkIWE0KuLPd4QsiWhJB2QshPutNOhU0LVFlBFRQqBt0djVcCmEkpHQ9gJvseACFEB3AHgKMBTAAwlRAyoczj/wjg2W62UWETg6sMTQoKFYPuksSJAO5ln+8FcFLEPnsCWEwpXUopzQOYwY4rejwh5CQASwHM62YbFTYxUBUCq6BQMeguSQynlK4CAPZ/WMQ+owDI4QYNbFvs8YSQagA/A3BdqQYQQi4ghMwihMzqaglchcoE1yRUCKyCQv+jZHQTIeQlACMifvpFmdeIGumlvOXXAfgjpbS9VOIVpXQ6gOmA57gus00KFQwRS6E4QkGh31GSJCilX4v7jRCyhhAyklK6ihAyEsDaiN0aAIyRvo8GsJJ9jjt+LwDfIIT8FsAAAC4hJEspvb30LSls8vgKRdwpKGzq6K656QkA57DP5wB4PGKf9wGMJ4SMI4QkAJzBjos9nlJ6AKV0LKV0LIBbAdykCGLzgU8RSpVQUOhvdJckbgZwOCFkEYDD2XcQQrYghDwDAJRSG8AlAJ4HMB/AQ5TSecWOV9i8Yejea6lriiQ2R8jrSZx66qno7Ozc6HOde+65eOSRRwAA3/nOd/Dpp/F5N6+88greeuutLl+j2PoUBx98MJ5//vnAtltvvVUUJ4w7ppLyvbqVcU0pbQJwWMT2lQCOkb4/A+CZco8P7XNtd9qosOlh9IAUAGBkfaqfW7KZ49krgdWf9Ow5R+wCHF1cFuS1mwDgrLPOwl133YXLL79c/O44DnRd7/Kl//rXvxb9/ZVXXkFNTQ323XffLp87DlOnTsWMGTMCBQJnzJiB3/3udz12jd6GylpSqDwwn4SuVqjb7HHAAQdg8eLFeOWVV3DIIYfgzDPPxC677ALHcXDFFVdgjz32wK677oq7774bgFfT6ZJLLsGECRNw7LHHYu1a300qS+jPPfccJk+ejIkTJ+Kwww7DsmXLcNddd+GPf/wjJk2ahNdffx2NjY045ZRTsMcee2CPPfbAm2++CQBoamrCEUccgd122w3f+973UKxqxTe+8Q089dRTomLtsmXLsHLlSuy///646KKLMGXKFOy000645pprIo+vqakRnx955BGce+65ABDbtldffRWTJk3CpEmTsNtuuxWUE9kYqNpNCgoK0Sgh8fc2bNvGs88+i6OOOgoA8N5772Hu3LkYN24cpk+fjvr6erz//vvI5XLYb7/9cMQRR+Cjjz7CwoUL8cknn2DNmjWYMGECzjvvvMB5Gxsb8d3vfhevvfYaxo0bh/Xr12PQoEG48MILUVNTg5/8xCvwcOaZZ+Kyyy7D/vvvj+XLl+PII4/E/PnzxfoUV199NZ5++mlMnz499h4GDx6MPffcE8899xxOPPFEzJgxA6effjoIIbjxxhsxaNAgOI6Dww47DHPmzMGuu+5aVt9ceumlkW2bNm0a7rjjDuy3335ob29HKtV9bVyRhEIFQ/kkNkfw9SQAT5M4//zz8dZbb2HPPffEuHHjAAAvvPAC5syZI/wNLS0tWLRoEV577TVMnToVuq5jiy22wKGHHlpw/nfeeQcHHnigONegQYMi2/HSSy8FfBitra1oa2vr8voU3OTESeLvf/87AOChhx7C9OnTYds2Vq1ahU8//bRskohr23777YfLL78cZ511Fk4++WSMHj26rPMVgyIJhQqECoHdnCH7JGRUV1eLz5RS/PnPfy5YDOiZZ54puagVpbTkPoBXDvztt99GOp0u+K2c4zlOOukkXH755fjwww+RyWQwefJkfP7555g2bRref/99DBw4EOeee27kmhXydeTf49p25ZVX4thjj8UzzzyDvffeGy+99FKguu3GQBl9FSoXXRiICpsXjjzySNx5552wLAsA8Nlnn6GjowMHHnggZsyYAcdxsGrVKrz88ssFx+6zzz549dVX8fnnnwMA1q9fDwCora0N2PCPOOII3H67H3nPiStufYo41NTU4OCDD8Z5552HqVOnAvAk/+rqatTX12PNmjV49tnoEnXDhw/H/Pnz4bouHn300ZJtW7JkCXbZZRf87Gc/w5QpU7BgwYKibSsHiiQUKg980SFDRTcpROM73/kOJkyYgMmTJ2PnnXfG9773Pdi2ja9//esYP348dtllF1x00UU46KCDCo4dOnQopk+fjpNPPhkTJ07E6aefDgA4/vjj8eijjwrH9W233YZZs2Zh1113xYQJE8Q61tdccw1ee+01TJ48GS+88IJYn6IYpk6ditmzZ+OMM84AAEycOBG77bYbdtppJ5x33nnYb7/9Io+7+eabcdxxx+HQQw/FyJEjxfa4tt16663YeeedMXHiRKTTaRx99NFd69gIqPUkFCoPlAKv3gJMOgsYMKb0/go9BrWexFcfXV1PQvkkFCoPhAAHF1SdV1BQ6AcoklBQUFDoJpqamnDYYYV5wTNnzsTgwYP7oUU9B0USCgoKAZQb/aPgY/DgwZERWZWGjXEvKMe1goKCQCqVQlNT00ZNJgqVDUopmpqaupxgpzQJBQUFgdGjR6OhoQFqAa+vJlKpVJcT7BRJKCgoCJimKTKRFRQAZW5SUFBQUCgCRRIKCgoKCrFQJKGgoKCgEIuvVMY1IaQRwBe9eIkhAKKXoKoMqPZ1D5XePqDy26ja1z30V/u2opQOjfrhK0USvQ1CyKy41PVKgGpf91Dp7QMqv42qfd1DJbZPmZsUFBQUFGKhSEJBQUFBIRaKJLqG+HUKKwOqfd1DpbcPqPw2qvZ1DxXXPuWTUFBQUFCIhdIkFBQUFBRioUhCQUFBQSEWmz1JEEL+TghZSwiZK227lhCyghDyMfs7hm0fSwjJSNvvko7ZnRDyCSFkMSHkNtJDtZaj2se2/4AQspAQMo8Q8ltp+1WsDQsJIUdK2/u9fZXSf4SQ/5PasIwQ8rH0W7/3X1z7Kqj/JhFC3mFtmEUI2VP6rRL6L7J9FdR/Ewkhb7PrPUkIqZN+69P+KwuU0s36D8CBACYDmCttuxbATyL2HSvvF/rtPQD7ACAAngVwdC+27xAALwFIsu/D2P8JAGYDSAIYB2AJAL2C2lcR/Rf6/fcArq6k/ivSvoroPwAv8PMDOAbAK5XUf0XaVyn99z6Ag9jn8wD8ur/6r5y/zV6ToJS+BmB9d85BCBkJoI5S+jb1nuh9AE7qgebFte8iADdTSnNsn7Vs+4kAZlBKc5TSzwEsBrBnBbUvEv3QPn5dAuA0AP9mmyql/+LaF4l+aB8FwKXfegAr2edK6b+49kWiH9q3PYDX2OcXAZzCPvd5/5WDzZ4kiuASQsgcpi4OlLaPI4R8RAh5lRByANs2CkCDtE8D29Zb2A7AAYSQd1k79pDa8WVEOyqlfUBl9B/HAQDWUEoXSe2ohP6Lax9QGf33IwC/I4R8CWAagKukdlRC/8W1D6iM/psL4AT2+VQAY6R2VEL/BaBIIhp3AtgGwCQAq+Cp/GCft6SU7gbgcgAPMntilH2wN2OLDQADAewN4AoADzGpM64dldK+Suk/jqkISumV0n8c4fZVSv9dBOAySukYAJcB+BvbXin9F9e+Sum/8wBcTAj5AEAtgDzbXin9F4BadCgClNI1/DMh5B4AT7HtOQDchPIBIWQJPKm5AYC83NNolFBxu4kGAP9lqud7hBAXXmGwBvhSidyOimgfpbQRldF/IIQYAE4GsHuo3ZXQf5Htq6D37xwAl7LPDwP4K/tcKf0X2b5K6T9K6QIARwAAIWQ7AMeynyql/wJQmkQEmA2Q4+vw1EMQQoYSQnT2eWsA4wEspZSuAtBGCNmbScxnA3i8F5v4GIBDWTu2A5CAVznyCQBnEEKShJBxrH3vVUr7Kqj/AOBrABZQSmU1vlL6L7J9FdR/KwEcxD4fCoCbwyql/yLbVyn9RwgZxv5rAH4JgEdZVUr/BdFXHvJK/YOnzq8CYMFj7PMB3A/gEwBz2IMbyfY9BcA8eBEIHwI4XjrPFHhksgTA7WDZ7L3UvgSAf7HrfQjgUGn/X7A2LIQUAVEJ7auU/mPb/wngwoj9+73/4tpXKf0HYH8AH7B2vAtg90rqv7j2VVD/XQrgM/Z3s3ytvu6/cv5UWQ4FBQUFhVgoc5OCgoKCQiwUSSgoKCgoxEKRhIKCgoJCLBRJKCgoKCjEQpGEgoKCgkIsFEkoKCgoKMRCkYSCgoKCQiz+H9ESsVPGZtIjAAAAAElFTkSuQmCC", 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", 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", 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SVz4w9XcnQRLB5Bmam5SJ3aljbpJSUnUkecuIhwP5CYjeOZshiUY7KOcurcMLUvQvVed5/PCOl7nqrgXRvk7zfTwQQlHfQ9c3plSrZYrNn2HYYbtyQOa24YQ2Nym4f8FKrvv3q7FtkU8iY+BVfE1CDJ0m8dGfP8Rfn3hzcCdZ9Qr85v3gt68loEzCpYpfODExuActPPmaxPo+738z0pjYEJIYQiHvOPMBDjfmh+YlIFa0T51YHVcxJ8lan4RbJ7pp3ssr2ePS21lfqtZEN+FHSDWjTTXs05gpKy4M1CPXl5fHTVPqxF+qOth1vN6p5+1fA7d9pbZ5CmG7vibhVFrL3FTvOW5saJJQcMp1D/HNvz8f2xaZm9KPCUmCPPMXruaXG1BLJol/v7ySc294YlDnqNz6ZXjlXzgL/jXo9gwZFAmu7A/KpGQppWS6WMoYd/2GXcPXJCwam5vuf2UlH/35QzhOMEEOnU9iZU+ZE66+j6XrGi/XmadKHjtGDG+sjnwDUqZrEoSO62rsd/De27teXM5OX/tHSD5vrumnt+Kwrq+aMDfZSLexuSloRcMQWDfu7+ignw76/faFJ4GHroVS9JyTp1X7eMev/aNufavU53HnpfDAVXXb54bmpnLtfiMIW33OIwxNEg3QyHFN1RvMjjD5wDUPcPHfnhvSRKtHX1/NY2/Ut2Wn4YW3PKns2TfXDllbBg1lAgozr1MmhrsKn+NP7mc37Bq+JjFZrGVh8RS27Hs+c9cnFq3l3y+vpFxO+CSWPglrXq97mUY28FeW9/DEorW8tKyn7n5SSvLCpiCqMU3ijRXR5KkK0I6USOmRgAhDYB3l92i/7976Av1Vh9dX9frn8U5ku7JmIqcJomy6/lKCgL6fu4Yrctf4x/oHv34f3HqhFwUVnD9xmqS55Y7nl2VeMnVCTRDebhff5jmD3VqfRKtpEo6jNYm3DaI8iYwdfJ+EieR86/fcW/gsq5qopJl9Pcl/mLcyUywE4KSfPMCJ/33/gM8TTCxOi9g1gZgZwqDWKQtRP3dRf3LNhB2X3LfvfwKAO59fVpOJHNi8g8iW0Nz004PgR7vVvUwjkojKUNTvf8eV5KlSoBpWHAZYvHJtzbli55XRRB8jCTcqR9Lvh9QW/eAAW22T8ixcpzog570jJVfftYBHFmasV62cu7evj8liDZPFmvi92L7krlRPrqdJNELq8zDiJuDz7ev4/v/djpS1Pgm7xaKbHCmxB+CTGU5okmiARrWbqHpSmonLZ62/MFWsZOnaUnyf7rdCCbeZ633J+i3Hm/dtcJuB0PPbCuUjQiiTWaRJSBau7A1LVKe1941Vfazta3IQJ/rZkV4y2id+NZ9zfhs3VwSTpm03b27aghXsLBY2nMCiCVnZKCWvr+plvjK5OlKSxyaPHeZFACx8K9IeH1+0hpeXeZphMHE4rgxJTTpVeOJ3sPo1pSClpLfs/+73aXBsUpNYvb43lLqbIQkpJZff9iIfvOaB9NLiyrnveWFJSILB/XoX8mOJYg79eJ9Gfdj4HU7dx4yTxGnW7VzGj2LXDMxNdjXlPpY8EZHZRoadEt00UmNZk0QDqIMuDcI3N5kievGWrE3Emn9/B/j9x5q7nuOSFw55Bpvc8/YgCceVHHLF3Rz+g3neLintPejyuzj0+/c0d42EJuEiQrNFYILrrzhUbDd6tk4wQcZJYn2pNgv3vuK5/L3w5YZhpqHEr2YwV3o5+PK7+cA1D8T283wScU3iTUWT+MqNz4T9o67LEOZ1OFWvSN3PD49WgHMl/b6PIyRDVyGLmH+orJibGvsk1MnrvldW1u6omHkKwiGHHZJE+D6KWpLI0iSqTaRpJyfUF9/qpj/lVnLYVKvRD4G5ybYrnpnx4jGwdpEX+HHtwfDPrze89nDATYluGinzkyaJOlBNIVmTguGThKWs27xs9dpoh+DNf/m2pq7p+FJtbrAk4WsSLVXZNM3c5DdvZY8nsaXNB4cYTzC+79XaH9KQoklU7fhks9PX/8GJP7kvnDRdOzC1xEniz48uzrxMo35NnhuoSSwDTygoCJs81dgk0FdKT2pzlAk/LCNi+/v2roiFbPf6pBNpH4pPQrnXSrns1y6KCiPWgzpXBXWF1vVVoxpDCgF1WIGmVI21H+FPPbHs5ziCdpebqF2UnECP/OE8/vxU7UJgFi6reyJBIiS+ahUe/aX35eXbYI0fgLLihYbXbgaresoxTbER0jSJkXJka5JIQVrFSpmx5IqwvUnJVEhi1Zq1nonprm/XhABy+Qz48V6Z1w5so+EynxsMP9GgldbzzTA3qZAp0TW/zH+PfxY+X//cq18D10FWE5qEhLLtXbeqTDbPvLk+nDSDZLRkCOy6NFHUR6P8i+DcUiUJpVpr+I75UTV5YccmhUopuo8JrGOM76NRo5eE/2wNOyLG8PdyH9+1rmUC60JyjPkklH6uVitRnkQTJjfVzxKcc9alt/OZ3/nmPOXc7ZYkL6petVpUISAeoaX2SfJemilwpz6Pku+LWdVfe5yJEwsZDtJxHLuiEJeEPt8k2D6+4bWbwUd+/jBX3P5iU/u6Cc0vwEhpEjqZTkGBCm2UwwVM1IeS9XwMO3BcRy/k6rVr4Kb/By/fDlvtFz+gd7n3lwHXt43mxGA1Cf9fE6UmfjbvVWZv3cWeW48b3DUbQY1uEi7IWpIw3A0otNa/Fq7cHWZ/HFntj5X0cKQIJdGqky6ZObbXrqQU3V/N7rtGyXTBuWMkUY4ilvoqDh0FCzcgCapx4lGEi/nFs3ClQMoPJTQJv5yIYmIL+tN6+e982LqbnLCx3aO8U4bmm7i5qVIpg/CPa4Ik1H60HRnmL9z2rB99pD5n1wvvrREKgrDdWPazh4OMJzFwmffyDhx71b386az9G7ZJfR6rli9hAutwUqY3EzcmiMRJwjeBuc6Qk8Rb6/pZ3WRAS8wsqGC4yqw3gtYkFNyYv4gnip8KbYHqBJZl2w+kOEPxSVT6e8CXaB9fEC3hnWbjTiKItBm8T8J/tE1EbXzrluc56ScPNNyvERat7qufBJhibkoOhGYyfgO8sqKHa+55JTLjPPYrZMLcZLuRuaKSsGWFiZKBPR4nZhgv1SGJxppEQBKK47McaRKB6cGxA5KIaxKmG39uhpB0l6N9HFeG/gOhaE/h76a3Mt1oeuMO62AfRcOsVqthv9f1SfjNU30EjuuGDvJoR3WtimrccR3meNixfc+94XHuftFbo/7X+e/yy/zl/O8DCxlDD/ctaFz3qrtkM+eyf3HfgpVs8bNdmF88i3y+tgqCiRtLphMEZsFq5Ex3bejzr9k21vNVJMqLDBS9FYfFa/o58b/vC02rWXBcyUXWrzii9I/49hGKdtIkoWCm4cXGp62ilSk4BrZcRZPIu/3hC/ereyKb5tVKyYEsuKFPYpDmJt8nIdyNF53x/v++j3NveCJbylbMFEF/1UzEbvOhiKf87EEuu/UFevsiW3/S3OQo5iaIk/0eK25iYfEUDLW8uJKYpia3JWGufb1u5EtEQNH9rF8XRTV1B8X7bEWTiJFErUCxqqcSD4ENzE1O1I6IJAoAdIqSJ/Q8/Uc6+z0C96Kbonuzq5UBOa5Vkqg6kh6/nwqW4RUyXPJ4dJBrU8CmQCJ5MuhnX6P56xPJFY/hOPdfPFk8g/a12X6B7cRiPmL+k1dX9vLm2n6+cmNU7bWQQhKWiJubomZWlIgrB/r9ZyVMLyT6l8dktqERqo5LxXZ5bsl6HntjLa8srx/e7UjJf1i38bny1TiupItuNmel9km0EkKnoyoQZUU3+dKxiUvVV29Nuz+M0e4U0aSVNxt3dyBZWhmaxLo6K4+Vqg7L1sclaWMj1slf2eNNBEmJPURKMl2SJAZibrIq69jfeJZqv1J6pHdF/JKuG7Npq07QI5Z6CV75ylqvTdKJmXn6qxn3Acy44UD46zmZv4cDWtHkXl8aJYMFmkRobhJObLW+pCYBnvMz0HIdJ9IkDLtWkwjMlp30Y9su/OkTnP7Mx70mOW7M3ORUK4rjeoDmJtcN76Utb3oRQX/6RPi74Xr+CFNITBylOGFkbsrS0vdxPbIZvf6VaOP6pfDKXeHXW/Nf4pu5/wlNXovXKOPNqh1vFk58PQkfrmpukm70Hm2I+TOBIGqtZDdXvl7VGKqOyyOFT3N/8bMjFoSiSSIFYZKV9BLkfpS7ijYnnf1DNR0X26/flHNLYYz2WCIpd3xH4yKAboa5KRhIsy69nVmX3J567M/mvcrxV/n5Fb4TTgxAMh8qZEajKBNQSBKJfQdCaj/mcn6X/xbV7sjHYy1/Or6Ta8faU45N/L60H5paEiRRSUwmyba9eGv0udILt3weyt0sW1+K7M/K+VavjjSJnlKcJACkohFYpGgSvZVQo3WkxPAnO8NRSMJ/T/r7PV+ZRxJeG9oc7118a32JvnLULtuuIEKNWHnvpAxNZAuW9+CUenif8UBMk7BdSbd/L+05E9ZF5lWIov8ACqq2FGoSLmXb5b+sP7Kf8VzsWOm/w2VbadMjP4PfnRx+zQmvD3p8U64qbb+1pnbMmjipVWCl6rh2nSjJL2H+7C5VeebNdTXnrYdAIw3NdY1IQqokLMN71JpECyGQShxX8knzVo437+eI/ltT9xWKuSnQJHJOPxje53EiIonMh+zY8K9vQf+ayHGdMDep0pvAhbu/GznXfKzoKSv2Tv/lT0ZXJS89DC9eZjSKIsF93LyNcaynv+IwUyxkImsAMBKkVi/PYxqe+cRdnx0IYLjVGEmUFNNTEB0UFrfDifkQyhXFnPTKv+AbE+In9/vWcSXuovnw8E9Z9+K/2ffbd3LZrZ6JRO1/sxpNWoG5SfWhCGXfSWItf85/nRkiCsNd1VOJNAnX9d4DfM3VRyCp9/naVYfojzvP8fIufnyHF2njSIFTrSg+CeW9W3AnXL4t9K7iPf/vHk5bexVX5X/MhHXRWuC2I0NNopivLbZtOhFJHG08HD3f0CfhUK44fNr8K0cZD8eOjSq0+oEFhvD8T3bJGzMK+sq1pj/VBBzAwkWmxLPHfBLShZ5aJzzAZ3/zAGdf9ccBLSma9Nk0ysJX8yPscu2z3djQJJGCIFfBlZK35FgAijI9bj0oSW3ihmtK5N1+pE8SYxWSyHSEvvh3mPc9uP1rYThmTtixCVI14bzLeBru/jZvXH82H/9FNLCMynq2lotxXRk6hhs5roekHHG1BL8+np2FF1uu+gBiUAbcu8xn+GHuakrVKrcUvswf8pcCtZqPk2I/DlDCs7s7PXVIQlZjAzr+DLz+NdxoNTs1r8EpK8/8gatrT+5L/tt++Ra++ddHAfjHE6/FdhHK+UxFU+hN+CQAhPL7vsYLzDYW8J3cdeG2Vd0lJVkuWjMj5pPw35lSvze5jKI/tqDOuw3PhGP6QkiJPK5TTdck1rwGdglnvecv2FJ4/SyqkXnPdtyw5lRybRAASyGw7+ev4YTVv/AbGpibXCr93eSFw3Hm/SwsRmuMB5pEJYg+EyKslYYTJ4VSqbaiQZuoffe96CY1BNY3zzlVJbrJjgoPJsjo44sv4p7C+fT0N1dBATxN4q/5r3Ke9QfAF/jqCD8xM/fKl8PPWpNoITjVqMx0PghFbeCTMBSSyLmlkGjGKjWISlk27sDZapfDScrCjmkP6kQXEECpezUPvBpFfpyx4BzuLFxIxXHDSUA42c7V+xes5OKbnsv8PQsV2+W/bnic11b6k8W6xfDq3RxhehNltrkpvn2SWEtnjxcsMM3wJDcjIbnZiqkhKUmVhUcS9MT9ECUZlWMwXDtGWmv7IjNOEP5oOkGuixP6hABcNVLqjQfT7wk4w/wbe67xNM3+vriJQ9UkRvcv4nTzVgTRxCpjJBG1rSI9IWMv46VwW7lSCknddt1Q6jdimkS87UVRjZm0/id/OVuLt0Ipu0wupkkEPonFa/q47K/zAaj2eeaVYEKtuFGQse3KuiSRc+Kl6rvsFf69eG2qVKtUejyNeJxI9F2YDe2ToUGULHnjp+DZv4T7lkq17/koagU7Eyde3DC4lqNGNzmhuS6pSRwongSgtzd7Bb8keks2s4xXOde6EYA97z6N8iUTufimZ1P3t9U8juWR0z6pgSxa3cfe37qDD/30AQ787r+abs9AofMkUhBId44rKZIo/pZA6DxUzE0Ft0S11ItFXJOopKjE/gX9k1mhaSCPE5Py1YnO8dfQEq5XXkJKiRCCzcueg69ccbD8lcbqLfB+3nW3sr2xGKhfzC6J+a+v5i9PLOHeBas47/AZnLqld4/bC88enW1uig84C4dJ658B4CV3C7bHk/wBqtIkR5ToBp6paP7CNazurXDCHlt4JCHB6ItrEj20UfRt+oZbjfkhVvUqz8AnfiMsbudgV6Llo2QlkFrtWCJcEl/O/S78bNglJrCOMjm6aY+R9M6rbmPnHLwpJ9BT3snrEmUCN5yIlNpF7bvilrsTIbC+uclJSaZTo7yq8QlNIDGEiysFVSykoklIp8oVt73IpNEF2kXJP9yTqgNisZMkUVIc1wnknHi0WVkU+OV9rzHuucUcB1SqNtXe1TXHQbT+dGBusgzDMzUBPP+3WA5Df7lWaxgtaidyCzfmkwju5N4X36LTkuwKIF0s6fe/4riWUobE1d3XCyTMjxmw18eXIZ2wwgs3/+X9C7n4uJ1r9ndVH8z6yNyYjAd5dWUvK7rLrOge3ghGrUmkoFwq8ZsHX6ev4lAgsNV6T+iJRWt58a1o4lfNTY7fnXm3H9tf1lTVJFy1LIOqmYQkYUbmJuywnATEJ14bM3ZcpXdNzKxUrpZCiTCcpJY8XiNB/a3wVX6Tv6zm/u98fhk/m/dqZl5HoCms7CnzlRufwSkFJLE49nsNEtc3cZjS42kyb8hJSCnD6KbgHoPie+BpYr+6fyE//pengld8c5PVF9ckemRbdA1ZjZnqgggsiCRjy03XJGQgoVfj0nA9uJU+5hfP4l+F870NKSR9kjkvnFhVx7alTPZt1A58We5NkIQfWaccN8d5iC9b1+Mq/pR8gkTH0c1o+nAwvDQ3xw41CQuHq+5awJreKh1+GwJNIiCJilRIQvVJpGgS+SRJkOemJ5fw3CJfA5YuTgZJhGs9+JK1IYi0boiVYCmXa80/o6l9biZOap5ETtj889ml/oWrkU9QXZe96oRhwP39ddYJWfcmrIzC3WXCmR9gbCHdOhF7B/37daSoMQ3XBFYME7QmkYLf3PcSv3pO8qmDtuE8XyINnIQnXO1FD738raN5aVk3OwQJTdINklYpyBKub89WNQmjrERFOBXWVQxW9pbZ1n8RpWGF5qYcNlXlpVBJwpUeGQVaTOGK6bBDFMddLfWFEvmub91I303jaX/sWjjwfHjPReF+k8Ra/5MEJU/5E7/yzAzjOvKctOfUmv4pJ8xm5d61tAPTxFsUqFDO8r0ktDELl67KkvDzP555K4xuCkhClar6qw4l2wnNdoG5ySrFi8z1KgtRGtKOtTeeyOQ9sCDc1MSJRxsFk1DCLh1DYuAuW7UWcjBReNK3SAkc2M14lftSzE05JYIujSREuQfb7fCa5Eov+Q8w3WiC/L7zXbDgQTsKQ7XK8WS0PxcuBqAsc55W6lRjJAGwurfMJHyza/96YHQ4oVZdeKRwFv9rv4c17vmhuSmXiMgqyxwFNy7Nl8jTV3G8RY4MvBDY/jU19wqRTyIwN5mGiDQJiGlInvkqvgDpKFE7kVsiHv4bmGUtHBx/ADul7mi9a2Xf7v4qXb4g2NcXXXvxfb/DWb+MrY/+L2/DD2Z6/y/2ydUnieWyK9aWfSZkLOFr176DppC4CVUi6eOsOi65JsLsBwqtSfhQo3zmPe9NXO05MwxFFdKN5SB86+/Pc8yV90bOQyI/QEGWQomnU0THmH48PgB2ieOvvpfDvn8Pi1Z6E8ozS3tCydMSTiwbWZXOLd9Psm3/0/wu901v44t/V07dF0rkBq5HEACvp69LkZW41191UouSJfMgQnOEkGwjltbRJOLnMkVkH85T5azrH+PpRZ5WEGhljiKJ95fK9FeccHBUDG9SKCRIoodIk7CkTZ9S9XNNb4XpYikTWAehJuENSkM6YXQZRLb+/iwzIUA5Hg7ZkZiYAke8LaOhNoq+MLpJTchTnbxpTldR7Qn9MjFNwk5xoqrkU06fhG0MXGGBG5FEEG658+u/Zh/Ds4c7pYS5yZFMFOs4L/cnL5ku0CTseAHDEjkKMt4fFfL0V51I05UObl9G+2TcJ2EaIq5JKPddTvFJpGkSQExYsRSSCD47faowF71/3X0lAmGqpBRgnPrPM9n6oUj4SiLX42nYK+SY2PZxbvy+X3hrPaWqkyCJ6H5tu8yTi9Z6AS2Ozf73nsb+xrN8z/op8/LnDqiA4ECgScJHVVXPfYnItssYvnRh4DJ/YfRQH35tNSDDgWNIJ0YShlMrxeTUCcWusHCV96L193qDa1mPHWZc57Fj8ejqxKxWiN3frHU825W+9MzZarqzTT2fes2r/nIPZ19yWeQw7lkOr/27RlOoKINqe7Eo0yeRTGKyiArNBbWqRB1NolLqo1R1w5pKFV+TaKushlx7uJ9qbsqL+DoNPWWbuwqf497CZ0PdKeeThGduUsw/bpmq41Ktt2pZKU4Sm4tECQn/flTi6hBlSiUve1rVJAqKk7c9RZOg0hsrrRGZm2rfNVMxkRn96eYcBwPXyCFcO9Q8g3f4Q6t/yraGZ36RCZJQTWSOGznhCzUkkcdIFMYsiQJ9FScUTITrerW3UlB1gzBuv20Jkij3R5pXOWU9iDRNIrymj4AYRtMXlg5x1fYogk1vX19YySDV3JQR3FLs9UK1qwnDTWc1MpP2lG2O/fG9/OmxxTFBRQ2RfmrhCo6/+j6eWLQWupcwedXDfD/3Ez5k3cNWxoowX2Wooc1NPqrlvlBZDSZNu6JIaNLliUUeSUwb347tujEJ3MD1oncEFGUpFu4YIFdVJZQyE1nDlmIFOT+W3HVlOABz2PQ4Lt+0fk437dzy1PRwhbpGJTvscj+FtEzR0lroXgajJsc2fyP3P9zs7Me0L8Lt5x0Ubv/f/HfYzljC0rWfYcqC38O9P4D1b1I5Uim7gMT2y2I4UrC9sbhGk+grV7nyO5/HdEpcqJitTZywAGGgsYV975OEqkmUS72+ucnL0g2SF70D20ISjGkSOJg9y+mkjx7aw4FUFFXK0nNRW9I3N0k3Zm4qUqG/6tRdtezZVxehuh63EHGtRvrSbg9tdCmS7YtvLGHbL9/CT3dazbbBLSiTfTGFJIxqX5h1a7syypNIedcKitZqldIldRcDKSwMGfkkvHcrPtlJ3+cUmJtUBzvVEr0VT9YsOgmSkHli1Rbx3pH9Kg9ylPmIdy5ZRZTWkobgNQreCVOI2Hohz72xnD18MVcV8gI0o0kEmtMplhIdVErXJHr7+8OeKZVqSaK/ew1to5UimVKCELT1e5F7wTtelSY54TC6Gr0ra/sqVB3Jyu4KslMlieg6y9d5pLiiuww575lWZC7s4+6MSgyDhdYkfDil6IXKp5CEgRuGT1YdSdWRsdIZcXNTOVW6K1SjKqDYZe4t/Bd/LlyMrHjXNtxKKDXlsClVXT5i3clZ1t+47t4o/r5RGfGv/OERetMknbVvwPe3h4QN+CTz3xzqx8/PeymSbjYTngS65vl53lrE6z2JSCpJfH/Jf50pj3wHKQxekZuzvVhckyex+s1X+CK/4ELzt7HtFk4owQbam0oSUspQswJPkyhXXVzpaVZCmcxsM7JH98rocw6bSxacyL2FcwFi60gHk2ygSRjEVf0iVS6+6VkuuOFRsvDCa3GnpEoShxhPhGafbkW7Ac+PA/Dykqgvc270zNKim0xb0SSkDE02lltrbira0USXK3vX+E51bmwfGxNpWORwwlBd1ewSouJN/oEmoSbvjSu9EYXApmgSSRjS5sficnYy3vDO5ZYxymtr9oPIBByMR8MQMWe1SqRphSE7UvoQIvNiJpRqvar23dffTzAjl1NIYvWyN+Ib/HFdrHjaZfCO9/v90mVHWmeQcNdXsWO5OlIRWvp6eznOuI/ecjksG1ImEpR6ewaWCd4sNEn4sCvRy3BV/kr2N57FUUhCSIdR/YvZ33iW/qrjOYlUTUJGg6sgK6kDN19VBpFdjmrs9/vqvFtWNAknVjpBRSNNQlZL9Ynk0V/VbApUbXV1tJW+DbX05jPxnZW8hN0NL+zWyXXwotyS7cXiGnNTpSe9iqeJG4YWh5qEb3aypYlneo1IolrqJ1dZy7nmn6i+en/MqbimEinF3YomEZBOl+jFwE0d3HmpOK6VAVqkwp8fe5M3Vq2vOSZAlxO/t6kKSfwy/z0OWPlHv03tsf2CGH61RlNecfKmOa4tuze0aDhO5LjOpbxrbfY6VsjRQKRV9CYcuy4G0sh574oTmZuS785ri70QziA/x1LIbHx5URhlU6NJpJDE1MrC2HfDrfLywjdq9oMoMCPvjxMjoUkE4eleu5VwcSVPJg152SARrhQ9b1mJk0QQAlvq7+Ps3z7Gs0uiibl7ZWKRKj+asa26FvBMkb/KXcZo3wzW5a7msTfWcP7/PYG9+FGmihX0lO145WDlfvddfgNX5q9ms1f+BL3ee6aSRKk73aw4WGiS8OEoL8PmYjUHGk+HSXXgqdqffuNz/C7/LdxKP7YjQ80B4ppEG/2Y0sGVcV1bHVwsixJpzP5V/u+VWAisvW5palsbrVo3SvSHBJSKF2+p2RTsr9rvV+A72la9HNtX+O2dRKSROGY7r8opbClWUK7G22f3ppOElWJuCv47GCxe08+tT0UDr1ru4zznF5yX+xO5+38Qy10pi0LY36pPQiXUXcRr2P3RRBb6JBSSUEtYFEV6iRQVXdXsbG+A8dWlNW0ChSRk9JwKivaZRhJqHSRHRnkSaQJBu7Oe1T5JtNnec+qThdg+DgaYll8ZNTI3Je/X9oUYI9QklGAMpxQKFrlEtnwaSextx7UyE5cumS4BB5Vjw3fClTEbvercV8dEuYEVveCm+yqiE6gkEVkY+hVz0xsr1vL3p5Zy9vWPRb+vSlSy9Umi0+//dlHmYPOp8Oe828+Zv3mUPz/+JjvffDz3Fs7l+aXruXG+krWv9PWk0kIA3FJ3qElUFJKoZghjg4UmCR9OQsJspxxPdJJuaA7YzXmGiuOGg7MsLQzccAnTLr+o31o6YufMKbbcJU9FNtBiyZtoLFcp2SwkYs1rpMES9TWJX+a/F5Nok3BTQg4DqUw1x6zyNYnO9Qti+y5f6plYdjVejc5pl1kv2zGExC3HJW+nN90mbuGE0nAgLQaDvYrFB665nz/Pfz3cv1ruZ3vpfRfrF8ecimVRCOPqe1M0CYA9jAVIZU2HoHZTnoAk3DhJEDm0s1DofyvztwCuFAQer37fDxJUB7YyNIl8yjNWTZiOK+u2q9NZTz8FemWBDt/0lNQkHAyEYflk7UfV4dScN2hraG5S3mPDrUSLMyVIIk2i70zJgp7I2tR7CEgidCg7Tiw5UdUkLJzUqq+p503RvFQUfU3DkQKpJFGWSqVQk1jX7W3vrzqU/Im6ui6FJKr9FGU6KeVkhc6CFXtHH3tjLU8ujDR1oZBE0fbGVY/MhyQRM7lm5JsMFpokfLiJhKkaksDllfyOABxiPElPyQ4lrjI5nyS8hx0sNblGjoqdU7U5P/ViJJ13VLwJ3ZLlWORIfu0rqW0d7PrXTt9a3lwbf3GDgbimr8Lhxnymi6U4/oCYWHo9tu/alUuZYzzNHkZEHla1h9FdfgZsKW52cDOiVyzhhgMy6bh2MFjeXY5NWOX+XqYKb3BY6xbGVpLrJx+SRMzcpKzw10F/aF+HaIAF5iYLB1eZhILnW0+TKPYvy/wtQBUrlKoDE16aJpHMTk5CzT5X8yTSUKBMmRy9op0O15tc+pIkIQ2E6ZubgjwJUatJdOKvt+FH+uUUc43hlPlu6VJ+kfsepb74GErTJNIQ5evEEZBA6LiWcRJqU0lCOHQW/FL9iulprezgx/YJ8fNmTNpJ9FKMmZvK5Ygkgrmhv+LgBlkV3cviCaPl9aFZaH1Ck/TaUWZUzmVPpfTKZFbH3lmVFDsd7zna1Wp43uDZAJmhxIOFJgkfTjmhSYhSvEKndAnSFrYVSzxNwpf2KuQwZKRJBA6zdQlNIq+QhJpkN8bxJADTrcSk48J6T5NYIztj5xnM+tcr5WjoX8ecy+K1XgKSWLW+j5/l/x835r8eTtxj5drYvocb87k+/x3Osf4absthM3PaFgAIX822HReWPM74xXdktieIQMkRmTsgim5S79Vdv4RRop9X3CkYTplJMpK4qtIMB7DquFbNNm2iglDMB6Y/6RVJNzeFk1Od/u4oNdYkKlihVB2Y8ILwTFNWcHwzWdGtlbJVGG6VPcWLzDXv9DSJBuuXV8nRSzsdfnFKtV8gMDflyOGEeTVpjutAkwjMTfmEJjFHPs6h5hNUElnPzZJEVqhqQAJTxUo2Y1WNBqCaVC0cOgrBOxP1y1I5njud2fHjGvkkfPTSFitmuL6nL3zHAid0qeqGn43+VVSUAJhK39pQ4n9L1i4NXBQVzuj/BTfkvxlum2W8Ep4PvCCBoBZZp/S1mnJkbhqr1LuSGcLYYDEkJCGEOEoI8aIQYoEQ4ospvwshxJX+708JIWY3OlYIMU4I8U8hxMv+/7FD0dYsuJX4AG2nHKvvb+CGq4WpCTjgaRIWdihpBUhqEnnlJR9HXNoGP+pCmaQmrPIyn91EHOFgNInbnL3JyXKoygcoBPb39Z7W0CV6Q+JI4kAzvTBZxxhvIIhKN7996A22+8qtcO0hbLZsHhVZW7IBYIxPEsHACAoquhhsxqqYVBiYvea5Xq2paTJS76dXXgoHsBoCq0pabZRpS6nmG/SFKeMkEQgBuTrmvc7KiszfAlSwQgfjCj/rdrSvSVhuNWxvMjs5iRwOfypcwndyP8duoEkAVEWeXhE5zGs0CUwM03t3g6TQ0Xk/yVHBKOLmJjUoQ3W8FxPRRCXZHElkIfAJHWI+yYPFz3iBHRmwcOjIe5qEobwzNgZ2YprLy/T3Ook+WYgVT3x12ZqIJPz31HGq4TywZu1qDrj05nD/3vVrwmVQl8ratbLbqLBvOZ7geoz5EJfnfhp+z9m9oWYcLDtgVHrC9S5ULUxkhDoPFoMmCSGECVwNHA3MBOYKIWYmdjsamOH/nQH8pIljvwjcKaWcAdzpfx82JJe9bKccy1o1pBMW/Qrs55FPIpdqQ15DnCRUqbZL1JJETla449lojehJ673JOLkA0YYsbbpcdjGt9Fuel1sB8cWQINIkxvV52stq2RlVwK2DN5WXXxQ8R2mpZw1X3/ivMMQUaqN7AgTEmhcOAjckwD2MBTxY/Ewsfr2r12vbv91dAc8R+IS7LX8qnMDVbWemahLqyoBFKnRQK0Va/vrkppD88SHPxCcRYb/X09za7bWZvwWoKiSxTnZQxQrbtRVvsU56GmexgYSrCgeuK0lbLyF2XSNPv0ISvdQ6rg0r7/mGwiqwds37FfhmjNA8pxQirEYT03QR16qa1SSyUEwIMpvJbELOEZmbVFL3vF5xASWflqiYgl6K0ZojwJruntCa0EaZ863fs52IxmvBLcWIUr7+IFz/AQCWJjSJXlmgQKXGT3S8eX9Y0gUg7/TWBD1s1/cEvPUUSZjl1g2B3QdYIKV8VUpZAW4Ajk/sczzwa+nhQaBLCDGlwbHHA0Gs5q+AE4agrZmQlVpzkxpZIJBhZdWkaUQNQ1OjDdYmSEKNfU/TJApUa5YtfdDdKaZ+woaZm4LIlvX+hDTbiEcsFakwmdVMtYM6M2NrrpuGXlnkSWMnLql+FKvdM6Wsfe1x7iuey6fNm2LnbwQvsiZ+/x8w54WfJ5a9UMnn3a3DbTYm/098nDvE/qHGpT6PToUU2kQlRhppCKRX12oL+7meuanRRA1e2e+gTSW8iXsUfcwxnuYA4xmud95DhVxoKy9lhHCqz92xqzGJOQ1OUpNImJtcDAzLMzcF/h01lBug2xxLXjieppzIKwGYVI0mSXWBJPA0mQDblP63pnaRip5E26D2nTlQZuermDi0F6yYYAKetmQnSCKpRWehNzE5WzghSbzbeILPWn/hYuvX4e8dohTzk4x76f/Cz0lNYp0YRbsoM9GNAkzStO2C2xfTjAFmVJ6jZI7iyoSvZdvO1i3LsQWgZhQt9rc1s0+9YydLKZcC+P8npV1cCHGGEGK+EGL+ihWNVf8sGAlVrZ3IiVzFe/mCSJR8aG7yHkosVllED7TH7Ko9pw9TSFYlzFEFUa2R4p5zt6YgbMaxnnPMGz1pO0PCXy/TpXWAfl+KnDplMwD+O39l7PdtjaU8VDyH402vgKElZI0GA/BMfhZ3O7Ni5z25ejH/4xyN2eZpErOFR0CHmE+G+2UlNqnoMGtJQsUYZw1VacZ8PQ4G6/urlKpO6BS2lRBINUyySDlVk1DRRoWKNJFmvkYYyELyOSalwxL5MLu7TI5+s4NRoo/PWH9hiRzH/zhHYYsc7QFJZEjgqmYn7L6GwoIt4ppEP4XQ/wGe4GNaeSzhhIsNGdIO7/upHf8L5nwW8CbsQJNQbfqbuZH2sH2CJGwj0lxcDKqJyVqdFFcm6hpBRNgB9hbZa59YOHQWzJg/AgJNImFuatJc25N4jjnsMJYoqGulBkm0U6I98X6VNt+PL1c/wToxOra9W4xmM7GGdlHmXmdnvlE9NVxEq6YdKeP6ycoUlsh4qfJtOpsjv4FiKEhCpGxLFjHJ2qeZY+tCSnmtlHIvKeVeEydOHMihMVi9S2MSXLsohSRREQVvck5oEsEgVbWHkhG9NH1W/MVPxr6vIFJB+0WRsXm3ZpJc6ce6fz/3Ey7I/YE9xUuxSes39nv4pX0EEH9hAf7oHMT3qh/yzu9PPDO2TvJ3HDsY3kAfI/pSNYnXO3bjtzP+X1isrOQXbAPItXnbdve1FGnFB9knKp/jdmfPmnMGGkCn5dYdwGPopo9CXDIUJt1lmzV9FU6tfpmLnf/gJTmVPzkH8pQ7PXZ8kWoTJFH2auwYOQoi0CTqS+yrZHwCWGbEy570U6AsIk2iYrSzm3iV/Yzn+YV9NBVyVEWONr9tWZOFSgpGpSfMkwBqJmAAx8hTMjqUfaxY/SADFyvn+SSCd8pw7fB+e0ZvR6Hdz7WgHG7Py+g9niqj6C4z4ZMLsuADp70j49PNeoXsV5JCEgmJP2kiVZHzfRJJ7cqRZmrfNIMk2atjs5jIQ6pKkw5KNYUZf1A8m986h2Hk4s+014zu9yrn/fzcOSYco0kkxzV4vi3VDLV47y/Bu7/a4I42DENBEouBLZXvU4ElTe5T79hlvkkK/3/9rKVBIt+3jMUyIpl2yhh2RBKmdMPF6SOS8EtWS5UkItYv5brCzy5GTamFbbbeKvy81NoKy63USIcBAU3z7b0uRswkda+7K3e6XhxA0pywSo7iJvcA/zfvJS2Mqo2ySEMnvakTtsy1c+3H9sIxg7j/6OUvdIzGlSK0qY4z+ygrL/6d7p6cUf1czTmDSbG9gSYB3sBVB71peZNeqeqyWE7il9XDcTH4XPXTPOluGzu2TZQbmpvahEcS0syRN3zzSoM2JX1Pa824aaFEHsfw+qEk8zhmkS39UN6n3W0AzzTU0YAk1HaIam/MDLZejKrZ3zHy9MdIwqSikISJi5krkMMJ3ynVLyTMHLmi9z63iUo4ARcVkgjs/8nIKe/63n28Jj3tNWn2Uck3VZNIkMQYZW2WJCzh0FGwasaPg8BJMeOoGtWdk/+Dx7qOjP1uSyPU/gLkqfXXBM7kNWK0b27y+uYvzgH8Z+V8fvqcd20zQRL9ViRYTJzsCW79Mv25p5HEctkV8/NVt5wDE7ZLPX6wGAqSeASYIYSYLoTIAycDNyX2uQn4mB/ltB+wzjch1Tv2JuDj/uePA39lmCClxF77Zsy51EEJ0x8MFaOIwA3j6QNzT1CyO+aTUEiiXIjOJw2rpmibUYwG9rLC1phuuWZCCgb1eH/iLYhqbCDYGGEUSVLy6aAUvnj9/m/FJkmijTLtoky3EZ98RN57YcvCO1+fMqEVc1bMfjrFWRrafz9RqSWHACX/XB2mk2lKC9Ani3greHuvrmlll2BQpWYXk3aR7rhW0UYl1CQC806WJhFkeCc1iVW5KbHvJZlHml4/lcjhmG3h5BpIj7bIhdJpuCxrAuoEZdm9ocMdoFd01uxvm4VQaKlKExCxPhFIrFyBPHbsnQrNPGYO4VfXVTWJgCT6fNPqOtnOev/6qm/BNb17e1V6/VFLEtE1J0+ZWtP+JElkFuwjMDdZNc8qzScBcZOea+SomvGJ2BCyxkzVZtRq+uPwxmW3McbTJPwxfrV9Av9094raV0jU7lIEyG2mbg6QqUkkHdfgkURAvgC5tlohYagwaJKQUtrAOcBtwPPA76WUzwohzhRCnOnvdgvwKrAA+Bnw6XrH+sdcBhwuhHgZONz/Pix44JVViJ6lLFPMP3lhhz6EqshjEJlC8lQ50niY6/PfARIkYUYkYee7ws/SsGrKPxuFaGCvK26BKe1Y7He3bAs1iaDeSwelmIT/pLtdOKiTzr8OUQon8eAFbB/deMnFlXjtHs86us04qYi8J5mWfbOa+mIXc0ZMUu1wPcnv29W53MNeZCEgnHbTbii1B/fj+IvWW02SRMkaRRuVmvUekjjKfMQzs5kWE9u9a2QRV3Dvq+RoXps7j3O2/ivvLn+f7nzcfVYij+tL1WXyuFYh9hsQahoAFZE+Wah9Y1TjUnXFqJ1IHmk7iLLpPa+gL1TTqImLsLwoG5WAgonOMC3wn3c75Si6yZ+8A39HN+3h2h6qoDJJeNE2r0hvEkxGGanXLOVrQ0ST5qvkdxVbihVc8MA+vM98MLbdxqyZ7CE+ZhEm0oj3uYGsMVO1WbWabiC89VldFEWVuaYXjXflR/fnxk8fEO6Xy8fHZrUQRfRPmOi9L1kaZJ+o9Uksl128ISOzZr5tdM0+Q4UhyZOQUt4ipdxeSrmtlPJb/rZrpJTX+J+llPJs//ddpZTz6x3rb18lpTxMSjnD/z88OefA3luPYRJreUvGUzG6/ESVqlHEkG44OPLYfN6KIhdi9VPMSL03ihEJSCMXSn6BecooROwvc94gV6Nx1tFBRcbr0LTjFe97U45nWum3rGQMT7rbssidyBX2h2P7uhjhJBSYm8aObixxvCE89dcUkm4rThKGP2lU/UmvpKjIxbzJhCB8b/dTw+19FMPqpWkIJOcz7N+FS2ZmIYj1L7v+BG5l1+lxRPRb2RpNUVTooJwqWaoYI/rAzLPn1A5+tPX9XJ67NnW/IBigjwKM3w6ZH81rcgqGlU/sl0f6xFA1CriK1BpqEsoklaVJWNihmSRfiYc7ukb0Dt7lzOJjlS/wVtt2Ckl491xVTC8mLuSKmEJSoBqaBoP1wYWZ90qw42kXQeRQQCKBv6NPFqgGJKEIKkGS3IuuZ1EO8hWCirgmDn9z9vN+s2pJbiB4t1/F+L1GnCRcf4nWJGLBAcIM+2+hG028h83cPHZMu+HUhLqP8dfRrvhWg3eZXjHMrTabyHaTovGfLyRyVIpd4edCWyc3f+ZAujLGZkmZUwJ84BBP6HrY3cE7R0dXzT5DBZ1xDeT6V2IJtyYrMlif2jY8x3VUOsIJCQTiPgnbilg/p6iY0ogmrAW+ZEW+g1fl5rzgbonhO3k7lOSvbtkeIyDwopC2ECuxlcG+ng7eZ/43T8jIJnl59UNcWv0oEoP1so0e2rjig7PYfnInHP4NHhjz3sz+eKEaDZTuXFzCM33iq4gUTcJSBuPME8KPSXv1jc4crrGPDb8HWslB9gOxiCgVvaIjdq5g4Ody0fXHdcQn5xhJ5EbTRoV2SnQnos6SuKT6UTC80NDjl12VuV9gyitRIGcKCn7tICsXf2YlmQff3OSaBRyFJAKSdRWSKPmSo1og0hXeGgTB+2BV405cqZDEbe7ezHNnkTMFFct/Xr4mETM3CYnwycsQMjQf7eEHHhhmLiSJ/bdsC005gXM2mLx6aaPqP0M1Ye+vY07le9UPcYu7LxBpEoFJ0sLlv6pn86N97gYjm+wh7t9L05qCgIvXFRMMBMl0KSSh+BukYSJNr/8CrQdg6oS4dN5pZEcPOW3xcdLRMYpRxeiZFIpt/nVzHFT+AW4xEkhHFXPsssUYtpqcruXbliJs+lP2/rNmcunxO5P72J+5be9fMGZsc2bkDYEmCYBuz1e++87xHMAu0UNZ5pDCxMIJ7cg5bLoUJ5qquto5RXooKhKAMohDW2JhFIeWr+CoymW0d3j7qo7VdXTEzDcA51p/Zo75bM0qV5NGxaXPq50T2HKLzfnofltzZvU8fm6/lw/sORUhBMz5LDue8Ssu2bm2GixENmSA3lz85bN8kgg0icD8YxqCnClgrB9RpDjRkpm+51XP5jf2e8LvFVHr9Eyi3xwVXu+rx+wUSsb5XNQPm41OSGvKokSV3GiKlCmKCr1WdvJ+Seb4H+doT4p2qpn7QUSQ/TJP3jQo5Hw/SS6pSRRCTcI1CjiKuSk4h0oSgbNZfa8co0AOO3wfkiThmvkwpDTQPvOWkWJuikc3CbUtPkl80roVAGHlIOcdv12XCM09gSZR9v0dvTIiPtXcVM2P5b+dE0L/UTBZB5qEZ/c3PbOrkW02BOhTzFG/nvNPtiv9mm9UT2VxIgw0OV6cDJJImpsw8rXbE8Q1KkkSnUoUW4fSjql7x1ZKBCgUAqGqwBtyMp2d0TzRlved24X0EHZ1Tukdt5PX5I6JfGz/aeyx3VSOPOak1OOGCpokAMZtAyf/jpOOOyG2uUv0eC+NMEInWtUokhNOzD5qKzZkJxcRQ76oPHRfUilLKyzNgBkcJ5g4zts2RnHOPeduXaNJBEjaSyf6JHFy5avMrXwFgF23GMMnDpzO/e4uLCUu6YztyHP+sfuknnvvPaPtZSsuTQXEFzj6bN/MULQMj4DOvBe+8Dp0RHb5pEMd4oM5TTJMomx5JFESRU6fMz2UnHP5uE9ERa8a2ZMfQ4EK7ZTpzWf7ZcJIJdOKFVsEakq/B2ahPgrkTIOCFfhJ4iRRJs+6/GZUpMlya/OYuSkwewRO3qo0w/yCmOPdaouRRK4Sr7TrGoVQUg/embxlUrX85yWzfRIB2hOF7wzTCjUJNQGtjTJlaeH62lEvbbj+fqrWWEhUZQ18A8nksGLOhESfJVEqeM/MlYJxXV3YWPzcOYYDyz+Knyvwl/iagpPpk1Cup2gSAskdzh5UNt+nhiQ6jUTQQ1cUndg2RiGMT94BRvyaxbZ2vz3edqGQyPaT/Xcul04Sbi4yQ71+xC/glN9DZ2ra2LBAkwRA21jY8b2IRMePpdurTS+MUHqyrVr7oGNGA00qJFFUpNzghatiReF+ytrDm/nRHZuJNcx3t4cPX8937FPiko2CpHQ0odNrw4PuTB5wvQU1DSFC6TYNOTP9tyMPflf42TXzkGtnybh9PZ/NWC/bOYwG8V/sYs5vT6ET2rq8/z4mjhvH3H2iAZVsf9VIt8GrqOQ8shL5Tm+FMrM29j5ZKnqd6Iquke+iQJUO+lOfYdmfRIN6W8LMxYotQi0xBxpQPwVylhGZm/IJTULmWVecyk7lX7I4Px3Xt79XpImNhSEin0I/eVz/XVFrDkmriIUTEkc1UX69vzAh7NOASPKmQdUn1+C3eJ6ERCi5LHcWDoudU/jPHuILG1nCpUIudMb3UkRaaYEM8f4KTKRJR2whZzQ0N5XznvZXJseEUarQIWJ+ljY/zDz09aQk0wXnCWF4yZPg9cknqxdifvL2SLvx/9esOz4mit43RtXP0Worem12Q5Lwx48w2LwrGEvpwlJFIYniuC1g+yNT9xsuaJJI4KzKuVzuJ6BtJlZ7ZSwMM3z5VNUvgKNMcjKvmJuUSUv4k5qNGanISjLUmAmes7ggqp7Ut9P7eM8uU2MDQIWdUKsnjqqdaE1DhNJtGiwjJZdx1lwYFdl1pZmHryzl3gN+zn7lqyn4EpPjaxBGPkESKfjBR+dwzqHxGG51skqGH6bByXvEGoT6tfuDrq3oDe7ZW3XV3Os6Y7RyvPd5rOjBMYs1YYWBtrPar7grrHyNJpEk5iBZrCTzMZ9ELhETXyJPwfJqCBUsA/yJuaSY6gJzU4lCOGGq0UDSaiOPHUYYrVkTX2CmvzC+liQsEWoSoU9CJsxNimnsDWs6i3aPQpUNKwf+8y048fDTClao/fRRxPF9caqEnqVJlMz4GCpaZjg+kniyuDd87K+4QV+Tr/E9qQUwg7IYQVCBK43Qjq/uGys+KMxQq+/IGyz41tGYhgBDEXzMfJjsGGJ05L9wA59EguyO2tkbS23tcU0i6NfImkCmJtFbiIRX1c+xsaBJIoFb3X252fUiLkaLflYzytckvJdPNScFkIomoUrQMcnWjDJuj/rwp3EP/TocdGH4s1Dsm4E6ftUps/ntWQeltjNpew1I4ubPHMh/vWeG1y5ZK12rMJMkMXFHeP818ZfVv7cpY4qx6wQTuyj4xenqaCzkO0heSiUJuwmSCHwShXbvf2ebXxmzs43nLj2SG87Yv2ZS6ja6omsUvM9dohfXaqdXpF8zqLclzFyNTyIZwhkkFPZRIGcYFHyizCc1CfIhieYtI9QkAlOTShL9Mo8UgSYRXc/1NYkgn2FMImegXJykkIRvbjKNcPJO80mYuBiKualq5EEhOMO0wG9r0Y6H3HoJh35Yr2gL+0KNxktqsUH7bDM+GVqm8LSWFKyxJsE2hyh5JnnGJkiioIQoh5FXMtAkEsTu339ckzDCydrAxQo07IC48h5JtCcLMBY9waUscxgdPkkU4hFKPzx5d+664BAKeT90259yjZyvDalzh5Xumyu3RSTRWayvcQ0HNv4V3wZYoRQiWyXHMEaY4cvnpmgSrpknqGAhFE1ClWwDSakk87S3FTFmeRLbw185zFu7t81bD0EgWeRnfpuGwMzXn0B/8OFZHLjdRO5/xSsUNrqYo82fkFwpayZOFUIkZu5AvVa2B/HjB243gX997mC2Hu+RQuCozBUaaxLkOzGc+LUGShJlX+Ue29XlbTD94w2L9nzkqFWxXo1iUgava7V50VJKVHVQBXd1aG7K15ibkiXbgz6oiCKGISIiyKdrEuBJ10G5ksBubgqFJCiEkXBuzNzURk7YYYTdaBEniWrbxIgkFMe1Yebolm0Zjuu4uck2CqC8s6aV9yZQq0g+sX51RVoI/xnIfEfYF+pzTWp2AckKqxCOF/CFlQxNwvUJM8gt6Zd5JhY9E93Ru07hXdtN8LKwgmv6eUZZOQdVLPJUYyGwQpjgE4O60luoFeQ7odJDMbkolB8OvlhO8PoKakiimDOZPqGDZa955w3MoyLUJJT79s1N/3T25HF3Wz6f+z0AljIHtNUbZ8METRIp6KNI2Wij4PazSo5muuGE2bBOvjaWWZrRQBMZmoQROK7JkVPE6kmjaqWHRUp5EKz0lz1w0I3rKDBxVIGjd5nCqNMsthrfHl7XlTLdpJQFUzEBiby39rP/8gsh2GZidG+OP7nkfEd23Zc334FRirdDnQARjRXamdO3gjdh7+19O3BoL86elPrVbHHF3uvm2rxEMGU+WCbHso14ixf8UuqYuRpzk0yQhMwVoT9y3h87awqdBZPO0gOx/UqyQIcvVectI2xLv2puMgNzUz68Jzfhk8jV0STs9omhlFwlIolXVvTQQxtWrgCVpE/CxVSSvByR9yKafISfc20UEppEhSjvRxRGYfvvqTrJJrXLwMdi5vL8vPto7vHXBRFCZJqbpG/yCcZY2dfKijmTMW05Tt5nqxhJBH6Dkh9UkMzAtoUFMhkCGxGekUoSHZ65yV9s6YWtTmHH/d8brhWxSE5is7FbwS4nwQGfTb2PyqgtucnZn2vtY7x2BWNNHd++Bj/P3ZW73N35PB5JqP1YI9htBGhzUwZ6/CSylYz2JI0AKZqEGplhtUU1aAoxn4RfY4h8pM4mEAywN6TiQM9QwwOScKWfBWsZHLqjZ7IKHNKuO8CXSglDDCOOMq7v+CaDfJvXH6maxIHne/+tYo25ScXq4lYNi5NZHZ7jMsxSDyYV5dkE5o3AiW+Y0W+GYkKTVlusphHAb53DOL1yAb91Dg0OCBeyz4Lrm3Iq/gQ2aVSRD++9FUaiz0rkQgIrWGZIEqq5SRoKSaRMmNKPbgoyfqcl1m6QHZNrzE0Fy+RzR2xPrn00E8b4octJc1Mu29xkBu3IdVCw49FUFXLR8q5to0JNwlKi/rI0CdPK8w37o8xzvWrChiBTk5B+GLOrmJtypsFJs6dy0IxaZ3GQwxFEnpkiQRJEwloAYZjhZB0rEBiQRKET8h10+svALp90AOx0LPjrpb8hJ3n5Oh/4BWy+e+p9WJbFZ6uf4Rnp1eqiY6InHL3nkmgn5b1Q86Dq+RU3BjRJZCCIy14tR8ckXVmo1SRUW2KxrY0X3C25sHoGecvgm9VT+XL1E5G5iTyWWX/iXqSSRIYmUaDK+3abwv7b1JYzyPnnDwjkc4dvz+8/tX/dawKxgRqRRPr1bd83k/fXkEj1SbznIrh4HQhR6/9IXvfgC2uyu1WEGlpgzgs1iWgAVWxvgG8z0WuboRBkqN4D5DooJezivRT5lzubsDCxmYPEcpDB9Pf96gc4vPy9cGJ0zLg2aCRKhfRTCAksbxqhnT9IxvM0icicIvzJKWb6yBU9kvBzdWoWueqYFJYqCcxi7XmTd82YyIQZ+7Ku0yt2WJFJc1P0fB2jEDM/hZnjuTYKdsLchBWuQVFs7wjbn1Mm5aSpM9AkrEQeiSFEZK5JINAkQme/rwF844RdOGqXzWr2D+qjVYhP+pdVT+aUypc9TYJ4xrUwTC9QgTrmprZxdPnLDIf+kzZPcHnY3dF7rnWQfP+tQjtctAZ2+2C00Rdk+mQxRuZ1TbkbAZokMtDrZxqvkqPjEQuFWk1CKC94W6HAUZXv8gfnENpyJtc5x/Bb57BwUivLHDmjfrfHzE1ZmoSocNUps1NfoGByDCphfOawGewzvYmMzL0/GX4MalCJDJJaOHYO51Y+jT3BS+5p9CLX02gCLSuIFrKN2nsOiyGGttzAJxFd9611njlgmwkpwQVtyv3n26gkNIm+ZAVOMwfK8rUqHnBn8rKciutPXE7Cp5JMpivJfKRJ5AwM34/Tr2oSZpDMFWkSao9Jqy0MnlBLR4S3VCyGknpQnThI0uLEa3l05heAWnOTKgS4Rh6hahKKuWnCumdi1yuTw/arJHe2tYXPMGdkk0TgtM2lkITM8kn4Y09agaZVP7onKClSNgKS8AbBNc5x3O/ugpPquLbCMRwzNwXCYb4T2saGKweG433WXD5Y/jo3u/vXDRABagTDVGtCaIbMh3210J1MW87kObEtt7a9r+41hguaJDIQJO+sYjRCmdRFiiZhKfWD1AEwuk15ERVNImelT5ju/p+lIs2wYqt3cmXyUia65NoUKgKSkLLx0hxX28fxc/toT+Lf5cRwe0QS6SRl5Ar81T2QQs6imDMakkQ9RSLw19i+9pKMfgEwttwHdnwfbLZr0AD/f9T3S9d5jsXpCkk85O7oFT4cpWhn+Q7KVpzs+5OOzhRyDnwSwWTcXdyc9bKdai6ecGiYSU0iclznTSOUGAOSKOaiOH0HgfDNZEItaJdrC5d6Df0mwNeqp/HB8tcp5Ez+ZXhRecEaJO356JmY/jtxu7sXv7Xf7W3Djb1fVaMQxe+jkMQWs2v6ooqFXfFIYlRHW2j2U81Nte+E14ZcwrG/1bh2REbGdWBuIihNn+GQBqBtXDgughyWVJ8E8aRChBFq+jFzU9Wry0ShE9qjsReOCcPgEbmjd08NNAkrIRjm0qwJiq9qLZ18157LR6pfppgzOKN4BTdMPLfuNYYLmiQy0F9QNAnF3CSKtdUWLcXhayiEMaYtLq2Ab27K0CSMI7/B9uXfxDeq5p5P3cOyOZcCkcSUeh7/9E4TJHG5fTLfsD9as70a+BwyyCi4B8sUTB3bzuZj6pfWqGduCswrQZHDpGQOIEZNhpOvD8MO03wSs6Z2AYQRWBLJhytfY5fyLxBK2QQj18Y/x53CP5y9w23J0iFpyV0BSQS2/xcnHsEB5SvZYmKidEkiT6KshMAWckYY/hhE4Oy42agwxNPFCAkwZvpQzEAvyCiJ60/OQTwid6QtZ/JL4wPMLl0TVjNuU5I5g+4fvet76T34In+bjJGEnTA3WYEt/Ngf8X9HPcax5W+yVgZlPnIUTG9CndzVGfaXam5qyydJwvef+SHCH9prKndfcAgzNx+dqUlE5qbIJ5GJjgnhGtNVI8XHQFTPq6yQjTBNjDQTX8V31uc7YgJaRSnAGCjIjTSJ5Pufap6aujfs8VGecrcBBH8ofoDFciLFnEneMuLzyUaEJokMrB6zMyvkGN6UE2IkYaSRhEIMpvKyjy6maBJ+4lXTUAiIrq3o286LjiiIOiThv7lOncqrjRAUVMvL9DLZgfpsmQZ//vQBnJ1IlstqUyr8vhk31rumWiQx+4T+5KFM5t8+cVfuOP9gutq983kc6UuvysQt8u3YxfGcWT0v3FZrbkrTJDyEse6GSQ/tzJgc1y6TPgkHQ9EkTAw/tySwr+82tSu8nkMk1cZ6THG8r5Rj+GL1kxxaviIkt2LOxDBNVhO9n6omEcTXTxxVYPxoxdSmCCFlmcNQop1M1adj5nlabhNVkxU5pm/t1enafuupofajksQh28crGASmnFw+j2kI8pbBNF/rk6KWlCEqjCkDYs1Y/xuAtrGY/jWCUjm1mkTguI4n0wVBDjFzUzkgiVExTaKnGPlCRhX8WloNogibMje1dcHxV9Hr50mN6/DaWswZfPv9u/LZw+qPseGCDoHNwFuT3sXe5Z94XxRp1UxZ3COvVP0UHePxls2A0W0Wd11wiPcC3fUXwLOFZkU31cVep3vnDyTpOojMTQO/TIC7t7mA+5ZZTJiSnswXEF3OEHEybNCm1N/8icDy486bIomAuBWtrJgz2W5SJ2v6aqt1qsRs5Dtr7OU1mkSGZAuRJvHmGs+8te3EuH8j6YR1EaGkmbeM0KQTmJt23WIMcm2UbBXY9+OO60i7sjG5IYjC8lHMGTXSqkoS791lCl95b4lT99uK255aHO2ktLXfzcU0CfV8weMLwnKr5LDeexlM2x+22h/n6dcA6DFGESwTMaY9x03nzOHfL6/k8tteDO/HynlVc2MadZZPwp+ihBICm4mYEz5KjlMRaRKK49q0MP22xPZ3fUGsOCaWO9RvRkT8p7MO4PbnljU0tyZJpBlBMcgsL+ZM9ksJUNlY0CSRwE3nzKE9b/LAK1HZA6k4Ry3FJ/GZyjnsZbxIm6pJKGtItPmJNN4Pik9iILkL4PkLgvPnG0+gkeN6w1nCLo7je/ZHuDKXbgM2Q3NTc4RX1ycRSN7+vaX5JGohgoNTruWTpLJNtRmbhfaaQR1Us53QWeCCI7aH/ucyrxk6FVd5uQrTJ2STxHX20SxicmheKFgGpl8RtKNzNB/faWsO2HY8Tz0XPDMj1HpUqVb1FRw3e2see6OTl5ZFuQtFy6whCdXcYxiC/zzIC780VO1U0SRK0ooygYnb0UPtNCAJkfMSx/b4CADLJx7I16sf5+kx7+V9624Pj9ttahfTJnT4JOGfN5fnEwdOZ862kQmw3LEZj7oz2FKsYJJYG263fQFNXY8jE2oNNd9kV7NSnU8S3Ur9KCEszMAPpL417/oc2BWY/TF48e/e8VKgKugzJo+q0SRTm5YwMTeKhoKIJEYiN0KFNjclsNvULrabNIpJatlp5SFZbREJ/M09gIvs/4itjhaXvpSHq/gkGjm56sE0Da6xj+XkSnZeQXD6wZibLEVTSEMuNDc19wLX1SSCScs3qThNaRLZJJHm/1Btxmaxo0aTCMJR373DRC9BKy1XIUESnztiB6aObWOXLeLaXaAJ9Mgi37Q/ihBm2E95y8AodLBKjkJ0bcUlx++CZRqhBOtiUCjUhmOqUWYHzJjCB/dUl4b3CMEUSU0iXQYUhsEPqifxUfOyUPquSpOyFBhKdq+pal+hn8svrZGIMjJMg187R2JbnXy4/DU+VP5adB6/XcH95HIFLjxyRw7YLiIJaXVwUuUSnnanx84b5AsIn7zqk0REzkHxwVqS8Nq9EqVcvGGkm5vaxsJ7vwe5YuiT6KWt7gJaWUhqEs0IV13t3v2sS9GMNyY0SWRgB1U6UMxNVoq5Kec7CHtoy7ZNiqiwWLMTaxosQ3CZPZcH3ZmZ+yRDYDcEuQaaQiBlNgrnDdtUR5VIkkRTq5QF5iZRq+YHz0CN7sqZUTVQI9/OCXtsETsm0CTCZ5NKEh4Cc9PB20/k3i8cWqOVFIuBgKEIF36bCpaBZeV5V/lHPDbumOh3PyrIRSiOa+V2VROWmasxPxQts6aP22scx/7hQvAj5yReNGaAYeIKywtpdSRmTJNQSCJNk0icE7zn/JDciYflTtFvRpwkRnVkP9/g/M+N9ioRj7JX+ffvk1m9tUeUZ+aGGdTpJFFNJtP5OQ+vmnGSCuH7JHoostOUgS8VmhzzSUJXMXWs1z+H7uD5dLabNHzrVzcDTRIZ2HKcIs2qPolCbQx+zo8CWcb47Cgevw5QidygNIlmJJCBhMAetfNmHLx9beaq1UBTaPT7QJA0NzWlSQzY3CR4RniFD3PFDnbZYgwLL4smabVEhvch2/btSLNmgSMVQe2mnFoHyYjMTTlT0EcRUzFTCkWTkGn3pJKWmWPXqWN44RtHhZsKOaNm4qmNLgraEvz3hQkjT4k8VceNOa5V7S+s2RUsIJQgieA9SHsbDBH/bXRHyvP1fwwI+NHJXpLZ0vw07+cw8i1Fk/j8a3DhK01qEn5OjrBYJbyJ3zAt3K7pnFi+mJ+0nZFyB4Q1mSZsswd7bj02fZ86SM4LWWHwAHecfzBPX3wE75k5mflffQ/7bzty/gjQPolMqA9VqrWFUqrAjnK9bNQVxkQ2z5KsXc+bVybfMBKiXlG+upnLPmZM9kxih8+sTbpK4pqP7pm6PWhjlqYQ/r6BJDFr6hjwahJGmkT7BMi1hyGwrhRhbkANUhzXAbLMTeebX2Jq3/N8o63W+R84ZEM7fJ0Q2CtPmc3OO+6YeW+E4ZR+U0U0iRYsMyR6te+CBDjDNJXjVXOTqklEDs0ABcuo1SQynKnBpB2ShJmnbJvYrowVk1Pf09237OL28w6i/TqvmGWSJEIiSHkdoufh30/KTsGWgIRWjd6RHUv/w1Gd07zfrSDRMoUkgsgjM65tee2Kvz/Buh1VkedNc3PG26vJ272YhuAxuT07ZZmzxm0D7/8p+Q1cyyHwQVx45A7M2W5CpikQCGtTQVRiZiShSaIORhUsust2GG5pY2ClZCBXujyH4C35I5mdNYn7ZafL5OpO9M9dWv8lbKZg39bjO3ju0iMHVTEymMiyNYnEpDoA/Ojk3Tly583gW973MGlr70/AjCOQt/8U8EwvZ1TOZ6zo5vLkSer6JPwPanCQYbCOTl5xZ9WNaQ/7N5Dc28ZCf3yBn1EFq+4gD9oWLGRXdaJCi3nLCP08at/1j/HCGxfkdmDzBMmAUiLD+5JySRGGTIb3kqF1Bu9f8F+aecrSwHZcDCPu7Fax/eRRvCnSNYngXGm+p+A0EenV7hNo14EmYVk5ShTCEiNO1zR+bJ/AIx171xwbQumjwHGdNDe5iiZxa9v72K37GcodmzMqbGMdzDq53q910dWe53sf2I1Dd5zUEhP/QKDNTXUw7/Pv5s7PHRxKrTZWqhnCHbsN00v/y8PFOdmTeGBukvm60Qrt+foTUDOaRHCewURFNNIUAik1y+5dD2PacjEpODSl5Dtg0