{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 187,
   "id": "682fef9a",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib as mpl\n",
    "from matplotlib import pyplot as plt\n",
    "import seaborn as sns\n",
    "\n",
    "fig_dpi = 200\n",
    "lw = 3"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75cc3c1d",
   "metadata": {},
   "source": [
    "# Dense Layers\n",
    "\n",
    "Exponential LR Decay: 0.98\n",
    "\n",
    "100 Epochs\n",
    "\n",
    "## Index\n",
    "0. fc layers\n",
    "1. nodes per layer\n",
    "2. top-1 accuracy\n",
    "3. top-5 accuracy\n",
    "4. last val loss\n",
    "5. last val accuracy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 188,
   "id": "85cb4e35",
   "metadata": {},
   "outputs": [],
   "source": [
    "fc_results = np.array([\n",
    "    [1, 256, 52.44, 79.86, 2.49, 57.66],\n",
    "    [1, 512, 49.29, 73.93, 2.95, 53.25],\n",
    "    [1, 1024, 40.7, 68.38, 3.66, 45.22],\n",
    "    [1, 2048, 32.12, 58.93, 4.66, 35.72],\n",
    "    [1, 4096, 24.03, 46.76, 5.61, 27.94],\n",
    "    [1, 8192, 19.70, 41.01, 6.42, 23.96],\n",
    "    \n",
    "    [2, 256, 54.48, 81.22, 1.86, 57.11],\n",
    "    [2, 512, 56.64, 82.46, 1.94, 60.23],\n",
    "    [2, 1024, 56.39, 81.53, 2.08, 60.91],\n",
    "    [2, 2048, 51.39, 79.00, 2.38, 56.74],\n",
    "    [2, 4096, 44.41, 71.83, 3.04, 47.61], # DEFAULT ALEXNET\n",
    "    [2, 8192, 37.74, 64.36, 3.60, 42.40],\n",
    "    \n",
    "    [3, 256, 0.80, 2.10, 5.29, 0.55],\n",
    "    [3, 512, 30.7, 65.16, 2.57, 30.82],\n",
    "    [3, 1024, 48.36, 76.65, 2.30, 49.88],\n",
    "    [3, 2048, 54.11, 80.48, 2.38, 58.21],\n",
    "    [3, 4096, 54.48, 82.09, 2.39, 57.17],\n",
    "    [3, 8192, 50.71, 78.57, 2.55, 55.88],\n",
    "    \n",
    "    [4, 256, 0.80, 2.29, 5.29, 0.55],\n",
    "    [4, 512, 0.80, 2.10, 5.29, 0.55],\n",
    "    [4, 1024, 0.80, 2.10, 5.29, 0.55],\n",
    "    [4, 2048, 25.45, 60.9, 2.84, 28.55],\n",
    "    [4, 4096, 41.14, 73.81, 2.81, 46.32],\n",
    "    [4, 8192, 49.85, 77.58, 2.97, 53.92]\n",
    "])\n",
    "\n",
    "fc_0_results = [0, 196, 28.91, 54.05, 6.52, 33.21]\n",
    "\n",
    "layers = [1, 2, 3, 4]\n",
    "nodes = [256, 512, 1024, 2048, 4096, 8192]\n",
    "\n",
    "fc_matrix = np.zeros((len(layers), len(nodes)))\n",
    "for i in fc_results:\n",
    "    fc_matrix[layers.index(i[0]), nodes.index(i[1])] = i[2]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 189,
   "id": "0fd9f416",
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   "outputs": [
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wXt0TxEPYE2qh2+KMPlaTbml6e579zcRmAcz7HkgXQwb4OVlslZN87+736OYJbC8Z7/tvs7S51nn9rjx9ue/3lhL/b9cWaPtlp+1/FGgbJl0o/VGWNu7v2gBDwEUF+l3B2AX2GWB1gfbXOf1vJ7tI3JQxjn/O09987GSJ3zbXJM3NTptN5fy+ZRnzx53nf8GYuFuasc0S53v2c+f5mhV/2Emt/U7745PY716nn68G8D+52+n/d0BTnrb/4bTtI8vkW5bfRy+eYM/R5yedtj8r8vPP+92kiHMvNqrnjvM1efpbTvpEdc7jDsGLPwN8sczfgW7shJTBRhGz2noncnwoZhvgT502UeCyPP1dyZgANuSYMCD9HGHIMjnptN3I2LVmkuyTg99z+honTKfbTRO+KEFyk3P/WyajVpexKbPvydE+DRF5GtbTDfbHeZMxZjBX+wL8pXP/34wx906wn0rwkDGmGKtk0RhjHsRaGSBHBr4yf95fdO7f7Nnjsu2zEVs02afcls8rsRHeQre5Gdv9OWPJsR7HzvhlxRhzjvTkDa+VLMmCsvBuk6OWXrUw9ow44DyVaXOrOiIyl7HyACcpUEvOGJMA/tp56o+L2M2nTWHr0bsYs1/9vTFmX4Fx3IkV/GAvUi/L0xzsbPjf5+nvFPC/zlO1lozAt3K65Rx8/oSx31fNWz7F1vn7X6yV0edTk+jSte+fn0Q/4/Csdq5V8B0mfzH6D2PFHFgL9WuL2M0/G2OO53ndtVNembNV+XmDc/8+Y8y3czX0rkX+X/BDKopR4P3l7NAY0wf80Hu4kMrXz3yzc/+zxpjNuRoaYx4m/ZrhrUX0v8UY84U8fW5lrJ60AFdkadbl3O/J8vq0Qtf8KYEgIouB5zlPfT1H068xltnvj0XkA94FWiYvcu7/2hizfYLjWk56Ed1PT6SfCpLzhJUPsdkEr8BGrbqxth43g5YvSGaLyFJjzJGMLsryeYM9mIvNTHop1gL2Qqz1KJOXMSa8thtjMrPpVQt3Tc4mTxTl44fYBCmzsJ/7Ndg1fbl40hS39qwaDDL2Xems5kBy8DyspQjgB8aY0SK2eRAbzWvHrgMsRDG/wd937n+ziPZg1yL5WfieSXp5jUxuL+K9bQZe7d1fUeQYKsUPgM9iI2avI712pJ/lc4CxC9RqM0tEMs8NLdj1WE8nfQ30bylivXoe3N/VRCfYcnGdc//xfBfdAMaYIRH5FvBOZ/vP59kErF09HzuxlstW7Pmm09hSGUFzrXP/G0W0/wY2cU21+YU3iVgSIjIPu0Z8HXairp30c74reC7FWiEDx1tL5+67mLWVX2JM9F0pIu3GmKE87Qt9B8EeH/1JsRVZXnevgd5CcaJzyqLiTwkKdzZ3pzHmkRztvodd8N2CXbuTSxi4iS/unMS43H72GGOOTqKvSvBoKY1F5MXAP1A4kuAyh/QDH5Tv8/b5AmMRszeS/X/sJnr5chn2mclHjTG3lLKBl3L6UuepgoLUGBMTkYcYE9BPJb/4K+l/XGHcC9P+qo0iN9c495+S5YK9EDMLXFjEKHCR5CWV8Es3RLGlLIrZtzv7vjRnK0sxF2pnnPtdOVtVAWPMsIh8H+vuWCciV3qTQldiL1YBvm+MGa7eKNPoxLoACvFN4G1mfAKNUhhgLKreka/hBHDPA8VOpv2OMfH31HwNgb4sE4dpGGOMiJzDij+w381AxZ933HZLBD1YaBtjzH4R6aX6yTxKPeevB/4FuJ4x90EhKvken8LYuAYpLmnY44xN0IWxSVbyfX/LcXz8LmPR4reIyOXY9eM/N8bsLaL/KYWKPyUoXAtnrqgfxph+Efkx8EfOdtmEwXzn/v5JjKtc/VSKou0HYuvFfWQC+8gW0Sn35/Tf2LUf7cBLRWSuMSb13kRkCWNRkCi1Y//qJn2W/1CR2x107hc60dakxUREQqR/N85Wayx5WOTcfybFRfIymYm90MjGuUy7ehYWOvebKE40ZBtDPorJJBlz7jfmbFU9vsbYeeH1WBvWVKrtF8XaMvdhL0S/ZowpJfttLs4y9v+fUYb+XFwLexDHrmIznFb6u9nNmCMAxk9u5uIo1Rd/pZzzXwj8GOswKYVKujjc7+CRIpwzGGOSInKEMZdWOb6Heb+Dxpifi8itjE18XOndEJFT2Aj/XcCPpkDQoCC65k8pOxmzuYbC6f1dcfgyyShi6lEua0yQFpsgGCmmkYg8n3Thdz82hfxl2ANnizFG/Bs2CYBPtuNAWT8nY0t8+OnnGxlf8PlmZxw/Nsb0UhtkzsTns57kalfoRFvU/7gKXES6behktQaSh2LWUxYi3yRoMf+boMcA9jg61bkTmzUV4DViC3+/xnt8CHthVSscco+X3q3ZGDPfGPN0Y8z7yiT8IF1slXstlnv8CuLYVavfy8zjdrER5Vq4Jij2nD8Xe071hd8h4EPYCbBF2NIEIeec71paK3ntP5HvYGbbinwPjTF/gc3SnFmKaD62HM2twGER+Z6ILMvcfiqh4k8JAjfqJ8BBETG5bsBPnfYtjEUBXVybyGSsMeXqZ6IE9Zv7K+f+V4BnGGO+aIx53BhzJostqdDBNIjPyV3EnbJ4ehadP3Veq4nafh6ZFwPtRW7ntqvE+pYgeFrG45LrbFUA9wLhvVku2Iu5HSzjGPonOIabJzmGmseb8ffXXs3Brrf2Z/S/UUxEYJryW+f+JSJSahQnH+7xq56OXZnH7bYityv2MyqFoM75f87YxNMTwFOMMR83xvzOGHPCGDOS8Zuq1prtiXwHM9tW7HtojPmhMeZp2AywN2HXvLo5DwQrBB/zcitMSVT8KWVFRJqAGyfZTbasn6ec+yuzvF4s5eoH0m0ExVqoyxElSMPLnuknzUkCHyriQqrQrFU5PycAjC2s6s+WrxMRf73WdcAq7/4hbN2rWqGP9P9zsbN9K5z7tRLFLJVXOfd7ST8B1gru93RBDYyhS0SKvdCsR1xr5805nq83fuPcb8ZeWJYL10JYT8euzOP2kiK3K6Zdqef9sp/zPdxM3f/ouWvysTygcRTC/Q4ukSIWRHtLDtx10BX/HhpjDhtjvmaMeYsxZgP29/MRxqLIs4F/q/S4yoWKP6XcvISx1NVx7ELrYm4PO31ck2VGxY06/B4Tx+3nIm+t2URxD7YzCx3UPJtAEIkY5jC2vuG0MeZ0gXGsp7CHvlyfdybZon9uopevmhoqeeCJ6Medp55eaBsRaSA9pXm+LI41iYisxSYQ8PlujUZm3EQOz8jZKkCMMSdIX1NU8DtSRar6PzTG7GK8pepBU7iUxnTmXmCr8/jd3sVvOXCzexb7vXTbTbljF6SO264tN9PFMA4RWcH4Mj/ZcM/7s4tof3ERbSaCu965UFKqMMUdH4M4PjyJreMJNvpYzOdxCWORvwQ2sllVjDFHjDF/j11O4/OCMkfqK4aKP6XcuFG7nxljri7ydhXpJ8DMNWE/c+4/16tfVDLG1vNx0+pPJDmD39cAY0kw2hjL+JeLVxd4faK4Yqk1Z6sxiklhXJbPOwvfYGxNwx954vsPvMdJiksDXWncmfmbipi5fDljFwWj2PWXUwbvZPbfjJ0fYthscrXIz7GTTABPF5FLqjQO17r+tiqNoRjcchHVSgqTGeWr56ifL1Q+4Tx1JfCeUvsRkQYRuS7jaffYdZmIPIU8eFHr1zhP/SZX2ynAXc79Yup5ZtafzMVB5/6l+RqKyBWUyTmTBfe8X8ht8HKKc0aU/fjgXSe52d5vLmIzd0L4oQJlHirNT5z7jaTX6ZwyqPhTyoa3ANmNFhRTW8fFbf869yLbGPMQNgU1WM/110RkomvR3FD9X4rIsybYD6RHHm7O1cgTOR+axH7ycYaxbFfdIvKcXA1F5BkUIf7K/Hm7/Z7HplQGu5bwe9h1nmDrGxWbla2SfJGxE+1TSZ/5S8NLVuReyH3L2AK7UwKvVtT/kZ7i/ePGmMM5NqkqxphjjB03/O9pUdF1EQl5x6xy8P8Ym91+hYjcXOyGIlJJu6qb7nxxBffr8lXGMuldCWyq0jhqiW9gC8f7/IuI5DzOZOK5Sn5FxpIJY8xO4B7nqU+LSL6L+n8E5nn3+ym+ZmUt4k4kPlNEXpWroYgsBd5XZL/uOT/bEhW/zwYmV/+xEG4W7pflGcdc4N+L7DOo44NbK/Lt+SYhvBILblH4z5VxHDkRkWKzvLp21CTpn9mUQcWfUk5ey9hs0QBwe4nbf4sx28Ey0gvUAvwF4CcuuQK4R0Sy2jlEZIGIvE9E/irLy5sYqxnTCPyfiLwt20lRRJpE5KUikqv4sHtyfK+IjFuvISJXY7NrzsSmCy8rnk3SLY+xSUSuymwnIq/22oUpLutWuT7vTFzrp9tfLSV6SWGM2Uf6yevTIvL2TGuWiFwA/IKxmd5+4O8rM8rJISIrROTvsev6rnVe+h4TKx9SSf4aOOHdfwrwkIi8IFdjEVkiIu8BdpE9uVTJeN+Rf3Se+oqI/GuuCwovSvMCEfk66da8oHHdFU+rRsY6Y8ywMeYR51Yrtf2qhhf9ez2wx3sqDHxeRG4XkStzuQ1EZKOIfArYzdi670w+xNjExLOA73uTPG4/TSLyMdIjjh81xtRC9ssJYYzZTvr5+TYRGZePwHML/Aq7Nq+Yeo3fYWwy8BoR+bhnq3T7XIJ1Azy9yD4ngnt99SERGRe5FJGnYq89llLcOT+o48N/M2bdbAJ+niVKjYg8D+s68tdSPoa9LqwE94vIN0Xkei93xTi85Ui3OU/92hhT9mu6SqB1/pRy4s6C/cAYU1IKe2PMYRG5F3i2099vnNcfE5E3YsVbA7aMwQMisgt7AdWHPYCvBzZiJzfGzbwZY+Ii8kde3xdiLRP/BfyTiPwOeyHZgF0gfTl2nV6u6M23sTOGl2APat8Tkcew68TC2ItRv9DuLdislkEsvP5HrLWjFbtg/wERuR97UdCELYbti5IvYi2qOSOEUL7PO0u/vxORbcAG5+nTpNspao33YQXwldjP4tPAB0Xkt9hsZqux31v/IiAOvLEMmSTLxZ94FiSfMPZ/NxP7HV2U0T4BfBy4pUbX+qUwxhwXkRuwExtzgDXYi4tj2PVlPdhJnjnY72lQNqyPYn97N2GjkH8JvFNEHsHWhhvGHktWYD9zf01LxWaOjTEnReQ+7EVpC/CEiPwf9pjnX9DuM8Z8tlJjKjN/LyLvLqH9nxljHincLHiMMWfFJsH6PmPH5pd4t5Mi8ij2u5zEWvg2MP5cMi4rojHmPhH5ILbOKsBLsenq78SuVZ2JnWh116/9kOKjRbXMu4CrsQnFWoFvepNcD2AnYtdiz42CneiaS3rytHEYYw6JyOcYs3d/ALhRRO7B2iZXY9fXNWFF5UmKt5SWwm3YY8xF2ERBXxeRD2NF1ij2WOcf85/AWuTfn6/DoI4PxpioJ7zvxn7GC4DfiMgTjK2pvxR7HeVzGrjRGOMm2AmSRmyywhuBERF5Ehtd7cf+RlYx9nmCXb5SbLS49jDG6E1vk75hF/Ea5/a8Cfbz504fg0BHlja/h/1RmiJu/5hnX7OAHxTZz9E8/azEXtzl2jaJFWeCXS/gP78iR38F2+TY7gbs7F6+9/F57IniLue5awv0W5bPO6PPd2Vs98mAvpfu+7xlkn11YGd9C30Gx4HrC/R1S7nGlWcfB4sYa+ZtFDvTekWR+7jW2faucr3fUr6fzjbLsRdbxb7Xk8ALs/SzwmlzcAKf+zuxa4GLGUMSW9cyWz+bnHY3F7Hfm532m/K0uwJ7QZNrTDn/j0WMwR3zxyf5/f14ke9nIt/zcd+tjM+v5P97uW7Yi9B3YI8jxb6PvcAbsHXdcvX7RuyEXb5+4sCngHCefkr+fVDcea+o72+pY8C6iDYXeN8/wiYj+Z3z3KV5+mzB2nTz9Xk7MIMifsfFtMmx3UXkv/Yw2FIiiynyGEyJx4cS/28XYaN5hb7PjwKrC/R1l9P+2iI+q7zvH5s0p9jf237g6dU6RpTjppE/pVzc5Nw/wcQXin8PW0izGTsz/odkrAkxxvxGRNZgF6a/BHuwmudt04c9Ed4P/NAYc2+uHRljzgJ/ILYo/WuxF7JLsLM8I8BR7KzU/3njytXPAc/D/k5s8hJ/Ju44NpPbZ40xDwIUzhUycYwxPxaRjcB7gRdgT3pxbxy/wx6Y7yl1HOX6vDP4AfYiw6cmLZ8uxlqg/sizWb0O+31ZhJ1R7sVaZn4KfMXU1gL1bESw/7s+4Bj2hPwI8EtjzJRM725sMqfnedGTV2EjsUuxv+c4NsK2B/s+f4G9iInn6G4y47hVRDZhvyPPx85mz8VeMA5gjyvbsBcvd5gKr3M1xjziHK/8MisdjEWtlSpibKTj0yLyZeBF2O/Q1dhj7mzsxedZ7HH3QawIudd4V7B5+v2yiPwYO8F6PfY8NQv7nTyCnTj5irF2yWmDsY6iK7GumxuxEbFu7OTPE9jrix8aY4yIuMk7zufpc1REXuL1dxN2jXQ3Nlrl9/k9r89yvyV3HLtF5DJs4ro/wLoemrDvbQvW9vpdY0yi2HEEeXzwxnsF9rrulcBVjK0xPY39Pn8P+H6h73MAXIr9nV3njWsN9vzehnVtnMReD/4E+5kGZeetCFL5z1dRlHpHRG5iTNT/1hgzmaQ7iqIoijJhxGY67cPa+oeALlNDZYcUpZxowhdFUaqBm8r5izlbKYqiKErw/AFOohEVfsp0RsWfoigVxbOp+JG+s4yVflAURVGUiiIiM0nP1juVS1woSkFU/CmKUjFEpAW7ptPnc8aY0VztFUVRFGWiiMh3ROQPvXNPttefgV0Tv9x76hi2NIGiTFt0zZ+iKIEiIu8ALsBmPnsuNqkO2CQpa7zEO4qiKIpSVkTkIFbYDWKzfh7AJnSbiU3UcoHTPAa82BjzywoPU1Eqioo/RVECRUTuYnxNwQTwB8aYWq7tpyiKokxhHPFXiBPA640xvwp2RIpSfbTUg6IoleQccB/wMWPM76o9GEVRFGVacx3wCuw689XAHGzJjBjWfbIZW87pa8aYkWoNUlEqiUb+FEVRFEVRFEVR6gBN+KIoiqIoiqIoilIHqPhTFEVRFEVRFEWpA1T8KYqiKIqiKIqi1AEq/hRFURRFURRFUeoAFX+KoiiKoiiKoih1gIo/RVEURVEURVGUOkDFn6IoiqIoiqIoSh2g4k9RFEVRFEVRFKUOUPGnKIqiKIqiKIpSBzRUewCKUmOYag9AURRFURRlmiPVHkC9opE/RVEURVEURVGUOkDFn6IoiqIoiqIoSh2g4k9RFEVRFEVRFKUOUPGnKIqiKIqiKIpSB6j4UxRFURRFURRFqQNU/CmKoiiKoiiKotQBKv4URVEURVEURVHqABV/iqIoiqIoiqIodYCKP0VRFEVRFEVRlDpAxZ+iKIqiKIqiKEodoOJPURRFURRFURSlDlDxpyiKoiiKoiiKUgeo+FMURVEURVEURakDVPwpiqIoiqIoiqLUASr+FEVRFEVRFEVR6gAVf4qiKIqiKIqiKHWAij9FURRFURRFUZQ6QMWfoiiKoiiKoihKHaDiT1EURVEURVEUpQ5Q8acoiqIoiqIoilIHqPhTFEVRFEVRFEWpA1T8KYqiKIqiKIqi1AEq/hRFURRFURRFUeoAFX+KoiiKoiiKoih1gIo/RVEURVEURVGUOkDFn6IoiqIoiqIoSh2g4k9RFEVRFEVRFKUOaKj2ABRFUZTaxBhDIpEgFosRDocJh8OEQiFEpNpDUxRFURRlAqj4UxRFUcaRTCaJxWJEo1Hi8TjhcDgl+nwR6AtCEVFBqCiKoihTABV/iqIoShrGGOLxOMYYYrEYiUSCRCKRivr594GU8HPFYCgUSr2uKIqiKErtoOJPURRFSSORSJBMJkkmkzQ02NNEKBTCGEMymcQYA4wJP1/8xePxVATQF4BqF1UURVGU2kHFn6IoipIimUySSCQwxmCMSYm7cDicauO/5otBfxtIjwS64hDIGh1UQagoiqIolUPFn6IoigKk2z2TyeS413yh5gq6cDicigT6UUE/UYwbIfSFnh8dVLuooiiKolQeFX+KoigKkG73LCUi5wpBHzc66EYJjTGMjo5y+PBhjDFs2LAhLQLoRxndpDIaHVQURVGU8qDiT1EURUmze4K1aGZG/0ohWwZQXwSOjIzQ09MDQDQaTbOIhkIhEomE2kUVRVEUJQBU/CmKotQ5mXbPoMSVL+j8JDIADQ0NhMPhVFSwVLuo+1dRFEVRqoV4J07jn8RqFBV/iqIodU6m3TPoqFqmUHPX+uWzi7rizxWGoHZRRVEUpTqISDdwrTHmx85zYSBZi0JQxZ+iKEodk83umS2xSzlx+8y0luazi7rZRTPLTeSzi7p/VRAqiqIo5UBExBN3y4HvisjPgB8CPzTG9GdpVxOo+FMURalTKmX3zMSN/BWzrjAzuygwLipYjF3U3z4zOqiCUFEURZkAAhhgIdAIvAy4AniFiPwS+LkxZm8tCT9Q8acoilK3VNru6ePuZ6LnRDfi5/bjlptwI4S+GEwkElntom5SGRWDiqIoSiGMMf7s5UPAB4CbgXVYEfhi4OdeNPAeYKcxJlaNcWai4k9RFKUOyWf3DJpyiL9cfeYrN5HNLuoLQrWLKoqiKBPBGHNORD4F/AR4BvBK4Hrg973bE8DXPCF4xBgzVK2xgoo/RVGUuqNadk+fUm2fEyXf+kFfCPoi2G+fzy6aGR1UQagoiqIAeFG9XcAuEbkX+D7wfODZwCXA/wM+AnxRRG4zxmyt1lhV/CmKotQZpdg9g074UumlEGoXVRRFUYLAT+xijNkD7BGR7zNmAb0cWA38JfCXInIH8K/GmLuc7cPGmETQ41TxpyiKUkdU0+7pU03xl0m57aKZBelVECqKotQHfmIXr96fGGP6gK8DXxeR5wI3AdcAi/BsoSKyGfgisMkYM+ptH3LWE5YdFX+Koih1wkTsnr7o8evslQNfMPnjqDUmYhd1LaNqF1UURalfjDHGO9Y3YGv9JY0xvwZ+LSKXAx8Hnus1vwT4GPBWEfkx8J/GmN4gx6fiT1EUpU6oVnbPbPh1+WpR/GWjGLtotoiqbxfN7MMXg2oXVRRFmT741k0vChgXkRYRWQ0sw67/ezWw0tkkBHQDFwMrgOeJyH8B3wyqRISKP0VRlDogmUxy5MgR9u7dS1tbG5dffnlVRYe/72rbPifKZOyioVAolVAG1C6qKIoylfFsnnjr/RLe46cBG4EN2MQv673mCWAEOAPcDnwVmAf8KTZL6NXAWqAP+GkQ41XxpyiKMs3x7Z7xeJzh4eGSon5BiZCpLv6ykc8u6otBtYsqiqJML5y1fs8EnocVb2uBpzjNjgDngPuAbxtj7nH7EJGHgC9gs4JuBN4rIvcbY86Ue7wq/hRFUaY5vr3SFw+1YLX0rZC1MJYgyRR05bKL+tFCRVEUpbqIyL8A1wIzgAudlw4BO4CdwK+MMXfk6sNb5/dLEfkE8J9Yi2g4V/vJoOJPURRlGuNm9yxVcLllDcrNdIz8FYPaRRVFUaYdbwPavftngV8CjwNPAvf4Rd1de2ievu4CmrBrAQMpBq/iT1EUZZqSmd3TFxy1EG2rl8hfMZTTLpotOqiCUFEUJRi8jJ7twHeB/wN2A3uNMaedNmFs1s9iZjtDwDCQ8EVjuVHxpyiKMk3JzO5ZS+KvXiN/xVKqXdQVg350UO2iiqIowWKMiYvIGuCsuz5PREKkcsCUVLi9B/gTbPQvEFT8KYqiTEOyFXOvJfGnkb/SKMYu6lpGXfHnCkO/L1cMarkJRVGUiWOM2ZPluQmd3IwxI8AvJj2oPKj4UxRFmWbkKubu1qgrZ9H2iaCRv8lTrF00c/2gX2NR7aKKoiiTR0SasHX8BoDzxpjIJPsLwcQFZCFU/CmKokwz4vF41mLurt3PXQNYiCATvmjkr7xk2kWBcVHBUu2i7l9FURRlDE/4vRn4e+C7xpg3F7HNMmz9v8PGmG2Zrwcl+nxU/CmKokwjMqM9bgTHvXhPJBJFiz8of4TOjUIqweKKOShsFz1x4gQjIyPMnj2bOXPmqF1UURQlAxERL4HLCuAmoBs47L0WyibgnG3WAf8LPCwirzLGHK7cyFX8KYqiTBty2T19MiN/1URtn9WjkF30zJkznD9/nnA4TFdXV1F2UfevCkJFUeoAAQywGngq8DDwY++1Qie2A8BjwBrgauBwLsEYBCr+FEVRpgm57J4+bqSv2uJPE77UFu73xbWNNjY2lmQX9bfLjA6qIFQUZZrhH9SWe38PeLecdfyc508D27GicWlGf4Gj4k9RFGUa4Is+X0xli8BMJPLX29vLsWPHaG9vp7u7m66uLhobGyc9Xo381T6+wMu06LrlJrJZjBOJRNbsom5SGRWDiqJME+Z4f3uB0SK3GWSsgHvFtZiKP0VRlCmOa/c0xuS03pUq/kZGRtiyZQuJRIKenp7U821tbXR1ddHV1UV3dzft7e0lJwPRyN/Uo5hyE9myi/qCUO2iiqJMQ5qcvx1AXxHbNGLXCAL0BzGofKj4UxRFmeIUsnv6ZCZ8yYcxhm3btpFIJGhsbKSlpYXBwUGMMQwPDzM8PMzJkydT/XZ2dqYig11dXTQ3N+e9mNfI3/Qg3/pBXwj6NSf99vnsopnRQRWEiqLUKP7JqxeIAc8A5gJ9ItJgjIlnbiAiYa/g+yrvBnAyo7/AUfGnKIoyhUkkEgXtnj7+xbR/QZ6Po0ePcubMGQDWrVvHzJkzARgcHKS/v5++vj76+/sZHR0lmUzS19dHX9/YhGdTU1OaGOzs7KShYeyUo6Ueahc3cjcRsmUXBbWLKooyfXCSszyCzfK5DngV8DFjTFxEfIuE8dt7wg/gj4DLgSPAQbddJVDxpyiKMkXxk3D4F9LFWOf8jI35RNfIyAg7d+4EYNGiRcyePTtVF7C7u5vu7m6WLrVr1KPRaJoY7O/vJ5FIEI1G6enpSbOLdnR0pMSgHwnSyN/0p9x20cyC9CoIFUWpBl6GzvtEZA826+d7RKQZ+KIx5liW9i3AjcAbgTDwA2A/5E4SEwQq/hRFUaYovt3Tr89WzEVwOBzOK/6MMWzdupVEIkFLSwsXXXRR3v6ampqYM2cOc+bMSW0/PDycJgYHBwcBGzUcHBzk+PHjqe3Pnj3Lvn37UusHm5qasu5HmV5MxC7qWkbVLqooSrVxon/vAu4EFgHvBa4UkYewwu4cNhHMAuDVwEu8bXqBzxljilkjWFZU/CmKokxBSrF7uhRKtHLs2LGU3XPDhg00NjYSj49bupATEaG9vZ329nYWLVqUGqsvBP0oYTQaBSAWi3Ho0KHU9i0tLSkh2NXVRUdHR0nF6JWpSzF2UbfcRKZdNLMPXwyqXVRRlCAxxuwRkVcB/wY8Dbjeu2UjDpwHXmqM2VWZEaaj4k9RFGWK4Wf3LMXu6ZNP/Ll2z8WLFzN37tyCiWGKIRwOM3PmzNS6QYBdu3Zx7NgxWlpaaG5uZmBggGQyyejoKKOjo5w+fRqwF/MdHR1p6wdbW1v1Yr4OmIxdNBQKpRLKgNpFFUUJFmPM/SLyBmxk71rgImAWVmtFsdG/OHAP8D5jTE+OrgJHxZ+iKMoUwi3rUCi7ZzZ88Zcp6vzsnvF4nObmZtauXZt6zU8SU058e2drayuXXXYZyWSSoaGhtPWDw8PDGGMYGBhgYGAgtW1jY2NKCPq3ctQeVCyTTfgSJPnsov5vQu2iiqJUA2PMDmCHiPwIuBBYiC3/kMAmdrnHGFPx0g6ZqPhTFEWZQrjF3N2L2mLJFfk7duwYvb29wJjdM0gySz345SI6OztZvHgxYC2hAwMDaesHY7EYsViMM2fOpOypUJ7ag8rUJFPQFbKL+r8bN5lMNruoW+BeURSlECIixrIH2JOvTYWHloaKP0VRlClCpt1zImuZfAudK/5GR0fTsnvOmzevfIPOQTFF3hsbG5k1axazZs0C7PsfHR1NE4MDAwN5aw+66wcL1R5UpgdqF1UUpUqIV+IhkUvgVVv4gYo/RVGUKUGm3XOiF6GZoivT7rlu3bq8YyjXhe9EiryLCK2trbS2trJgwQLAvo+BgYG0ZDKZtQePHDkCWKupGx3MrD2oTF/KaRfNFh1UQagoipf9MwkgIk2AeI+T2Dp+RsWfoiiKUhSZds+JXmxmir/jx4+navFVwu7pMxHxl41QKJSqPejj1x501w/6tQd7e3tT9laA9vb2tGQy7e3teiHvMd0/h4naRUUkFR1Uu6iiKAAisgx4LbAcaMIKvmFsZs9BYAgYFJFB73EUOOWtE6woKv4URVFqnHLYPX1c8Tc6OsqOHfa8s3DhworYPbONo9zkqj3oisGhoSGMMQwNDTE0NJSqPRgOh9MSydRj7cEamJiuCsXYRV3LaLb1gn4fIpImBrXchKJMT0SkAbgJ+BCwFChlBvVnwItFJGyMmXxq7SJR8acoilLDlMvu6eNm+/Ttnk1NTXntnkFQrshfsfvyaw8uXLgQsO8/M5lMJBIhkUhw7tw5zp07l9rerz3oi0GtPVg/FGsXzVw/mJlQBtQuqijTlFcDnwPCwHHgDmADcA1wBJv4ZQm2ALyf+TMKtOJZRLH20Iqh4k9RFKWGKZfd08cXf4ODgymBs2HDhopHt4KM/BVDOBxmxowZzJgxI/VcJBJJE4P9/f15aw+6yWS09mD9kGkXBcZFBUu1i7rRQf0eKUpt42fsFJH1wBuwwu9nwIeBQ8AHseLv/4C3Ac8Ang/cDHQDnwFux9pCwQrCiqHiT1EUpUYpp93Tx79YPX/+PGDtnvPnz8/ZPqiL0UpG/oqlubmZefPmpeyvbu1B/+bbRf3ag8eOHQOgoaEhTQxOh9qDKkKKxxVzoHZRRZnmhLCC7XJsQfcjwKeNMU8AiEiL1+6oZ+e8B7hHRL4HfBd4M3CvMeZ3IhLyEsVUDBV/iqIoNUi57Z4+ruiqht3Tp9qRv2LIVnswHo+PSyYTi8WIx+OcPXuWs2fPprZ3aw92dXXR0dGhiUDqhCDsou5fFYSKUlX8H+BqrBD8HbAZQEQasdE9gH7nuZAx5gkR+SjwDeBmEbnPGHOOCqPiT1EUpQYpt93TZ2RkJHV//fr1VUtmUouRv2JoaGgoS+1B/9bS0lJzF/JT7X8yVSiXXdTfXu2iilJ1Fnt/dwE93v04dm0f2KyeYOv+xbz7DwAPY22g64HfVbrwu4o/RVGUGiMIuyfYNW1+mYOmpqZUrbxqMFXFXya5ag8ODg6mCcKRkZG02oM+WnuwvslmF4X0chNuhNAXg9FoNHVsaGhoSNlF3aQyKgYVJTD8E5dv7xzws3V6awHb3XYZts7T2LIPXc724vQZOHqGURRFqSGCsnsaY9i+fXvKZtna2jrpPifDVLB9TpRQKJQSdD5u7UH/Fo/Hc9YedNcPau3B+qGYchPJZJKTJ0+yd+9eWltbueKKKxARtYsqSuXwhdp572+XiDQbYyIZ7Rb5ZRxEpMEYEwfmAjO81zPbVwQVf4qiKDVEMpkkkUiU3e558uRJTp06lXpcSsQtiAtGd+2bnwRjOpOv9qC/fjCz9uCJEycAKwQ6OzvTksk0NzcHPubp/j+ZKmQ7Dvi/H3cSJZFIpNrns4tmRgf1/6woJeOfQPcCMWAV0MyYmDvktXk58N/AAU/4AbwEWObd9xeJV9QCo+JPURSlRnCjfuW2e27fvh2Azs5OBgYGqh5xc99XMpmsu7p5+WoPuslk/NqD58+fT2VoBZuZ1BWDnZ2ddfcZ1jP+7zccDtPY2Fi0XTSRSGTNLqp2UUUpHmd93n1Y8fdK4L1Ok28ArweeCrxXRL4F9AJXAX8DzAIexFpA3f4qgoo/RVGUGiAouyfA9u3bicViNDY2smTJEnbs2FGS+PPPS+WM0Ln9TPV1f+UiV+1BVwwODAyQSCSIRCKcPn06a+1B3zI60dqD+v+offzfrx/5K9YumpldNJddNLMgvQpCRRmPMeZhEfkKtoj7DKzAwyvh8B1sXb+3e7dMPmaM6c3yfOCo+FMURakBKmH3XL9+fdr+qolr+6z2WGqZ5uZm5s6dy9y5c4GJ1R501w9O9dqDiiVT/GUjX7kJXwhm2kVdy6jaRRWlKP4Wa/kcyHj+r4AotsD7PKAJa+9Meq/dXsExpqHiT1EUpcoEZfeMRqNs27YNgPnz57NgwYJUpKjagksjfxOjUO1BP0qYq/Zga2trmhjU2oNTE9fOWQrFZBd1y01k2kUz+/DFoNpFlXrFGNOX4/kzwFtE5BpgA9AJHAfuMMZkCsWKouJPURSlihhjiMVigds9169fn3bR58/2F0PQCV+qLUSnOrlqD7picHBwkGQyycjICCMjI6locCgUoqOjI239oGsNVGoT/zcz2f/RZOyioVAolVAG1C6q1BdeOYePA6eAu40x92ZrZ4y5H7i/kmMrhIo/RVGUKhJUMfeTJ0+miouvW7culR2yVkosaOQvONzag/PnzwfGag+66wf92oO+SHS3Bzhz5kwqUqi1B2uLYmyfEyWfXdQXg2oXVRTmYtfyHQR+k6uROF/4Sid2yYUezRVFUapEMplM2T2Bss2UR6PRVHbPefPmpbJJ+vuAsYu5QvtzswKWk8xSD0qwuLUHlyxZAuSuPej/P9z6g37tQd8yqrUHq0uQ4i8bmYKukF3UF4NuMplsdlE/WqgoUwUREU/EtXlPRbAlH7JSK4LPRcVfEYhIA7CgSrs/6dQGURRlmhBkds8dO3YQjUZpbGxkw4YNaf269q5qlljILPWgVJ5ctQc3b95MNBqlubmZaDSat/agu36wErUHFUulxV8mxdpF/efVLqpMQ0LAIDapS1OVx1ISKv6KYwFwpEr7XgocrdK+FUUJCD+zZ7ntnqdOnUpdoLt2T5/MtXa1IP5qcGK0LvFrDzY2NhKNRlmxYgULFixI1R70LaNae7D6VFv8ZaOcdtFs0UEVhEot4ETyTgG/Bq4HrgSOikizMSaSc+MaQcWfoihKhfEvgIKwe/rZPefOnZtm9/SplUQrGvmrffwC4OWqPdjV1UVbW5texJeBWhR/2chlF3UTyWSzi4pIKjqodlGl1hCRkDGmR0Q2ATcA7xaR3xpjeqo8tKJQ8VciD/xsKQvnBTuTeeJ0gquvr1agUVGUIKmE3bOhoWGc3dPHvWCqZsZP/4LOjwooU4fM2oO+LdQXg8XWHvQto1p7sHSmivjLxF1DnLn+OFuG0WzrBd0+XDGo5SaUSmGMSYrIAuAA8EngbcAPPDF4P3ACGAUS2Lp+SbtZbZzsVPyVyPx5IRYtClb8JamJ74aiKAEQlN3z9OnTaXbPlpaWrO1qJfIHpBJCVHscSjqlXp/4Eb6Ojo6ctQf7+/uJRqNae7BMTFXxl41i7aKZ5SYyE8qA2kWV4BGRBi8XxzuAD2CXZjVhi7mvAbZhxd9ZoB9b/H0QGBSRQe+xAbYYY45X/h2o+FMURakYfnbPWCyGiNDQ0BCI3XPRokU522YmfCmFck9a+u+9RiZDlTJSqPagbxcttvZgS0uLXsQ7TCfxl41MuygwLipYql3UjQ7qd0kpA8uAMLDceW4O8Jwit38L8AURCRtjirfhlAEVfyWSMEkSJthZ6qD7VxSl8vh2z7vvvpvR0VGe8pSn5BVppbBz504ikUheu6dPrUX+QMVfPTDZ2oONjY1pYrDeaw+664XrBVfMgdpFlergZOD/D+AXQCPQ5d06nFunc2v3nmvHaq8Z2GhgVajfI+cESWICt2Wq7VNRph++vbHcRdZPnz7N8ePWObJ27dqcdk8fd61dtcWff8FV7XEo2Qn6gjhb7cFYLJYmBv3ag7FYLK3uIKTXHuzq6qK9vb1uxJD/m6ln0VLILuqKQbd9Pruo+7eeP1ulMMaYR4FHvSLuIcD/G/ZuDd6t0bs1Ay1Yi+hMYLPXT0WjfqDiT1EUJXDc7J6+hakcgicWi6XsnnPmzEmttypEray1U9tnbVLN/0djYyOzZ89m9uzZqbGMjIykicHBwcG6rz043W2fEyWfICzFLgpkjQ6qIFQy8ZK4VFzATQYVfyViSJIk2AsmE3D/iqJUjmzZPaG0TJu5KMXu6VIr4q/cUVBl+iEitLW10dbWlipdkkgkSqo96IrB6VJ7UMVf8WSziwIpMZgZIfTFYCKRyGoXdZPKqBisb0TE/wFKxl8gZeNL/dVsn1OUhDEkAv7fBd2/oiiVIzO7p3/hOVnx19PTk0qfv3btWlpbW4vetlQBeuLECQ4dOkRbWxvd3d10d3eXJSOjRv6UiZCv9qAvBt3agz09PfT02PJbfiF7d/3gVKw9qOJv4mQmkoHi7KK+IFS7qOJjzNRM0qHiT1EUJSCyFXMvh/iLxWJs3boVgNmzZxdt9/QpxXo6NDTEjh07Usk5/ALeoVBonMWu0HrDTDTyp5SLXLUH3fWDfu3BwcFBBgcHc9Ye7OrqoqmpqZpvpyAq/spLMXZR/3jut89nF82MDqognH6IyP8AEWw5h0Hvr1/awb0NAkPebRgYNcZEqzFmHxV/JaIJXxRFKYZcxdzLseZv165dRCIRwuEwGzduLPnColjRZYxh27ZtJJNJWlpa6O7uZmBggOHhYZLJJH19ffT19XHkyBGgdIudRv5qEzfiMVVxaw/6WXXj8TgDAwNp6wcL1R70v8+1VHvQTdZUK2OajqhdVMmFiISBV5Ju7Uw6t7h3i2GLvce8WwQYFZFhY8zvVXrcPir+FEVRAiBXMffJRv56eno4evQoULrd06dY8XfkyBHOnTuX2ld3dzfhcJhYLJa6gPb/5rLYZdZra21tTbNMFTMORSkHDQ0NzJw5k5kzZwKl1R4UkVSk2xeE1ao96E6WqPirHBO1ixpjGB4eprGxkdbW1lTx+cyC9CoIpxQtwE5sopcWbCbPJmxWzwZsts9WbEkHl4T32lClBpoNFX8lkgQSgUf+FEWZymSze5ZD/LnZPWfPnp1Kj18qxYiukZERdu3aBcDixYuZOXNmqn1jYyNz5sxhzpw5QH6L3cDAAAMDA6l+3Xpt8Xg8tb2iVJpCtQf92/DwMMaYrLUHXTFYqdqD7u9WxV91KcYuOjIywmOPPQbAVVddRXNzc+qcoHbRqYkxZkhErsQKv3bn5tb26wIWAJcAlwFLgK3AKaz9ExGRaiSBUfFXImr7VBQlH7nsnj6TiXbt2rWL0dHRCds9ix2Db/dMJBK0tLRw4YUX5t1XLotdZr22WCyWtV7b0aNHiUQiqYvoqZiAQ5keuLUHffzag25CGb/24JkzZzhz5kyqrZ8UKcjagyr+aptMu6h7LPPXkmabHPTtopl9+GJQ7aK1hTHGX8d3plBbEbkW+Aw2GvhOY8wer4+qXPCr+FMURSkjueyePhON/PX29qbsnmvWrJmQ3dOnULbP48ePp8TZhg0baGxsTLtYKYaGhgZmzZrFrFmzgLF6ba4g9COCsViM48ePp4rVuwk4/AvpxsbGCb9fRZkMuWoPut9lv/bg8PAww8PDqdqDrpj0v8+TrT2ots+phZskprGxMWUFLSa7aCgUSiWUAdQuWqPI2D8h858hgBhj7hKRG7GF3TeJyLOqmSlUxV+JaKkHRVFykc/u6TMR8RePx1PZPWfNmsXSpUsnNc58SWcikQg7d+4EYNGiRcydO7csNQndem0LFiwA4Mknn6S3t5fu7m6ampro6+vLmYCjra0tTQwGEVFRLNMh4UuQZPsuJxIJBgcH0yLdo6OjJJPJnLUH3VsptQc18je18O3tDQ0NaUlgctlFfTGYmV3UzTDqbt/b28u+ffuYM2cOl1xyif5uq4ATwct3AX8Y+DrwauBG4L/V9qkoijKFKWT39JlIkfdy2T0zx5BN/G3fvp1YLEZTUxNr166d1H4K4V/wdnR0sGbNGowxRCKRtGQyAwMDaRGVkydPprbt7OxMiUFfQCpKNQiHw6kamD7RaDRNDOZLjNTe3p42uZHP+qzib2rhi79CAj9z/V+27KLu5KIvBn/5y1/y5je/meXLl7N//34Vf7XLeWA/NjnMU4D/BkLYJDAVRcVfifg5XIPeh6IoU4tCdk+fUks9nDlzJlVKYc2aNbS1tU16rLnE38mTJ1PZDdevX59VTBljynZxkVnqQURoaWmhpaUlLQHHwMBAmsVudHSURCIxLqLil6OoxfT8Sv3R1NSUs/ag/33OrD3oWp/dyQ239qD7u9UL/drHn+grNRlQsdlF/WOgu05VqRyS50dojDEiEvIsnmGgw3vJPzFV5Qes4q9EkpgKZPtU26eiTCWKsXv6lGL7jMfjbNmyBSiP3dMnm/iLRqNs374dgPnz56fEV5AUk/wmFAqlIir++49EIuOSySSTSUZHRxkdHU0J2FAolCo14V9ENzc36wWzUhVKrT147ty5VKkVGJvccCdldHKj9nFtn5Ml28Sin4G2u7tbj21VoJBt01nbdxlwjXf/tP9yUOPKh4o/RVGUSVCs3dOnFPG3e/fusto9fbJZT3fu3Ek0GqWxsZF169ZV5CJiokXem5ub0yIqyWRyXKkJvxC9f0HtR0+bmprSooOFCtHXM3ohGTzZag9mTm74tQf9yQ2XRx99NG3toFtHU6kN/ONsUMcZFX+Vw1+jJyIvwIq5HmwR9xFs+Qb//qh3i3ubzgP+Gng6cALY7j0//cSfiBT7pu42xlxboK/rgTcBVwJzsR/4w8AXjDE/m8w4SyEBJAL+V1Xc/KsoyoQp1u7pU+yavzNnznD48GEALrroorLYPTPH4Efcenp6UnaztWvX0tLSUrZ9FTOOya53D4VCdHZ20tnZyeLFi4Gx9PxuRCUejxONRrMWonfXW9X7BbTWXawervV53rx5wNjkhv9dPnfuHJFIBKBg7cHOzk7NlFtlyhn5y4baPitKGCvobsImbenBrtaKYMVe5t8ktr7feqePbwF3QVpUsKLUfORPRELAF4A3Zry02Lu9XES+BLy5mmlTFUWpP0qxe/q4a/5yrZ9zs3vOnDmTZcuWlXXcrviLx+OpwvFz5sxJ2dEqgf/eJ1LzsBDZ0vMPDw+nJZPJLER/7Nix1LauGKxU8W5FyYY7uQF2smbLli2Ew2GWLVtWVO1BzZRbPYIWf774nzFjRiD9K2n4M2MLvb9zi9xuwPv7deDjXo3AqlGps9lnscUNc5HvQ/gnxoTfZuATwD5gNfB+bNj1z7Dq+8OTHmkBNOGLoihQut3Txxd//oL9bNvs3r2bkZERQqFQWe2emWNIJpNpmUQ3bNiQdV/FRDQnwkRtnxPdV3t7O+3t7eMK0bsRQr8QfeYFdHt7e5pdVAvRK9XCnyxpaGhg5cqVQHrtQf/7nFl70M+U64tJd3KjUtH+eiRI26cxJs32qQSLMca37LwQ6MYmcOkGZjq32c7fdiAKHAK+Z4zZVukxZ6NS4u+0MWZrqRuJyEXA+7yHjwDPNsaMeI8fFpGfAHcDVwB/JSJfMcbsLcuIc5BESAScnCdZneQ/iqKUQKl2Tx/3AiCRSIybgT979mya3bO9vb18g/bw9xmNRtMyiU6mcPxkxhFE5K8YiilE719ADw0NMTQ0lDUboxaiVyqJ/3txjx35ag9mZspNJpP09fXR19eX2t5dCzuR2oNKboKO/Pn/RxV/lcMYEwN6vduUo9Z9LO9mbIzvdIQfAMaYYRF5J3C/1+49wNsrOkJFUeqOidg9fdwLtkQikSYY3OyeM2fOZPny5WUc9fgxDA8Pp/ZVrkyipVDJyF8x5LqAdrMxuoXoM7MxTjd7nUY2a5Ns4i8bbu1B//cdjUbHrYVNJBJZ18L6tQc12j051PY5PfGWpYVIN+xJxl+wVtFkNYq556JmxZ9XN+MG7+FOY8wD2doZYx4QkV3AGuAGEXlHkB9w0thbkATdv6IoE2eidk8fdzY9M+K1Z8+eQO2ePm6ilaD3Vcw4qhX5K4ZwOMyMGTNSF1b5sjFms9e5F89+qYlap4auUZQsuJNOpdLU1MScOXOYM2dOqi+39qAb7c6sPRgOh8d9n7PVAlXSCdr2qZG/6uDlGandk1cealb8ASsBP/PA3QXa3o0Vf4uBFcCB4IalKEo9E4/HJ2T39Mm0ffqcPXuWQ4cOAcHZPX1GRsZMFBdeeGGg+8pHrUX+iiFXNsbBwcG06KBvr8tWiN69eO7s7JzS0UGl8viTJeWYsMlXe9BdPxiNRkkkEllrD+r3OT8a+Zt+iMg6YBMwCPyxMeZkgfYN2OQwg8aYgXxtK0GlxN+rROTVWGGWAE4C9wGbjDF35tjGTYu6s0D/7uvrCFD8JSqw5i/o/hVFmRi+6HNtV+UQf4lEIpXdc8aMGYHZPcG+Bz+rpYgUva8gIoPlKvVQbdwIn48fHXQjhG6tttOnT6e29QvR+xfRWoheyUexts+Jkq/2oP99zqw96H+fRYTOzk6tPegQZORvdHQ0VfbD/38pweIJuT/Hlp67u5Dw81gMPA4Mi8izjTH7AhxiQSol/tZnPL7Au71eRH4E3GyM6ctos8S5f7RA/0ec+yUvXBGRJQWaLPDvqPhTlPrEtXv6dsmJXNCICKFQKLVuEGx2z+Hh4YpYMPft25cqFB0Khao6Sx9kqYdqM5FC9D5aiF7JR9DiL5N8tQczv89+9slctQf9W70kR3InC4OI/LlJe7TOX8XoAF6CLer+tSK3OQE8CFwH/AHwyWCGVhxBi79h4CfAr7HRuUFs2PM5wFuwaVBfDvxYRJ7vZc/x6XTuDxbYj1sqomMC4zxSuImiKPXMZO2eLr74SyaTnDt3LmX3vPDCC+nomMghrDj6+/vZv39/6nEpETe/ba7yFBNhKto+J8pULERfz9GaWqbS4i8b+b7P7i1X6RQ/OZL/nZ7qyZFy4Vs+IXjxp5G/ijELG8A6jE04WQwGu0TtBcBTweY2qVYSmKDF32JjzPksz/9SRG4Ffoat0/cc4K3Afzpt3KIz0QL7iTj3A81VbgwkTbAnxDq4DlKUKUU57J4u4XA4VZB5x44dgF2sv2LFinIMNyvJZJKtW7dijKG1tZWRkZG8heYrwVRI+BIk5ShE7wrCcl1c1oMYn8rUgvjLRrbvs1t70E+OlK/2YGZypKk+ARG0+HMjrLrmL1gcsear7HPAqWK2NcbERMS3h87x/oawS+EqTqDiL4fw8187JSJ/iI0INgLvJF38jTr3C6WTctOnjeRslZtCVtEFwMMT6FdRlClOueyeLr6F7/jx4ym758UXXxzohc7BgwdTFwoXXHBBqqRENcVfPUX+iqFQIXpfEOYrRJ9ZamKqXzzXE9FkPz3RJzgd2Uw0cYg2HqWtYQMdjVfQ0XAFbQ3rEGmoWfGXSaHag5nJkfzag37t0czag52dnYElTQkKN6lXENZtP5lUW1ubZl4NHsFG8Nq8xzFswOlczi3S8b3O/oxA1Q7OVf0VGWP2i8gvgd8HLhCRRcaY497LbjacQj4oN1VdIYtotnHkXVPonjx1zZ+i1BfltHv6+BcBvb22PuwFF1wQqN1zcHCQvXv3ArBy5cq0tSHZCs1nI8iEL/Ua+SuGfIXo/YvnzEL0J06cAMZS87vrB+tlrdVUIGEi9Ea30hPdzOnIZs7H9wNJhBBrmtuIJvsYiN3HQOw+AEK00d54KbGWpYTb5iOh+dV9AxPArT3oU2ztQSBlf/ZvtT7B4Uf+/LXe5UbLPFQFwQao5mKTTB4XkZBX+iH7BiIdwEXew2PBDzE/tTCFsh0r/sBmw/HFnyvICiVkcSN3ga7fSxAiQbCzbUH3ryhKcSQSibLaPX3cPoK2expj2Lp1K8lkkra2Ni644IJUdjiorvDSyF/p5CtE719A50vN39ramiYGp+taq1rEmATnYns4Hd1MT3QzZ6LbSRIb1251y0qiifFLiZIMWyHYCd2dEDEt7Ot/Kh2Nl3uRwfXYRIRTi2y1B137s197EMhbe9D/TtdSBMzN9BmESPXdHN3d3TUtgqcJ/onqNPAI8EzgxcCvjTFJLwuoa+MUSNUD3MiY1vErFFTtxFcLR4lcb367c39tgT7c13dMbjiKoij2AsQXf+Wye/pEo3YZs4hw8cUXB3rxfejQoZQ1aOPGjYTD4bT9FSP+/Pdd7ouL6VLqodpkFqIHmwI+WyH6kZERRkZG8hai99GLyckzED/M6chmTkcfpzf6JDGT35w0IzwXk3i0uM5lNEtk8BJHDG6YkmIwm/05kUiMSyYTiUSKqj3Y0dFRtWy5Qdf48yN/XV1d+nsNGGOM8db97RSR+7Di7/UictIY8wljTDxzEwARWQ68DatVHgF+671etZnXWjgquGUgjjv3D3iPF2ETwuTj2d7fY8DBso0sC8ZIBRK+6A9YUaqNb/f018SV68R6/vz5VKmFmTNnBmr3HB4eZs+ePQAsW7YsZR0sVfwFxXQu9VBtJlOI3qenp4eGhgYt3F0CI4kzKRvn6ejjjCZ7S9haWNAQIZoslOMuOzYyeD8DMRs1nC5iEOwEh1t7EMYmOIqpPejW0qxk7cFKFXivBdtnsZ/nc57zHO66665CfV0PvAlbS28u0IPNvfEFY8zPJjXQSeBk59wEvAh4CvA+EbkG+A02qnceK+yagZXA24Grve1+YIx5IKOvilPVo4CIrASe7z3cZ4xJ+WA9hf1jbBbQtSJytf+BZfRxNWORvx9X88NUFGV6EJTdM5FIpBKtAIEKP2MM27ZtI5FI0NLSwkUXXZR6rVbEnzuOaiaeqQeyFaKPRqNpYnBgYCAtQcXx48c5fvx4qnC3FqIfTyw5RE/0CXqij3M6spmBxOEJ97W6eRXRZLGZ4wszXgy20t54qScGL/fE4NRdA1pK7UE/W65PpWoP+uIvqMijH/mbMWPGtPg9ikgI+ALwxoyXFnu3l4vIl4A351tjFzRe9O/t2Dp/K4EbgGuxQahhr9kqbFkIn09j31vVCUz8ichLgZ9lCYP6r88Hvs9YJs/PZGn2KazyDwO3isizjTGpbJ4i0grc6j2Me+0DRRO+KMr0xs/uGYTdc+/evQwNjZUlDVJ4HTt2LJUJcuPGjWkzz67oci/2K437uSaTSS1kXmGampqyFqJ/5JFHMMbQ3NxMJBLJWrg7MxNjV1dXXfz/kibGmeh2Tkc3czq6mfOx3ZgyuLe6wrMh+VgZRpibJCNZxOAldDRcQUfj1BeDuWoPDgwMpK0fLKb2oG8XnWzE2z++VsL2WSu89a1v5W1ve1vO19vb23O+BvwTY8JvM/AJYB+wGng/tjzcn2EjgR8uw3AnjDHmdyLyImzd8j/E5h/JDMH2AH1Y0fdpY8woNUCQkb9bgUYR+T62COJBbBmGOVh1/GbGal38FvivzA6MMbtF5JPAB4ErgN+JyL8w9kX4APaLAPBJY8yeoN6MT8KESJiAE74E3L+iKNlxyzqUM7sn2JP0gQMHAGvR6evrC0z8jY6OsnOnXVO+ePHiVCIFH1/Q+u+zWMo9s+z2p6aN6uNfPIdCIRKJBGvXrqWrq6vkQvR+dLBS1rogMcZwPr43Fdk7E9tKwkQKb1giixqTRBPl7zcfVgw+wEDsARhJF4PtjZfTPsXFINgIX2a23NHR0bTvc5C1B4O0ffqTMlBbNf7mzZvHxo0bS95ORC4C3uc9fARwAz4Pi8hPsIXSrwD+SkS+YozZW44xTxRjzB4RuQX4JnAhNgo4C1uFYATYBfyPMabYchAVIWjb5yJs/b535mnzfeDPjMl5NP1rYB7wBqzQ+3aWNl8G/mYS41QURUkr5u6n5i7HxWsymUzZPbu6upgxYwZ9fX2BRN18u2c8Hqe5uZm1a7Pny/Iv8GvF9qnr/moPESlYiN7PxFjpQvRBMhg/nsrI2RN5kqjpC3R/q5pXZ83uWWnGi8EW2lKRwSumhRgUEVpbW2ltbU1ly00mk6lsucXUHnS/04VqD7rZPoNgmpV6eDdjuuSdrtMPwBgzLCLvxAaUGoD3YNfTVQXxLg6MMQPAo94tV9u8pSAqTZBH4ZuwiVquwfpe5wBd2Dp8R4D7gNuMMXmPeN6H9UYvgugv/pwD9GIXf36+kos/kwjJgEsxJNX2qSgVJ9PuWc7U3Hv37mVwcDCV3dOfWQ5C/J04cSIVjVm/fn3OdSwTFX/ljNBp5K82yfe/yFWI3rXWTbVC9KOJ8zay5wm+4cSpiu27MzyTUPKJ6qX9y0OSUQZjDzIYe3DaikGwx8JctQfd9bB+xLu3tzdVoxXyf6frKeHLZPCE1A3ew53ZcnwAGGMeEJFdwBrgBhF5R7Vyfbj79cbvF4EHUkLBGGOStST8IEDxZ4y5GxueLVd/dwB3lKs/RVEUn0y7ZznX+bl2z9WrV9PZ2ZnKQldu8ReNRtmxw1a7WbBgAfPn5y4CXQsF1jXyNz1oaGhIy8SYaa2rtUL08eQovbEnOR2xYq8vfpBqldxa3Bgmmhgu3LAGyC4Gn5ISg20NGwlNAzEIuWsPuoJwaGgo73e6q6uLkZGR1HNBUIu2zwmyEusWhMLa4W6s+FsMrMBWB6gYItINfAhoBG41xhz0hKB7EEk47Ruwwa+oMQVqvVSI2vdf1BjJCiR80cifolSWTLtnuYSfb/c0xtDZ2cmqVauAsQuBcgue7du3E4vFaGxsZP369Xnb1oL408jf9CSbtS6zEH2+Om3lLkSfNAnOxXbaJC2RzZyN7cSQNRddRVlRI3bPiWLF4EMMxh6a9mLQjXgvXLgQGPtOuxboXN/pI0eOMDQ0lPpOl6P2oDEmLdtnrfA///M/fPe73+XgwYOEw2EWLFjA05/+dG6++Wauu+66XJu5J6yduRpleX0dFRZ/wJ9iLaf7KC7pTDd2eVqjiLzJrWxQLVT8lYgmfFGU6UWQds99+/al2T39C1j/pF/OyN+pU6dSdtJ169bR1NSUt70/lmpm+8ws9aBMX8pdiL65uTnv/vpiB2y9vehmeqNbiZvaiq61hbppMFtq0u45UTLFoNBCe8NTbGmJxitoa7h42ohByP6djkQiaWLQr58Zj8c5ffr0uNqDk0mQlEgkGBy0gaRasn1u37497fHevXvZu3cvX/va13j5y1/Opk2bso13iXP/aIFdHHHuL534SEvHi+K9Aquf/idPvpIUxpgzXoWDpwF/BPxbsKMsjIo/RVHqlqDtnvv37wes3dNNxV1u8ReLxVIn3Llz56ZmpvMRVPSxFDJLPSi1RdBr8SZTiL65uTm1Tqurq4tw2wi9sSc8wfcEkeTZQMc+WZY1tRBN1IQDLDAMowzGH2IwXh9iEOz3ct68eanv9D333EM8HmfRokWp7Jy+XTQzQVJDQ0PaBEeh2oNu6ZVaiPy1tbXxspe9jOc+97msXbuWjo4Oenp6uPvuu/nc5z7HmTNn+NGPfsQNN9zAL3/5y8z31uncL/TDGHLuB1csNzsdwFVAP/DzYjYQkTDwQ6z4ezoq/qYeNuGL2j4VZToQpN1z69at4+yePuW2XO7cuZNIJEJDQwMbNmwo6n2o7VPJRbX+F7kK0ftC0C1EPxLrY2DkSQ6GDhJPHiI5UlOZ1POyvGkV0UTWfBbTmvxi8HLaGp4y7cSgf3ydN29eqtxEPB5PWzvo1x6Mx+OcPXuWs2fHJi7y1R70LZ9Aar1tNTl27FhWEfr85z+fd77znVx//fVs3ryZu+++m89+9rP8xV/8hdusxbkfLbArN9rWOuEBT4wZQDNwCjhUzAbGmISIHPQeLoPqZ/9U8VciSUIkAs/2qbZPRQmaoO2eAwMD4+yePuWM/PX29qZmjtesWUNLS0uBLSylir/z589z8OBBWltbmTlzJl1dXQWtpYXQyJ9SCD/xxszZXZyJ9nEqspdTo4/Sn9gPMvUmDFpDXTSybVrZPSdKdjF4sRMZnNpi0J9YhPRsnw0NDVlrD2ZaoLPVHhwcHORjH/sYl156KStXrmTWrFmcPXu2Jmyf+aKP8+fP53vf+x5r164lFotx6623Zoo/t/h5oROL6/keydmqjIiIeEld/Ar1o1BSpMY/2fsXA1WN8qj4UxSl7gjS7tnf35+ye65atSotiuFTLvEXj8fZunUrALNnz2bJkiUFthijFPEXi8V48skniUbthKxf82qyiTn8aKsxRiN/ShrGJDkX2+2VX3icM9HtJN2AwBQ1yCxvaieaGKj2MGoSKwYfZjD+cBYx6EcGJzfhVEnc43u+5C5ugiQ/Q3OmBbq/v5+RkRF27tzJtm3b2LZtW1ofr3vd67jmmmt42tOexpVXXklnZ2e2XVWVVatW8fznP5877riDvXv3IiKLjDHHvZfdH0UhK2e7c7/S3ukmII4VoBcARx1hmBWx9VBWeA8rV0cmDyr+SkQTvijK1KcS2T07OjpYvXp11nb+hYArPifC7t27GR0dJRwOF2339ClF/O3atYtoNEpDQwPt7e05E3OEw2E6OzvT1mIVk3im2sXmldpgIH6E0xE/ScuTxGojK3rZWNq0kmjiwWoPY8owXgw2e2LwiikhBv0af1B6nb9cFuiOjg5Onz7N5s2b2b59O0NDdvnb7bffzu233w5YMblhwwae9rSn8dnPfjbw0imlsH79eu64I1W1bTHgiz83yUuhWUw3ycuRnK3KiCPuBoFHgKuBlwB3YbN4xjIFoIg0GGPiwELgRd7Teyox3kKo+FMUpa4I0u65f//+vHZPn8z6dhMRf+fOnePw4cMAXHjhhbS1tZW0fbHZPl1b6QUXXMD8+fMREQYHB9PWYo2OjpJIJMYl5vCjg74Y7OjoSPu8/fsa+asd/P9F0AlfRhJnbIKWyOP0RDczkuwtvNEUpUU6aGEX1cutO/UxRBiMP8Jg/JEpIQYnI/6y0dTUxFVXXcVVV10FwKZNm/jgBz9Ie3s7r3zlK3nwwQd58sknSSQSbN26lcHBwZoSfpD3mOKmCF1boBv39R2TGlCJGGP2iMhvsOLvRhF5xBjz7Rxt4yISAv4YeC52jeA9/ssVGXAOVPyViE34EvSavynqZ1GUGidIu+fAwAD79u0DYOXKlXnXYLgWoEQiUfKFQSKRYMuWLYBdZ7F8+fKSx1tM5C8ej6fsRbNmzWLhwoWpz82flfatppFIZFxijlzRQTe9uYq/+iGWHKIn+mSqBMNA/HC1h1QxVjR3E03sr/YwphXZxGBbw0ZPDF5Be5XFoC/+RGRSdSpzMTg4yPDwMGvWrOEzn/kMIsLw8DCPPfYYDz74YGCF5SdDRhmI4879A97jRcBzCnTzbO/vMeBgucZWCMfeeQe2ZMNq4N9E5FnAj4BdWPtqCJsYZh7wWuDNXhd3Aj8GqGayF1DxVzJJIyRMwNk+A+5fUeqVZDKZshgGafe84IIL8rbPFH+lsnfvXoaHhxERNm7cOKH3UUyph7179zIyMkIoFGLdunWp9XnZaG5uZu7cucydOzfVb7a0/dkKIINdRxiNRlNrB4OOOinBkzQxzsR2cDqymZ7oZs7FdmPqMPa1uGkF0cRD1R7GtMcQYSj+KEPxRzk18vksYvBiQpK/PmQ58Y/t5XSXuGQr8N7W1sYzn/lMnvnMZ5Z9f5PlwIED/PKXvwRs+aO9e/emip0bY4yI/Bh4K7BWRK42xoxLiSsiVzMW+ftxvrV25cYbY8gYc5+I/B3weWAB8EbgOqx4PYfNVjoTeAZjJSzuAT7tZf7Mu0awEqj4UxSlLjDG0Nvby/nz52lubmbBggVlOyEfOHCA/v7+gnZPn8mIv76+Pg4ePAhYG2ZHx8TKHBWK/Ln78W2lpYw125qVXNFBIM0u6kcH3WQytWZfqgdK/X0YY+iL7+N0dDOnI5s5E9tKonAN5GlNk7TSxr46lLzVZ7wYbMoSGQxODPqRv3JYPrPhHy+7urqqPll2++23c/311+d8r6dOneKVr3xlKmnY2972tmzNPgW8CQgDt4rIs40xqWyeItIK3Oo9jHvtK4ofsTPGfEtEjgJ/DbwAK0iz2VV7gHuBDxtjdteC8AMVfyWTqECph6D7V5R6w7d7njx5koMHDzJv3ryiCqEXw8DAAHv37gVgxYoVRaXczlzzVyxu/cCuri5WrlxZ+oAzxpBt//5+wF5YLF++vCy2zGzRwfvvv59IJEJnZyexWCxndNCvd+WvH9ToYG0wFD9hxV70MXoiTxI1fYU3qiPmJ1pJNBRVDkwJGEOUofhjDMUf49TIFwIXg27kLwgGBmyCzFoo8/DOd76TWCzGK1/5Sq655hpWrFhBa2srvb293HXXXXz+85+nt9eu6X3mM5/J29/+9nF9eOLok8AHgSuA34nIvwD7sBbLDwCXec0/aYypavIUY8y9InIzsBE73guAbqARiGGF3/8aY/4X0myjVUfFn6Io0x7f7llskpNS+vXtnu3t7QXtnj7+WkNjTEljcRPKbNy4cVLrSPJ9FgcOHBi3H7edMaYswisUCtHQ0EAkEmHRokUsXryYSCSSZhX1o4OZ9a7c6KAfIdTo4OQpdG0SSZ6nJ/K4J/geZzhxskIjm3p0jM6ksXNntYeh5CC/GLyc9oZLJiUGg478ZbN9VpPjx49z6623cuutt+Zs88pXvpIvfelLNDfn/Fz/GrtW7g1YoZctmcqXgb+Z5HDLgjHmJHBSRH7NWAH4pDHmdJa2NSH8QMVfySRNiGTApRiC7l9R6gk3yYs/A+tmYZsMvt0T4OKLLy5phjccDhOPx4sWf5kJZbLVDyyFXJG/wcHBVCSzHPspdRzNzc3MmzePefPmpZ731w76t0gkkjM6mFl3UKODkyOeHKU3toXTkcfoiT5OX/wAVU5UNyVopIX5HT36SU0h0sUgnhjc4EQGSxODQYo/Y0xK/NVC5O+2227j7rvv5v7772f//v309vbS399PR0cHS5cu5elPfzo33XQT11xzTd5+PFvlG0Xk+1gL6JXAHKAXeBj4vDHmZ0G/n1JwInrncrzegq0PeDHwpDGm6oU+VfyViNo+FWXqYIwhFoulsnv6kaFyRP5cu+fKlStLnn0tRfwZY1J2z1IijPnIJv6MMWzbtg1jDG1tbTnrFJaTQtk+3bWDS5fa8k5+dNCPEGZGB0+cOAFodHAiJE2CeOtR4u2HeDTyE/pG9mAoz2RJPbG6ZT7RRP1kM52OWDG4maH4Zk6NfDGLGHwKIWnJuX3Qtk9/4rEWIn/Pec5zeM5zCiXpLB5jzB3YrJpTAqemn/+4A1iJrfH3bOBlWHvoeqDqdgAVf4qiTFsyi7n7J+HJij937d1ExVgpRdYPHjyYmuWdrN3TJ1u2zyNHjqQiaRs3bqxIqvBSPgefbNHBgYGBtGQyhaKDvhjU6CD0xQ7SE32M09HH6Y1uIb5yGIDRqiYjn7osaFxKNPFwtYehlJnxYrCRtoaNdDY+jQVtbx7XPmjbpy/+aiHyV494mT+TXtQvLiJtwNOwAm8jtmRFZhKYrNHBSqPir0SSEHyph0B7V5T6IJlMpuyeYEWGH/WZrO3TFWOl2j19ihWiQ0ND7Nlj17UvX76cmTNnlryvbGSKrtHRUXbt2gXA0qVLmTVrVlr7oARSOer8hUKhlKDzo4Ojo6PjMosaY8ZFBxsaGtLqDnZ3dwd2sVYrDEZHOBO/l9PRxzgdfYJI8my1hzRtaJAmuuQYcfV7TnsMMYbimwlLdvFVT7bPesQYk/QsnS/ERvdWY0XfKqfZWWztvwHgAe9x1ZneZzhFUeqSXMXcyxH5c9fErVixYsKWm2LG4ts9k8kkra2tXHTRRRPaVzZc8efbPROJBM3NzTn3E4QAnEjkrxhaWlpoaWkZFx107aKRSIR4PM7Zs2c5e3bsnNze3p4mBtva2qZFdPD44ABf37GFNQt+TbLxt9UezrRkdfMiYlrTr66Y3fIHWZ8P0vZpjKkp2+d0JFd2Ti/C93KslXMdNtHLUqdJHHgc2A48AtxpjNkW8HBLQsVfiSQJkQx4TV7Q/SvKdMcv5J5ZzN21OvqisBSMMWzZsoVkMklbWxsXXnjhhMdYTObRIG2Yrug6efIkPT09AKxfv76i6+LKEfkrBjc66DM6Ojous6gxhqGhIYaGhsZFB1276FSKDm4708Nt257kF4f284bLhlT4BcS8xsXE1O5ZVzSGFtDV+PSsrwUZ+RsaGkqdO8rlBlHS8Yu6Y8VdO/B84FWA/w/vdJrvAB4F/gRIAB83xvzAf9G3iFZi3MUwdc5eNULChEgEnI0z6P4VZTrjl3Vw7Z6Z4g9IK/1QLOWwe/pkW3PnMjIykrJhLlmyhNmzZ094X9nw33s8HmfHjh0ALFiwgPnz55d1P4WolPjLhh8d9N9zIpEYl1k0Go3mjA66mUVrLTpojOHeY0fYtO0JHj5lRezzViZZOueXmoEyABpoZGboFLGkfrr1xKzmGxDJfh4IMvLnF3gHtX0GgYg0Ac8ALgVuwNo6waY69g/