o5hf7sI7nD35A/OIbUnqeOTSLtvw4iiUur1YeisTdTngUiTaGjxy48Cq42l+309Oq/qk0jRJNZvfiCHlq/gvo7DU0NgjRRNIokffngPvvzeOhpOcK6AJAIyMwuUycXILAvS728nQ5NIO1wkzE1pmsT+24zns4fNCB3VQb5REKHnIvi+/SF6cnVML0q/vNXmmRZ/bx7Du3eIzKmhJkGOh9oOYofSL+kfs20YLj6cgUQf2mvLtx1BgCaJuhjbkWfbiZ3hhOQQVYtUUcyZSAwvciVrcpWeuSm5WNBAMaDS34NAroGmcPAOE7nmI3uy3aSUqrgNkJzEzUTyWWDek3Vfz0D0yzZdJA1VgY9GJYlFu5zFXc6s8HvYv4G0rpDEL92jvfMUG9ikTQu++hZbHRrZt4P+zFtGFDmmsI0hBK/KzRndlg8d16qpJOmTCPCTU2dz+hzP2TpxVIEzDtq2fttQJnTF/1Imh+26dQMMANxAYErU1wr6TdSRxetpEoYhOP/w7UNNQvj+moAkqo6nEdQzxar9UiqMZVrpt9g7HMeP5u4Rbg/IzREWlmFQJh8jthGONm1JaHNTMxCBucnyTE9mwatw+lfvZ9OID/pvnrBLbfKL75NIrm42UDSrSQwWjRzTOdNIrcLZDJJnTNY6Ciaa5CI/8Z38yUK6tT9lOO6v+/je/PqBhXQp5Q3W7vcl/mP+veH3MJ5dNTf5+B95LD8tHcM/m8hVAW/i+/J7d2TR6n62ndjJnluPZacpo5XIsej+eiv+YkJtlmJOkvzROYhjjQfI52rt7eAtvHP0rlOaak94eOCTCGZEq0AZF9tpHOggSdckwgimeo8s/JC9U+CTCPIWXP/xVv221Q36UDSJoFSOYYiYCSzQJGys0J1lGiLSJOobnDZJaJJoBkYwMPzu+tpy7/9fvQSbYHAFUs5H9tu69hy+uendOw1sQCexsRJr9pk2jpNmT/U0qSFG0m6tRvkASBGRxMf23zrMbI4hOEcKSWRhz63H1kSmjG6LX/s9O/mlJCp+cTeFJELb+gCegSrZ/+msAwAvf2Xq2LZYEt76fs9nNbqYi9VuuqB6JhdwJgtVE1NGMbxmEfrmA8d1cSxrZCWU1utBhj6JRCXXOj6JAJuNzuOtlZS9T6BJBFn4gSYxebSnwR+imI5qoPRRYLIzhYhFfQU+CUdENdQMQ4TL8r673vk3UWiSaAZBjHiK/Rug4vg1/uupwj5JnLr/9KFt2zBh0ugi3//QrMY7bgCS80gul9AkQp+EwSXH7Zw+KYckkS39NpMmohZNU0NiQ2d1sYvvjvkaYydviXg+2+4+EJiG4N4vxMtqBDWM3rX9BOhZCySmUnX94zrhuU1dP4xu8r6vO/JKvvbfD2JnRZIpCH0SRtIn4f/PGAIvfOMoCn/4DbxEA03CpCqjCLDAj7T1+A7u++KhTKkTeqz2S+DTMA0Ru1zV6qAkczginley2ZgiD335MCa+DX0Gww3tk2gGofof765jdvO0gmCxm7qp9sF6ySmRKRuCE3bffEjOMxKoWVo76edR8hwypfZ65ib/fzNVSToLGc9jrK8Nbr0/nz7rXD72wQ+E7R4Ok9/e08Zx/xcP5f17TPWSu0iUiJgUJafFij5uAMyE49oauyUrGNucuSnwzyU0iUbmmmLOVMxN2eOkHy9nI4y8Uh7iFl1t9X0mKkn4fi7DiC949dCEEzm58jWEYYR+FMcJtJViQ5/MpgitSTSDwJGaeLmvPmU2V58Cf33iTaCBJhFIghkrvQ0EL33z6I3mwB4OJCcSM5d4DcN+rnePWe5paC94k+yuW4zhjdV9dduSmZy4w9Fw9sMwcQeCfNcogmd4+n7zrmA1wLRS4cp708DcdPcFh5Cr8y6GpiElLBeg6jsAPiq+hWnl+WXKsW6GJhG6pOt2TbbjOsCv7CO4z92FExKrKzYF1SfhJzKaIu6TqObH8ITcjklEZLkhZTY2JWiSaAaB+SNDAgpMFtvUs98f92N45DrYct9BN6dR7fpWR5LfrBrzSROTcKhJ1A7wSaOK/OmsA5g5ZTQXHrkD60vZZdXrYuIO8UtmB1QNLVLyJAA4+ntw6+e9ktJ1MC1lZb7Y6ROO68CXFnTl8+YOFDPWVY7MTUlNwju4rr9mlw/AS/+AydklZVYwlhXuWE4y4uampqA49A3F3KS+byrRh5qEJom60CTRBAL1P0tNPnj7ifzsY3vVd3qN2gwOzS7KtymhNgQ26bgOQmDrnsTfOX2vwEHdaMIE+M6Ju7Ll2Oar6w6XJhFAhJNd4t72/RTsc8agWUqtswS1ZlKjzprkwbNxa0giOLbOhXf7IOxyUrbjQkEwgW+oJpHz3ylDiNj7ZilRWMH9N7M416YMTRLNQNQnCSFEUyUwNDwEE8k8ZnMQj9U4rkPzXjMhsE25p+tj7j5bNd4JJcl7uEki0CTSJq8huHYY+pkgiwuO2B7wJtIskij4z+rJpfGIs2AyF8D799giu4+azNAPKut+fP9pTe0PxExygbktaU1UM8NDItKaRF1okmgGRuCTGFyOg4aHYP64gPMplFfwv0nTRlMT4cBDYAeLKAlteK8jzQxz0xAhmCjVPA01ssswRKbPa+r4UbAKZk2LrzrnhpqE4Acf3n3QbZw4qhCPNhsA/uS8K8ynSDqi1e8BSWqfRH28vY3bGwsNNAmNgSFQ//tlnkVycq3zeCCaxEY0FWysWAGhOK7rVZvdUJgNzGaeJpFR98lPcvvK8bvHtjflkxgANqivdziaX4y/gC9U/zN8p5KVcVVz07Z+tYAgR0IjHYPSJIQQ44D/A6YBC4EPSSnXpOx3FPAjwASuk1JeVu94IcThwGVAHqgAF0op/zWYtg4GjXwSGgNDMGwDE0XtwkZN9PO7zoe1r8Pupwxp2+ohnACHmZcMxSdx23kH0b2hjves8ycK/KX9nhk955vC8vk4eQX1xiaNHpoJd4NMevkO7h99FPaby8N3KnmPHX7Ic6nqcubB2zJrahcHzphQcyqNCIOd9b4I3CmlnAHc6X+PQQhhAlcDRwMzgblCiJkNjl8JHCul3BX4OPCbQbZzcKhTTE5j4AgXsPFJIqlJNMXFnZNg7u8aRvoMJYL5ZtitE75QstqayJi2HFObcKoP6PRNaRJZ+Sn+GEhEpM3ZbjzfPWlXvnZMduTShrRxQ48LzU2J8wTrsfeUq5iG0ATRBAZLEscDv/I//wo4IWWffYAFUspXpZQV4Ab/uMzjpZSPSymX+NufBYpCiBHTCQNNQl3rWmPDEYzboC5PTTHEYF3jjdimZmCFYZnD2zJhFTin8hm+PbGmQPqQIJlxnUS96KaAwJKFLoUQfHjvrTIXOhooNtRqFdZRCx3XCZJoizQJjeYwWJKYLKVcCuD/n5SyzxbAIuX7Yn9bs8efBDwupSynNUAIcYYQYr4QYv6KFSs28DYawBdthTY3DQmi5VWbKNrWQvjV6XtzxkHbMGXM0PsJVBhCcLO7P+tyacNhCM6fWJkuCcscuCYx1NhgTSJcLCvd3BRoEhrNo6FPQghxB5BW7vMrTV4j7Wk3JYoJIXYGvgsckbWPlPJa4FqAvfbaa1hEvMgnoTWJoURobkpOSM04rkcA200axZffu1PjHQeJsA7SMN1+vQWCwNM0sn0SPsOklMwfSmzovZt1zE2zt+pidJsmiYGiIUlIKd+T9ZsQYpkQYoqUcqkQYgqwPGW3xcCWyvepQGBKyjxeCDEVuBH4mJTylSbuZfgQkIQ2Nw0JgoH7y//Yh+sffL1Wat3ENTbRwGcwWETmpvTzb97Vlr3wVYtrErXmJm/7kxcdQTFnpFcU1qiLweZJ3ITnWL7M///XlH0eAWYIIaYDbwInA6fUO14I0QX8HfiSlPK+QbZx0BC+9CSGO0B+E0Ew/g/efiIHb5+Spb6Jr/wSrc0wPP2QXJkuiSuVRXpqD/ZXZxzuhMINPH3ouE5oS0HpHK1JDByDnfUuAw4XQrwMBGGrCCE2F0LcAiCltIFzgNuA54HfSymfrXe8v/92wNeEEE/4f8NjoG0GvvQktLlpSNBIShQtam7aWAgXjBsmmaRmZboEcqaR7ScyrCEpUtkIG0qQQbOtjOimUUWdPzxQDKrHpJSrgMNSti8B3qt8vwW4ZQDHfxP45mDaNqQIzU1akxgKNBz/m7i5abhrRNWsTDcQzDq5pvBhKyEKgU03qRUyChdqZEPTahMIJFsxRGtBbOpo6JRU1pPYFDHcNaKSK9MNCFvM9v5aFNEa8+llOTQGjk1bZGsSbQXPSWdpKWSI0GjgNrOexDsXATkMl9k/rN30DpxAk9FNG6QtacSgSaIJBPVzxnboGi9DgWY1iU0Vw21uMhpEN40kTjtg2qCOD+5pbEeO9rzJ5l3Dm9OyKUDbT5qBX2lUm5uGBg2dkpu4T8JskOw2+PMPLwkNBhcftzMXH7fzBh8f3FNXW57HvnZ4uKCSxoZDz3rNIChHvYlPXkOFRnNfEGq8qUY3iWE2N0WaxPCcfyShEmw+I9Dksa8dju3oshzNQpNEM5CO91+TxJAgucZ17Q6bJjkEGH5zk/+/Bc1Ng0W4fnedWxvXMbyJgO806FmvGbg+SeiM6yFBQ2tTM8uXvoMx3GU5hF92453quDbE8CUiborQmkQzCKp+ak1iSKDzJOpjYziWv3vSbuE64O8kHLrjJCq2NiUNJTRJNIPQ3KQ1iaFAQzPKJi4FBrc/nNLwSXtOHbZzjyT2mjaOvaaNG+lmvKOwaYtszSJwXGtz05Cg8dy3aTuuzSbs6hoaGwuaJJpB4JPYxCXcoUJDTWITL38y3I5rDY2BYNMejc2izbfdjn5nqugbGw1dEgRlOTbNSXK4y3JoaAwE2ifRDHY8Bk76Ocw8vvG+Gg3R0NZubOrRTVqT0GgdaJJoBkLArh8Y6Va8Y9B47tu0J8eIJEa4IRoaaHOTxgig4XoSxqZe4M//r1lCowWgSUJjo6Px1Ldpv5YBOWhrk0YrYNMejRojgsYr023as6P2SWi0EjRJaGx8NFxOYtPOkwiXL9UkodEC0CShsdHReD2JTfu11I5rjVbCpj0aNUYEjcxJYansjdGYFsTGKMuhodEsdAisxkZHs5rEpmtuGjmfRLVaZfHixZRKpY1+bY3hR7FYZOrUqeRyuaaP0SShsdHRaD0JsYkXUsyZBue9Z3uO3GXyRr/24sWLGTVqFNOmTdOazDsMUkpWrVrF4sWLmT59etPHaXOTxkZH41Lhgb1l2JvSsjj3PTPYcbPRG/26pVKJ8ePHa4J4B0IIwfjx4wesJWqS0NjoaFwpXE9QIwnd/+9cbMiz1SShsdHR7PKlm6pPQkOjlaBJQmOjo7Hj2vNJaJLYNGGaJrvvvju77LILxx57LGvXrh3wOebPn89nP/vZ1N+mTZvGypUrN6htF198MVdcccUGHft2hSYJjY2OhiGwfjKdpohNE21tbTzxxBM888wzjBs3jquvvnrA59hrr7248sorh6F1mx50dJPGRodOEnt74JK/PctzS9YP6Tlnbj6ai47duen9999/f5566ikAXnnlFc4++2xWrFhBe3s7P/vZz9hxxx35wx/+wCWXXIJpmowZM4Z58+Zx9913c8UVV3DzzTezatUq5s6dy4oVK9hnn32Q/pr1Cxcu5H3vex/PPPMMAFdccQU9PT1cfPHF/OxnP+Paa6+lUqmw3Xbb8Zvf/Ib29vZY26688kquueYaLMti5syZ3HDDDUPUS60FrUlobDScPscLu2usSWhzkwY4jsOdd97JcccdB8AZZ5zBj3/8Yx599FGuuOIKPv3pTwNw6aWXctttt/Hkk09y00031Zznkksu4cADD+Txxx/nuOOO44033mh47RNPPJFHHnmEJ598kp122omf//znNftcdtllPP744zz11FNcc801g7zb1oXWJDQ2Gr72vp346jE7NdxPbOJlOVoFA5H4hxL9/f3svvvuLFy4kD333JPDDz+cnp4e7r//fj74wQ+G+5XLZQDmzJnDaaedxoc+9CFOPPHEmvPNmzePP//5zwAcc8wxjB07tmEbnnnmGb761a+ydu1aenp6OPLII2v22W233Tj11FM54YQTOOGEEzbwblsfejRqbDQIIZpaI0GTxKaNwCfx+uuvU6lUuPrqq3Fdl66uLp544onw7/nnnwfgmmuu4Zvf/CaLFi1i9913Z9WqVTXnTNNeLcvCdd3wu5o/cNppp3HVVVfx9NNPc9FFF6XmFvz973/n7LPP5tFHH2XPPffEtu2huP2Wgx6NGq0HIyxeNLLt0BhRjBkzhiuvvJIrrriCtrY2pk+fzh/+8AfAyx5+8sknAc9Xse+++3LppZcyYcIEFi1aFDvPQQcdxPXXXw/Arbfeypo1awCYPHkyy5cvZ9WqVZTLZW6++ebwmO7ubqZMmUK1Wg2PVeG6LosWLeLd73433/ve90KN450IbW7SaEFoctDwsMceezBr1ixuuOEGrr/+es466yy++c1vUq1WOfnkk5k1axYXXnghL7/8MlJKDjvsMGbNmsU999wTnuOiiy5i7ty5zJ49m4MPPpitttoKgFwux9e//nX23Xdfpk+fzo477hge841vfIN9992Xrbfeml133ZXu7u5YuxzH4SMf+Qjr1q1DSsl5551HV1fXRumTjQ0RePo36GAhxgH/B0wDFgIfklKuSdnvKOBHgAlcJ6W8rJnjhRBbAc8BF0spGwYn77XXXnL+/PkbfD8arYG3XnyYzX53OIvEFLa86IWRbs4mheeff56ddmrsN9J4+yLtGQshHpVS7pW2/2DNTV8E7pRSzgDu9L8nL24CVwNHAzOBuUKImU0e/wPg1kG2UeNtBjfUJLRGoaEx0hgsSRwP/Mr//CvghJR99gEWSClflVJWgBv84+oeL4Q4AXgVeHaQbdR4m8GVQVkODQ2NkcZgSWKylHIpgP9/Uso+WwCqJ2mxvy3zeCFEB/AF4JJGDRBCnCGEmC+EmL9ixYoNvhGN1oHUmoSGRsugoeNaCHEHsFnKT19p8hppI72RkHgJ8AMpZU+jxCsp5bXAteD5JJpsk0YLw9VBdxoaLYOGJCGlfE/Wb0KIZUKIKVLKpUKIKcDylN0WA1sq36cCS/zPWcfvC3xACPE9oAtwhRAlKeVVjW9J4+0Pn+u1IqGhMeIYrMh2E/Bx//PHgb+m7PMIMEMIMV0IkQdO9o/LPF5K+S4p5TQp5TTgh8C3NUFsOojUQc0SGhojjcGSxGXA4UKIl4HD/e8IITYXQtwCIKW0gXOA24Dngd9LKZ+td7zGpg13EGHZGhoaQ4tBkYSUcpWU8jAp5Qz//2p/+xIp5XuV/W6RUm4vpdxWSvmtRscnrtFUjoTGOwdTu9oAmDiqMMIt0RgJqOtJfPCDH6Svr2+Dz3Xaaafxxz/+EYBPfvKTPPfcc5n73n333dx///0Dvka99SkOOeQQbrvttti2H/7wh2FxwqxjWinfS2dca7Qc8qYnu7Tl9Os5orj1i/DW00N7zs12haPrGwyC2k0Ap556Ktdccw3nn39++LvjOJimOeBLX3fddXV/v/vuu+ns7OSAAw4Y8LmzMHfuXG644YZYgcAbbriByy+/fMiuMdzQYSQaLQhtbtLw8K53vYsFCxZw99138+53v5tTTjmFXXfdFcdxuPDCC9l7773Zbbfd+OlPfwp4NZ3OOeccZs6cyTHHHMPy5VEsjSqh/+Mf/2D27NnMmjWLww47jIULF3LNNdfwgx/8gN13351///vfrFixgpNOOom9996bvffem/vuuw+AVatWccQRR7DHHnvwqU99KlyfIg0f+MAHuPnmm8OKtQsXLmTJkiUceOCBnHXWWey1117svPPOXHTRRanHd3Z2hp//+Mc/ctpppwFktu2ee+5h9913Z/fdd2ePPfaoKSeyIdCimkbrQhf4G1k0kPiHG7Ztc+utt3LUUUcB8PDDD/PMM88wffp0rr32WsaMGcMjjzxCuVxmzpw5HHHEETz++OO8+OKLPP300yxbtoyZM2dy+umnx867YsUK/vM//5N58+Yxffp0Vq9ezbhx4zjzzDPp7OzkggsuAOCUU07hvPPO48ADD+SNN97gyCOP5Pnnnw/Xp/j617/O3//+d6699trMexg/fjz77LMP//jHPzj++OO54YYb+PCHP4wQgm9961uMGzcOx3E47LDDeOqpp9htt92a6ptzzz03tW1XXHEFV199NXPmzKGnp4disbiBvR9Bk4SGhkZLIVhPAjxN4hOf+AT3338/++yzD9OnewtX3X777Tz11FOhv2HdunW8/PLLzJs3j7lz52KaJptvvjmHHnpozfkffPBBDjrooPBc48aNS23HHXfcEfNhrF+/nu7u7gGvTxGYnAKS+MUvfgHA73//e6699lps22bp0qU899xzTZNEVtvmzJnD+eefz6mnnsqJJ57I1KlTmzpfPWiS0Gg96OimTRqqT0JFR0dH+FlKyY9//OOaxYBuueWWhisfSikb7gNeOfAHHniAtra2mt+aOT7ACSecwPnnn89jjz1Gf38/s2fP5rXXXuOKK67gkUceYezYsZx22mmpa1ao11F/z2rbF7/4RY455hhuueUW9ttvP+64445YddsNgfZJaLQgApLQ5iaNdBx55JH85Cc/oVqtAvDSSy/R29vLQQcdxA033IDjOCxdupS77rqr5tj999+fe+65h9deew2A1au9oMpRo0bFbPhHHHEEV10VpWcFxJW1PkUWOjs7OeSQQzj99NOZO3cu4En+HR0djBkzhmXLlnHrrel1TCdPnszzzz+P67rceOONDdv2yiuvsOuuu/KFL3yBvfbaixdeGHwVZU0SGq2HYGW6XK0Ep6EBXjjrzJkzmT17Nrvssguf+tSnsG2b97///cyYMYNdd92Vs846i4MPPrjm2IkTJ3Lttddy4oknMmvWLD784Q8DcOyxx3LjjTeGjusrr7yS+fPns9tuuzFz5sxwHeuLLrqIefPmMXv2bG6//fZwfYp6mDt3Lk8++SQnn3wyALNmzWKPPfZg55135vTTT2fOnDmpx1122WW8733v49BDD2XKlCnh9qy2/fCHP2SXXXZh1qxZtLW1cfTRRw+sY1MwqPUkWg16PYl3CKSEe74Lu58KXVs23l9jyKDXk3jnY6DrSWifhEbrQQg4pGZpEg0NjRGAJgkNDQ2NQWLVqlUcdthhNdvvvPNOxo8fPwItGjpoktDQ0Iih2egfjQjjx49PjchqNWyIe0E7rjU0NEIUi0VWrVq1QZOJRmtDSsmqVasGnGCnNQkNDY0QU6dOZfHixehVHt+ZKBaLA06w0yShoaERIpfLhZnIGhqgzU0aGhoaGnWgSUJDQ0NDIxOaJDQ0NDQ0MvGOyrgWQqwAXh/GS0wA0pegag3o9g0Ord4+aP026vYNDiPVvq2llBPTfnhHkcRwQwgxPyt1vRWg2zc4tHr7oPXbqNs3OLRi+7S5SUNDQ0MjE5okNDQ0NDQyoUliYMhep7A1oNs3OLR6+6D126jbNzi0XPu0T0JDQ0NDIxNak9DQ0NDQyIQmCQ0NDQ2NTGzyJCGE+IUQYrkQ4hll28VCiDeFEE/4f+/1t08TQvQr269RjtlTCPG0EGKBEOJKMUS1ltPa52//jBDiRSHEs0KI7ynbv+S34UUhxJHK9hFvX6v0nxDi/5Q2LBRCPKH8NuL9l9W+Fuq/3YUQD/ptmC+E2Ef5rRX6L7V9LdR/s4QQD/jX+5sQYrTy20btv6Ygpdyk/4CDgNnAM8q2i4ELUvadpu6X+O1hYH9AALcCRw9j+94N3AEU/O+T/P8zgSeBAjAdeAUwW6h9LdF/id+/D3y9lfqvTvtaov+A24PzA+8F7m6l/qvTvlbpv0eAg/3PpwPfGKn+a+Zvk9ckpJTzgNWDOYcQYgowWkr5gPSe6K+BE4ageVntOwu4TEpZ9vdZ7m8/HrhBSlmWUr4GLAD2aaH2pWIE2hdcVwAfAn7nb2qV/stqXypGoH0SCKTfMcAS/3Or9F9W+1IxAu3bAZjnf/4ncJL/eaP3XzPY5EmiDs4RQjzlq4tjle3ThRCPCyHuEUK8y9+2BbBY2Wexv224sD3wLiHEQ3479lbasSilHa3SPmiN/gvwLmCZlPJlpR2t0H9Z7YPW6L//Ai4XQiwCrgC+pLSjFfovq33QGv33DHCc//mDwJZKO1qh/2LQJJGOnwDbArsDS/FUfvzPW0kp9wDOB37r2xPT7IPDGVtsAWOB/YALgd/7UmdWO1qlfa3SfwHmEpfSW6X/AiTb1yr9dxZwnpRyS+A84Of+9lbpv6z2tUr/nQ6cLYR4FBgFVPztrdJ/MehFh1IgpVwWfBZC/Ay42d9eBgITyqNCiFfwpObFgLrc01QaqLiDxGLgz77q+bAQwsUrDLaYSCpR29ES7ZNSrqA1+g8hhAWcCOyZaHcr9F9q+1ro/fs4cK7/+Q/Adf7nVum/1Pa1Sv9JKV8AjgAQQmwPHOP/1Cr9F4PWJFLg2wADvB9PPUQIMVEIYfqftwFmAK9KKZcC3UKI/XyJ+WPAX4exiX8BDvXbsT2Qx6sceRNwshCiIISY7rfv4VZpXwv1H8B7gBeklKoa3yr9l9q+Fuq/JcDB/udDgcAc1ir9l9q+Vuk/IcQk/78BfBUIoqxapf/i2Fge8lb9w1PnlwJVPMb+BPAb4GngKf/BTfH3PQl4Fi8C4THgWOU8e+GRySvAVfjZ7MPUvjzwv/71HgMOVfb/it+GF1EiIFqhfa3Sf/72XwJnpuw/4v2X1b5W6T/gQOBRvx0PAXu2Uv9lta+F+u9c4CX/7zL1Whu7/5r502U5NDQ0NDQyoc1NGhoaGhqZ0CShoaGhoZEJTRIaGhoaGpnQJKGhoaGhkQlNEhoaGhoamdAkoaGhoaGRCU0SGhoaGhqZ+P8Z7GmofwnWHgAAAABJRU5ErkJggg==", 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", 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\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "copy = res.copy(deep = True)\n", + "best_q, best_aic = opt_q_aic(copy, 1, 21)\n", + "res_train_2,res_val,theta,intercept,RMSE,AIC,BIC = MA(best_q, res)" + ] + }, + { + "cell_type": "code", + "execution_count": 230, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.003, 0.002)" + ] + }, + "execution_count": 230, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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x/9ev3sk///gx7h/6HXzPg/9yPxf85Xd45eq9/MEjb+ed4fv4T2cqnnnPJ/nBxXfzlr+/nT8LvsCvOtfD6W+CN/zNMnw6y7HCPffcwzOe8YwjPQzLYaTb71hEblVKnbNU77HyciyLCIUlqUIphUcCjresm2Bla0zcbPzzdCySRmAcST1KGHD07QYBCTrkFUbaqQTKvIcNhVkslsPAyhOWZOGT5Uf+fRuP76vxd/vfChd+EM7+9SUc2NyEcWGNiTDv5D1pDGkISlEPE/rcVigsRT8nDPW5KWGT9xbLUrJv3z4uuuiiGfd/61vfYmxs7AiM6Miy8oRlEY5l+4E6O/ZNwNQuOPDwEg7q0OSORUVaWHpM3kcmee+kke5gnIQ0opSqGGGhRIy+HUZaUEpkjsXmWCwz6bVqytJibGysayXb0cZypT5WYPJ+4T224lQRm3AR0czSv8NJ5li8BSXvFY6KzWHThElKn7TKjRPza84qaMrYqjBLd8rlMvv27Vu2CciyfCil2Ldv37Ismlx5jmURobAkTYlic3xcX6IB9UYmLIFk79+jY0kULmn+c7OuyyWrjhamBiViIyxhqF+zJFke59isoLMcPjZs2MD27dvZs2fPkR6K5TBQLpeXZdHkyhOWRYTCokQRx6H2ccvtWEwSPmCeyfs01cUGhsa07itUMa6kUSg3zkSzNA/HcvMj+3nG6hL9u2+FLef3NKYdB+vUmjEnR/fB6Baodl/ZbDn68H0/X5FusSyUJQmFicgrROReEXlARC7v8riIyKfM43eIyNmHOlZE3iQi20QkFZHey+AWcRWepIo0NsfHRyYUFjA/xxInCp+WQIR1LSxZuKtOQKKyUJhxLD3mWKaaMRdfcRM/ve6L8MXXwOSTPY3p49f9nN/7l5/C378KbrblzBbLU41FC4uIuMBngVcCW4FLRKSzN/UrgZPMv3cAn+vh2LuA1wM3zmtAi8yxSDbZHjFhyRxLryvv2x1LZIQlq/xqEOShsHieOZapMNYl2NmmYz12j943FRI3JvU5bIz3dIzFYlk5LIVjORd4QCn1kFIqBK4EXtvxnNcCX1Kam4BhEVk317FKqXuUUvfOezSLSEjHSYorZpKOljfH0lxoKCxR+EVhaejJv6SaKFeHweIsFGaEJc+xHOJcZW32847LPbrBiUZMENfMMQsXeovFcmyyFMJyPPB44eft5r5entPLsXMiIu8QkVtERG+5tshQWD5JHynHMt/kfapwC8ISF4QFXzeoi5UWljien2PJmlY6iRHZHkVishFRTqywWCxPVZZCWLoVvHfWKs72nF6OnROl1BVKqXPydgSLSN7HxUl6mR3LzFBY7+XGnrSEJTHhKl81Ea+C60grFJYn73vLsWRt9iUbS4/ndrIRt4SlR4F8qlJrxvzN9x4i3f5TuO8bhz7AYjkGWAph2Q5sLPy8AdjR43N6OXZ+LKLcOE5SvKx09wg5ltKCkvcFYWnqRpRB2gC/gitCrDJhMaEwegyFZY0xk/mFwmqNmFI6nQ2op2Oeqnz33j386dfvYfLb/x2um1H3YrEckyyFsNwMnCQiW0QkAC4Grup4zlXAW0112HOBcaXUzh6PnR+LTN572cS+3I7FbNg13+R91JG8T5vasXhpE/yqcSzaGCZRhEeMJ0Y8D+FAmlEWCutdWKIkpR4lVFOT6I+tsMxFFm5MowY0Jw/xbIvl2GDR61iUUrGI/A7wDcAFvqCU2iYi7zKPfx64BngV8AAwDfzmXMcCiMjrgE8Dq4Gvi8jtSqn2XX26scgmlC3HsrwTYu5YZP7J+3Kh3FiF2im4iXYsniNEJseSJFHLrcD8HUsP57bW0K85IPPLyzxViUzRRhqH0Kwd4dFYLEvDkiyQVEpdgxaP4n2fL9xWwHt6Pdbc/1XgqzOPOASLCIXpVexZ8v5I5VjmGwprdyzK7MniJXUdCnMlX8cSx3ErcQ895Fj0427au2OZzISFLBRmhWUuwmwH0DjU37k0Acc9wqOyWBaHXXlfIElT/LzceOlyLJ/4xr08tn077xj/JKccN4B/4gvhue9ue85CV95HqWoTlmyzLyduQGUQV4TICEsSR1QcPfErcZEeHYvbEQr73A0P8sotLpsf+Ae44A/BbX2NJpv6Of2ZY7HJ+zmJzDlW2XkKa1AeOoIjslgWj21CWaCtKixpQprOfUCPfOlHjzD+yK2cNnEjzoPXww1/PuM5zU7HotKe3FecpG3Je4mmEQGJjWNxWsn7NI4ZDfRzE7/vkKGwzLF4aSsU1ogS/uK6n3PXjV+F730Cdt3ZdsxMx2JzLHORhcJU9r214TDLCmAFCssiyo2TQo4FFlUZtnuioV3P9H6SVHHiqO4oWhvZ2nWMYZziOUJARCrGAfQwKcepwpOWQEhcp+K7SFQHv6pzLObXnCYRQ74RFq/ac47FK4TCUtP1dmLa3Df+RNsxubCIERbrWOYkExbJhKXQ3WB8OmLHwTrsf8gKjuWYYuUJyyJW3ifFqjBYsLDcuX2cc//sW+y/9k/g719NnCoqnp6QY6fcVViaccpQSfAkJfL6zIAOPSl3lhu7RliIWzmWPBSWxAVh6TtkjiWrWHJV1so/IjH7v4xPm3Mz0Sks+rMNkiXvrWOZizDfqM18J8JWZdhffvPnXPb3N8Pfvgx+9JkjMDqLZWGsPGFZjGNJ03bHssCS492TetJNxndCbRdJqqi4Rljcsp5EOva7COOU4ZK57Rph6eFqP05TApMXUuLixA3KvqvH7lfxHCevCkuTmCFPPzf2egmF6XPh544lxOgKE/XMsTzedkytqV+zH1sV1gthXnlnvrcFZ3JgOmLPZBOm90Nt96LeJwtrWizLwcoTlgUm79NUkSra2qMs1LFkkwVxE5XGxKmi7GSOxahHhwCGccpIYLYQzh3L3Ff7SimiRDEQmJ9Lg/hpnbInOonvV3AE4lSvY0mTmEHjWKKeQmEmx6JaLWCyDaAmp819NhS2KPJQWO5YWqGwOEmph2ZnUFOUsRDu3zXJC/7i23z//r2LGqvF0isrT1gW6FhicynuLYWwJIUFiCbcVDaOJXLM7m0dV/JhkjJS0sc1nd4cSxaW6vfN2wUDeEmDgUDp5L9XxnMcQqWFRSURA5ljcY1jmWOnwMyxBOnMUBjKnKfx7W3HTJhQmE3e90YmLK7KhKVWeKywo2mPnaW7vf77v/wzUgWnHDewqLFaLL2ysoRF3AULS9JNWBZYcpw5FkmauSvIhUWMY0lnOpZB41gabm+OJRPDASMscTCIlzYY9sxrm5X3WY7FUQn9rh5P5FXNOGYPkWSOxc9zLK1QmGQt3TqEJVsguZzlxlGS8tXbttPY+yjce92Sve74dMT1d++CnXfArm1L9rpFcmHJvg+F1fdRcY3SAh3LZ779AE8+8Sj/vPXHrI53LmqsFkuvrCxhcZwFh8IiU1rsSrEqbGE5lsyxSBzmwlJy9X1h7lhmCkvVrDFpOhXznLkn5WxS6vNNmM3vJ0jrDBrxwK/gua2V966k9Dv6fSM3E5bZw2G5Y1GtcuOsKizfDrn2ZNtn0aEwtayO5ZPX38cf/J9biP/hTfDlty7Z6/7bbdt5+5duIf76f4Fv/tGSvW6RMDbnU80MhUVJ2trELVyYsPzLTx7jDVuanHrnX+rqMotlGVhZwiLuglfeJ6Y6x18Cx5ItepM0NIsQWzmWMHMsXUJhVUe/d116C4XFZsx9XpabGSBQTQa8TFiqOCJEJsfiklI1ohP2ICxZubGfL9qMc2FxMseiUphsXQlPNiL63ZhAElLx9eecI9y2WG55ZD+fu+FB3u/9X/rH79VCtkQuKXNfqjl52Mp9s4uDvBqxEAprq/iLFhYKm2hEbBkw5z+woTDL8rDChMVZcBVSFlZqT94v0rGYsTgoAhMKa8rsyftsVfy0mEn/EFf7mcvqN8LS9PopqSYDThYK073CQhMK80ioSiYsxhUZYWlECef86fX89Ntfgb/YAs0azSjBoXDVnIR5yNApVs8VEviTjZgTqsZ5lUa7ftal5MNXbWNreR/vcL9O0zcr1heR6C7SiAtdGA5Tt2stLIXtpZu1tscW41jiJKURpQw6ZuwlKyyW5WGFCYssOBQWp9mV4xI4FuMkskofj4SSY0JhswhLsyAsdTGTfo+OpWqEpeH0U6HJoGsEyay8z4TFJaVqRCd02nMsE42IvbUm9Sfvg/p+qB+gEaeU2nqLRbn5aBeWVp6l1ow53ghLI8iE5fCEw9JUcf+uGm86YQpHFI+uvlA/sESdqbNQIHH9sDUljTo6J3Qm7/PFrwsQy6mmft28IagVFssysaKERSELDoVlk7S3QMfywO5JbrxvD9x7LeXaY0DLsXgkBGImf2YJhcUJZbMepSa9Je8z91A1+Zu62w/AsJiwicmxxGlLWMoSkigpFBGYZH4uhllpcUQzStq7ISdxwbEUwlsTLWGZbMSsK+nXqAcj+s7DlMDfO9UkTFKeXjqofy6foB9YIseSFS9I3OzqWJRS/NUND7Bz+8Pw3b9cUAugMCm4FegQlrTV4iecfyiuFnasKSr1z/s1LJaFsMKaUC7csbSqwooLJHt3LJ//7kP86MF9/CB9O2eMvgZ4DU7BsWQhtsYcOZbMsUxhEvyHuErO4vPZ4sssNzOkxvUT/Aquk9DMHUtCWWKaBMSYDrpGWOK8Z1Vrd8lGnLZ3Q07CPMdSzhrw+n1tjmWiEbFujREWb9gcd3iu9nce1L+f9c4+QuWyz1+nH1iqUFi2g2bcgNif8fjeWsjHr7uXZ552O+se+DhsfS2sPnle7xHFabuwFEJhcaoIsgudBYTCshxRXyYsgRUWy/KwohwLIotYx2Kqwha4jmU6jKmHMYS1fI94x1z9uyS5E2piVjN2JM3DOM33YplUWVXY3J8lywuVjWOpoY8bTCf0E/wqrpAn7z1SyjRp4OfbFWdCHOWtRbJ8inEsUhhDGuXlxsMVs5p/eGMuLGmqqDVjVvlaSKY841gO0+r7HQf1eR6JdrOLMSbTrHXBUglLttFZ9xxL1mWgUTNCPrF9xnMORVh0JdBWFRYWRSeN5v3drplO05V0Wl8A2Hb8lmViRQmLDoUtcoGkLExY6mGS7w2fJ+3TLBSWthxLl1BYnKSkqrUtcS0Xlt4cS9lJSZVwINGiNZALSwXXcWimLccSENEkIModS9L2WpI7lojmDMfSKjceMpalWV0PE3o36ekoQSkY8/S4a97hDYXtGNe/n77Gk+yWVdRSI9pL6Fg8YkQlXd1j5giiaSMs4/MXlrYEPbT1CovmEJ1eqJkcS0nVbX7FsqysKGFZTCgsy7GUnVSHiRxvXkngepTgxGYvFCMIWSjMJcnXfdSVmfwKwpJVkZVMonaSLHl/iAWSWYm0JMS4HAh1uKYvOaif4JkdJE10z5OEQEU0lE+iOkNhHc0Qk7hLjqUlLCVzeOxVcwHOGlAOO/q8TbqmSuuwhcLqlH0Hr7aDPe5qaokJVy1R8r4ZJy1hjRszyqYzx5I2jBh0tLfphTBO8aW7eMSz7LXTK5nwlZIpKyyWZWVFCYsSZnUsSin+/Np7eOTBe+HaP5ix4jxzLBVXkeCCV4G4wTe3PcmXfvQIfOu/wfZbZ33vepTimQk02xgrW03tSYqjEhIcGqmZkQtFBvnukSbsNJF2b/vSSTF8F4vLrob+dfaHpidUvoMkpOLikOKppnYsHcKSlS7n7dvTaGaOJW21dPFFkSjRLf7NOZ/MY/p6Apx0jLAswLF85N+38ZufuZo7//zFRH99of6ddbBjvM6GoQCZ2MF+bw0TBccy0Yh49z/eyp47r4d/f++C1tI0ooRyLqyK/+/Lt/Lo3TfD//ttSJNcWPLV8rOEwpRS/NH/u5O7774TvvJbfO2WB7jiuw/A1e/npHAbw9m1hj/QXm48Q3TmKSwmFBbENZu4tywrK0pY5nIs4/WIv/7uQzz846/Bjz8PBx5pezwxE2vZVTr/4JchqvPlWx7nS9+7D7733+Geq2Z950aYUJHMqWShsKJj0cLSzOolio6lY5OvXFgOmbw34TsVE+Nx0+PaOazb831YexqUBnBFSFKFEgePFC9tErblWIyw5Is64/z+GTmWpFVu7DmKFIdE/IKw6P/70immVYl6lk+ap2M5OB3ydz94hKcd+D6nN39KenA73PaPM56342CDZww0QCWMe2sYzxLs0TTfv38v1971JPUf/Q3c+vdtrVJ6pRHpKrqMa257mF23Xwu3/xNM7ckn7lJqJvxZQmHj9Yh/vOkxHvrx1XDnl/nJD2/gup/cBbf8Lb8Q3sqoMahhMNxeFZZ2lCLPc5FkFgrz4mnrWCzLyooSlrlyLNkqcpVVenWEFbJQUMVV+mreOJaJRowTmT/2OUIs9SihYq7u3TTE0dMu0KoKS3DzfEdRWFq7R+qxjyfd17p0ko3ZUQmJeK2J3C3B668AETxHiFNFKq4WuKRJU4J8V8k8FJa2r70h0TmWihEWZfqw5Y7FwQiLm4t55ljKapqa9NFIZ4poL/z0sQMAvGnNDvarfp7Y9Nqu537HwTqnVA4CcDBYy3gWCgunueUR/Roj+36q76vtmtcYQIfCiut4SkStcUT1fOLOy3lnCYXtn9Kv0ZzYA4A3/girI52X8lSDsZJZ4BoM6VCYuciJZpQiLywU5kaTUBqc17EWy2J46giLSTSkmbB0/JFmE2vJUcS4KONYao0YPxOWOda11KOEMvrK3FNh24SQCUuK2wqFFarCOoVlMvFNe5reVt67xCjHY/PmE1FuCV72p7D2mfoxxzgWPDxSnKRBSFBwLB3JeyMSSRwSp4ph02af0kBbrzBPFClCUgiFPb5fn9P+6e0clEHqmbDMMxR2yyMH8Bxh8/Sd3JqerBeVqqTtdxvGKXtqTbb4BwGYLh/HeGTeL5rm1kf3s459DDSNoEw+Oa8xgHEshRxTm7DEzZkNN8e3dw25HZg24jylQ5SjzSdYY4TFT0OGzHVEwxsCFETTpKkyG88txrFEejfRZs2WGluWlafMOpZssZuKzGTd8UdaLN1NcFBuCYmbTDYjxuKaPlNzOJZGmORhEzcN25LeHibHIgVh6RIKy8RoOnHAK/WcvHdVzHB/lc++/aVI+ij4ldZ7u1pYEpNjcaIppmVwZo4lXyBpfo5CwNH7t0SQBv24Savc2BNFgtMmLF+/cyfnjEWUnvgRN3lvoJG9xzxDYbc8eoDnHaco7X+IW9OLWZM5sbgBrnYluyYaKAUbZB8AU5XjGK8pQIgaU2zbMcErnXtbL7oAx9KIElYVHYtESHZxEdepmY+VO5a4DvUDUB1te50DxrE4jQPgwCZ5Ej91QMBXTUbMx5t2jasIa0Sm5c6iHEszoa/k6UozGwqzLCMrzLEw68r7PBQWtxxLmip+8+9+wu23/IAzv/lmKjQoOSkRHqlXhrjOZCOmkh46FNaIW6EwT4VtZaIuCY5KtWNRXYTFuAVfhUQS6O1q3eCQIaQsL+SoGHF9PNdpExVoOZYEh4qbIs0adanmrfQzUYiT9hxLFOr3HnS1IKd+f1tVmM6xCAkepBG7Jhr8+OH9vGftNkSl3Bi8qOBYeheWME752eMHefWI3pnylvTkVol21GD7gWku/O83cP91n+Nfgz9mbfQoBANIeZh6lIJfZc/+A8Sp4lz3fqLs2qnQKLNXGlHSlmMpEenFkuYzTTUT+kse/VKnnolCx46aAPvNpmhDSud5Nslujk/1ePw0ZMhsl1BzMmGZalX8LaYqrBkzUHJ1fskKi2UZWWHCMpdjae3qCEA0TT1K+M69e9hz348Z3nsr62UfJSclUQ6pW0JFDSYbceuKdJY/7ChJiRJFJQuFpTNDYQ4Jqbg0kvYJHQqORUUk4muh6cGxZC7DSWNwZq4MB3DF5FhwKDkKwhp1qbSEJa8Ka2/fHpkNpvpNp+Q0GNAr79NWKEwhxGjHcvUdO1EKnlv/DqzZyo5gc1d3dii27RinGaf8gnsfyg24U53YKniI69xw7x4e2jNF8POvcI5zH2sf/AoMbaASONSjBPwK+w8eBOD8yoP8zHkGeOWFhcI6quJKhLhJK8cy2YgZqvgMSIMdwWZ9f5c8y0EjLKOSCcuTbBTtoAJC+jz9+590zOTfnMxDk7OVIvfCVDNmtJTq37GtCrMsIytKWPTK++5t2vO+T1lYJpzK/3izHEBATGByLIlTRkV1krSwt8gsjiVboZ1d3foqzEuHQffocpUWlnqSTbYzhcVTEYkT6J97cCxxwbFkIaJOXMchSfVnKrsphDWabcJiciwdVWHZzoUDps1+4vdDGpMUciwJDrF4oBKuvn07F6xtUNl5M5z2egLPYSr7rPNwLLc+qpPuG2t3oNadSZOARrb2J2pw66MHGAjgLHmQCVXVG44NHU818KiHCQRVxifGOWO1w8bwIW6KT0L1r513KCxNFeEMYYlw2hxLzGAgVGnwkGzU90/MFJb9U2Z9D1pYRqXGKaKdTUk1KZntEiYwk39Ya1X8LXIdy5hvxm+T95ZlZEUJi0K3Lum2K2K+q2PBsYR5f6xMWCICs9gwdkqkoRaSvDvsLH/YdSMsmWPxidodiyQ4KtbC0i3HkmR7y89PWHLHomK9oLMLugmlzhv1ORGkMXWpEHYukCyKFC1h6cuExau2lxuLdkFZz7Ft2/fxhjUm3HTSywg8h+kuInoo7t9VY1V/iWD/fchxZ+IITKfZFpl1bnl0P28+YYJ+afAPQ++ETefBlvMp+y71KEH5VcL6FOePjeOQcme8iaRv7bwdS75otZi8lwgvyYSlTq0ZMxbox++PVuvfWZdQ2IGpkLG+gFGpsVPp/EufKU0vSZSHTQ+oTFhaFz3BInIsk82YVZmw2OS9ZRlZYcJi6BIOa+ZX5Nke4tP5xNwSlhhfUhIjLMo4lEM6ltA0gyRzLFHengW0Y2mFwoz4dXEsrgpJnIA4Vah5JO+ddC7HIqQpRMplCB1KaTiVGeXGYf5aJucS6/urTkxD+aSO37Yfi2uEJcth+MRUvVYFWclzmM7LjXt3LFNhzGDJhXAKKQ9S9l2mlf5s+8cneHx/nQurDwPwnssug9+8Bs57LxVfi5jyqrhJg+N8LQD71AD10up5O5ZOFwpaZLy05VgmC8LyRD1ADR7fNRR2YDrkuH6XIZniZ+nT8vsVQpkwbzS5PxOW5mSh23Z752OldLUYaTrros80VaAU042QEdNex+ZYLMvJChOWmZN2RiYs2ap4oqkZHX0DifAlJcYhckp5eXFeTjqLsGSOJQubBHTJsagEJS7NVPSGZAXxy8eWRqSODvsop/dQmMzhWHSOJSVBGDDC0nQq+R4tnd2NXeNYElM9V3Uimvh6IWQazyg3jo2weCStTrxuQOAuLBQ2HSYMlpQeV9DXJiz3P6HXgTwjuhsG1sPQxvy4aqDfK3bLlFSdMVd/1oP0M+mPzduxZJ2NO0NhLWFpMNWMGfP0z+Npiah/XddFkgemQzaW9Tm4vSAszYGNWlhMHmVvYrZLCGu5Y8o2caM0CNE0//P6+3ndX/0APvd8+MEnZ7zXQ3tqnPrB69hz3cf5Qv0/MeLZTb4sy8/KFJYu2+02zeTvpjNzLBIbYSHO+25FUsorgAYP4VjyUJi0mk5mq/D1zwmiElLxtEvqCHPljiUNUa4WltQN5pm8n0VYHCFVEKUO/UpXtzWdPqK0PcfSKl3O1rGYzrgS0SDQCyELoTA3y7GYUJhP0grbuAGB51BPZi4GPRTTYcyIb14n6KfsOUybhY8P7dxHyXMY3vdTOOE5OqdmyBxLQ0qUCRkxe9KMqz72yyg0J+YVSsodS9s6lhA/+/5EDWqNmBFPf7YaFaZLa6E2U8D2T4UcX9Lfne1qNeOubs45OXgS5cJFyO44E5bWd7PfJPYpDUI4zb1PTrBt+37Unp/Dw9+b8V6P7tMh3toTd/M0trNW7TPH21CYZflYYetYDF0msuwK0E0jECCcJoyzxoutHIuHFpZQgjzRPyB6QlJRnb+58SEuO3Ect7YTTn0VoDsbA/kCSSiEzzDlxql2LHGi8yfbHt/L+D2P8fxHP4dTfaMZW6gFBfLQ01zkJcIqBrev63M8R0++oXKoproLb7NrKKw9x5KYgoayRDSVTyBeeyiMlAghLITCcpfm+viuo8Nrjj9vx7K+lOUFqpR8lymTY3ls1z4uXL8W2f0EbHxu23EV41imVUCVJj5aRCfoYzd6Iv/xbbfxnANXc/9Jl/H1hxXvXXULUh7Of49Fsm2Ji6GwskT4BcdSa8aMmN06a6rMuDfK0OST/Om/b6Ox5xF+ZeJvOf24KhfUjue4NacBcIB+atWNhBMJ094wZWkJy67IlIo3a63dQX1FGLv4QRWJpjgwFTHElC5a2H3PjHHnrfyn9O96Q/MB/YBN3luWkRUlLHOGwqKs8irUwhIVqsLSlmPxJCVRWljcNMIhZaBQbvzRa+7mTVuvZHj/z/IJKZuEKoWwSV6ijHYwomKU4xKGCnyPux7byzce+wrP56/4hVXbgHfgpKEOgYEOicUTc37eVhuWOcqNXSMsqUNF9GQbudWZLV1yx6I/S+ZYSoQ0CXDFawuFuaJoKiE2RQCexPjZ1b1bIvAc7cS80ryS91PNmJFqJix9lDyHmsnV1Go1nr32IOwG1pzadlzmWGpJQEWalFUN/Cq+qvJAvY8LgYkb/wqmrub+HX188r5n8Tur/xSvb7S7sERZ8r693LiktJCkUZ2pMGbIdHKuUWU/I2yKG/zfH2zjLeUfcibfIp4e5G2pz83eFgBO3ryJyePfzLU//CmvVAFDRHlJ8cHY0+14oqlc6Ptcva7K86pIOM3+6ZARU7bM5A69ILMyko8xE5ZoWn931k7fZwZvQ2GW5WNlhcJUFgqbPccS0Ere5zmKpCAsJES4+YZcJcLcsQhKVwk1Jtq60DbCLBTWujLP8zJkCyQTlHhazNwASWMSU3V2wt7v8kvOD3VhQdGxFFqhPLJ3ShcTFGL4cb5aPpo1eZ85lhgnF43QrRZyLCZZn7WHMaGwNBMWFdLA1wshCztIuqIrzaJCKMzvCIWFSVbd1u5YlFK6/Us4BbU9bY9NhwlDxgUQ9FP2XSbj1jqWQScTnfaJMnMsE0lAmZBqMgGVEdYMlLj6If3ZXjj1TT28g4/oHWkmd8CubV0bVGahsD6J8gKFEhGBEZY4rKMUDDjawdSosEsNA7BaDvKqTQkN5fPTDW9lvexjXapDZB9+8/k0zvg1/lfyBurK16Ewc85rkeg1N1Ejd6NVV2/jkHgViKY5OB0ySmG8Ha4lazOjmlpYVk3+PD+XFstysbKEJbvRZfV9lsfIy0ejVigs648VSISrsi7EeoIvE7a5jzKhbpFRWKzWKjeezbHoHIsSlyhJUa6PoyLWVvSY9skoH/G/iFN7UleDAYnTmpAf3FPjgk/cwKNXf0Inbc3kHqcpjmSOpbv5dEweIin8qkOnjzBpz7GEHcn71IitbzYGyxZCZi1dXHRVWKhaoTBdwSTguASuo8W8S3XbLY8e4IUf/w77rvogfOHlbY9NNWOGvJZjKftOvs+KlzYZcJr5Y0UyYTkYu1RpUo4noDzM6oESj0c6DJQl4vunH2ej7NbhJJXC9ptnnLfsQqTfS5gUPSmXiHIHEzVMXzS0sHjlAbYnepuAtXKAE9z9PMkYP6wdB8AJE6YZZnWUkqfP/XTqU5YIT0XE4tGIle6qHdfz/FnFTQnxiN0KKpziwHTUciwAu+9uG3fmWMqp/v4F0YT+nQTdQ6UWy+FghQlLFgqbmZvIFkjmCeZi8r7gWFyTY2mYSqQyUe5YQK9VccJJPekbAWtVhbUm0MGiY5EUSXWjyDhRKDfAJ+aip+sJ7780L6NMiEzsyB1LIq3cxIO7jTvaey80xnNRixKl27gkh3YsSbZjJBC53arCstyJaeEStxZ7NpSfL4RMzJobQZGKQ2S+Qh6JDoW5AYhQykJhXdbjZFsKT+99DPY/CNP788fqUUK/UxQWlwlTXVYmytd/zBAWEwrbF/pUpUkQHoTKCGsHyxxgIHcd0cAGVkVPcILsbh382I9nnLfMsQy4EXXKxHj0SSN3ZXFTf4Zs75m+gWEeaWgXtYaD9DV2MR6s5ZpdOky1av+t4FfBr1A2Y83KsYNkilR8/Z5eGeJm3mC04qZasr0qaXOKJFWMSuaWZaZjaXY0xgSdXykUOlgsh5slERYReYWI3CsiD4jI5V0eFxH5lHn8DhE5+1DHisioiPyHiNxv/h/pfN1O0vzG7KGwfH+RaLolLCoTlghHxSS4NIxjWVtVDFCn7g8DuvLLzRpYmv/z5L0UHUtLjLRj0a4iTFKUeHjEVB39vo94W/i4+jXzZO1YYmkl73eaLXhL02YBoglzxEmqhWPOHIv+Fec5FSD2+3TZM/CFG+8n/uaHueCxz+q3N44lK8H206ZxLO2LHUWlKISmcSwBsXY7Rhh918nDfp2OZcq0m29mW/ru0eGaMNatcfrFJMj9PsqeS810LS5JSJXuwpKVG+9rmpzP9C6oDLNmoAQIzfJqHkqP46GxC9jIbs6s6E7D6cB6ePymGectE5Z+N6aJTyRBvg5InwY9xqqqg1tidKifB+ra2Wz0J3AnnyDsW899zWFqqowX1aA6BkDZ17+LWmLOXVQjdXyacYryKxDV804IFSchUi6hox0LwKmD+nsRr3nmrKGwAYrCYsNgluVl0cIiIi7wWeCVwFbgEhHZ2vG0VwInmX/vAD7Xw7GXA99SSp0EfMv8PCctx9Kl3Ng4llIhxxJ1LAosidnf3PF4ItJXnydXxhmQOjV/FaAdi5e10Td/6NkkVJVQCwKdOZYUSRPdCh/tRgJaTSs/8Nqz4Zy3wXN/m4MnvAwwwmIm5OwKv1I3wtIwwpIqLSxJBO4sK+87HYvjkTpB3tJl9/gU6qEbOaF2u34+mbDEiICTNmng559LmQo6IUXh5iv4PRItSsY5BZ5DqtDl0x3J+2yDLJVt6WvCOdOh2YGy4ErKvkM9UaRuiTIR1WzCnMWx7Da7aMrEDqgM84Znb+C/vPwU0gv+kP8Wv5XbpkapSpNXDD3KpKqwY+2LYfstM74zWbFH1Ymoq4CmBAxLK6+WmtLlcqo30Vo9UOKxmkNDyjwtOIDUnsQd3gAI96kNZpD62qjs6bFOmhCfH0+SZufXLUPcKGzjoJP3oVPOOz+cPKjHtHfoNJ0jKiyUrIUxngN91FsdrG3i3rLMLIVjORd4QCn1kFIqBK4EXtvxnNcCX1Kam4BhEVl3iGNfC3zR3P4i8MuHGkhrHUvE7Y8fpFGfhsd1/HxmjqUVCsu2EC5LgqQx5VLAnXXdemOrPAbAhGeuNgnxY3PlaoSlHiW4jlCVkJppJDgzxxKjzOSfOB4+cR46u+j0zXz4l06DV/w5tRNfZZ7T2plxx3gDIaW/acI3xrFESYrvmsWWczShhEKOJejDc518wzGXFBVN5+t7st5UKokoeQ5O3GjfytisyBeVokTy+z1J2hxLYPIIaZfkfXZV7YRGWHZpYZkyzq/P5C10VZhLI0pQbokSIRXV0Pkk8z4ZZeNYJrPtiZMQKiM8Y90g73nx0xl4zlv5ifdsvrtHX72fVLuVx9QabucUvWvj7m1tr5dX+okOBYb4bcKShMZFGmFZO1hmT63JPhnlNHkIVEr/ms0A/Dw1Czlzx2IKDUxRgmccC6C7akf1/LtZkoQIj6aUESMsmyoN9jPAI84maBxsW/xZa8Q8c7WPK4r7M0GziXvLMrMUwnI8UGyQtN3c18tz5jp2rVJqJ4D5f023NxeRd4jILSJyS6Opr6Ynpuq8/q9+wB3XXAFfeBlM72+FwrrkWLK1GyUnhiSmXCpx+3g/ER4nq4cAGHe10AxLLd8ZMttGth6mVHyXCiE100hwQNqFhTQB0RNJjBaW3D155fy52aTTwFyhpik7DtZZxQSeCdm1QmEKzxV9tT1HSxcoOJZgANcRIhMK80iQaBovzRZ3GjeRRJQ8F0maNJXfCoVljkWlKByapvdZQKzHlwmLCcGpLqGwbOfFsjLnyIRz6saxVGh3LI0oJXH1wseSami30pEzyBdIqoLgFMpwRYRNY33c3dTO0w3Hmaxs5HOPHKd3x/zhZ9per1HoplBXPk3lt4XCMKGwIJmCUj9rBkpEieKJZIhN0YMArN6gV9k/KCfoY4ywZMn78ciIcjSJMr+/xC1B3MjddLZgtyGlfGfSESaYkEHuiMyfSkEUp5oxx1f1edyWbtJ3WsdiWWaWQli6ZQU7mxjN9pxejp0TpdQVSqlzlFLn+IHOTxycrJEq8GpP6KqfsEYzSnFEUZIIhaPDDaakNhOWsugmjdVymUcPNHlS1nBidL9+TUdPUqtlvPXmWSgsTij7LmWajGfCUnAsvknei6snkggPTxK9JsIrg9P6NYz164lxXAb1romNg+w8WGed2dBKv6FxLGmK52SOZfYmlEBrx8hSP57rECkhxcEVLSxZmbFnSpJJIsq+diwNgnwhZJ5jIUWJQzMPhcU4KmoLhYFZj9ORvM9CYfk52n03KJXnXirovAWuT9nXjiVxSpQlpJTWu16B+66D7wrT2d4t0CYsAJtGqzyhVuXn4mmnns599QGuGf11uPPLsO3/5c9tRi2HW1cBDXyGpCAspiuDH09BaZA1A/riYFc6hK/05x0+bgtDFZ+dgV7Dkm0A5jhC4DqMx/rcuVENZRxL4gQQNVpNKCUmwtMXGkCVBqXwIFEwzA8nVpvz18qz1JoxY6Y/2N3KCovlyLAUwrId2Fj4eQOwo8fnzHXsLhMuw/xfKOPpThYKq02bq8mmmYyTiDBJWW2MQejraqyse3E2qZaItbBUSsSp4oF4NWtCbaj2mdqB1RxsvWEmLGFCJXAo0+SgqgLtyXtfzJ4YZvKPcHX7mExYCoz2aWHZq/QY48ndPDnRYH1RWAqOxXdlzqqwmY6lD88R4iQlFRc/dyxNhBRPTP+0NKbk6e2Rm/j5QsisikxUCuLk1WUeiQ4pmuKDzLFMRMLPn9hL7Vt/CV++FNDJ+6GyRx91mt5gHs6ZMo6llDbyHErJd2nGKbGjHUuQ1nV1VRcqvku9KCzl4bbHN62qEuOxz1sLwOoTTuX3XnIy733iQiZGz4Cr35e7q0ac4DlCYNbxTKcew2Y1v3JLYLocu5He9nfNoH7f3argkoY2cMpxA+zvf7q+o291/ljJdzgQ6u+DE07q1wRix+RYsv1YSAjxqCv9+IAT6p0oq2PcssdF9a1pE5bJRpw3ntzrr4PykP5nsSwjSyEsNwMnicgWEQmAi4GrOp5zFfBWUx32XGDchLfmOvYq4FJz+1Lga4caSJbDrNW1YJSbpow1CWnGCavNfNT0Wzv1QasSqiQxpBH9FT3ZP6rW4hgDtdcIy6oujqUeJVQ8hzIh+1M9IQ5KPd/5MBATCjPCEiodCvPT5owdH0uey0DZ48lYX2Ue3LODVNEhLDo3EaepLjeeYx1LcYGkHkw/rqM3/0pwdYPMuI6vwvbdCtOYsidIlmPJhCluhcLSgmMJiLWwdDiWvXVQcUh8/3fg4e8Cup37KWMurigerjxTv+7uu5k2jiVI67mwZBVUoekB5iXTs67JqARuPgHrOzodiz5usmJyDyNb+K0XnojrBVw3cgnU98OO2wGz373v4qkmDRXQUH7eCy4pj+DETQLX0Xmi0gBrM8diFklSHoZSPx9+zVb+y+vPg1/5Epx9aT6Wsu9yMNS/GyecyM9b7OhQWFjobhwrlynzXTqumiLT+wgGV1NrxjTHTm1byzIVttrMvO3CM+BNX4QXvK/r+bJYDheLFhalVAz8DvAN4B7gy0qpbSLyLhF5l3naNcBDwAPA/wZ+e65jzTEfA14qIvcDLzU/zz2WDsdSDjNhiWhGKavMHD7t6Su4rHzTaROWhP6qfuJjam3+2rvTYUCvqs4pCMuQryfFvYlxLFInJCDFwXe0Y5FcWPSE7quZwgKwqr/EE5EO94zv0wbuBG+/KYEWfv7Idn54305es+d/M8Y4oGZN3s9YIFkawCtsV9xHHUHhqahtUylJo7wBYlP5+ULIbDEpKgWcfJdI3cE5mpG8n4gcnX+pPaHbjyQRtUbEmkBP0rem5mp+17bcsQQF8cgqqBoEurtwPD1rMnqGY+kUljH9u4kGTYhodAuB53DmhmGuPmjyII/9SL9flFD2HbykSYOApmqd3zgYwkma9JVc3YGhNDDTsQxp8Xrm+iGevWkUtr4WBlrfp7LvMG3yQaLS/LxFUoKo3tZtOhKPqVS//vpyBI2DDI7olOPu8omw++eQJiilqDVihl39/T/r6RvhaS+GsVZHZYtlOViSXmFKqWvQ4lG87/OF2wp4T6/Hmvv3ARfNZxzZOpbpug5DVaOCsMQpm8r6KnDa7E8upluxp3RjyhI6x9JXLlHyHB5JWxPBzlSLUbccSz1MGDBb+O5P+8DVE20kHikuvjLCYqrCmsqlRIyXNsGbKSxjfQGPNfUkOLX/SWCEk0rjPBmuZnOpxh0PPs69tW/xwYP/woN9OiE8a7mxybFkhQMEfbg4xKkixssXcmrH0iq5lTSm32zyFUmQL4RUbTkWN68u8yXWZdsdyfuDobBeIsrTemdIpvYy1UwYHdRX1T85MMAvrz6Jvp9cQXyu/nV7bY5FC0td+ZSlprcGrrR+L0UqgZdf2es7htseP239EKcdP0jfaa8CfxcM6uT3szeP8L9vPEC69kScx/ViyUaUUvJcvKhBEz/vxAAQlYZxJ/fTX/bMfvK69cxA2WN3aN7TCMtslL3WWikA8TJhCUzyPts/KMJxAx5pajE9w30EgJHV6wBdGHBCXIcDj9Ac3EycKgaydUA2t2I5QqzIlff1htlLJDKTWRISxin9jp4oa04mLFoYshCQDllpAThhtMqjBcfyWKj/sFdRFBYdc29ECUOunnDHaYVpQjxScXXeouBYGqnOsXhJQ7fw6GCsP+DhaX1/OK43qNro7meHGkWVB/CjSdy6XuA3ko1ntnJjUxiQiRpBf5tjybowu6RtuyU6aZzvdx85PlHuWIo5FsmrwnwSIyztobADTWE14619TKb26K7Apm3LwNAI/2nqbaiJHZxx158B4MUtYckqqOqpT5kICadmD4X5DvVZqsIAhqo+V//uCznheW+A37gaHD32czaNEKeKfaPPgsd/DErRiBNKnuBmjoXW+Q39Idy0yWDg6D17TOfgtYNlwoopXhzsLIxsp+y7bWIlRpBD41iyUJgkEX3VClftXkWIx/MiLXyVodWsGypze3O9foHd9+Sr7q2wWI40K0pYsj5W9UaDgIhyYtYdmBxL1TV7i4v+g8vWBWRX6gGRToQ7PpvG+tiuVqMQEhwerzk0lT9rjmUwExbVmvQijGORFNKk5VhSB19i3KTRNRE91l9iz1QClVHS2h4GSh6j8W4eT8ZIgwEqqo5f125sVB3UBx2ipUsuLCWTY0l0c8PBQruatjYgKqZq9mJPJKCRJ+8LoTBxaKSt5L0UHItvHEsjdVvdDgCm9jDZiBg1G1BddtGZ3DC9iZuOv5STdl7NVnlEdzYw4a7MsdRSj4oTziks1cDL81qI23Or+Gdv0gJ0l3sqTO+DfQ/QjBL6PYWQ0lAzhcVXTVYHrWaZABtHKlRGN+h81yHCTyXPaSuNzhxLUwJQCWkU4jmCpBFDfVUePJBwl9rCM+qtnmMnrx3gxoPGse6+O18flBeOWGGxHCFWlLDkjqXZZJRCy/lUh8KyFiq5sJgdIjNh0etKFDgem8aqNAkIq8fRcPuZbCbUCVo9wNygTVgGPP3a05TzNieh8knEzZ2QYyb/6cQkzZOZVWGgcyz7p0NU/xrc+l42Drn0RfvYySgNp48BpimZ/NFwmjmWuZtQugXH4rvascTKads3Jl+YiHYsFePw9Ep9PcFLUljHIi71JHMscVt35syxhLQLnpraw1SYMGi6Ap+4fi0bRirc6D5P/+zu0U7SCG7e/iT2qBDpcz6LsJR9l3rmAirDPffHGq4GPH1NP9dPmrLgx26iGacMmK2WO3MsDX8QX0WsCxqt9wL+7PWn82eXnAdv/xY8+zfnfM+y79IonBvHCEt2vlRc1+KchIwM6s97c3JyXspMdYxTjxtg254ENbJZC4txLBXV0MLa5btlsSwHK0pYMsfSbDYYk4KwJBFhnFIxV+AHzN7iWc8vX7L1E+YK1HFbid6hzYSufn6WGI6VA9VVhZYuKf1GtBpmY2KAEFdXXmXlxmZyr6c6oS1xfZbkfYBSEJXHKDX3s3VgGkHxhFpFjSoDMk011mG+4UM5FpNjcQrC4jo6xxLhtDXYLDoWR8X0mfMVO0HeuqWz3Lhpyo0DSXQzTzOOUi4s7YIXT+wmSRWDhXDNmoESD5o+Wxv88TbxyFepJ57uxRbW5qwKi/H0mpCOUuNDcc6mEa7e2Y8qD8PjN9GIWnmzYigsVg4Npw+XlPWe6RxgQm7rhipsHK3C+rMg6F4SnVH2nbYcSyYs+X1Rw5SSxwz3631pbk1Pbr1AdYyT1w4QJim3TB9H8+ffZOO/X8wFzu1U1JR2K7bxpOUIsbKExfwfNZvtSfYkpBmnVExIZr8RFiduD4Xl3Yldn5c8Yy2vP/t4guf9FretexNAHr+vUUGV+vMmlI0woc8IS70QNgnRjsXLHItxFdOxo6/wo+7CMtanBawRjFCNDnB6We9Z8rhaw3haZoBpRpT+fEPpQX3QrDmWTFjM46VWjiVSbttCzqJjcVVMxW05lqz6q9XgMwXHyR1LyUn0QkizHiN3LCo7F3oTq2hC54zyRpOlQdYMlnlwqkyCy3pnXG8hnIfCslXqHn1qWi8anS0UZkRI+dUZ+ZVDccpxA4w3UuJVp8L+R2hEKQPm8xeT93VK+e11zkF98DzfC/T6nBiXxOwh5Pjmd56Fx+JG7lhcL+DMjcPtwlIZ5YUnr+L8k1fzr+mLuSPaSP+e23ije2PeZsZiOVKsKGHJNvpSScQY7Y6lGSeUTWhnf6InJrcjFFbJWow4HuuHK/yPXzmL4Iw3cOfGXwfIJ5QaFZRXbQuF9ZlW73ri0ZNpU+kcS0ACKsHxjLAkjhabuNE1XJGtvt+VDDLKOKd5uuT43nQDe+My/VLPP99gYgoUDpFjcT3zeNCXr2OJlUO1sDlZH0XHklA2OxumbpAvhMwaduqmmg7NRIcgy06i17hkyXu3PRT2pBqDvtUkk3qdaysPoNuh7KpFTHgjHOccaHMlJS/bcthvVa3NVm5s+oXJAoQlW5jaDEZgeh+NKKHf5M2ahYuFBj510+5+NebcL0BYdBm16JwK4OaORb+PZMJiCiLO2TTCPoaYHtisKwmDKmsGynzpsnM566W/ypvCD/HE4JmcILsoJVZYLEeWFSUsmWPxJWGs4FjSOCRKVD5R7smEJcmExXQ+VlkorD18UwlMZVImLKpC4lfzfmNxqqiavl/FeHyoPBKzyh5armEqdvR7htNdk/erjLDcXyszLFNsju4nqqzmAIPsagYMUs8/X3862XXMGZljaeVYBrru0QIwbBbWpW5ZOxYjxIlTyvNGrS7AOscSp4pEPEqSGsdikvd5KEy/xxPpGGl1FWpKV7NVVV2P2SuzZqBMrRmzjxGOV7sANWOBZDHHMZtjOX64otvkD2+E0RO7Pmc2RqrGkXhDUN9PI07yKsIGfv7+DVXiQKg/05gyi1bnGXaDwucy4VXHC3Ck5Yolrps+cFpYzj95NSIQbX7xjM+WhW0fTteyWXbhx5NWWCxHlBW2573e0tcjZqxwJZ5E+na2g+CBpASOj5d0JO+VCc90Cku+lkJPAjUqxG4Vv7kn3+SrmjkWVcqv0pu60UlexpvlOaZiB3z0TpTdyo1NKOxn+31eBYzsvonG2KlwAJ6o+5QkYh372w86REsXzytUhXX2DzOMeE1QoLwybtxyLMoN8uqvzLGQpog4RHEmLImZBNvXsWShsR2M0Sz5OGYr4rIy4S4R1prFhU8kw5wpD+jjOhxLMR8xW0uX3zhvM28+dyMiz51VaGcjE5aaM8jq6X00nIQ+t3CxYH6ndQL2N/X5G4qNsHSsl+mF7HNlLli8EmXfZTo1jiXRK/tp6irF5544xi0feAlD5ZfMaOq5aUyfq7vqo7xIpkknn5i3sFosS8mKcixKgRIPn4Q1ziSh+aONIz1BZGWvE5EDQdUIi8qT90G2jqNjUsoX6RUcS+RW2bV3P9/83k38n+C/MdJ8In9OnmNRHglO/rqZY4mKTqHLAsmhio/rCI809ATq1HbBmmcAsDvUY1hVLE6AWXMsmTvx/FYorNXmpd2xDJptfxOvqh2LOV/KLREaYZE0QqSVvI8SvcNhIFmOpX0dS7WiP98Taox6MIpb15NxOZnKy4GzBo7bo0GG0wP5OKHY7bkgLLOEwnzXYbDs642tugj2XIz06XGPyyCkMX5co2K+F8Vy4zol9jT1Z+sP94Lfl/dHmw+tVjXmc7mBFhbjjCRq4DmYUJh+zlh/Sb9Xub2Met1gmcBzuK1mmlweeNg6FssRZYUJi7569ok53p9kn6tbpMfGsZTMFfjByAG/Dz+pt/fHypgRCssmt8yxlJmmjApr3PWja3mO83NO2v5VQE88Ea2EdYybt8d3/UxYCq/fJXnvOMJoX5A3ogTwjtM9tSZV62o970vVZcwZ2QLJVo6lP79vprBox5a4ZVxJ8/NVTN6LivQeLypFnFYorCUsehLMqsL6+rRA7FRjTLrDBI19gCIoJJhb7VAKn6cjFNYuLEu/f3uWY9mv9Jgq8cG8PL3oWCIJ2D2thbnS3L0gtwItwYzEiJIbUPYcpoxjcdIGZdeUOc7SVSHDcYSNI5W2Bb1WWCxHkhUlLACxeHgkrJYJ9jpaWJLMsRjnMB66qKBqhGXmbpOdYaUsFBa7+iq4pirsj3yqNBlo6iqncqivxLNtbAEi5ZlOxvr9W45lbmEB3dZlHy1h8defhucIk7SE5cF0fWHMczeh9H0zMZcGdBkrkKgOYTGVWrFbNvvFmHNTCIVJGuu1MUon76M4JcGlTKTv6wiFDRhh2aFWcVD0ivV+6vhxLd8yN2/gSCEJ3uFYmurwCkvFdwk8h72pHlN/MpGHN3XeLFvAWOJJU3cQTO9aUOIeWoIZOZlj8Sn5LlNmu2InaVJ2TdawY1Ozbmwa6+MxVdiyyAqL5QiyooRFKX0VXnFThtQ4e0WHBrIcS7a4bDp1UX6VIK0zHOirwpoqhE6c9gk3E5bEMcJChd1Nlyrt7exjp4zCIZJWuXGsnJawmDxH29qOWRaxrR4osVe12p3L6lMZKHttjuUhta4w5u6hsFX9JU47fpDhpz0bNj4HKiN53qUzx5JtCRw5ZTySPHSovHLeukWSSG8fo1JwXKI0JRKvVV1mxNNxhNOOH2TNiaeT9q/l7vSE/POMyQReNJVPfoMVj8BzOhyLnuB918F1pG0x4eHYEVFEGK0G7I71+R2RSS2W6N9jy7GUORiafFM4uQhhmelYSp5DzWxX7CaNfN3VbL/bItmC3j1iVuJbYbEcQVZc8j5SLv2+YjA+yG6z62Nikp0BISkOMS6pVyFI6wwEQKxXzPfTPXmfbXubehUIYYoKO6cdPEk5NdjN4/FqNrj7SLM9NSQApQUkUi5BtolW1hq96BTmcCw1KqRuCWfgOCj101/2qNVbz39QFR1L98mnErhc/bsv1D885xf1ODqqwhIcXNJ8gWQoJaokeW5IuQF1s+DbUcaxpCniOcSJIsFrLS4t5Bvy933xfUx96Dp2mS2K1ziTSFiD0c2AntTXDJTYfXC4NfCCKyl7Do246FjmXny4UIarPjtC/b6jTFIxk77yKiQmDBo65faw3EJDYSZ5HzmFUJjvUjOOxU0alIPMsfQgLKP6nOz21rE62me3I7YcUVaYY1GEymW9sx+PmH0Mg+OTmp0ifRWZyV+I3SqBajDU1bG0/yFnk4Ay7mJSVdg+pU/dqd4O7lKbmVr/fOJAXyVm4Q2dY3Fyp5TlOXoJha0eKOE6DtK/Btbq/MpAyWeCWYRlHlVQrRyLaZfi6HFXVSYs2rFkwiJeKV8IKWkrx4IpN47wqGSiPEvYZqw/YGek32e9P4k0J9smv7WDZXYVNskqVn6VfPewh8JA51m2N/X5HZFavmBWeSWUCYPGTqmtb9hCSo1Bb/SVvR5gdst0mDSORYfCkvyxQ7FplT4newPT/NI6FssRZMU5lloknJbcBcBP5DR+2w1IzeZUvgpJjWjEboUgbTAYKJiGKYrC0j15r4wI1Kgw3tQlw5XwAM84ZSt9r/7P/PTue+HfI729bKIFJFIOgbRyLI50CMssobDLXrCF5z99FVL663znwYGyx47ZQmE9TD75W3Y4lgkGGGJcbwkMNCTALQgLXkBo1q84aaw7hagEcbLV9S7lrFR7lnGM9ZV41GwFsN6b0osgC00i1wyUuI0hUhwc0jbRKXtOeyjMPzzCMtIXcM+4jxKXEZlkdeqBX6XJIKgSxDr/1LamZoGhsKzcOOlwLJNN03stbVKWJH/sUGSO5WB5A0xhhcVyRFlRwgJ60nZI2FXaxD3pCeB6ubB4uWPRV4ol1WDQ045lquAEZsuxiAnB1FSFlFYfps0nngwjm2iu7QN+TGKS96HyiVIHP+vu67h6v/m0GArrHtZZN1Rh3VAFaCVkB8oeNTPOKaefPW1VYb0LS2eO5SD9bAQqqREWSvgk+CoCx8PzfKJUgRvgpBGOox2LIyYBrRz6s64Fs0yCq/oDHjmgP+s6dzzfICtjzUCJFIdmaZRKc297KMwv7F3ilQ9ZJbVQRqo+B6Yjmv4wo9Eko81pGNlCqeYhqgyxrphrD4UtLnkfF4XFc9kR6e+GmzZ1NwPo6Xe7YaSKIzBRMTt9W2GxHEFWVCgMwDPVT3eMvIwoBdwAZXIsXhrmDiF0KpRUE7PInSk1h2PJhMWIQOhWmS46HLOpUxbeyK5CQzxC5eBlHWkdj8B1OkJhva+3GCj7xHikXpkpd5gmgc7nwKIcywGznXJZ6XKnugpwROkdLr0ynuMQJXqXymK5cXaemsqjfAhhedrqfu7Z0+BJZy3nprfpO0stV7Jm0Pxesv1MOkJh+WR+mMJgAKPVgPF6RM0dZERqVGuPwegWSp6DmN9T4pbbQ2GLLDdO3PZQWCNW+pynISW39xxL4Dm8+Rc2ctwZF8KmF8C6Mxc0LotlKVhxwjLYp6/o7171Mr0Lnxvkux56KkSZP2S9h3oz3353urjzYMcfctm0dHFKerJL/P52IRrSV4mBa5L8JscS4REqV1/5AzgevisdobDuOZZuDJT1cao0SD3QhQlNfzB/7V7JHEtqdpUcT8u6yMB0Ipg2HQaCZBrcAN8V4jQF18dRCSICaYLjZO1WHIJDhMJefcY6okTx1fBcTo3u0Xd2OBaAuLpWh7qc1lez7Bf2LjmMwjLSF5Aq2Jv2sc6vIQce0cLiOzhGWFKvskSOJRMW8z1yA0qeSyNKwCvhpU1K9J5jAfjz15/BS889E37z6zBw3ILGZbEsBStKWAQYWr0BNr2A6epGIyw+yiTv3TTMq5YaUm4TlpoqhsLaJ+nAdVjVX6K8ahOIy3iwpsOx6IRp7ljMVXsTv72k1/HwXCffPx6YNXnfjVX9estkp38NdbM9b+ibkuR5OJZsE67sc06megGgb3qlTZlJ3EumwSvhu8axuD5OGuEWyo0BmqlLKZ07eX/68UNsHqtyVfL81p2FPMpmk3xmdAv0r247tm0b38OUX4FWW5ftzSonqccgacLIFkb7SpT7R8DxqAejuqow+70uMhSWZqEwr6QFNErAqxCopu4YDT3lWCyWo4kVlWM5dd0glV/534DCu+GJPHyD2ZzKTZt5ZVdTSjiovH17m1B05FhEhO/8/ot0SOzCFzP5+TsJMbtTOj706fBNtto8y+NEpldY63V1KKxtxfs8hOXS52/mwlPXIKW/57bb98H2fYS5Y5l/jgXHgxTqlNvW1kylRlhiLSyeK1qkHS0sTr7yvpW8dw9xdS0i/NKZ6/nUt6fYVdrE2uajbcn7czaNcO17X8jYyAuh8b62Y9v2LjnMjgVgd9xHn2d+v6Mn8ok3nYEg0Pghd357Eh7ZReyUCNL6opP3yiuGwlyacQp+GV81dTcD85jFciyxohyL54iO25cG8F2HJFUotyAsSZjve1E3QtKv9ARSY/ZyY9D5Dc91oDJCteS2QmGD6/OwTTZZZFehofI6HIs7MxQ2D2EZqvicdvwQrDqJYETndaIgcyy9XyN0blc8XdhjBKCW7QqZTIFb0mKYORaV5MLiGAGOi59njqvr15y5HhDuHnuZvqOQYxERnrFuUPfBGj6h7biS57aE7zDnWAAOUkh8j25hzUCZ1QMlWH0Kvvn+ZBcPCy03zh1LMRRmhEV1OpZ5XDRYLEcDK8qxFMnCPcoNIDRNINMmqqSvMLOGktVU76kyV/K+k77Aa+VkTH4FWo0X8Vo5lra2KY6H76YdK+97F5Yiw1WzJiYYNq89f8cirgeR7sjcVD6ITsRPJ6a/WDQNXtByLK6PG5mV93GCGGFpa6rpljrfLuektQP855eezKqNp8IDAuuf1dN4y76DwkG5JeQwLvzLzmnWLwzHh8ENM8YCRlgiFh4Kyx2L+f27Qf7ayivjq4hAWi11LJZjiRUrLFmvKiWe3jIX3YrcNVec0yaP0JdqxzI9xzqWTqqBS5pVLQ21Jp4sFJYtpssWSBZf13NjprLT7ngLLp0dquhJMCnNP3mfb1fstBxLJnYxLvXYPB5PQ2kUz2xlrBwfJ+8VlubJ+zYHdoiwze9edJK+cfJf9jzesunjJX758DoWEwo7kAnL8Akzfj+l4mJZcRdc1psl77PQLK6fi03qlgjUBIFkVWEr9s/UskJZUaGwItnkmTo+pBGeI0jcxPHLeI5QS/QkUjHC0uZYDvGHfOLqfk7bMKr3vDj+7Pz+XFi81sr7mTkWabV0mWUNSy9sGKniu4Kz6iSorprXVW228l6MCEwXdr2McZnKhCUyobBcMH0cFeflxpkwtbWoOQxX1yeMVdk8VoWRLYd1n5FqoAXsAMYVjW6Z8ZzMVYhX0qXGC9xXvuQ5rBko4a86UZ+z/rVtlWIlQr3zKFjHYjnmWLGXQnkozPFxkkk96cd6HUvFdzkQ64m0kugdGOdaed/JH7ziFJQC5Kdt93uugyPk4aAQvz1R77i6wio77bOsuu+F44bK3PJHL2UweBlc+Jtt5bmHorVdsR5HXbVyLCEe07GAgERTOnlvnq8cD1dFiEPbyvuoxxzLQnnX+U/j7S84EeR6kMN3LSQijFR9VDIGCV1FLHMs4lfAXVgYDHSTzhv/vxdrZ33RY+BXKHnbAd2av0whFGZzLJZjjBUrLFkoLHV8RMX6qjtugBdQCVwOxvqjV5IseT97uXEnIjLrhWo18PKS2IYKOoTFw3edVo5lnptRdZKFw3DnF47JcixOIXmflUDHeNqx+EBohCUPK/o4KtTHqxTH7ZZjWfpJ0HGEwBGWw2CP9pWoOmtgH9ohdVAxjsUt9QGLE9HMoeBU2n6OJKBEmG9AZ6vCLMcaK1ZYfK+1CFDSSF9pxnoleSVwORDqj17KHMscTSjnw6d/9Vk8ffS5PHZck9v+Yz0v49bC63p4rrTEZhGhsMWQ7cfimpDdNK3V5NmiTjC7RLoBQSGs6KopXHQbnFZV2OENhS0nf/jKU6n4W2HXX8AZvzLj8VefsR7fcwjW/hGY87BUZGG2ppQoS9jahM4Ki+UYY8UKi+dk7VV83DTSixcbDfBKVHyXfZmwxCbHMsc6lvnw4lP0mpa7Tr0Y9R/fn5G8D5YoFLYYOneVnC6EwhLcdqHwyi3H4ng4KsHoTKEq7PCGwpaT8082izO3vKvr46sHSrzlOZuATUv+3vmmZgT0ERFgq8IsxyYrNnmf5VgS8XFURMkVvZLaOJZ9potsKdZ7x0/NsfJ+IWTFA0nXHEvmWBZWarxYWjmWLHlfLlSFeR3CEuTPT8XDVTGeo6uV3GUKhT1VyLdhVoH5jWQ5lhV7/WdZoaxYYQkKoTAnjal6rW1eK77L7oaeDIMoS97P3itsIWSTcazaHYvvmTUZjnfEhCXLsXhZ8p5S3go+lg5hcUu5SKfGsXiShcJMh95iixpv9nUslrnJCgOmlU+5LcdiHYvl2GLFCkvLseir7IFs0ySvTDVw2dPUj/tGWOazjqUXsnBTZ7mxn7dT8Re8OHKxVAMX1xG8vlFS8ZhQ1TzHkphdL3O8Ui5ESlwcWqGwLPm/kkJhR5IsFDatfDxJ8dO5G3taLEcrK9ZjZzmWWDzKKmLYNx2Ggypl32U6cYk8F5+IBEe3oxcXRyVLEwrrtq+8qQrzHEHcYNFVYQtluBrwtfecx8ljF3D3Cc9i4v+OE2bCIp05llJHKCzBQ7u/GVVh4iwqP/VUJ1sHNZ1khSWFfnQWyzHEinUsWSgsFh9PxQy5Zk8Uv4+q2REya+uSiP7DTZ1Ar6Ze4KK3Iq3NtAoi5Xj4nugrU/fIORaA044fIihXSdeeBtBaICle+5i9cqvNPo4OhTk6FNbKsZjnW7eyKDLHUjPbEwfxlP4+zmONksVyNLBiHUseCsPFpSAsQTXfuKtOiUHq+b4kyg3AXI0vlu6OxeV1zzqeLav6wf+DfC/7I0kW18+EJZWONjRu0OpiIJ4Jhc1SbmyFZVFkyfuacSy6Cag9p5ZjjxUvLLH4BMQM5I6lSiVorThHdEkyGMei4iV5f9fpVhXm8exN/Tx70yjwjiV5n8WStWsJVRYK66wKK+X5olRcEwozwpLnWDJhsSGbxZA5lolMWKKaPaeWY5JFeWwRGRWR/xCR+83/XXtciMgrROReEXlARC4/1PEiMiYi3xGRmoh8ZiFjyxYBZmGaYdHb7hL0tTkW0JMp6F5YS9XwL8/xdAjL0UYW18+T9+J37HBZzLHo5H1ebpytY1E2FLYU+K5DX+Byz0F9XvsP3mOFxXJMstjg7eXAt5RSJwHfMj+3ISIu8FnglcBW4BIR2XqI4xvAB4HfX+jAcsdiJsnBTFj8KhWz1XCWY1Emx6KcYMkmfzdfx9KevD/ayIQlLIbCVHu5cdF9uYUFkq7bIZ52Elw0v/eSk7lm6hR+kp5CUN9jE/eWY5LFCstrgS+a218EfrnLc84FHlBKPaSUCoErzXGzHq+UmlJKfR8tMAsiE5ZGqv8fMBt6EfS1h8IwHZBBN49cosm/tY6lfYHk0UYWCkucrJBhZiis07G4M0JhmWOxa1gWy9tesIVzT1zFf47eReL3WRdoOSZZ7Cy6Vim1E0AptVNE1nR5zvHA44WftwPPmcfxcyIi78AkLE44obXzYCYsU7H+vz8tCIuv8yjZZl2ZsCgvgHRprhA9p8OxLFG12VKTJe9js+ulcvwuOZbWZ3FVgmf2CRFxdIsaZZP3S4XjCP/zzWfxt98bIn36F3BrO4/0kCyWeXNIYRGR64Hjujz0gR7fo9tsumTd+5RSVwBXAJxzzjn562Y5lpoRlqqaMg9UqQb6draPujIhHOUGS+YqWuXGWQfboy8MBvo8iUDsBKD06vrOlfdeMXlPa+U9jqubasaZY7Fhm6Vg3VCFP/rFrejIscVy7HHI2U4p9ZLZHhORXSKyzriNdcDuLk/bDmws/LwB2GFu93L8gsgcS81sWlU1XYy1Y9ERtmnT0Vg5hVDOEgmAiOA6ctQLi4gQuI6uiEsgFb+995fXnmNxSHEyYRG92DO061gsFkuBxeZYrgIuNbcvBb7W5Tk3AyeJyBYRCYCLzXG9Hr8gMmGZjPSkWE4mjHC4VDoWSCqTX8D1l1QAjgVhAZ3Az3IsyunY9dIrtTXUdEnxs7U+ondcjG0ozGKxFFissHwMeKmI3A+81PyMiKwXkWsAlFIx8DvAN4B7gC8rpbbNdbx5jUeA/wH8hohsL1SS9UQWCpsI9f+laBICvf9JZ7mxY/YlcaojUB6cz9vMiedIK8dyFCbuM0q+S5LnWLyObsVBy7GIadwppj2OCJ7j2Kowi8XSxqIuo5VS+4CLuty/A3hV4edrgGt6Pd48tnkxYxMRPEdyx+LHk/nOjnlLF1MVNjrYx1fe/XwqI2dDXF/M27ZxrDiWwHVQhUWiSge8cEj1fiwdhQhetgGVOPieDYVZLJZ2jt7ZbgnwXYeJpr7theNQ7gcKXWQzx+IGPHvTwvcvnw3PERJ19AtLyXdIac83peLhqLA9x2I+S74BlePiW8disVg6WNHd7XxXOGg6ubjN8Xwr4CzHklWFHa4J0XOdVt+to1lYPBfltsqN9f+tvInXsQWAr7JQmIPnCkqsY7FYLC1WtLAEnsNkpD+iE01BoB1LFgoLxXQXPkwTos6xZI7l6M2xBJ5Dmp0Dp7UCH2jrbpw5E1+MYxG9I6bKjrWbfFksFla4sHiO0973yiTvy2ZRYGgS1ofLsbiOtBLhR7FjGSx7OKV+QIhNK//MuRS3Js5yLO2OxWn1V7OhMIvFwkrPsXjSXuFkQmGOI5R9h9DJHMthCoW1OZaj91T/8S+Z9v2TX2Pbz6rwwO7W2h6vjEu7Y2nPsQiO60OCDYVZLBZgpQuL2+lY+vKbFd8llvJhnRB1VZgxhUvUNflw8LTVOkTI6heR3n03UFw0GuClugos+yw+rXJj33X0+bPCYrFYDCs6FBZ0CotxLADVwMv7Yx2uDrKe4xwTjqWI5xaKDdwATAcBaAmLmzkWk7zPBcWGwiwWCytcWDxXuuZYQO/WF7nm58OYYzkWqsKKZAtLcXzwdAlyXhWmsqqwVvI+cB0kO3/WsVgsFp4KobBi23q/EAoLXJI0S94fpqow99hYx1IkE5HcsQDGsOTnspi83zTWh6gUnA0weuJyD9disRyFHBuz3QKZmWMphMJ8jyTKHMvhKzc+FlbeF/HyXbz8vHw462IQ5yvvW8n7D70m67SzDYvFYoEVHgqbkWMpJO8HKz5uuV9P+KX+w/L+bX20juJ1LEWy0mJxvLZ1Ka4jxGpmubHFYrF0cmxcRi8Qzy30sYK2UNiHfnErYZJA/WpYe3j2vTgWcyx58t71gZawdHUscmyIpcViWV6Ojdlugfiu075pVSEUdsJYdvt5h+39PffYWMdSJEvei+uDtDuWLMfiKdMnxzoWi8XShWNjtlsggeuQ4JAiOKi2cuPl4Fjpblxk40iVgZKHO7YZ4un8fs918lCYl1eFHX1bLVssliPPsTHbLRB99S2k4utOvYUcy3LgOUIqR/9+LEUuOGU1t33opXjyUoo7SLuOEObCYnIsx8hnslgsy8uKFpYsX5CKByo8Io5FnGPLsYhIqzKsgOcIUS4sNhRmsVhmZ0XPDNn2xGm2sn7ZHYuD47h6Aj5GhGU2XEeIUrPyXtnkvcVimZ0VLSyBufLOheUIOBbPMaJyjAuL5wj1zlCYdSwWi6ULK3pmyByLco+QY3FNny3HP+bzEa4jhIkWaptjsVgsc7GihaXVUPFIhcL0ivWV4VgcmnkozDoWi8UyO8f2bHcIgmJ7Ere07FfY64crrB+ugLsBhjYs63svNa4jNFJ9PlvCYsuNLRbLTFa0sPj5KvKgbXHkcvG7F57Ee178dOC7x3yi23OFZmIcS5oJy7H9mSwWy+FhRQuLVxQWf3nDYKCv8vXui8d+yMh1hEbc6ViO/c9lsViWnhUtLFl7EsfzgeV3LCsJzxEaSYew2OS9xWLpwooWlsDTV9TiBiBWWBZDW44ltY7FYrHMzooWlnO3jPLqM9bhP+31kIZHejjHNJ7jMG4ci6NsjsVisczOihaWU48b5LO/ejZw9pEeyjFPW47FOhaLxTIHdmaw9ITnCPVE33Yz92fLjS0WSxessFh6wnWEehYKS1tbE1ssFksnVlgsPaHXsUCqBCe13Y0tFsvs2JnB0hOu4xAlihjHJu8tFsucWGGx9ITnCEmqSHBxlEm2WMdisVi6YGcGS0+4js6v5Fstg82xWCyWrlhhsfRE1sUgKX5lrGOxWCxdWNTMICKjIvIfInK/+X9klue9QkTuFZEHROTyQx0vIi8VkVtF5E7z/4WLGadl8XR1LFZYLBZLFxY7M1wOfEspdRLwLfNzGyLiAp8FXglsBS4Rka2HOH4v8Bql1OnApcA/LHKclkXiOfqr0nIsYtexWCyWrixWWF4LfNHc/iLwy12ecy7wgFLqIaVUCFxpjpv1eKXUbUqpHeb+bUBZREqLHKtlEcxwLNatWCyWWVjs7LBWKbUTwPy/pstzjgceL/y83dzX6/FvAG5TSjW7DUBE3iEit4jILXv27Fngx7AcCs8IS6KyXTlt4t5isXTnkL3CROR64LguD32gx/foFi9RPR0o8kzgL4CXzfYcpdQVwBUA55xzTk+va5k/1rFYLJZeOaSwKKVeMttjIrJLRNYppXaKyDpgd5enbQc2Fn7eAGRhrlmPF5ENwFeBtyqlHuzhs1gOI7ljyYXFOhaLxdKdxV52XoVOrmP+/1qX59wMnCQiW0QkAC42x816vIgMA18H/lAp9YNFjtGyBLgmeR9nXxnrWCwWyywsdnb4GPBSEbkfeKn5GRFZLyLXACilYuB3gG8A9wBfVkptm+t48/ynAx8UkdvNv275F8sy4bmdjsUKi8Vi6c6i9mNRSu0DLupy/w7gVYWfrwGumcfxfwr86WLGZllaWjmWLHlvhcVisXTHzg6WnpiZY7FfHYvF0h07O1h6YmZVmE3eWyyW7lhhsfTEjHUs1rFYLJZZsLODpSdaVWHGqdgFkhaLZRassFh6opVjsY7FYrHMjZ0dLD0xM8diG1BaLJbuWGGx9ES2jsUm7y0Wy6GwwmLpCdeWG1sslh6xs4OlJ7wZCyStY7FYLN2xwmLpCTff6Ms6FovFMjd2drD0RO5YlM2xWCyWubHCYukJ15YbWyyWHrGzg6UnPFtubLFYesQKi6UnZjgWm7y3WCyzYIXF0hMz17HYr47FYumOnR0sPTGzKsw6FovF0h0rLJaemLGOxToWi8UyC3Z2sPTEjJX3NsdisVhmwQqLpSda61isY7FYLHNjZwdLT8zsFWbLjS0WS3essFh6wss3+sociw2FWSyW7lhhsfSE69ruxhaLpTfs7GDpiRkr723y3mKxzIIVFktP2F5hFoulV+zsYOmJmb3CrGOxWCzdscJi6YmZjsVWhVkslu5YYbH0RF4Vpmzy3mKxzI2dHSw9kTkW5djkvcVimRsrLJae8GYskLRfHYvF0h07O1h6wnEEEUjFJu8tFsvcWGGx9IznCCme/sE6FovFMgt2drD0jOuIzbFYLJZDYoXF0jOe4xRCYbbc2GKxdMcKi6VnXEdIbfLeYrEcAjs7WHrGK4bCbPLeYrHMwqKERURGReQ/ROR+8//ILM97hYjcKyIPiMjlhzpeRM4VkdvNv5+JyOsWM07L0uA6UgiF2WsSi8XSncXODpcD31JKnQR8y/zchoi4wGeBVwJbgUtEZOshjr8LOEcpdRbwCuCvRcRb5Fgti6StKswm7y0WyywsVlheC3zR3P4i8MtdnnMu8IBS6iGlVAhcaY6b9Xil1LRSKjb3lwG1yHFalgDXFZR1LBaL5RAs1gWsVUrtBFBK7RSRNV2eczzweOHn7cBzDnW8iDwH+AKwCfj1gtC0ISLvAN5hfmyKyF2L+UDLxCpg75EeRA/MGOf3gX8A4OPm31HBMXs+j1KOhXEeC2OEY2ecpyzlix1SWETkeuC4Lg99oMf36FaXekgHopT6MfBMEXkG8EURuVYp1ejyvCuAK8xYb1FKndPjuI4YdpxLix3n0nIsjPNYGCMcW+Ncytc7pLAopV4yx2B2icg64zbWAbu7PG07sLHw8wZgh7l9yOOVUveIyBRwGrCkH95isVgsS89iA+VXAZea25cCX+vynJuBk0Rki4gEwMXmuFmPN8/1zO1NaJv2yCLHarFYLJZlYLHC8jHgpSJyP/BS8zMisl5ErgEwuZHfAb4B3AN8WSm1ba7jgRcAPxOR24GvAr+tlOolTnnFIj/PcmHHubTYcS4tx8I4j4UxwlN0nKKULbiyWCwWy9Jha0YtFovFsqRYYbFYLBbLknLUC4uIfEFEdhfXp4jIWSJyk2n5couInFt47A9N65h7ReTlhfufLSJ3msc+JbK07XnnM04ReamI3GrGc6uIXFg45gYz9qylTbe1Qcsxxs0iUi+M4/OFY46mc/mWwhhvF5FURM4yjx22cznHOM8UkR+Z8/PvIjJYeOxo+m52HeeR+m4uYJxH2/dztnEeke+niGwUke+IyD0isk1E3mvun7UN15J+P5VSR/U/4HzgbOCuwn3fBF5pbr8KuMHc3gr8DCgBW4AHAdc89hPgeeh1Nddmxx+hcT4LWG9unwY8UTjmBnQ7myN9LjcXn9fxOkfNuew47nTgoeU4l3OM82bgReb2ZcCfHKXfzdnGeUS+mwsY59H2/ew6ziP1/QTWAWeb2wPAfeY7+HHgcnP/5cBfHI7v51HvWJRSNwL7O+8GsivBIVrrYl4LXKmUaiqlHgYeAM4VvUZmUCn1I6XP1Jfo3n5mWcaplLpNKZWNeRtQFpHSUo5nsWOcjaPtXHZwCfAvSzmWuZhlnKcAN5rb/wG8wdw+2r6bXcd5pL6b8x3nbBxt57ODZft+KqV2KqV+am5Poityj2f2NlxL+v086oVlFn4P+EsReRz4BPCH5v5u7WOON/+2d7n/cPN7dB9nkTcAtymlmoX7/s5Y4w8utY2f5xi3iMhtIvJdEXmhue9oPpdvZuYf7nKeS9ANVH/J3H4TrcXBR9t3c7ZxFjnS302Ye5xH0/ezl/N5RL6fIrIZ7UR/TEcbLSALvy3p9/NYFZZ3A+9TSm0E3gf8rbl/tvYxC2orswTMNk4AROSZwF8A7yzc/Ral1OnAC82/Xz9CY9wJnKCUehbwfuCfTdz4aD2XzwGmlVLFXnHLfS5Bh0HeIyK3okMQYTbELs89kt/N2cYJHDXfzbnGebR9Pw91Po/I91NE+oGvAL+nlJqY66ld7lvw9/NYFZZLgX8zt/8vuoMyzN4+Zru53Xn/4Wa2cSIiG9CLP9+qlHowu18p9YT5fxL45+IxyzlGY4n3mdu3omOuJ3MUnkvDxXRcDR6Bc4lS6udKqZcppZ5txpP9bo+q7+Yc4zyavpuzjvNo+37OdT4Ny/79FBEfLSr/pJTK/nZ2mfBWFjbM2mgt6ffzWBWWHcCLzO0LgfvN7auAi0WkJCJbgJOAnxjLNykizzV28610bz+zLOMUkWHg68AfKqV+kD1ZRDwRWWVu+8Avoi32kRjjatF76SAiJ6LP5UNH27k043PQ4YcrC/cdiXNJVtljxvRHQFatdFR9N2cb51H23ZxrnEfV93OO3/sR+X6az/63wD1Kqf9ReGi2NlxL+/08HBUJS/kPrfI7gQitnm9Dt3y5FV3F8GPg2YXnfwB9tXAvheoF4Bz0L+5B4DOYrgNHYpzoL94UcHvh3xqgzzz/DnTi9H9hKjOOwBjfYMbwM+CnwGuOxnNpnn8BcFPHaxzWcznHON+LrsC5D92iSArPP5q+m13HeaS+mwsY59H2/Zzr977s30/z96LM62e/x1cBY+hNFe83/48eju+nbelisVgsliXlWA2FWSwWi+UoxQqLxWKxWJYUKywWi8ViWVKssFgsFotlSbHCYrFYLJYlxQqLxWKxWJYUKywWi8ViWVL+f0sW/MYeE+vtAAAAAElFTkSuQmCC", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "df_c = pd.concat([df_train_2,df_val])\n", + "\n", + "import matplotlib.pyplot as plt\n", + "df_c[['close','Predicted_Values']].plot()\n", + "plt.xlim(1800, 2000)\n", + "plt.ylim(-.003, .002)\n", + "\n", + "# df_c" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 231, + "metadata": {}, + "outputs": [], + "source": [ + "res = pd.DataFrame()\n", + "res['Residuals'] = df_c.close - df_c.Predicted_Values" + ] + }, + { + "cell_type": "code", + "execution_count": 232, + "metadata": {}, + "outputs": [], + "source": [ + "res_c = pd.concat([res_train_2,res_val])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 233, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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ResidualsShifted_values_1Shifted_values_2Shifted_values_3Shifted_values_4Shifted_values_5Shifted_values_6Shifted_values_7Shifted_values_8Shifted_values_9Shifted_values_10Shifted_values_11Shifted_values_12Shifted_values_13Shifted_values_14Shifted_values_15Shifted_values_16Predicted_Values
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Shifted_values_11 Shifted_values_12 Shifted_values_13 \\\n", + "31 2.743891e-04 1.097845e-04 -3.841736e-04 \n", + "32 -1.807500e-08 2.743891e-04 1.097845e-04 \n", + "33 -2.195540e-04 -1.807500e-08 2.743891e-04 \n", + "34 1.098177e-04 -2.195540e-04 -1.807500e-08 \n", + "35 -1.646587e-04 1.098177e-04 -2.195540e-04 \n", + "... ... ... ... \n", + "1915 1.614611e-03 -1.113583e-03 2.785499e-04 \n", + "1916 -7.795380e-04 1.614611e-03 -1.113583e-03 \n", + "1917 -1.113286e-03 -7.795380e-04 1.614611e-03 \n", + "1918 -5.564021e-05 -1.113286e-03 -7.795380e-04 \n", + "1919 1.781260e-03 -5.564021e-05 -1.113286e-03 \n", + "\n", + " Shifted_values_14 Shifted_values_15 Shifted_values_16 \\\n", + "31 2.195721e-04 0.000110 -0.000329 \n", + "32 -3.841736e-04 0.000220 0.000110 \n", + "33 1.097845e-04 -0.000384 0.000220 \n", + "34 2.743891e-04 0.000110 -0.000384 \n", + "35 -1.807500e-08 0.000274 0.000110 \n", + "... ... ... ... \n", + "1915 -2.783112e-04 0.000501 -0.000223 \n", + "1916 2.785499e-04 -0.000278 0.000501 \n", + "1917 -1.113583e-03 0.000279 -0.000278 \n", + "1918 1.614611e-03 -0.001114 0.000279 \n", + "1919 -7.795380e-04 0.001615 -0.001114 \n", + "\n", + " Predicted_Values \n", + "31 0.000068 \n", + "32 -0.000242 \n", + "33 0.000184 \n", + "34 0.000163 \n", + "35 -0.000265 \n", + "... ... \n", + "1915 0.000541 \n", + "1916 -0.000199 \n", + "1917 -0.000302 \n", + "1918 0.000491 \n", + "1919 -0.000041 \n", + "\n", + "[1889 rows x 18 columns]" + ] + }, + "execution_count": 233, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "res_c" + ] + }, + { + "cell_type": "code", + "execution_count": 234, + "metadata": {}, + "outputs": [], + "source": [ + "df_c.Predicted_Values += res_c.Predicted_Values" + ] + }, + { + "cell_type": "code", + "execution_count": 235, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 235, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + 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\n", + "
" + ], + "text/plain": [ + " close Shifted_values_1 Predicted_Values\n", + "15 4555.00 0.000165 NaN\n", + "16 4554.25 -0.000165 NaN\n", + "17 4554.50 -0.000055 NaN\n", + "18 4554.25 0.000165 NaN\n", + "19 4554.25 -0.000220 NaN\n", + "... ... ... ...\n", + "1915 4491.00 -0.000223 4494.679692\n", + "1916 4493.00 -0.000501 4488.858475\n", + "1917 4493.25 0.000223 4493.144229\n", + "1918 4494.25 -0.000056 4493.205861\n", + "1919 4494.75 0.000668 4494.313923\n", + "\n", + "[1905 rows x 3 columns]" + ] + }, + "execution_count": 237, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df_c" + ] + }, + { + "cell_type": "code", + "execution_count": 238, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "close 0\n", + "Shifted_values_1 0\n", + "Predicted_Values 16\n", + "dtype: int64" + ] + }, + "execution_count": 238, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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"/Applications/anaconda3/lib/python3.7/site-packages/ipykernel_launcher.py:3: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " This is separate from the ipykernel package so we can avoid doing imports until\n", + "/Applications/anaconda3/lib/python3.7/site-packages/ipykernel_launcher.py:4: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " after removing the cwd from sys.path.\n" + ] + } + ], + "source": [ + "df = pd.read_csv(\"data/SPY_minute.csv\",skiprows=1)\n", + "datetimes = pd.to_datetime(df.Dates[1:], format='%m/%d/%y %H:%M')\n", + "df[\"Dates\"][1:] = datetimes\n", + "df[\"Dates\"][0] = df[\"Dates\"][1] - timedelta(minutes=1)\n", + "df[\"log_ret\"] = np.log(df[\"Close\"]) - np.log(df.shift(1)[\"Close\"])\n", + "df = df.dropna()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "# Group data by date\n", + "from collections import defaultdict\n", + "ret_by_date = defaultdict(list)\n", + "for i in range(len(df)):\n", + " ret_by_date[df[\"Dates\"].iloc[i].date()].append(df[\"log_ret\"].iloc[i])\n", + "\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "\n", + "def get_neg_log_lik(data, dist, kw):\n", + " return lambda params: -1 * np.sum(dist.logpdf(data, **{kw[i] : params[i] for i in range(len(params))}))\n", + "\n", + "def optim(log_lik, x0, opt='SLSQP'):\n", + " return minimize(neg_log_lik, x0,method=opt)\n", + "\n", + "# neg_log_lik = get_neg_log_lik(log_ret, norm, ['loc', 'scale'])\n", + "# optim(neg_log_lik, [0, 1])" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [], + "source": [ + "# Run MLE each day\n", + "pars = []\n", + "for date, rets in ret_by_date.items():\n", + " neg_log_lik = get_neg_log_lik(rets, t, ['df', 'loc', 'scale'])\n", + " pars.append(optim(neg_log_lik, [3, 0, 1], opt='nelder-mead').x)\n", + "res = pd.DataFrame(pars)\n", + "res = res.rename(columns={0:\"df\", 1:\"mu\", 2:\"sigma\"})\n", + "res.index = ret_by_date.keys()\n", + "res.to_csv(\"data/pars_t_daily_spy.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'loc': 1, 'scale': 3}" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "generated_data = np.random.normal(loc=2, scale=3, size=100)\n", + "kw = ['loc', 'scale']\n", + "params = [1,3]\n", + "dict(zip(kw,params))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "def load_data():\n", + " df = pd.read_csv(\n", + " 'E-mini S&P 500 minute data (2 days).csv', header=1)\n", + " cols = [\"Date Time\", \"Close\"]\n", + " data = df[cols]\n", + " data = data.set_axis([\"timestamp\", \"close\"], axis=1)\n", + " return data\n", + "\n", + "\n", + "def deltas():\n", + " df = load_data()\n", + " df[\"log\"] = np.log(df[\"close\"].astype(float))\n", + " df[\"deltas\"] = df[\"log\"].diff()\n", + " df.dropna(inplace=True)\n", + " final_data = df[[\"timestamp\", \"close\", \"deltas\"]]\n", + " #final_data = final_data.set_axis([\"timestamp\", \"close\", \"deltas\"], axis=1)\n", + " return final_data" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "data = deltas()\n", + "feb_09 = data[(data['timestamp'] >= '2022-02-09') & (data['timestamp'] < '2022-02-10')]" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(array([ 2., 0., 6., 3., 3., 6., 22., 35., 95., 220., 284.,\n", + " 144., 61., 28., 18., 7., 5., 1., 1., 4.]),\n", + " array([-1.09487064e-03, -9.85506173e-04, -8.76141704e-04, -7.66777236e-04,\n", + " -6.57412768e-04, -5.48048300e-04, -4.38683832e-04, -3.29319363e-04,\n", + " -2.19954895e-04, -1.10590427e-04, -1.22595874e-06, 1.08138509e-04,\n", + " 2.17502978e-04, 3.26867446e-04, 4.36231914e-04, 5.45596382e-04,\n", + " 6.54960851e-04, 7.64325319e-04, 8.73689787e-04, 9.83054255e-04,\n", + " 1.09241872e-03]),\n", + " )" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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q9TAtsx84dpbHLuDGIXW+DLwpyab2jfSbgC+3N9wzSc5t82bvWGT7459vZ/vW/EwWjk7vGMeOjNmkxmVou0le1eqS5BwW3ltPjn+3Vmw5l8IY3Ke3Al9t3zUs9loPbbNt87XWBiw+7uvBmo0LQAsv2nvkEuAFZ46sE5MYkxNZzmd09abxrfQ4byzMd90KPAx8BTi1lc+y8BegjtX7Yxa+5DgAvHOgfJaFN9q3gb/hJ7/afQsL82bPAk+wEHrHtnl/q/8Q7SyS9Xab4Lgs1u4VwP0snDFwG/Bb0x6DgX25CPjvti/vb2UfAv6wLf8s8M9tDO4AXrPUaz2szVb+mtbGgdbmKdPe/3UyLl8F7m3vqX8AXjbt/V/DMfkccAT4v5Ypl7XyoZ+lcd28/IAkdaiHaRlJ0nEMd0nqkOEuSR0y3CWpQ4a7JHXIcJekDhnuktSh/wdTWs8bKOKvyQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "plt.hist(feb_09['deltas'], bins=20)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "neg_log_lik = get_neg_log_lik(feb_09['deltas'], norm, ['loc', 'scale'])\n", + "res = optim(neg_log_lik, [0, 0.001], opt='nelder-mead')" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "arr = feb_09['deltas']\n", + "plt.hist(arr, bins=40, density=True)\n", + "plt.xlim((min(arr), max(arr)))\n", + "x = np.linspace(min(arr), max(arr), 100)\n", + "plt.plot(x, norm.pdf(x, res.x[0], res.x[1]))\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "interpreter": { + "hash": "cd78fef2128015050713e82ca51c6520b11aee7c9ee8df750520bbbc7384cbaa" + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.7.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/README.md b/README.md index 820bdb5..f6f2ebf 100644 --- a/README.md +++ b/README.md @@ -1 +1,28 @@ # Stock-Densities + +**OKRs:** +Data collection +- [x] Collect minute level market data for SPY +- [x] Calculate deltas + +Density Estimation +- [x] Decide on a density estimation method (or two) +- MAP estimation (Gaussian & Fat tailed) +- KDEs +- Mixture models +- Log-Spline model +- [ ] Implement chosen density estimation model + +Time Series Estimation +- [x] Decide on time series estimation method depending on density technique +- ARIMA +- [ ] Implement chosen time series model + +Evaluation +- [ ] Evaluate using Kolmogorov-Smirnov Testing +- [ ] Compare estimations between time frames with KL-Divergence and Wasserstein Metric +- [ ] Build system w/ simple strategy to paper trade + +Reach Goals +- [ ] Online Model +- [ ] diff --git a/__pycache__/arima.cpython-310.pyc b/__pycache__/arima.cpython-310.pyc new file mode 100644 index 0000000..d1e3537 Binary files /dev/null and b/__pycache__/arima.cpython-310.pyc differ diff --git a/arima.py b/arima.py new file mode 100644 index 0000000..ffb1fed --- /dev/null +++ b/arima.py @@ -0,0 +1,198 @@ +import numpy as np +import pandas as pd +from sklearn.metrics import mean_squared_error +from statsmodels.tsa.stattools import adfuller +from sklearn.linear_model import LinearRegression +import statsmodels.api as sm + + +def adf_check(time_series): + """ + Pass in a time series, returns ADF report + """ + result = adfuller(time_series) + print('Augmented Dickey-Fuller Test:') + labels = ['ADF Test Statistic', 'p-value', + 'Number of Lags Used', 'Number of Observations Used'] + + for value, label in zip(result, labels): + print(label+' : '+str(value)) + + if result[1] <= 0.05: + print("strong evidence against the null hypothesis, reject the null hypothesis. Data has no unit root and is stationary") + else: + print("weak evidence against null hypothesis, time series has a unit root, indicating it is non-stationary \n") + + +def AR(p, df, key): + ''' + Generating the lagged p terms + ''' + df_temp = df + + for i in range(1, p+1): + df_temp['Shifted_values_%d' % i] = df_temp[key].shift(i) + + train_size = (int)(0.8 * df_temp.shape[0]) + + # Breaking data set into test and training + df_train = pd.DataFrame(df_temp[0:train_size]) + df_val = pd.DataFrame(df_temp[train_size:df_temp.shape[0]]) + + df_train_2 = df_train.dropna() + # X contains the lagged values ,hence we skip the first column + try: + X_train = df_train_2.iloc[:, 1:].values.reshape(-1, p) + except: + return [pd.DataFrame(), pd.DataFrame(), 0, 0, float("inf")] + # Y contains the value,it is the first column + y_train = df_train_2.iloc[:, 1].values.reshape(-1, 1) + + # Running linear regression to generate the coefficents of lagged terms + model = sm.OLS(y_train, sm.add_constant(X_train)).fit() + + theta = np.array(model.params[1:]) + intercept = model.params[0] + df_train_2['Predicted_Values'] = X_train.dot(theta) + intercept + # df_train_2[['Value','Predicted_Values']].plot() + + X_val = df_val.iloc[:, 1:].values.reshape(-1, p) + df_val['Predicted_Values'] = X_val.dot(theta) + intercept + # df_test[['Value','Predicted_Values']].plot() + + RMSE = np.sqrt(mean_squared_error( + df_val[key], df_val['Predicted_Values'])) + AIC = model.aic + BIC = model.bic + + # print("The RMSE is :", RMSE, ", Value of p : ", + # p, ", AIC is : ", AIC, ", BIC is : ", BIC) + return [df_train_2, df_val, theta, intercept, RMSE, AIC, BIC] + + +def MA(q, res): + ''' Moving Average''' + + for i in range(1, q+1): + res['Shifted_values_%d' % i] = res['Residuals'].shift(i) + + train_size = (int)(0.8 * res.shape[0]) + + res_train = pd.DataFrame(res[0:train_size]) + res_val = pd.DataFrame(res[train_size:res.shape[0]]) + + res_train_2 = res_train.dropna() + + X_train = res_train_2.iloc[:, 1:].values.reshape(-1, q) + y_train = res_train_2.iloc[:, 0].values.reshape(-1, 1) + + model = sm.OLS(y_train, sm.add_constant(X_train)).fit() + + theta = np.array(model.params[1:]) + intercept = model.params[0] + + res_train_2['Predicted_Values'] = X_train.dot(theta) + intercept + # res_train_2[['Residuals','Predicted_Values']].plot() + + X_val = res_val.iloc[:, 1:].values.reshape(-1, q) + res_val['Predicted_Values'] = X_val.dot(theta) + intercept + # res_val[['Residuals', 'Predicted_Values']].plot() + + from sklearn.metrics import mean_squared_error + RMSE = np.sqrt(mean_squared_error( + res_val['Residuals'], res_val['Predicted_Values'])) + AIC = model.aic + BIC = model.bic + + # print("The RMSE is:", RMSE, ", Value of AIC is:", AIC, + # ", Value of BIC is:", BIC, ", Value of q:", q) + return [res_train_2, res_val, theta, intercept, RMSE, AIC, BIC] + + +def opt_p(df_testing, low_p, up_p, str, key): + ''' Pick the best p based on lowest aic or bic or RMSE as specified''' + assert (str == 'AIC' or str == 'BIC' or str == 'RMSE') + best_p_aic, best_p_bic, best_p_rmse = 0, 0, 0 + best_rmse, best_aic, best_bic = float("inf"), float("inf"), float("inf") + for p in range(low_p, up_p): + df_train_2, df_val, theta, intercept, RMSE, AIC, BIC = AR( + p, pd.DataFrame(df_testing), key) + if RMSE < best_rmse: + best_p_rmse = p + best_rmse = RMSE + if AIC < best_aic: + best_p_aic = p + best_aic = AIC + if BIC < best_bic: + best_p_bic = p + best_bic = BIC + if (str == 'RMSE'): + return best_p_rmse, best_rmse + elif (str == 'AIC'): + return best_p_aic, best_aic + elif (str == 'BIC'): + return best_p_bic, best_bic + + +def opt_q(df_testing, low_q, up_q, str): + ''' Pick the best q based on lowest aic or bic or RMSE as specified''' + assert (str == 'AIC' or str == 'BIC' or str == 'RMSE') + best_q_aic, best_q_bic, best_q_rmse = 0, 0, 0 + best_rmse, best_aic, best_bic = float("inf"), float("inf"), float("inf") + for q in range(low_q, up_q): + res_train_2, res_val, theta, intercept, RMSE, AIC, BIC = MA( + q, pd.DataFrame(df_testing)) + if RMSE < best_rmse: + best_q_rmse = q + best_rmse = RMSE + if AIC < best_aic: + best_q_aic = q + best_aic = AIC + if BIC < best_bic: + best_q_bic = q + best_bic = BIC + if (str == 'RMSE'): + return best_q_rmse, best_rmse + elif (str == 'AIC'): + return best_q_aic, best_aic + elif (str == 'BIC'): + return best_q_bic, best_bic + + +def arima(low_p, high_p, low_q, high_q, df, key, opt_method): + ''' + Returns a dictionary with the following keys: + data: a Dataframe of original data and column "Predicted_Values" + params_AR + params_MA + scores_AR + scores_MA + ''' + # Call AR + copy = df.copy(deep=True) + # Can have 'BIC', 'AIC' or 'RMSE' as the last argument + best_p, best_error = opt_p(copy, low_p, high_p, opt_method, key) + df_train, df_test, AR_theta, AR_intercept, AR_RMSE, AR_AIC, AR_BIC = AR( + best_p, pd.DataFrame(df[key]), key) + + # Combined dataframe results from AR (? -- I'm unsure ?) + df_c = pd.concat([df_train, df_test]) + # Calculate residuals + res = pd.DataFrame() + res['Residuals'] = df_c[key] - df_c.Predicted_Values + + # Call MA + copy = res.copy(deep=True) + # Can have 'BIC', 'AIC' or 'RMSE' as the last argument + best_q, best_error = opt_q(copy, low_q, high_q, opt_method) + res_train, res_val, MA_theta, MA_intercept, MA_RMSE, MA_AIC, MA_BIC = MA( + best_q, res) + + print(f"Best p and q based on {opt_method}: p={best_p}, q={best_q}") + # Combined residuals dataframe + res_c = pd.concat([res_train, res_val]) + + df_c.Predicted_Values += res_c.Predicted_Values + + return {"data": df_c, "params_AR": [AR_theta, AR_intercept, AR_RMSE], "params_MA": [MA_theta, MA_intercept, MA_RMSE], "scores_AR": [AR_AIC, AR_BIC], "scores_MA": [MA_AIC, MA_BIC]} + diff --git a/arima_density.ipynb b/arima_density.ipynb new file mode 100644 index 0000000..60f6902 --- /dev/null +++ b/arima_density.ipynb @@ -0,0 +1,1771 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import arima\n", + "from sklearn.linear_model import LinearRegression\n", + "import matplotlib.pyplot as plt\n", + "from scipy.stats import norm, kstest\n", + "\n", + "import warnings\n", + "from pandas.core.common import SettingWithCopyWarning\n", + "warnings.simplefilter(action=\"ignore\", category=SettingWithCopyWarning)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dfmusigma
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" + ], + "text/plain": [ + " df mu sigma\n", + "2021-12-01 6.020063 -0.000050 0.000445\n", + "2021-12-02 5.926677 0.000033 0.000532\n", + "2021-12-03 5.988445 -0.000023 0.000583\n", + "2021-12-06 5.940078 0.000022 0.000343\n", + "2021-12-07 5.950183 0.000013 0.000186" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv(\"data/pars_t_daily_spy.csv\", index_col=0)\n", + "df.head()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Augmented Dickey-Fuller Test:\n", + "ADF Test Statistic : -7.896878964824418\n", + "p-value : 4.287351451313724e-12\n", + "Number of Lags Used : 0\n", + "Number of Observations Used : 68\n", + "strong evidence against the null hypothesis, reject the null hypothesis. Data has no unit root and is stationary\n", + "Augmented Dickey-Fuller Test:\n", + "ADF Test Statistic : -3.147557497318006\n", + "p-value : 0.02322811351606993\n", + "Number of Lags Used : 0\n", + "Number of Observations Used : 68\n", + "strong evidence against the null hypothesis, reject the null hypothesis. Data has no unit root and is stationary\n" + ] + } + ], + "source": [ + "# Check for stationarity\n", + "arima.adf_check(df[\"mu\"])\n", + "arima.adf_check(df[\"sigma\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "( df mu sigma\n", + " 2021-12-01 6.020063 -0.000050 0.000445\n", + " 2021-12-02 5.926677 0.000033 0.000532\n", + " 2021-12-03 5.988445 -0.000023 0.000583\n", + " 2021-12-06 5.940078 0.000022 0.000343\n", + " 2021-12-07 5.950183 0.000013 0.000186,\n", + " df mu sigma\n", + " 2022-02-18 5.984790 -0.000019 0.000474\n", + " 2022-02-22 5.992896 -0.000026 0.000582\n", + " 2022-02-23 6.046071 -0.000073 0.000506\n", + " 2022-02-24 5.862764 0.000090 0.000820\n", + " 2022-02-25 5.908596 0.000050 0.000518)" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "idx = int(len(df)*0.8)\n", + "train, test = df.iloc[:idx], df.iloc[idx:]\n", + "train.head(), test.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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mu
2021-12-01-0.000050
2021-12-020.000033
2021-12-03-0.000023
2021-12-060.000022
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......