024EfYe2c+7Grtv4EGAL6vH78dYE1I/xAxZ+iKNOIXHZPH3cGNpFIlBThGhwcLOvau3y2z0wb5po1aya1r0L79z+LdevWlX0/hQjK9jkRwuFwWnTQGJM1s6gbHTx+/Dhgv1uuGKxWdDCWSPDT/Xu4bfsW9vWN5RZYNQN+76I7iRnN3BkEq1qWEEs8WO1hKBUlxOzmG3K+GmTkz7d8gto+A+JC4Nfe/STgf+B7sLUHfw6cBgaMMSMAIuKnxx4BIpAqXVFzqPgrkSRCkqATvtTO7LGiTCVy2T193BnYUpK+uGvv2trayrL2Lp/4O378OL29vQBs2LAhEBtmZtRzzZo1+QrvBkY1I3+FEJGs0cHMzKJ+dPDMmTOcOXMmtb0fHfTFYJDRwb5IhO/u3s43d26ld2Qk7bWORsObnraZiDkfyL7rnTmNi4ir3bPu6Gy8hqbwwpyvByn+/MifiARei7VOmev9HcaKvP8CvmOMOZqlrIP/eLazzWhFR1siKv4URZkW5LN7+mRG/orl0KFDqZNtudbe5VrzF4lE2LnTlgFatGhRKmFJuXHF1qxZs1i8eHHBbaZSwpegCIfDzJgxIzXbbowZl1l0cHCwYtHBowP9fH3HFn64dxcjOSY0PvCsI0TMgUntR8lOiAZmh84QmyLfX6V8zG55Zc7X/ElICDby19XVVZGSPHWIP+Pahk3m8iLgqIj80BgTBRDr9zXeDezaQFDxN/1IVmDNX1LX/ClKSRSye/r40UBjTNHib2hoiN27dwPW7plZAmGi5Frzt337dmKxGE1NTaxdm1kiqHwcPXo0dX/t2rVVW69Wy5G/YhARWltbaW1tHRcddJPJ5IoOdnR0pCWTaW1tLep/sa23h69ue4JfHT5AIs9n9xdXDZBs0KhUUKxuWUYs8UC1h6FUmAaZQ3fjs3K+7p5fghBnbo2/WlprPI3YBfwH8HvACuC53u2kiHwd+KIxZi+kRCCMRf6GgGhFR1siKv5KJIGQCDgbZ0Jtn4pSEoXsnj5+uYd4PF6U7bOc2T0zyWb7PHnyJKdOnQJs1s2mpqay7c+lr68vFY0Cm/ikGHyBZowp2wXHVIv8FUOu6KArBv3o4ODgIIODg6n/R2NjY1pk0I0OGmO4++hhNm1/kke9JC75eOmFCebM+JUmeAmIWQ0LSKjdsy6Z1fIyRHJfQrvnlyBtn2r5DAZjzGHgPSLSDtwE3IxN/jIfeBdws4jcD3wN+Ck2w2ebt/kwEKvwkEtCxZ+iKFOaYuyeLg0NDcTj8aIif5l2z3KexDPFXzQaZfv27QDMnz8/sKybyWSSLVu2pD03mbqHk2WqR/6KwY0OLliwAEiPDvqiMBqNEovFxkUHm9vaeDw2yh2nj3N4aLCofW6YC1ev+hXx2sw3MOURwswN9xNLVu+3o1QLYXbzK/K2CDry5xZ418hfMIhI2BgzBHwG+IyIPB14N7bG31xsnb+nAu8Qka8AV3mb9mMFoN9HzR0kVPyVSNIISRNwwpeA+1eU6UKxdk+XYgu9u3bPZcuWlc3u6ZO55m/nzp1Eo1EaGhpYt25dYCf0AwcOMDg4mLK/QnWjbvUg/rJRTHTwVF8f9w6e597jBxgoQWTMbIHXPfVBIqY4oaiUzgUty9XuWad0NF5Fc3hJ3jZu5E9tn1MTX7SJ9wEbY+4D7hORFcCNwFuBJd7tEmyWT7A1ATuBU7Uo/ACtJq4oytSlWLuni38izmf7dLN7tra2liW7Z65xJJNJenp6Ura/tWvXFm3DLJXBwUH27t0L2PWLPsWKP034Ehx+dHDBggW0LVzAL5NRPnrqMHf0ny1J+AmG9z59NxFztHBjZULMbJhHMvFotYehVInZzX9QsI2b6TOI46Yb+VOCxXg4jw8C/wZcA7weuAOYCSzymlwC/JWIvFhElnk1A2sKjfyVSJJQ4Gv+kqrJFaUgpdo9fXzrZr7I3+HDhzl3ztZIK7fd08cVodu2bQNgzpw5RWXdnAh+7UBjDG1tbaxevZqDBw8CGvmrFbb0nuar257gN4cP5k3iko8/W3+AZMOWwg2VCSEI88PDRJM1vaRHCYgGmUl303UF2/niL6hMnCr+qosxJgIcA74hIr/F2j9/H3ghsBj4c+/2MPBtEbndTxBTC6j4K5GkCQWejVOzfSpKfiZi9/QpZPscHh5Os3vOnj07a7vJ4o8jEomQTCYJh8Ns2LAhMAvPkSNHcgraYsSfP65yj6/eI3/GGO46eohN257ksdMnJ9XXS1f0sWTx5jKNTMnG6pZVRBP3V3sYSpWY2fxSQlK47qp/fgli4tAYw8DAAKAF3msBLxJ4UER+A9yOFYBPAzYCV3q3/yciVxtjHhIRMVWe7VTxpyjKlGMidk+ffLZP3+6ZSCQCs3v6ZIqeNWvW0NraGsi+RkdH2bVrFwBLly5NrV8MhUJp9aiqQb1G/iKJOD/Zt4evbX+Sg/19k+7vyoXwtIt+R00uMJkmdIfnYBKPVXsYShWZ3VLY8gnBFniHscifZvusPt6aQDHGnAd+DPxYRK4EXoMtFbEImyBmuGqDzEDFX4nYUg/BLq7VUg+KkpuJ2j198tk+jxw5wtmzZ4Hg7J7ZmDlzJkuXLg2kb9/umUgkaG5uThO04XA49XlWi3qL/J0fHeXbu7fzrZ3bODs6UniDIpjfBq98ym+JmPL0p2RDWNgQI5qMVHsgSpVob7iclvDywg0ZO78EbfvUyF/18aJ4BkBEQsaYpDHmYeBhEZmFFYHvB8457auK+gsVRZkyZNo9S436QW7b5/DwcFp0LCi7p8+JE2N12oK0e548eZKenp7UfhobxyxLtSC86iXyd2Sgn3988Le84Aff5L8ef6Rswq9B4N3P2E7EnCpLf0p2VjWvIprcU+1hKFWk2KgfBBv5M8aksn3Wqvj7wAc+kDo/iwh33XVXwW1E5HoR+aGIHBWRiPf3hyJyffAjLg/G2No6YgkbY84aYz5jjFlhjDlW7fH5aOSvRHTNn6JUj8nYPX38k7Fr+3Ttni0tLaxZs6ZsY87G+fPn08RfUNk9o9EoO3bsAGDBggXMmzcv7fWJiL9yi1S/v+ka+Xuy5zSbtj3Br48cJBmAwP3gs04TlR1l71cZoys8C0luZnpPTyj5CEs3M5qeV3T7oG2fbqmHWuPxxx/n3/7t34puLyIh4AvAGzNeWuzdXi4iXwLe7IurWseL7mWWiqiZQ4iKvxJJErwtc0p8sxWlwkzW7umTLfJXSbtnMplk69atac8lEolA9unXDmxsbGTdunXjXq+FyJ8/hho6L06apDHceeQQt217gs09wUXkbr50lMaWewPrX7EsaoRoYrTaw1CqyMzmFxMqIWN/kLbPSCTC6Kj9PtZa5C+ZTPKmN72JeDzOvHnzOH36dDGb/RNjwm8z8AlgH7Aaa5e8DPgzoAf4cPlHHSy1JPp8VPwpilLzTCa7ZyaZ4s+1ey5ZsoQ5c+aUZ9A52LdvX0WKrPf29qZqB65Zs4bm5uZxbSYq/sp5LptO4i+SiPPjfbv5+vYtZUniko9nL0uyet4vdLIwYFY2r9bsnkpRtf1cgoz8+ev9oPbE33/+53/y8MMPs3btWl7xilfwsY99LG97EbkIeJ/38BHg2cakFi8/LCI/Ae4GrsDWzvtKLZVMmKqo+CsRtX0qSuUph93Tx7V9uslQWlpaWLt2bbmGnJX+/n72798PwIoVKzhw4ACQv+bgRHBrB86ePTtn7UBfeFUz4ct0sH2eGx3l27u28e1d2zg7GnyEaHkXXL/ubqJGa80FSXtoBuHkEyqw65zEyCr2nxylq+sI3d3ddHR0pI6duahH8Xf48GH+9m//FoDPfe5z3HnnncVs9m7GtMg7HeEHgDFmWETeCdzvtXsP8PZyjbleUfGnKEpNUy67p48b+Tt69ChnzpwBbDKUStg9jTF0dHSwevXqwMTfnj17GBkZIRQK5U0mM9E1f+WM0k3lhC+H+/u4bfuT/GTfbkYrJKCbw/DWq58gYs5WZH/1zNKmRqKJmsnOrlSJkZ4r6Tt3ilOnrIU7FArR2dlJV1cX3d3ddHV1jVu3HaTt01/vB7Ul/t7+9rczODjITTfdxHOe85yC4s9bC3eD93CnMeaBbO2MMQ+IyC5gDXCDiLyjFq2UUwkVfyWSMCESAUfmgu5fUaYK5bR7+vgn41gsxs6dOwFr95w7d+6kx5uPgwcPpk7aF198cdpFQTnF3/nz5zl06BAAF154IW1tbTnb+mMoRfyV+5xbC+sOS+XxnlNs2vYEdx45FEgSl3x8+FlHiaCup6BZ0byKaCLrtahSR4ToYPncP2SgOUpfXx8jIyMkk0n6+vro6+vjyJEjADQ3N6eJwVjMRuWDmFA8f/48AG1tbVnt/NXgu9/9Lj/96U+ZNWsW//qv/1rsZiuxNfDAWjvzcTdW/C0GVgAHJjJOxaLir0QMQjLghC9G6/wpClBeu6ePfzL2xUYlsnsODg6yd6+9YF+5cmUqQ1s4HE69x3LgJpPp6upi+fL8NalqQXi5kT9jTGAlLyaLTeJykE3bnuTxAJO45OOtVwxB04NV2Xc90RbqosFsVbunwqzm32fJ7AtSj6PRKP39/fT399PX10d/fz+JRIJIJEJPT0+qrI7PiRMnSCaTdHd309LSUpbjW60VeD9//jzvete7APiXf/mXUtbNr3fu7yzQ1n19HSr+JoWKP0VRapJy2z19Mm04mbXvyo1fRiKZTNLW1sYFF4xdSPjir1yRvwMHDqSSyWzcuLHgupRaEH/uGGtR/I3Gx5K4HBoINolLPl60KsHCWb/UcgMVYFlTK9HEYLWHodQAszJq+zU1NTFnzpyUwDHGMDQ0lCYGh4aGUu3PnDmTWlrQ2NiYigz6t4lEBt0yD7VwvHz/+9/PyZMnecYznsEb35hZrSEvS5z7Rwu0PeLcX1rKTsqBiMwE5gMnjDHVOxGUCRV/JaK2T0UJniDsnj5ufb8FCxYEbvc8fPhwyqazcePGNPGZq+D8RMiMLhYzK1yK+BMRkskk58+fp6WlJa+dtBTc/2stLeM4OzrCt3du49u7tnMuUt00/2tmw7Mv/A0xU73EPPXCsqaVRBMaXVWgNbyetob8rhARoaOjg46ODhYtsg7GkZER7r/fZoidMWMGQ0NDxGIxYrEYvb299Pb2prbv6OhICcHu7m7a2toKnuv8yF8tiL97772XL33pSzQ0NPC5z32u1PF0OvcLzbYMOfc7StnJZBCRBmNMHJtk5u+BTwN/UcL2a4BVwOPGmBOF2lcKFX8lkkRImqDr/FV/JkdRqkkQdk+w4sIXSACrVq0qS7+5GB4eZvfu3QAsW7aMWbNmpb1eLvHnZy01xtDW1sbq1auL2q6UbJ9+BNOv29Tc3Ex3d3fqVkwGvHxj8PdRbQ55SVxur2ASl3x0NsEbrniEUdNfuLEyKVpDnTSzk+r/15VaYE7LKyfdx4YNG2hqamJkZCQVGezv72dwcBBjDIODgwwODqbK8jQ0NKSJwa6urnHOlFqxfUajUd70pjdhjOE973kPGzduLLULN0tOtEDbiHO/tdQdlQFfqJaaAerDwOu8vx8XkbAx1Z/FU/GnKEpNEZTdE+DYsWOpYu5AoLOmmWUkLrroonFtymW7PHLkCOfOnQPGRxfzUcr+T506lVawNxKJcPr06dRzoVAodcHi34qx07r/g2raTzefPslXtz3B3UcPVzyJSz4+8KwDjJpD1R5GXbC8qYNoYl+1h6HUACHamNH8oglt606mhcNhRIS2tjba2tpYuHBhqo0vBH3LaDQaJR6Pc/bs2bTzVFtbG/v3709ZK33xN2PGjKpG/v75n/+ZnTt3smzZMj7ykY9MpAvXUtFUoK2b2WYkZ6sy4WUiFcCfnfQXMp4vtSvv78kyDKtsqPgrkQRCgoBtnxr5U+qUIO2eo6OjqeyePq4FtNwcO3YstdZj48aNWdd2lCPyNzo6mipSv3Tp0nHRxXwUm+0zFouxY8cOAObMmcPy5csZHBxMZbzzM+CdP38+ZXEFe9HiC8Guri7a29vH/T+raftMGsOvDx/gtu1beKJKSVzy8Z6r+0iEH6v2MOqCJU0riCYeqvYwlBphZvOLCMvErO3ueSXXRFw4HGbmzJnMnDkTsMe+SCSSig729fUxMDCAMYbh4WF+8IMf8Itf/AKwros5c+awZ88efvKTn3D11Vczb968CY11ouzcuTNVwP3WW2+lvb19It0MOPcLWTndHQS6IFdExCslYRiLSHa7+xaREGQVAwYQzyoK4J+QzzmvVx0Vf4qi1AzxeDwwu+e2bduIx+M0NzcTi8VSEcYgcIXm4sWLc2Y/m6z4c6OLzc3NWaOL+Sg28rd7924ikQgNDQ2sWbOGhoYGuru7U8Xjo9FoSgj6Fy3JZJLh4WGGh4c5ccIudfAtTa4gdG2flYr8jcTj/GjvLr6+YwtHBmrTTvmKNXFmdP2m2sOoC8LxJhpkm14RKSlmZyR6KQW3xl+x5zARoaWlhZaWFubPnw/Y4+HAwAD9/f0sWLCAefPmcfr0aSKRCJFIhN7eXm64wZbJW7lyJVdffTVXX301L3jBC1i7du2Ex18M//7v/040