2022-03-04-0.000015
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69 rows × 1 columns

\n", + "
" + ], + "text/plain": [ + " mu\n", + "2021-12-01 -0.000050\n", + "2021-12-02 0.000033\n", + "2021-12-03 -0.000023\n", + "2021-12-06 0.000022\n", + "2021-12-07 0.000013\n", + "... ...\n", + "2022-03-04 -0.000015\n", + "2022-03-07 -0.000066\n", + "2022-03-08 -0.000055\n", + "2022-03-09 0.000037\n", + "2022-03-10 0.000005\n", + "\n", + "[69 rows x 1 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(df.mu)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "=================== df ===================\n", + "Best p and q based on BIC: p=5, q=2\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "=================== mu ===================\n", + "Best p and q based on BIC: p=1, q=1\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "=================== sigma ===================\n", + "Best p and q based on BIC: p=1, q=1\n" + ] + }, + { + "data": { + "image/png": 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DatesCloseVolume
SPY US Equity
#NAME?461.27818361
12/1/21 9:31460.81348832
12/1/21 9:32460.69331253
12/1/21 9:33460.76271748
12/1/21 9:34460.29255663
12/1/21 9:35460.49287824
12/1/21 9:36460.53247480
12/1/21 9:37460.63178755
12/1/21 9:38460.57235893
12/1/21 9:39460.45167715
\n", + "
" + ], + "text/plain": [ + "Dates Close Volume\n", + "SPY US Equity \n", + "#NAME? 461.27 818361\n", + "12/1/21 9:31 460.81 348832\n", + "12/1/21 9:32 460.69 331253\n", + "12/1/21 9:33 460.76 271748\n", + "12/1/21 9:34 460.29 255663\n", + "12/1/21 9:35 460.49 287824\n", + "12/1/21 9:36 460.53 247480\n", + "12/1/21 9:37 460.63 178755\n", + "12/1/21 9:38 460.57 235893\n", + "12/1/21 9:39 460.45 167715" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "inter_day = pd.read_csv(\"data/SPY_minute.csv\", index_col=0)\n", + "inter_day.columns = inter_day.iloc[0]\n", + "inter_day = inter_day[1:]\n", + "inter_day.head(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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DatesCloseVolumelogdeltas
SPY US Equity
#NAME?461.278183616.133984NaN
12/1/21 9:31460.813488326.132986-0.000998
12/1/21 9:32460.693312536.132725-0.000260
12/1/21 9:33460.762717486.1328770.000152
12/1/21 9:34460.292556636.131857-0.001021
12/1/21 9:35460.492878246.1322910.000434
12/1/21 9:36460.532474806.1323780.000087
12/1/21 9:37460.631787556.1325950.000217
12/1/21 9:38460.572358936.132465-0.000130
12/1/21 9:39460.451677156.132204-0.000261
\n", + "
" + ], + "text/plain": [ + "Dates Close Volume log deltas\n", + "SPY US Equity \n", + "#NAME? 461.27 818361 6.133984 NaN\n", + "12/1/21 9:31 460.81 348832 6.132986 -0.000998\n", + "12/1/21 9:32 460.69 331253 6.132725 -0.000260\n", + "12/1/21 9:33 460.76 271748 6.132877 0.000152\n", + "12/1/21 9:34 460.29 255663 6.131857 -0.001021\n", + "12/1/21 9:35 460.49 287824 6.132291 0.000434\n", + "12/1/21 9:36 460.53 247480 6.132378 0.000087\n", + "12/1/21 9:37 460.63 178755 6.132595 0.000217\n", + "12/1/21 9:38 460.57 235893 6.132465 -0.000130\n", + "12/1/21 9:39 460.45 167715 6.132204 -0.000261" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "inter_day[\"log\"] = np.log(inter_day[\"Close\"].astype(float))\n", + "inter_day[\"deltas\"] = inter_day[\"log\"].diff()\n", + "inter_day.head(10)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + 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"cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'mu_hat' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mkstest\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msamples\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mlambda\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mnorm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcdf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mloc\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mmu_hat\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mscale\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msigma_hat\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;32m/Applications/anaconda3/lib/python3.7/site-packages/scipy/stats/stats.py\u001b[0m in \u001b[0;36mkstest\u001b[0;34m(rvs, cdf, args, N, alternative, mode)\u001b[0m\n\u001b[1;32m 6892\u001b[0m \u001b[0mxvals\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0myvals\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcdf\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_parse_kstest_args\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mrvs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcdf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mN\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6893\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mcdf\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 6894\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mks_1samp\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mxvals\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcdf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0margs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0malternative\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0malternative\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmode\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mmode\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 6895\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mks_2samp\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mxvals\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0myvals\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0malternative\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0malternative\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmode\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mmode\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6896\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m/Applications/anaconda3/lib/python3.7/site-packages/scipy/stats/stats.py\u001b[0m in \u001b[0;36mks_1samp\u001b[0;34m(x, cdf, args, alternative, mode)\u001b[0m\n\u001b[1;32m 6264\u001b[0m \u001b[0mN\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6265\u001b[0m \u001b[0mx\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msort\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 6266\u001b[0;31m \u001b[0mcdfvals\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcdf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 6267\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6268\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0malternative\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m'greater'\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m(x)\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mkstest\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msamples\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mlambda\u001b[0m \u001b[0mx\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mnorm\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcdf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mloc\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mmu_hat\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mscale\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msigma_hat\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;31mNameError\u001b[0m: name 'mu_hat' is not defined" + ] + } + ], + "source": [ + "kstest(samples, lambda x: norm.cdf(x,loc=mu_hat, scale=sigma_hat))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "interpreter": { + "hash": "cd78fef2128015050713e82ca51c6520b11aee7c9ee8df750520bbbc7384cbaa" + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "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": "3.7.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/arima_test.png b/arima_test.png new file mode 100644 index 0000000..d94658f Binary files /dev/null and b/arima_test.png differ diff --git a/data/APPL_minute.csv b/data/APPL_minute.csv new file mode 100644 index 0000000..01caa5c --- /dev/null +++ b/data/APPL_minute.csv 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file diff --git a/data/DIA_minute.csv b/data/DIA_minute.csv new file mode 100644 index 0000000..316f453 --- /dev/null +++ b/data/DIA_minute.csv @@ -0,0 +1 @@ +DIA US Equity,, Dates,Close,Volume #NAME?,348.08,133659 12/1/21 9:31,347.67,49476 12/1/21 9:32,347.4,31289 12/1/21 9:33,347.45,30886 12/1/21 9:34,347.27,27289 12/1/21 9:35,347.37,41997 12/1/21 9:36,347.28,30438 12/1/21 9:37,347.48,26000 12/1/21 9:38,347.38,12457 12/1/21 9:39,347.46,8468 12/1/21 9:40,347.72,15986 12/1/21 9:41,347.84,12644 12/1/21 9:42,347.91,9200 12/1/21 9:43,347.9,6288 12/1/21 9:44,347.79,12240 12/1/21 9:45,348.02,37358 12/1/21 9:46,347.81,13199 12/1/21 9:47,347.78,9023 12/1/21 9:48,347.59,14153 12/1/21 9:49,347.39,20352 12/1/21 9:50,347.2,15595 12/1/21 9:51,347.41,18672 12/1/21 9:52,347.39,17501 12/1/21 9:53,347.61,12914 12/1/21 9:54,347.51,7779 12/1/21 9:55,347.64,8614 12/1/21 9:56,347.65,10790 12/1/21 9:57,347.89,7391 12/1/21 9:58,347.92,13346 12/1/21 9:59,347.96,8254 12/1/21 10:00,348.24,23958 12/1/21 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16:14,332.11,0 \ No newline at end of file diff --git a/data/MSFT_minute.csv b/data/MSFT_minute.csv new file mode 100644 index 0000000..42c05a2 --- /dev/null +++ b/data/MSFT_minute.csv @@ -0,0 +1 @@ +MSFT US Equity,, Dates,Close,Volume #NAME?,335.23,620660 12/1/21 9:31,335.055,53881 12/1/21 9:32,334.555,67159 12/1/21 9:33,334.65,56505 12/1/21 9:34,334.59,76543 12/1/21 9:35,334.419,68118 12/1/21 9:36,334.705,51624 12/1/21 9:37,335.33,64679 12/1/21 9:38,336.09,97851 12/1/21 9:39,335.05,97858 12/1/21 9:40,335.43,48313 12/1/21 9:41,335.639,32025 12/1/21 9:42,335.54,44936 12/1/21 9:43,336.034,71723 12/1/21 9:44,336.13,92971 12/1/21 9:45,336.47,55355 12/1/21 9:46,336.337,79454 12/1/21 9:47,335.49,73876 12/1/21 9:48,335.1,59840 12/1/21 9:49,335,58887 12/1/21 9:50,334.83,67354 12/1/21 9:51,335.08,34188 12/1/21 9:52,335.08,71396 12/1/21 9:53,335.41,61892 12/1/21 9:54,335.45,56906 12/1/21 9:55,335.61,61798 12/1/21 9:56,335.19,42182 12/1/21 9:57,335.56,48229 12/1/21 9:58,335.66,44288 12/1/21 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No newline at end of file diff --git a/data/QQQ_minute.csv b/data/QQQ_minute.csv new file mode 100644 index 0000000..5dfbb15 --- /dev/null +++ b/data/QQQ_minute.csv @@ -0,0 +1 @@ +QQQ US Equity,, Dates,Close,Volume #NAME?,397.84,525590 12/1/21 9:31,397.71,351972 12/1/21 9:32,397.39,211720 12/1/21 9:33,397.55,248291 12/1/21 9:34,396.77,270926 12/1/21 9:35,397.03,298091 12/1/21 9:36,397.42,145662 12/1/21 9:37,397.51,200782 12/1/21 9:38,397.62,177318 12/1/21 9:39,397,175605 12/1/21 9:40,397.05,229746 12/1/21 9:41,397.25,172594 12/1/21 9:42,397.165,139346 12/1/21 9:43,397.19,97171 12/1/21 9:44,397.27,240576 12/1/21 9:45,397.85,206777 12/1/21 9:46,397.83,188377 12/1/21 9:47,397.59,279681 12/1/21 9:48,397.47,130314 12/1/21 9:49,397.21,165813 12/1/21 9:50,397.31,117534 12/1/21 9:51,397.5,101745 12/1/21 9:52,397.35,125218 12/1/21 9:53,397.65,114629 12/1/21 9:54,397.49,106867 12/1/21 9:55,397.64,83444 12/1/21 9:56,397.399,101765 12/1/21 9:57,397.85,224725 12/1/21 9:58,398.03,127878 12/1/21 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normal +import matplotlib.pyplot as plt +import csv + +def sim_densities_data( + loc_fn1=lambda x: -x/25, + loc_fn2=lambda x: x/25, + var_fn1=lambda x: 1, + var_fn2=lambda x: 1, + n=1000, t=100, show=True, name=""): + samples = dict() + for i in range(t): + samples[i] = np.append( + normal(loc=loc_fn1(i), scale=var_fn1(i), size=n), + normal(loc=loc_fn2(i), scale=var_fn2(i), size=n) + ) + + with open(name+"simulated_data.csv", 'w') as csvfile: + writer = csv.writer(csvfile, delimiter=',', quotechar='|', quoting=csv.QUOTE_MINIMAL) + for i in range(t): + writer.writerow(samples[i]) + + if show: + for i in range(0,t,10): + plt.hist(samples[i], bins=20) + plt.show() + + +def sim_stock_data( + mu = 0.001, + sigma = 0.01, + start_price = 5): + returns = np.random.normal(loc=mu, scale=sigma, size=100) + price = start_price*(1+returns).cumprod() + return price + +if __name__ == "__main__": + sim_densities_data(loc_fn1=lambda x: -x/10) + plt.plot(sim_stock_data()) + plt.show() + diff --git a/load.py b/load.py new file mode 100644 index 0000000..f1909bb --- /dev/null +++ b/load.py @@ -0,0 +1,26 @@ +from audioop import mul +import pandas as pd +import numpy as np + + +def load_data(): + df = pd.read_csv( + "E-mini S&P 500 minute data (approx 10 days).csv", header=1) + cols = ["Date Time", "Close"] + data = df[cols] + data = data.set_axis(["timestamp", "close"], axis=1) + return data + + +def deltas(): + df = load_data() + df["log"] = np.log(df["close"].astype(float)) + df["deltas"] = df["log"].diff() + df.dropna(inplace=True) + final_data = df[["timestamp", "close", "deltas"]] + #final_data = final_data.set_axis(["timestamp", "close", "deltas"], axis=1) + return final_data + + +print(deltas()) + diff --git a/merge.ipynb b/merge.ipynb new file mode 100644 index 0000000..559ecb7 --- /dev/null +++ b/merge.ipynb @@ -0,0 +1,963 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 13, + "source": [ + "import numpy as np\n", + "from scipy.stats import norm, t\n", + "from scipy.optimize import minimize\n", + "import pandas as pd\n", + "import ipynb" + ], + "outputs": [], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 23, + "source": [ + "import ipynb.fs.full.Arima_cleaned as Arima\n", + "import ipynb.fs.full.MLE as Mle" + ], + "outputs": [], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 25, + "source": [ + "data = Arima.deltas()\n", + "\n", + "neg_log_lik = Mle.get_neg_log_lik(data['deltas'], t, ['df', 'loc', 'scale'])\n", + "Mle.optim(neg_log_lik, [3, 1, 1])" + ], + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " fun: 2582.0992391304503\n", + " jac: array([ 9.15527344e-05, -2.44140625e-03, -1.67846680e-03])\n", + " message: 'Optimization terminated successfully'\n", + " nfev: 80\n", + " nit: 18\n", + " njev: 18\n", + " status: 0\n", + " success: True\n", + " x: array([10.62939994, 1.96442116, 2.90668268])" + ] + }, + "metadata": {}, + "execution_count": 25 + } + 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" + ] + }, + "metadata": {}, + "execution_count": 26 + } + ], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 27, + "source": [ + "df_testing = pd.DataFrame(np.log(data.close).diff().diff(12))\n", + "Arima.adf_check(df_testing.close.dropna())" + ], + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Augmented Dickey-Fuller Test:\n", + "ADF Test Statistic : -16.64043101577222\n", + "p-value : 1.6364587817445258e-29\n", + "Number of Lags Used : 23\n", + "Number of Observations Used : 1882\n", + "strong evidence against the null hypothesis, reject the null hypothesis. Data has no unit root and is stationary\n" + ] + } + ], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 28, + "source": [ + "df_train_2,df_test,theta,intercept,RMSE = Arima.AR(10, df_testing)\n", + "df_c = pd.concat([df_train_2,df_test])\n", + "res = pd.DataFrame()\n", + "res['Residuals'] = df_c.close - df_c.Predicted_Values" + ], + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "The RMSE is : 0.0011368740889626345 , Value of p : 10\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/Users/tanvikapoor/Stock-Densities/Arima_cleaned.ipynb:86: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " ],\n" + ] + } + ], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 29, + "source": [ + "res_train_2,res_test,theta,intercept,RMSE = Arima.MA(10, res)" + ], + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/Users/tanvikapoor/Stock-Densities/Arima_cleaned.ipynb:127: SettingWithCopyWarning: \n", + "A value is trying to be set on a copy of a slice from a DataFrame.\n", + "Try using .loc[row_indexer,col_indexer] = value instead\n", + "\n", + "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n", + " \" 4556.25\\n\",\n" + ] + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "The RMSE is : 0.0008400132150945491 , Value of q : 10\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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+ }, + "metadata": { + "needs_background": "light" + } + } + ], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 30, + "source": [ + "df_c = pd.concat([df_train_2,df_test])\n", + "df_c[['close','Predicted_Values']].plot()" + ], + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 30 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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7.235998e-04 \n", + "\n", + " Shifted_values_4 Shifted_values_5 Shifted_values_6 Shifted_values_7 \\\n", + "34 2.195510e-04 -5.488896e-04 0.000274 0.000055 \n", + "35 5.485613e-05 2.195510e-04 -0.000549 0.000274 \n", + "36 -4.390448e-04 5.485613e-05 0.000220 -0.000549 \n", + "37 1.097574e-04 -4.390448e-04 0.000055 0.000220 \n", + "38 3.842188e-04 1.097574e-04 -0.000439 0.000055 \n", + "... ... ... ... ... \n", + "1915 5.009075e-04 -1.668566e-04 -0.000891 0.001781 \n", + "1916 -2.228502e-04 5.009075e-04 -0.000167 -0.000891 \n", + "1917 -2.223393e-04 -2.228502e-04 0.000501 -0.000167 \n", + "1918 1.857213e-08 -2.223393e-04 -0.000223 0.000501 \n", + "1919 -2.783669e-04 1.857213e-08 -0.000222 -0.000223 \n", + "\n", + " Shifted_values_8 Shifted_values_9 Shifted_values_10 Predicted_Values \n", + "34 0.000329 -0.000110 -0.000165 1.447562e-04 \n", + "35 0.000055 0.000329 -0.000110 -2.225719e-04 \n", + "36 0.000274 0.000055 0.000329 4.691217e-05 \n", + "37 -0.000549 0.000274 0.000055 1.276187e-05 \n", + "38 0.000220 -0.000549 0.000274 -1.446701e-04 \n", + "... ... ... ... ... \n", + "1915 -0.000056 -0.001113 -0.000780 9.414797e-05 \n", + "1916 0.001781 -0.000056 -0.001113 2.330601e-04 \n", + "1917 -0.000891 0.001781 -0.000056 -4.522948e-04 \n", + "1918 -0.000167 -0.000891 0.001781 -4.888779e-07 \n", + "1919 0.000501 -0.000167 -0.000891 -5.681256e-04 \n", + "\n", + "[1886 rows x 12 columns]" + ], + "text/html": [ + "
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360.000055-2.195721e-043.842188e-041.097574e-04-4.390448e-045.485613e-050.000220-0.0005490.0002740.0000550.0003294.691217e-05
370.0002205.489227e-05-2.195721e-043.842188e-041.097574e-04-4.390448e-040.0000550.000220-0.0005490.0002740.0000551.276187e-05
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19160.000724-2.783669e-041.857213e-08-2.223393e-04-2.228502e-045.009075e-04-0.000167-0.0008910.001781-0.000056-0.0011132.330601e-04
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" + }, + "metadata": { + "needs_background": "light" + } + } + ], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 33, + "source": [ + "df_c.close += np.log(data.close).shift(1)\n", + "df_c.close += np.log(data.close).diff().shift(12)\n", + "df_c.Predicted_Values += np.log(data.close ).shift(1)\n", + "df_c.Predicted_Values += np.log(data.close).diff().shift(12)\n", + "df_c.close = np.exp(df_c.close)\n", + "df_c.Predicted_Values = np.exp(df_c.Predicted_Values)" + ], + "outputs": [], + "metadata": {} + }, + { + "cell_type": "code", + "execution_count": 34, + "source": [ + "df_c" + ], + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " close Shifted_values_1 Shifted_values_2 Shifted_values_3 \\\n", + "24 4554.25 0.000055 -0.000055 1.646316e-04 \n", + "25 4553.00 -0.000110 0.000055 -5.492240e-05 \n", + "26 4553.75 -0.000220 -0.000110 5.489529e-05 \n", + "27 4554.00 0.000110 -0.000220 -1.097635e-04 \n", + "28 4555.25 0.000165 0.000110 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N1/rcQ13toZfiyLxLA7qlkDzio4dgtx199OZvHCdPfDPe9chEV3kdxdBnLGO+e1RM275/t9bd7F2W/oRwCA+SwcSDssjK//X+XmfzdahHxr0TJXXSysXU5on+ka98l16eLcwLDWC05ytoqLaMwkOHhPtM3ZH8vPGGV4IBZN7jcQ8rLkmca7+pwNuOjbApHMoa8hRT1aM7bIYKyUHaC68Pfv4F3B1Vre6Rw6C0Eq5v5UJDO1bDv6fAsbfDXnYAwMr34aWr4cSHrJt3l/0svR14/JYx+94ho6EotWxABkEwyI3rAMHTUA3f/g9KI1Ooj6rqYKWsTIWgPxzpA9b8mC9qIeSONdZcVreBVGz+tEkcGHwqvgMnMXNNO4b034c+gPeAY+GKTwhuWYH3b6cAUFlrDXlW9D0oRaXCWB5E5m/ivuISDIIpwKy3bQU1EIv/bbnkI87AH/DjTKC90y90IMgK05PRfEXtllWU/TV+VFEEwQD4a6C0Ev+21cQm5gZm35nwFFKU2EAM26sE1tq5amrCK783l+7L90b0hzeg3ORokVH7OGno6lIwqJnkmw/hcbv0+cPW5HLo8vkE/jWF4p3fwKOOp+nL5kCwHnpYk7Q+/y6CePCmURRHpm6PFJRWwsBjYvsVp5HJ9fOZkfuBukgD8emMpnBsc83XEesGfKf9GYDjo1NkdumPt0usp+cZk37SPYMHycJTvviKLe9Eo5hyxp43xLRhSWSpx3+eB/+2VrrWN0RGLm2qsX6YDUXW01/ZS5fHRDfF5fmL4bZ9WLtlB0X1cRbZvXObu/yCV2DfcTDwOPd2m5rv/AyAeaHIdA0N3naw3/esnYHuww2twoWvWWP0buzaaD3FZ3OtxJevsfKVe2PEngdGWsYhmgcPgml2SoxAPcfv+DshvKmtHZnyAZybRnmTgy+GjvvEiL/+7/QYT3ZndVReK38ddf4gm3fZscwv/aKp6en3HYsifxA5ZJkSzVgnYyQ76TDEW2ydNdXfyFMnwjuJH7qU9NizDMTmZdZT5Fv/59pcXx+5eKD/Z/cC0K93lUtvm1AIZl5tGR4nnz0HwAf/vMfloCTseyhc8FLioj5AqLc11HW27034IBweGwr6occQa/irb5LImGyyzyFwzvPubXcNgCe+D//Xyb09VRp2w9u/txa1gfU9/HmiNdfxtx/SZ/2raZ+yZvO31D9rPZEXkWLG1b0GQ78jUr+IrxhOecza3iccNtvv/WusDL0fhSf+N++ITFtSu24Jpbd2putd3dn1yT8JOnyGcz6wvKUtA0+H0ecnVeObM2alrnMcDJ6MhIBH08G/yY7GS/HcX8+CtyNDyOs/foL6f12RFf32BPYsA7HLzpy5yj3Kpr7BfXVZWWX8sqdbvlkIc/9M4J/urnnprlWu8nisPzyOV+FCkdfx9X0Zrr1U7t/m0rtAWbfQSsPgVn8bMDOvtDyx33YnsMl+AFj1EaHb+0R2POvZlC9Z/sBQSj63DNv20gQPBy2l90Hwq01wwSu80f6EJrE/EIRXr2va7/dhZBqPsr9NbtqueOEidtXHTix7+x6akgr77j8SLnw9TcUjMUhWhpj2Xf2iZRqS3dx3b4VP/hIrn/80JS9fScnCp2LS4iupsWcZiEb32f7BBUORP7yGevfho4rK+LWd7370KQA273b/Bzl+V+yNqe6s2KGIj7ta1eEqRv8o7rWiiTca4BfXGY/ccf5LEcNlZtvK1I/9dIb1/kVU8cFgAKZWIgvDFe98D45u2vY4MqxW/+RjGPA9zMnhPFTV372OXVd+ZaXLOP3v1P/U/QZSXdTFVZ4xfMUggvGE5xSKHv+ea9epxVe7yisldp6pY5XLQr147POd1Pu6YNWFyMwTesiROmbZwbfY3kkS43NHX3ghKtTYXwv/ucwh0IxOzWGPMhDBxt/wqo8A2FHrGD4whj6PD489COjWsX3cc/6uyJoE3O2thHlPWBXdEjzxmNEXUjrgiBj5mCl/ZssVyxIao2gqSnzc6o+NkHq2Kn7iuJzQZxycOaNpd83atZHtjcND/qga2h8+CB89aG1H19/eGDWkF4ea8TfTvpcVTSXDTqNu3PUEvnMZ7Sf+kopO3a10GQd8n5Lu/eGEB2KO3/i9WFk2qDJrk/Y58+TJPFPhWsgxAjPuauh9cHoKXD4Prv48eT+362XQg/A7htYOHDLKSjxpmlFYaeZVEbuhT56CDx9qqXp7HHuUgZi5aH3EfsCZE2nNvLjHdWhXxtftEycm61c9B168Ehb8FT6MvKkE8MKUD2GvIcjh1oTiRtMRgFBlbyu3j9dLly7xh7LcKC/xMaJ/7KrXn598mEvv/OH3z0SuRua33al9cBzc2sPKNnrvUNasXwev/bKpS0TRmI1LrZDZFCgfOD5iv/ToG/Ad9zv3zqPO4TNvOA9Ww1n/YfSwzBZeike/mgVJ+wzs1YPDz5+atJ+kMxfSSNf9mkqLpk/mFsrVB8L/k15vEQ1ShDQGhvx5ItybwvexeysmKrWLZ97j8FqePTgVAHuUgdhUHTmEVF/ncM1dcho14Svhmy6xBV9cqd0Gq/4XIVpfvK8Vfz/l/aY0BqX2SmfPsb+PyO2TLjv8sZHKlWV5NsRk88Vg66nuQbkjpq1sk52HaM6jsP1b1q6LNObvz5nLV+vsuRXnOhQgVLkPn3Q9sWn/w0MfZfNFc+GXa6HXaNKhy7lPsGLghXDTFopdPL2sMTGO0XJSVEaPLnGGvL73fzB5Ggw5xQoOaEWMZC7MtSHgMDQeHyFPMRK0PcxVH8H2OPmxnNzRF6nfmbyfkpQ9ykCIM3/9nEfp/VDfpt2dO7c3bb8z5PeRB3qLCaWTMGxpZObXgDc2jr5D47hx1/1j2tIh4Cuccu71vSJvXLu6DI3bN1SzBYCF3sEAjNv8D/aetj9bqmMX/nnO+icjL7XmF0JV3+G7x5xG16oBMauXU6HnvvvT98x7YhbNZZuS0jir5vcdG94uahcx8fR4YGJk24gz4NTHYhfRZZnGxYGZoM7hQdBhb2tFegvqfistYw8zEI4f8Us/j2hrWP5e03a7dlE3XfGwZmdqKQhqG2L7+QIJFqtVpDesFE3VXsnrIecL7X2RuazKTok/JvydN6wVvt2PCtc6Lpd6dtwZNU9U1A66H4D4iuGS2XjO/mfmFG5VXCZRf/qRNcH/q03w660xRmvIyeFIJ/qOJ1cYydxitgangSjtAL4SPKF6Fi1bmZHzK+mxRxmIHjXh8pwm6sm966JwnqLuHRxPnn0Og30PtVYru/Dn3rdSTfjpL2Li26bKvzK+UiUd4relwJFD9o3Y3z0xxWyfOaBDUeRNxLv3sKSpStp1qYJx4QnHfh7H0NMVn8C1jmI+PYdbK5cLEbeQtA69LLmvODLtu+0JDx9ieWC79z4UuuWutrVBMrbOwO+PesDyluANNbD58yxnJFZc2aMMxPdX3d20HV3L2UmPzo6opfNngsdL++Koj6qblYTtx+P2o9gRZbGr3s8XoRRi5y96C474ZcJ6D6kgUWkgSvqlFv+eCyoHO1JOHOeYhzjlz3GP6bD/eDh6KvXXR2asNSc/Cl36p5wjKe8psh8ynIvbSuJEz10xD86YQXFxMUzdQbuLX3Hv12pkbohp3dbIBwZfcSmeUAMmQ8Nmdf4WZGTeA9lzDERt6ovHSopj5xuO3D9qKGe87d73HB5R3GTjzjp2UM7y8thqaxFUjYYjrkvcJxWi/nG8xYkzwOYSX3EJtaf+jdDkaVaqiUaGnmpVWbtpS+QBJR2anqxLStvR4FirIMNSzIlVKAw8Fo75LRzzWz4b/ydWDrww/kKXzv1g/8RpWFqTlkxSbzMVPBEIPzh8vnpzRHtRSRlFxs+y9ZnJ4bWtJgfJKwuYPSdZ37Q0Qj89sR9Ll2LHk8eZz1g5joacDIAfLyW2kQgse4dDvV+wUhwG4tL3yBrRk9xF+WsgAMqGTHJvELHG2E97EqoOsqqYeSKjsYq7x0kj3hbweOBQqy71kCN/CGShdkeWsBLqNc+D8IphYI8OYNuFC70vA2CqDkYAT1EJxfgpW/ZSs+5WK495nD6vh7Mc+OtrgfSDF/ZU9hwPYkcaKS+iF2UBjDw7vB2VAC9AeJjocK8VrtmldgWc+KCVZ6dH/GidFuMrhl87vKM89iBSYvBkKxS4uNw9F9Ul78KVsXU1lBwi0oJJaoM4PKVisR7E5ERrgWQJ9XSQWs7xvRH3DIt9VqTbNhNbgTFYFbVg0N8axdrbDnuOgUgLsVbVnumIiCmNP5nsNBCNlEu9ZVQuTD9ZXNp4HF9jM0I7C4qew6DTvsn7Ka1GS5L1eYxBxGUersS62Q9Y9Vxs28boFd+G94KDeaTzNbGnia6pElQDkQ5qINxo3wNGneOax98Nv4vv60k1LXimuGwOnP2v1r2mogA0J913MAD+WoQQ4nG5DdkV+b4ZeH5s2/8ejtw3ITpXlHL9pRfFdC0pjQpiiE7noiQkZQMhIl4RmS8iM+39qSKyRkQW2K/vO/oOE5EPRWSxiCwSkVJbPtreXyYi94k0I/l8ltky6Hzo3DdpPyflpS4FZdyGqbJJt4GwnxZ3V1qfZhUM+stkuLUHHnuI6YXSEyLbyzoCUDrQpZ5IXeQqaTEhaxFsSeQQ06C6xygtjvw/1BXW6ZGOB3ElEF2E+R5jzAj79TKAiPiAp4FLjTGDgSOgKan+w8DFwAD7dWwLdM8Kdb3HJu8URVmZi4FojaElRckDrIVyaXoQK98FLM9DPF7Wl/SJbLfDv0tLXOahFkd5yiYUOcxq87fLJlBWHFVGtq4NpcJvBVIyECJSBUwCHk3WFzgGWGiM+RTAGLPFGBMUkZ5AB2PMh8YqMvsUMLl5ajef1cOuiJH9rCxcdL6kJkFWzTOfca8aFhVt0/Djt2HvJGGuitJGaEmqDQ/W03/XUvfjy4rjeOLOOQ8Tip3HuHk7I3p3xOeNvMVJQOcg0iFVD+Je4FpiK5NfLiILReQxEWksDTYQMCLymoh8IiLX2vJewGrHsattWQwicrGIzBWRuZs2bUpRxfg4i54X+WLnCw4/LDw040k0NDRwonvVsCGnROwW9x6Vto6KUrC0INWGlxB4vEzaPzYCCaKKYjnxh9PXRMxjNNYdiTN6bbJQGrUtk9RAiMjxwEZjTHQ+7IeB/sAIYB3QuEzZB4wDzrLfTxKRCbhX7HD9towx040xY4wxY7p1a1muIohMIVxS5IPjIuvW7vQ7VJNmzNsfcYNVeEZR9kgEaWYUk1cM4vFREscQxDU8X88K9zGh8P/tj56GX0auuqddV+pKuwORD4tKclK5G44FThCRlcAM4CgRedoYs8EYEzTGhIA/AY0Bx6uBd4wxm40xu4GXgVG23JmDogpIXiUlA9Q4SjKWFPmsKCUb0+8IakNhA2FMM5biezxW4ZnR5zctdlKUPQXTonUQIB6B71waFlT2dpw8zkEzzoTFz1MfsAp0NXkQXl/sWqBrlzNvrF2IKAulUdsySQ2EMeYGY0yVMaYPcDrwljHmbHtOoZGTgM/s7deAYSLSzp6wHg8sMcasA6pF5BA7eulcwGVAP0MEAzD7TqjbGZFAr+zQiyO6yfd+w/49OzbtdyptQW6kH/zRSpegKHsSzZmkdtBvw+vWOqPGeQTnPF+CG/rW1+9g+cYavPY8RjIdrdOpgUiHlqTauENERmDZ+JXAJQDGmG0i8gdgjt32sjGmsbzTFOAJoAx4xX5lh6UvwFu/ha0rMJ2sYj+7KgdS0S6qpGeHXhzVM1yExZOhtMWKsqdghbk230B4GhevNXrvEeli4p+3844lrGgI0E82srnL0Ul0FPtdh5jSIS0DYYyZBcyyt+MWxzXGPI0V6hotnwsMSUvDZrJq3Xp6Ayz4K/35KwAVO75s1MR6O+B4KI+q0BXSbI+Kkg7NCnN1EIp++ncmoExieOrq6igVP6Y8cV0U8UhK51MiabMrqXu/H1t/tuHERyIFbpEO2cybpChtkpbNQYSib0MRBiLxeevrrZXRviKXtUgOBDUQzWHPyeYKFO8dVfDc+WM5/W9Qswn6H9m6SilKoSMtqwcRE3ruTcNA1NkGoiRxXZCmdRI6SZ0WbdaDWHHyy7HCDva8eqOX4Fy/cMCkyGItiqKkRHOGmP4XOqBpu6IsqhiQs7Rqt8Q12xvqrPUQRcWJPYjGO52GuaZHmzUQfYe5pMwos9fyde5nlbq06zkoitIS0p+k3mTCpWGbnu67HRjbseuAhOepr7cKACUzEI1p39RApMeeM8R04eu51kBR2iRGJO3ovwiPo3Eu8IKXYWf8pVG1ZT2g/1GUffa3JlnndVZOp6LorK0xNLoQOsSUDm3Wg4hhn+/kWgNFaZNIM+YgOpW5PJu26ww94gc5BoraU3ZY5ELUo1dYtc2L2lW6HRLGXkinYa7p0bYNxIWvwYkPwc+/yLUmitJmMc0pOeoc6jn29wm7Lhh9GwClXgNel+yugJR2THiOpsoCOsSUFm17iGmfQ6yXoijZo1nrIAy10o6yib+GPuMS9hwx6jswD4rERE5gO0lSSbExzNXoEFNatG0PQlGUrGPEk/ochDHwzh3sFdzA5qKecMiU5Mc0Zlg2ofhzCMnWQagH0SzUQCiK0iK8njQ8iO3fwNu30j+0AvcEzy54bK/BBKFdnBXT3hJ3eSNN6yDUQKSDGghFUVpEkc+LJ+UhJkfm5FQrDjcaiFDISurnhi/VMFcdYkoHNRCKorQIb+NK6GAgcUdoKiVqkaqBaHz6T5AnzZfMg9AhpuagBkJRlBbh8VmRRSbYkLyz4wk+dQ/CMQcRjyQGIsaDqN0O21eldv09GDUQiqK0CGPfwIOBFAxEyOllpDvElMCD8CQOyIyYpK7dBrfvC/e2SmLpgkYNhKIoLaLRQPz1g2XJU1lE3ORTvP04J6njkcwbaUopbmDaYaldV1EDoShKywjZBuLBNz7ng+VbknQO3+RTH2JqeSbWpopzxsAOHVpKFTUQiqK0DHudQrEEqPMnKbgVSmEiO5pGAxFVLvSN4MjUz9E0xBRlZBpq0tdnD0INhKIoLaJxiMlHIHmQkNNApOpBiHsUU9HQyakdT1MqptghsEX/TPkceyJqIBRFaRn2HMFp3neQZJFMjiGmPrs/S+38jWschp8RIR5/2pUw+CTod0Tyc9hGJsZAiNels9JI287FpChK9rFvspf5XmDF4p4w9I74fRNNNMfD64Mb1kCRndL7px/B5q8sD+S0J1LUsdFbiTQQ9SWdSbKCYo9GPQhFUVqEeMK3keLaDYk7N2cOAqCkIjwX0f1AGHRCWoeHa1JHzkH846NlzdNnD0ENhKIoLcMxTLO73p+4b3MNRAvx2cZl72UzIuR12zfmQp2CQQ2EoigtwulBJItiCgabMcSUAUpLLANRsTPSY7i4+oFcqFMwqIFQFKVFOA1EQyCxAfh6w/Ysa+NOSZFOtzYHNRCKorQMxxDT6B3/hW8+jNt1d119a2gUQ5kaiGahBkJRlBbRtEq5kcePjdu3rj43BqLEq1lcm4MaCEVRWoTHk/ptpMFvTVLf7j+dCzo8mi2VYigur4zfqCnA46IGQlGUlpGGgQgFrSin10OjWe/tkS2NYvD5ivgy1Is5oYGxjcEkkVd7MCl/syLiFZH5IjLT3p8qImtEZIH9+n5U/31EZJeI/MIhGy0ii0RkmYjcJ5LqWntFUfIVT5JU205CdlGhEJ7kmV8ziIgQwoPXUTt7k7G8Cn/D7lbTo9BIx4O4ElgaJbvHGDPCfr0c3Qa8EiV7GLgYGGC/4g9WKopSEJSXFqfc19ipNgI5GLw4wLOKUZ5wmKuvpBwAf31tq+tSKKT0LYlIFTAJSGnQUEQmA18Dix2ynkAHY8yHxnp0eAqYnKa+iqLkGe3L0jAQ9nDOwf26c9dpw7OlUkos7XM2AIE6NRDxSNWM3wtcC0QnZL9cRBaKyGMi0glARMqB64Bbovr2AlY79lfbshhE5GIRmSsiczdt2pSiioqi5IKiotQT3hl7iOmuH41iSK8EE8dZZuMRdxIs6QRA0K8GIh5JDYSIHA9sNMbMi2p6GOgPjADWAXfb8luwhp52RZ/K5fSug5DGmOnGmDHGmDHdunVLpqKiKDnE5zYHsfkr177GTrUhacxbZAOf14PxWcn/gg11OdUln0nlWxoLnGBPQpcCHUTkaWPM2Y0dRORPwEx79zvAqSJyB9ARCIlIHfAcUOU4bxWwtuV/gqIoucTni/UggnXVuPkVpjHVRh4YCIqsPK7BBvUg4pHUgzDG3GCMqTLG9AFOB94yxpxtzyk0chLwmd3/MGNMH7v/vcDvjDEPGGPWAdUicogdvXQu8J/M/jmKorQ2Xm/szf6a6c+zfFP0IELYg2jKzJojKkqLEJ9lIEJqIOLSklCCO+yQ1YXAkcBVKRwzBWuiexmwnNgoJ0VRCgyfN/Y28gfPfWxctzq2c6OByHGhHo8IYhciCukcRFzS8vOMMbOAWfb2OSn0nxq1PxcYks41FUXJb7w+99vIAbN/CsPeipAVBewa0DkeYgJBiu05CL/OQcRDV1IritIivKUVrvKQS1zKURuftDZybSBE8BRZHoTRIaa4qIFQFKVFFHXp5yrfWd43/kE5noMAweMrAiCUoyJGhYAaCEVRWoTH454xJxRKkEoj11l2gvVNVeZyVcSoEFADoShKVgiZPL7x1lc3zZ2EgtHrf5VG1EAoipIVTJ49mYdOfTK8Ywxer+VBhEL5pWc+oQZCUZSWc9XiGJHJsxuvZ8jkiH2fvX4jGNQ5iHjkOtZMUZS2QGVVjMjtybzalCEY3OOeWhefnUPKhHSIKR7qQSiKkh2iDEQgGGKj6cjaboflSCFgYGOFAdOUQ0onqeOjBkJRlMwy6EQAQlFP5nWBEF5CiEtqjlaj64CmTZ/Puv3l21BYPqEGQlGUzPLDp1hOFURFMdXWVNPHswGPtyhHijkwpimKacRnv8uxMvmLGghFUTJOCE/M2H7Zm78EoFPNMrdDWonw+ouiXHoyBYIaCEVRMo4RT4wH4dn+LQC+UEMuVIrC4IuTQ0oJowZCUZSMY/BAlAcRbMzgaqfZzgmOFdzOLLRvf7ExF9rkPWogFEXJOEY8iIk0EKGAVY8ab+o1rLOGMRQVhedC7nliRg6VyV/UQCiKknFKCNA+sCVCtitkGYbq3kfkQKNGnB5EOGHgCyU35UKZvEcH4RRFyQzH3g6drcyufUMrIWqq4fm1lVzug+0jL6NX62sXRTjVhhIfNRCKomSGQy5N2Hy5z6ow7PHlcIipcQ7CGCTXNSkKAB1iUhQl47xYfjJ1Uuratnendq2sjRNHmvFcpxwvANRAKIqScUKeIkpNHTx5QkxbZVkeLJQjtlZFfUBXVEejBkJRlIwT8tihrCveaZJ9JX2o8VbmSCObBF5DTZ1mdY1GDYSiKBkn5In1EnZTwtqyAS69c4BLsbua2rrW1yPPUQOhKErGMS5rHbwmiJFcRw7F9yBqa2vC2w1BfnD/eyxcvd29c/V6mFoJi5/PsH75hRoIRVEyjvE4DETtdnh4HAP4BiP5EjkU60I0GYiP/0TZ7zqzbM0GbnlxifvhG2353MezpF9+oAZCUZSMY7yOdBpfz4INiyjBj/Hk2INIFLm0wb7pv3cvAKd736Z97bp4J7LfXcaq2hBqIBRFyTjGOQdRtz28nS9rD0zsjX34W+fabVY0081Ff+GJnRfGHltfDf7auOdpS+TJt6UoSlsi6Kz58OKV4e2cG4gU1j6EkkQz/T62vGpbRT0IRVEyTtDjvlo695PUSajdBjWbcq1F3qAGQlGUjGNcwlwByIdqckDcuYPnLkrzNKHkfQqYlA2EiHhFZL6IzLT3p4rIGhFZYL++b8u/JyLzRGSR/X6U4xyjbfkyEblPRNe6K0pbxHjcaz7k/F8+2fW3fZPe+dr4HEQ6HsSVwNIo2T3GmBH262Vbthn4gTFmKHAe8BdH/4eBi4EB9uvY5qmtKEpe43G/EXvyJeon3o19y1etq0eek5KBEJEqYBLwaLK+xpj5xpi19u5ioFRESkSkJ9DBGPOhMcYATwGTm6e2oij5TOdy90R9Xsn1kEymPZg8MXhZIlUP4l7gWiD6271cRBaKyGMi0snluFOA+caYeqAXsNrRttqWxSAiF4vIXBGZu2mTThgpSqFx3LC9XeU59yCKyqz3xrKn/SdgfO7GLCX29CEmETke2GiMmRfV9DDQHxgBrAPujjpuMHA7cEmjyOX0rp+uMWa6MWaMMWZMt27dkqmoKEqe4fO6h7N6Y54xW5lDpsARN8AhP7X2z/kX5pfrUz7ctHGDEE0qHsRY4AQRWQnMAI4SkaeNMRuMMUFjTAj4E3Bw4wH2kNTzwLnGmOW2eDXgDCCuAtaiKErbo6S9q9iTawPhK4EjroeisNfgiTNf0sTUSqjeAMDyjTujGtu2wUhqIIwxNxhjqowxfYDTgbeMMWfbcwqNnAR8BiAiHYGXgBuMMe87zrMOqBaRQ+zopXOB/2TsL1EUJX/YazDLOo6LEed8iKm5rJgNQLFE6d/GPYqWrIO4ww5ZXQgcCVxlyy8H9gNucoTAdrfbpmBNdC8DlgOvtOD6iqLkMUu6HB0jK1gDEbBSgXuJXGXdEGjbNSTSWvdujJkFzLK3z4nT57fAb+O0zQWGpKWhoigFScDErprO+RxEHNaZzvSUrfE7hPzQUEPH16+KEO+sqaVrlnXLJbqSWlGUrOB3MRAmzuR1rtllyhJ38BTBx9MpX/ZChLjYvyO8U70e3r27TQ075ee3pShKwROQ2OfP/KkHEUkg2bOytwiC/hhxxKT73ftb74NPhs59M6hd7lAPQlGUrNCrU2wkU+cOFTnQJDmhJLfCQDAEoWCM3GtiZeS65kUGUQOhKEpWGH+gY7HctStgwESKjr4pdwoloHuHxENMDX4/i9dsi5GLm4FwMSSFihoIRVGygjTONxSVQ7vOcNYz0LF3bpWKQ/vSxENffn8Dsz6PrS7nCTXEdlYDoSiKkoTGlN8deibulweY0o4J2xv8fi7zvRAj9zYaiPpqx8nUQCiKoiSmcSw+zqrqfCLUfXDCdr/ffb1Dk4F45XrHydrO2gg1EIqiZAk7hUW+V5EDAkfe3LQd7LwfeCPrWQQCsRFMAN92PdzaqNkYFuoQk6IoShIah1pcwl3zjZLScG6m4KR74PS/Ud3pwCaZPxBgVSg2cWitrxIA43NMcqsHoSiKkoTGcpwFEPZZ4gvfCouKimHA0cyd+O8mmd/vZy1dAFhjuoQPtP/GbfXhxXHBoHoQiqIoiQkVjgfhLIUq3mIAQkb4PGRFXQUDfkq81t9hHJULGsNc6wNOA+ES2VSg5P83pyhKYVJh5+jsfXDifvmGbSD2617B8Q23AvDhsk0UeVzySJkQGEPPb19sEoXUg1AURUlCt/3h0vfgyF/lWpP08Frhuft2Kef9G74HwM7d9QwOfg7A3h3bEbrwDQC+XL+DUM2WiMODcSa0C5H8TIyiKErboMfQXGuQPraBAOhcYU1eeyXsFXhEYJ+D+CJUhZcQDfU1OIuWqgehKIrSVvGEDUSRPe9wpe/5cLs9X1EudRzt+QTqqiMOl42L4QuXUjehEHz6j4IKg1UPQlEUxYmvNEkHy0BUyWYA6tcsiGiteGeqtTF1R4ScT56EmT+D2q1WbewCQD0IRVEUJ8XlidtP/1vE7vzla1M7b80m+31zM5TKDWogFEVRnBQlKR6016CI3fbVy1I7b2MhIUdIbb6jBkJRFAVgn0Ot9wQ38Lm9L4iRjVj7jxQv0GggCue2q3MQiqIoAGc/B3U7EnbxtKRkauPKcgrHg1ADoSiKAlDcznolwOMrbv75dYhJURSl7eL1ZcCDKKAhpsLRVFEUJcd4fUXJO9kYE87PRKABahtLlqoHoSiK0ubwJTAQ34y7PWLfH3QYiBlnwtw/W9uFYx/UQCiKoqSKtyg8B7G259ERbft27RCxHwg66kIs+6+jpXAshBoIRVGUFHF6EJ/3PTeysbJ3xK6/IU7hIJ2DUBRFaRu8VHl607avKGwg6oPRnoCJ2PMH42R11SgmRVGUtsFh+3Vt2i52rINocCkP4SQYsDyIwO7tUS1t0ECIiFdE5ovITHt/qoisEZEF9uv7jr43iMgyEflCRCY65KNFZJHddp9IAZlSRVH2SIp94ZKpFaVhA3H4gKga1SbKg/BbleVe/2xNZL8Cuu2l40FcCSyNkt1jjBlhv14GEJFBwOnAYOBY4CERafyEHwYuBgbYr2NboryiKEq28XjCN/SyovAts1Npktvntm8ACJnohjZmIESkCpgEPJpC9xOBGcaYemPMCmAZcLCI9AQ6GGM+NFaA8FPA5OaprSiK0jp4HQYiwksIRU9CG14pCT/zhuprgEgPBGiTk9T3AtcC0aNul4vIQhF5TEQ62bJewCpHn9W2rJe9HS2PQUQuFpG5IjJ306ZNKaqoKIqSebzx0m+EoiahjWHs0IFNu41hrqXeKBeiLQ0xicjxwEZjzLyopoeB/sAIYB1wd+MhLqcxCeSxQmOmG2PGGGPGdOvWza2LoihK6xCvPkQwNoy1Q1mRo9lqL/ZG3/oKx0CkklhkLHCCPQldCnQQkaeNMWc3dhCRPwEz7d3VgDMguApYa8urXOSKoij5S/cDw9u9RoW3oz0IDHhLws12mGtx9GO4J2rIKY9J6kEYY24wxlQZY/pgTT6/ZYw5255TaOQk4DN7+wXgdBEpEZG+WJPRHxtj1gHVInKIHb10LvCfTP4xiqIoGaf/UeHtHkMj5IF9D4vse+gV7NzrOwAEGz0ME1WD+pVrs6BkdmjJbMkddsjqQuBI4CoAY8xi4BlgCfAqcJkxTZ/QFKyJ7mXAcsClsreiKEoB4CshcOIj4X1joLgdaw7+pdVcvRZqtmBCSRZMONmxGtZ9mmFFm09auWuNMbOAWfb2OQn63Qrc6iKfCwxJS0NFUZQ8JTL9tzWl6vVYsoFzboI5N8Hk2amdrHYb3DPY2p6auHBRa6EFgxRFUZJxwv1Quz1G7HOpMBedEtxEDzHFo3pDczTLKmogFEVRkjHqXFexOA1Ez5EA+KKKCqVsIIxjKMqYvAiHLZwVG4qiKPmGOCKSyrsAsVXnTOxS6uTMui0mdUcuUAOhKIrSXFxCVp0ZXwGXFdfxcBiEd27jnn++we54KcNbCTUQiqIozaXRg3Ckzyg3dRFdTKqegImMdnp//kKKvbm9RRfkHITf72f16tXU1dUl76wUHKWlpVRVVVEU/SSmKPmGtwgO+SkMObVJ1G7v/SO6mJDLHMS8J2D0+RGiD5Zv5lDHfjupx6cGIn1Wr15N+/bt6dOnD5oxvG1hjGHLli2sXr2avn375lodRUmMCBz7+wiRtyQqNYeLgQh8NB1fo4HYsAQaaqj85KGIPu2kPpOaNouCNBB1dXVqHNooIkKXLl3QJI1KW8GY2IVyvk2LwzsPfxew6iM4GV2+JYtapUbBzkGocWi76HertCVSXUltopL4/aThLxDIrRdRsAZCURSlEJA46yDWbq/ltQ/mhvu5J7fOKWogMsTUqVO56667cq2Goih5RuMQU83eh0bIz/jTR/R+9cLEB/tKErdnGTUQiqIoWSQUtDyInQf8MEK+c9smBnm+yYVKKVOQk9RObnlxMUvW7szoOQft3YGbfxA9ZRTJU089xV133YWIMGzYMPr379/UtmDBAi699FJ2795N//79eeyxx+jUqRP33Xcf06ZNw+fzMWjQIGbMmEFNTQ1XXHEFixYtIhAIMHXqVE488cSM/j2KouQO47fC8T1RQ03XeP4e95i6ERdQOun3cdtbC/UgmsHixYu59dZbeeutt/j000/54x//GNF+7rnncvvtt7Nw4UKGDh3KLbfcAsBtt93G/PnzWbhwIdOmTQPg1ltv5aijjmLOnDm8/fbbXHPNNdTU1LT636QoSnZYu3mrteErjZCXSEPcY0o7V0FRWTbVSomC9yCSPelng7feeotTTz2Vrl27AtC5c+emth07drB9+3bGjx8PwHnnncdpp50GwLBhwzjrrLOYPHkykydPBuD111/nhRdeaJq/qKur49tvv+XAAx1VrBRFKVhmL1nNj4ohWNEjeecDjofPZybv10oUvIHIBcaYZoVivvTSS8yePZsXXniB3/zmNyxevBhjDM899xz7779/8hMoilJwlGJ7CuKBbgfCpqUAnOJ9D4AAXnzYw0+HXwP1O2H0BblQNQYdYmoGEyZM4JlnnmHLFmshy9atW5vaKisr6dSpE++++y4Af/nLXxg/fjyhUIhVq1Zx5JFHcscdd7B9+3Z27drFxIkTuf/++5vytcyfP7/1/yBFUbLGT3wvAVBcVAQuoayBHiPCO537wXkvNmWGzTXqQTSDwYMHc+ONNzJ+/Hi8Xi8jR46kT58+Te1PPvlk0yR1v379ePzxxwkGg5x99tns2LEDYwxXXXUVHTt25KabbuJnP/sZw4YNwxhDnz59mDkzf1xMRVGaQWkl1FlV4Q7wrAKgpMgHZZ1iu7brEN4pLo9pzyVqIJrJeeedx3nnnefaNmLECD766KMY+XvvvRcjKysr45FHHomRK4pSyMQOQRcX+eDY2wg9fSqe3Y5UMpVV4W2X9OG5RA2EoihKpvHGZiIuLvLB3iMI/vxLPL9xeBLH3Q57DYG9R7SefimicxCKoiiZ5rwXCVbuGyESu3ZEUXQK7+JyOORS2OeQ1tIuZdRAKIqiZJruB+I95pZImRTe7bbwNFYURSkIouYhXNJ+5ztqIBRFUbJB9FqpoMvK6ZIOsbI8Qg2EoihKNihqF7nvVtth3M9aRZXmogZCURQlG/SfELnvLQ5vVx1kvR/y09bTpxmogWgmXq+XESNGMGTIEE477TR2797d7HOdf/75PPvsswBcdNFFLFmyJG7fWbNm8cEHH6R9jT59+rB582bXtiOOOILXXnstQnbvvffy05/G//EeccQRzJ07N267ouzxeDzMDH4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