GmXVqlUMDw/z7W9/e1wbP/M0wG9+8xtOnrTBr5e+9KW+WHSTvCwhP26SlyM5W00SX/iJyFVAGOjDZhr11XUvgDEmCfkTAovIZYCfcvt0vraVRg91JWJM8Gv+TMD9K0ot4os+XwCUM+p3/PjxVAruDRs2sHXr1pTFptwYY9i+fXtKaOY7CU9W/J08eTLtfZWatbQY8Xfu3LlULasLLriA5ubmcZ9bU1MTc+fOTSXPSSaTaZHBvr4+IpFIVkuTO2M8MjJStnTo2TgzMsK3dm3jO7u2cT4SKbxBlbh0Plyx4pfEjRYbqATzEk2EWocKN1TqgtbwGtoaNkx4e//4ONkaf6FQKDVR9ulPfxqAQ4cO8Y53vIMHH3yQBQsWcPr0aYaHhzlw4AAHDhzgW9/6Fv/8z//Mhz70oUntuxAR7/i5f/9+brzxxoLt/+Ef/iF1/8CBA/5xf7vTpJBadV/fUew4J4Bgo3O/Ynw00gBfFZF/x4rC897tLDaydxY4A/RjheFrgA3YshQnISUaq46KvxJJEiIZsO0z6P4VpdZw7Z7GmLLbPX3L4qJFi5g3bx4NDQ1Eo9FAIn8nT55MrYNbv359XkE2mTV/0Wg09b78WeFSKZTwJZlMsm3bNsCuL1myZElRY/XX/3V1dbF0qZ2wHR0dTRODfsIDNy36448/TlNTU1pksLOzs+g1jLk40Hee27Y/yU/37yFSA0lc8jG7BV5z6X1ETKl5BZSJsLhpBc2NavdUxphM1A/KJ/6ysWzZMnp6ehgdHeU973kPb3vb29iyZQsPPPBA6nb11VeXfb8BcQA4ji30/pwCbZ/t/T0GHAxwTL4tcytwgfe4GSsExbs/37sVy1eBmsn0CSr+FEWpASph92xqakpF4cpZYsElGo2yfbudzFywYEHKvpOLyYxj586dRKNRGhsbWbduXemDZUz85Vprt3///lTdwA0bNkzq/5JpafITHpw/f54DB8bq9Uaj0bRiySJCZ2dnWiKZ5ubmrPvI5NFTJ9i07UnuPnqoNhZaFCAk8JfP3E2kdjKCT2uapJV29hHcyl9lqhGihZlN10+qD9f2GQRuqYeGhgYuu+wyLrvsMt761rcGsr9sbNq0iU2bNuVtc8stt/DRj34UgDvvvJNrr7027XXPXvlj4K3AWhG52hjzQGY/InI1Y5G/H5sAF4c7ff8D0AW0Ydf23YrNTvp1bISvDZt1tMX56998bWWAu4FPGGMKZTOtKCr+SiRhhETAtsyg+1eUWsIt6wDltXueOHEizRbZ1GQTigUl/rZv304sFitakE10HL29vanU4GvWrClaDGWSL/I3ODjIvn028+GqVavo7OxMazfZgux+woMZM2akxN/GjRtJJBKp6ODQ0BDGmFRGPN9+2tLSkiYG29vbx6KoxvCrwwe4bduTPNlbU8ssCvL+Z5whFtpS7WHUDaua5xBNaCZVZYzu5ucTDnUWbpiHICN//vEQrBtjGvAp4E3Y9XW3isizjTGpbJ4i0ooVXgBxr33gGGN+5j4Wkf/w7v4HsA1oxEYBm7y/rvgLY+sSbq810eej4k9RlKphjEmVdQjS7rlw4cK0KJx/Ui7nmr/Tp0+nFrSvW7euKEFWSp09n3g8nrJizp49O5V0ZSLkyvaZWTcwyHqI7v+7qamJGTNmpNKhx2KxVOY7PwteIpFgdHSU0dFRTp2yGTpDoRDNHe08PDrE/548xvHhqbd+608ujtLadle1h1E3LGxcRjTxSLWHodQYc5onZ/mEYMVfIpFgYMAmyZwO4s8Ys1tEPgl8ELgC+J2I/AuwD1gNfAC4zGv+SWPMnkqMyyv14EcnQ8CfYUXdHmNMBFt3sGDWUSdzaE2h4q9EkhVI+BJ0/4pSKwRp9/SjcE1NTeOicOWO/MVisZQgmzt3bkq8FKLYUgsue/bsYWRkhHA4PGkrZq41h8eOHZtQ3cDJjCOZTI6znzY2NjJ79mxmz54NkFoj6K4dPDU4wL19ffz26F6Gq1gncDJcvciwduEvtLh4hWiUFjrlMPGauyRTqklLeBXtjZdOup8gbZ9+1A+mh/jz+GtsNs03YIXe+NSh8GXgbyo1IFeweUlaso0JSAnFkLdZ0n2+FoUfqPgrGWNCJE2wCVlMwP0rSi0QtN3TTbri2z19/JNyuSJ/u3btSpVCKEWQlSpCz58/z6FD1qZ2wQUX0NY2sTpUPtnEXyQSSZWpWLJkSUl1AyeK/3kVEsEiQkdHBx0dHUQ62vnu+V5uP3WY6BQVfQCLO+GGi+8lamo3++h0Y1XzfGKJh6s9DKXGmFWGqB8EG/mbjuLPE0xvFJHvYy2gV2KLqvcCDwOfz7RhVpp8Qs57PuG1W4ld63fKta/WGir+FEWpOL7d04/2lFP4RSKRtCyYCxYsGNfGPymXI/LX29vL0aO2XNGaNWtoaWkpettSxF8ymUzVTerq6mL58uUFtihMNvG3Y8eOVIKczLqBQZVg8PstZpL04ZPHuW37k9xz9PCUSOKSj8aQ4Z3XbCNieqo9lLphQeNSYmr3VDIQmpjV/JKy9BWk+POTvUDti79bbrmFW265pej2xpg7gDsCG9AE8WyfLxSRvwQeMMaMi0CKyOXAW4CF2LWJW0XkO8aYmlzEreKvRBIICQJO+BJw/4pSbXy7p580JCi75/r167O2K5ftMx6PpwTZrFmzWLKkUJ3adEpZ83fgwIFU5s2LL744rTj6RMncf09PT9q6xcyIKQQjAAuVvEgkk/zy8AG+tv1JtvROH6H0oWedIsKuag+jbmiQRrpDx4glp/q0gVJuZjQ9l4ZQd1n6CtL2ef78ecAKy8k6P5SimYdd8/d7wONgBaFv8RSRi4H/BtzZ0pcBfyQirzLGPF7R0RaBij9FUSpKkHbPkydPppKAZLN7+pQr4cvu3bsZHR0lHA6zcePGkt9HsWv+BgcH2bt3LwArV66ks3Ny2egy9w+2xIK/bnHOnDlZI6ZBkSvyNxyL8cO9u/j6ji0cGxyo2HgqwZ9fNkK4+XfVHkZdsbp5MbGE1vRTxjNrkrX9XCph++zu7i7LBKCSG8fquRwr/A4BP/df9tp0Y62qF2ELvD/kvXYpNmHNx4Dra239n4q/Ekma4BOy6KSkMl3xi7kHZfd0a+zlEy/liPydO3eOw4cPA3DhhRdOaBa2mHG4mTfb29tZvXr1xAacBffiYe/evSkhu379+sAsnvnG4Yvg3pFhvrlzK9/ZtYP+6PRbC/d7K5Ism/sLpu5KxanH3MbFavdUstIcWk5n4xVl668Sts/u7u6KHqPrFMGu31sIdAOPAluc18AmqPlD7Jq/b2KT0iSA9wN/B1wgIs8zxvyqlgSgir8SSVYg4UvQ/StKNfCFnzGm7Nk9obQae5MVf4lEImX3nDFjxoTX3xUzjiNHjqQyb27YsKGsViJX/E1WyE4G/3twaLCfz963m//dv5docnrmvlw5Q3j+mruIGi0tXinCNDIrdJrYFE4MpATH7JZXlLW/IG2fKv4qiv8B+/WUjmKje0BqyfmlwHzgHuAzxpgBABG5DXge8HTgQuBX2IygNXFiU/GnKEpF8K2evvAL0u5ZqMbeZG2fe/fuZWhoCBGZkN3Tx414ZSuaPjIywq5ddk3Y0qVLy555M9M21NXVxbJly/JuE8QFx+6RIf639wQ7ju6d8klc8tHWCG++6jEi5ly1h1JXrG5ZQizxYLWHodQgQiOzml9atv78ZGYQvO1TCRz/ZDfP+zvkP2eMSYhIJ3C599p9xphdzlrAXuAAVvxlX39SRVT8lYhBSAackMVowhdlmpFp9wyHw2UTEe5atfnz5xe1Vm0ykb++vj4OHjwI2HILHR0dJfeROQ6wAtB97CevSSQSNDc3s2bNmgnvJxeZ4m/jxo0VW0eSSCb5xaH93LZ9C9vOTJ8kLvl4z5V7iLC/2sOoK+Y0LiSudk8lB91N19IQKt+kmntOCTLhi0b+KoI/F+n/I9uAdiDqPb4MuMS7/5j3NwQksUXgfY01HOwwS0fFn6IogZJp9yxnxA/S7Z7FrlWbaJ0/v9yCMYbOzk5Wrlw5oTFnjgPsRYP7+OTJk/T0WFG0YcOGQGaRI5Gx9XSLFi2iq6ur4Db+koVskcpiGI7F+MHenXxjx9Zpl8QlH6+78AhNHU9Wexh1RYgGZofOEZumFmJl8swuU20/H/ecEmTkr5hjtTJpfPF3GivmngMsAnzrxguBjdgMoLu953xveQcw17t/MqO/qqPir0QSRkgEnPAl6P4VpZIkk0n279/P/v37mTFjBpdddlnZ+j558mRaaYJCdk8f/6TsCtJi2L9/PwMDA2Urt5Ap/nyi0WharcJ58+aN23ayGGNSllKg5DIVpdIzPMx/79zK/+yenklc8vGiFaNcsEKjT5VmdcsyYokHqj0MpUZpCi2ho/FpZe2zUuKv1mv8TQf8Ug7AncBBYA3w7yLyVew6vj/2Xr+dMfHncwGwBK/gu99lkOMtBRV/JaIJXxSlePyoXyKRIBqNEo1Gy2r39LN7zps3j4ULFxa9baboKkbEDQwMsG/fPsCWWyjHzKu7X1f87dy5k2g0WlTymoly4sQJzpw5k3ocpIXoa9uf5FOPPVSXCTfWz4FnrbmHuKm/915NZjUsIJF4uNrDUGqY2c0vL/txL0jbpzEmlfBFxV9l8NbwbRGRX2DLOTwXuAJoxFpATwHfN8aM+pt4f5+NFX87gJpb16AqQ1GUQHDtnhO1WeZjx44dKYG0YcOGkk7i7km5mDEZY1J2z/b2di644IIJjTnfOFJlDnp7OX78OABr1qwpOppZCm5kMXP/hSj1Yunhk8f5t0cfrEvh190Mr7/8QeKmfuyttYAQYl54gBpJrKfUJA3ManlZ2Xv1zyflXNfu4mb7VILHGJP0SjS8C/hr4DgwAyv87gJeY4x50mmfEJFm4I3YNYK/xNpGqZUyD6CRv5JJIsHX+dOEL8o0wM3uWa6i6j6nTp3ixIkTQGl2Tx/XjlNM0peDBw+mTrrlTIqSGfmLx+Op5DWzZ89m8eLFuTadFLt27Uqtk0wmkyQSiaLFXyn0jgzz/nt/TaJ2znkVQzC8/1n7iZij1R5K3bG6ZSXRxP3VHoZSw3Q3PovG0NzCDUskyBp/oNk+q4Ev2owxHxeRW7E1/9qBQWPMiSybbMQWhG8C/scYM1SxwRaJij9FUcpOZnbPpiab6bgc4s/N7lmq3dMn11q7bAwNDbFnzx4Ali9fzsyZM0veXy5EhHA4TCKRIJFIsGfPHkZGRgiHwyVHM4vlzJkzHDt2DLCRxd27dwci/pLG8MF7f0PvyEhZ+50q/OU154mHHq/2MOqOGQ1zMZrdUylAuWv7+QRZ488Yo+KvynhCLiXmRKTRGBPLaPa4MeZFItJgTG0WdFXbZ4n4pR6CvGmpB2Uqky27Z2NjI0Dq+cng2z0bGhqKzu6ZiZtxNJ8g9e2eyWSS1tZWLrzwwgmPO99YwK4pPHToEGBLSARRaD2RSKSE86xZs1i8eHFq/8VEQP3PrJjP/HNPPMqDJ49PYrRTl1eti9HZeWe1h1F3CMKC8CiGzGsxRRmjMbSAzsZnBNJ3kJE/XfNXe2QRfhhjEt7fmhR+oJG/kkkagrd91p9DSplGZBZzF5FxNsuJnhgz7Z4tLS0THmdDQwOxWCyv6Dly5Ajnztmszhs3bgzkhB4Oh4nFYinh193dzYoVK8q+H4B9+/YxPDxMKBRKRRbdQvPl4v7jR/n8ls1l628qcflCuGTpL0nUTmK3umFV8yqiSbV7KvmxiV6CiX0EKf6Gh4dT56tyOlCU4hGR5cArsMlf2oA+4CPGmPNOm3bsguOYLwRrDRV/iqKUjVzF3DMTrEzkxOhm95w7dy6LFi2a1Fh90ZUr8jcyMpIqhbBkyRJmz549qf3lGwfA6OgoIsLGjRsDsXsODAxw4MABAFavXk17e3va/ssl/nqGh/ngb+8kWYfr/Oa2Ca96yr1ETH1aXatJd3gOJB8r3FCpc0LMar4hsN6DtH36Bd5BbZ+VRkRmAZ8EXu091e797QM+Dpz32oWB64BnAruAr1Z0oEWi4q9EtNSDomQnXzF33/YJE1/3t3PnTiKRCA0NDWVZD+cL0GyRP2MM27ZtI5FI0NzczJo1aya1r2JZuXIlnZ2dZe/XzVba0dGRVpy+nJG/RDLJ++/9NWdH60/8NAi89xnbiZhThRsrZWdhY5xoor7qRyql09X4dJrCCwLrP8jIn2/5BLV9VhIRWQR8HSvqAM4AO4HLgbPYAvBAKttnK/B+oFdEfuhGBWsFVRmKopQFN2ukb/f0KbW0QianT59OlT9Yu3btpOyemWPKJv6OHz9Ob28vABs2bEgTr+XEGMPoqC0P1NTUxOrVqwPZz+HDh3NmK52I+MslvP/riUd55FS25GfTnw88s4eobK/2MOqSVc2riSYyaywrynhmt/xBoP1XQvyJiEb+KoSItABvwAq/08C7gAXALV6T82AXGcuYl/g+4AS2qPsLvddqKpmHRv5KJGkqUOoh4P4Vpdy4UT/X7ukTCoVSWS1LFX+xWCyVpGTOnDllK3+QS/xFIhF27twJwMKFC5k3b15Z9peNI0eOpPY/d+7cQKxCIyMj7N5tL4yXLVs2bsa4lIQv+fjdsSN8qU7X+d10SYSm1nuqPYy6pDM8i1DyceqviqRSKg0yl67GZwW6jyBtn36mz87OzkD6L3YMd9xxBw8//DCPPPIIx44do6enh5GREWbMmMH69ev5/d//fd74xjcWtVRCRJ4OvA14FjAfK6aeADYZY74V5HspMC7xSjysAf4UiAKfMsbc6r0+7DXth1SGKX+tQxS4G3gNsNbv0nm96qj4KxE/I2fQ+1CUqUI+u6dLQ0PDhMSfa/cs53q4XLUHt2/fTiwWo6mpiXXr1pVlX9lw1xQCqXIY5cQYw44dO1L21Ysuumhcm4naPt2sraeGh/jQb++snTNbBXnmUsMF83+h4qNKLG4Uoon6sxkrpTNw8hIe2vMo3d3ddHd309XVRVtbW1nXWFci8tfd3R3IuvBieOihh7jxxhuzvtbT08Pdd9/N3XffzSc/+Um+8Y1v8MIXvjBnXyJyC/C3pLsQ5wMvAF4gIn8M/KExZrRsb6B4fLG20rv9Fviu87o/K9yPTe7iFnEfAI5592c4/dUMVRN/IvIvWE+sz3XGmLsKbHM98CbgSmAu0AM8DHzBGPOzgIaqKEoe8tk9XRoaGohEIiWJv56enlRNunLZPX2yRf5OnjzJqVN2zdb69esDEWRghdP27dtJJBKEQqHUZ1huTp06xenTpwH7frJdkEw24Us8meT99/yac5FqnJ+ry7IuePH6u4iaaLWHUpesaF6txdyVojBGiJy9imR0iKGhodQygoaGhpQQ9P9ORrhVSvxVk6VLl3Lddddx+eWXs3TpUhYuXEgymeTo0aN873vf4wc/+AG9vb287GUv46GHHuKSSy4Z18fnP/95gI94D/cB/wxsARZhrZXXAS8GvgK8thLvKwP/QsYvJHwIOCIiYS+D5yzv+T488ecQAfwLHf81FX8icinw3hLah4AvAG/MeGmxd3u5iHwJeLMxJtAJWFMB26dR26cyRShk93TJFWnLRSwWY+vWrUB57Z4+vujxx+NmE50/fz7z588v6/5cTp48SU9PD2AX7p89e7bsRdZjsRg7duwA8r+fia758yc5b938MI+dPjnJ0U49msPwtqufIGLOVnsodUl7aAYNySc14qoURWfjVazc+Hz6+vro6+ujv7+faDRKPB7nzJkznDlzJtW2o6MjJQa7u7tpbW0tOtIWpO3TF39dXV1Vi/xdd911HD58OOfrr371q/nRj37EK17xCqLRKB/96Ef5wQ9+kNbm7NmzfOADH/AfHgauNsb0+k+IyE+BHwIvBW4UkS8UCg4FiD/jLEArNqoH4Nfa6M+iOxoZi/idD3JwE6Xi4s8Rcg3YxZPFLKj5J8aE32bgE9iZgtXY6OFlwJ9hI4EfLvOQ09A1f4piMcYQi8UK2j19ShV/vt0zHA6XJbtnrvH4J+udO3emisevW7cusJNrNBpNibIFCxbQ1NTE2bNnyx752717d8oum8++OhHx5wu/e44e5qvbnpjcQKcoH3rWcSLsrfYw6gxhRqibGQ1tCJ0kjSZ5UYpjTssrmdE8I7Xm2U+25QvBvr4+BgcHMcYwODjI4OBgKjrY2NiYJgY7OztzRvamu+2zGFH78pe/nDVr1rBr1y7uvffeca9/6UtfcjOXfsAVfpDKmPk24PeBMPBXwF2THPpE8TN5zgVmGmP6vcdu5A+w+sYTgsuwdQABjnh/a2pVRDUif3+BtW3uxCr7D+VrLCIXAe/zHj4CPNuYVBGlh0XkJ9iFlVcAfyUiXzHG6BlZUQImWzH3fJQi/jLtnq2trZMfcAau7bOnp6fs2URz4YvMxsZG1q1bx8GDB1PjKBfnzp3jyBF7zrnooovyvp+Jrvk7OTTIX/+uPtf5veXyYaRJ7YaBYAytyTZmhNroamyis1FoCQ0TNmfBnAT2cyzxTP63L8LlHS9gXugX1R6xUuM0yCy6m65Ne05EaG1tpbW1lQULbOmHRCJBf39/Sgz29fURi8WIxWJZo4OuXdQ/R/nH8SDEn5/wZSqUefBLFvnZrF1+9KMf+Xf7gR+MawAYY46KyK+w2TKfKyKdxpiBbG3LhYg0YsVmBFKmgi3AXuD52OQvh7zn53h/B7xtw4wJvOuBa4Cj3rZQz+JPRJYB/+A9fAtjNTPy8W7GxvlOR/gBYIwZFpF3Avd77d4DvL0sA86CRv4UxQoF3+4JFIz6QfHiz83uOXv2bJYsWVKGEeceT1DZRLORKTKbm5vLlm3TJ5lMpuyyM2bMYOnSpXnbT0T8xY3h/b+9k/OR+qur9sJVSRbN/mVtncmnIJ2hLrpDbbQloTEZpdEM0BQ6T3PzOUKhWHpj56tpTIj7huYSNz08ONDDipaXsq7pdzSI2m+V7Mxqfin2uj4/4XCYmTNnMnOmdfS50UE/QpgZHfQnKRsbGwOp0eri2j5rmV27dvH4448D9jznEo1Geeihh/yH9xuTd8H03Vjx14wN8NxZ7rFm8Bask/BWY8xmL+PnvSKyBbgA+KCI7DbGHAT8f0IP2GglgIi8CJubpAX4CbDde72mHOqVjvz9F9AB3GaMuVtE8oo/ry7GDd7DncaYB7K1M8Y8ICK7sKr8BhF5h5N1R1GUMlJsds9MihV/u3btYnR0lHA4XNbsnpn4kb/h4WFisVhg9lKfeDyeJmoXLVqUNo5yrfnbv38/Q0NDiEhR76cU8SkijIyM8A/33smTvafLMt6pxIUz4TkX/oaYKb1WZT3SGepkZriTzoYG2iRJs/gRvBPAgQn1+eiZq+mRntTjg6NH6Ylu5KqOETrk4TKNXJlOzG55xYS2yxcddO2ifnTw7NmxCYhHH300FR30I4SlrB3MxBhT05G/4eFhjh07xu23384nPvGJ1Hn+3e9+d1q73bt3u+eanQW6dV9fR2XEn7+fzY6O+ChwKXAt8BsR+SKw3h+XiPw+1ha6Hngdtg7gaeBLxphzTtmImqFi4k9EXg28BDjLmI2zECuxmX/AzgDk426s+FsMrGCiZ5YCaORPqXf8zJ7F2j19ihF/vb29HD16FIA1a9YEYvf08UVXLBaryP727NmTErWuKMtXbL5UBgcH2bdvHwCrVq0qaia6FPGZTCbZ9Nu7+fHx3Av+pyudTfDGKx8lYvoKN64jOkIdzAx30tXQSJskaZIRGlIWTec0bJi08SmaaObxZBuE061kQ8kB7uyDC0PP5aKOuwmFVJwrlo6GK2gOLy9bf9migyMjI/T399Pb25vKrgxkjQ5mZhYtJTGML/6qne3TZ9OmTfzpn/5pztc/+MEP8trXpifq9M/v/sMCuzji3M9vYSkP/hHKTT4jxpgnReR1wLew+uLvvJcT2Fp+L8Wu82v2nj8O/Lkx5nFIKwFRM1RE/InIDOA/vIfjFnfmYb1zv9QZgkDEnyH4Onw19y1RFA+/JEEpdk+fQuIvHo+n7IqzZs0qaFecLH7EC2DmzJmB7u/8+fMcOmSXClx44YW0tbWlXiuX+DPGsG3bNowxtLW1sWrVqqK2K8X2+cD2bXylDoUfwAeeeZAIB6s9jKrQHmq3Ai/cTFsoQbOM0GDOBSLw8rEz8WKi4RwRZ4E95iwnzj6dy9t309VafxlolfHMbvmDQPsXEdra2mhra6O1tTUl/i699NK09YN+dLC3t5fe3t7UtpmZRVtaWnKeU2ul1EMhLr30Ur7whS9w5ZVXjnttYCBt2d5gga6GnPsdZRhaIfwMnn4B95RwM8bcJyKXYfOW/DE24SSMBajA6pBtwCeNMQ9Rw1Qq8vcJbBj0d8CXS9jOXewT2AyBiBRaVLSglP4UZToyUbunTyHxVym7p8/Jk2MXh0Huz12D193dzfLl6bPQ5Vrzd/ToUc6dOwfY91PsjHKx4u98fz+3PPYgw7W1dKEivPtpfSQaHq32MAKlTdqY2dBFO2ESg320hiPM7kpWXODlYtTM5eHB/oLtBhsHuHd0KetGF7Nq5vT+nyn5CcsMupueW7H9+ee2cDjMrFmzmDXLJoT0o4PZMosODAwwMDAwLjroRwbb29tpamqqSdvny1/+cq644goARkZG2LdvH9/97nf54Q9/yI033sinPvUpXvKSl6Rtk5EAplCBVHdReXC2nDH8dXxZRakx5qyI/DPweazoW4nN+tkAjAIHjDFBW1PLQuDiT0SehS3DEAfeUmL40/UsBTlDcKRwE4vaPpV6ZaJ2T5984q+3tzeVnXLNmjVpkbEgOH/+fKqYOxDo/vbv38/g4CAiklVklmPNXyQSYdeuXQAsWbIkddFRDMWIP2MMf/ebX3AoWn+F3F++Js7M7t9UexhloUVamdXQRXe4mfaQsRE8zkPyFGkCb4b3t4ZsKI9Ffo+IOVZU22Qozjagr+/5bGi/j6aGoYLbKNOPWc0vJiRNFdtfrhp/bnRw4UJbMzwejzMwMJCWTCZbdPCv/uqvABtNmzNnDv39/TUT+ZsxY0aaEL3yyit5zWtew9e//nVuuukmbrjhBr785S9z8803p9pkZJ4u9M9pdu6P5GxVPtqx6aUiudbpeQlqTni3cbNLtbi+LxuBij8RacLW9BPg340xW0vswv2W1NoMgaLUDZOxe/rkEn+Vtnu6kTifRCIRSGpudw3eypUrs67BK4ftc8eOHcTjcZqamlizZk1J2xYj/r6z+RF+3lt/NrqnzIMrV/yK+BSKdrZICzMbulMCr0VGaTDnwZzCKUlVtQjeROhPXsCTQ6V//47SS//oVVzZdoa20JMBjEypZWY3TyzRy0QppcZfQ0ND1rWDbnSwp6eHffv2kUwm2bNnT2rb17/+9Tz72c/mmmuu4ZprruGKK64IdL16qbzuda/jpz/9Kd/97nd5xzvewcte9rLUhGTGObBQoKbduV8oADQpRMTf1xBwPJeA82qV+zeD1Tf+GpIkkBCR1NG1VoVg0JG/DwNrgcPYbDml4k4zBzlDUOhqcwHwMNj1foFH/gJeU6gopTBZu6ePK/6MMak+du/eXVG75759+1KROP+4HIT4M8awdetWjDG0t7ezevXqrO1c8ed+LsVy+vTplIV13bp1NDYWTmnuUsh2uv/sGT7+eP1lUZzVAq+97H4ipvaiRs3SzKxwN10NLbSHoEVGaeS8FXjm/FjDKSTw8vHQ6BUkC678yE5/4jy/GWjkso4Xsyj0f4iUr56mUru0N1xKS0P2Y25QTKbAe7bo4PDwMN/4xje47777ePjhh9m6dStDQ0P8f/beOzyysz7//jzTNKPepdXualW2r9bd68UFY4OB2AbTAyEQggmBEAKBUH4hCZCEhFACCW9CMMEBkgBJ6GDjAsbdxt3eprLqWvWu6TPnPO8fR+fsSDuSZkbnTNGez3XNJa3mlO9od+eZ+/mWe3Z2lh//+MeGX57L5eKiiy7iZz/7mTGVNNfccsst/O///i+BQIC77rrLGPyyyrppo5arxM/mKVfoZYiuSuPADUKI02g+hAuAX0oZBMOyoXB2A9fAMvEnhNjPWQP390uZ0Qqa2Blq2Q6BlHLdVSXxw5hd9mlzvrHZck+dxAVRF1szMzMMDWkDRPbu3Wt5uefi4iJ9fX0AtLS00N+vlbrF43GKiorWOzVthoeHmZ+fB9bvwUv8uaqqaU1/i8fjnDx5EoC6urqMFv71yk6jisIf3/0zQibZUBQKDgF/dnUPETmasxg8ywKvwlVEiUPgJYxbLICcBJngabdFBN5aTKmX0R3KTPjpSFSe8Y8yUfRKDnufxU3u/l5tskO2s36wdtlnphQXF3PzzTdz8803093dbfTXfelLX6Kzs5PHHnuM48ePE4/H6erqoq6uzpT7mkFiLPqwM9DWeafTqf+u9p975goSnz9lZnxJqEz4+t3VTy5n8wJognARmF9+zK56zABzaKJxQkp5evW18gErM39/ipat6wOKhRBvTnJMR8L31wsh9E8uP1sWi4nv+Pm0Q2Bjc15gRrmnTqL403dI9fLLqqoqmpubNxnt+ujlnlJKSktLaWtrM8SfWQbrOqFQyOjB27lzp1Hak4zEqaPpir9E+4iDBw9m9HezXtnnpx/4Fb0BS6tt8pKPXDlLLAtlgm7h0QSe00uJU+Alglss4JCTSDlz9kC56ut5xKOBFsCckuMzkVFmYi0cKd1NhXjQlGva5B9OUUZl0cuzft/NZP42Qp/0CfDud7/b2ChdWlriiSeeYHR01DTRaQb6ABuA0tKzuRuPx8ORI0d47LHHAF4khPCsY/R+7fLXCPCURaHq6I2UUTQLBwdnSzodgBMtCVXKygmf6zECNAshnLoJfL5gpfjTt9HbSKKik/CXCd+3oinskwk/y4sdAjvzZ3O+YFa5p85q8dfX10coFMLhcHD48GHLyz0HBgaMaWmHDx8+JxNpFlJKTp48iaIoFBUVbdiDl7hgK4qSctnmwsLCCvuITHs+1hJ/d5zu5vt93Rlds5D5nY4oxSXmDWxz46bKVUmF00upU+AlmiDwElyPEgTeeajxkjIYv54zUXN7TcNqiAcXYX/xq2l3/RKHCG58kk1BUeW5EYfwbnygyWRD/Pl8Pjyes11QZWVlvPSl2Ztomir/93//Z3x/+PDhFc+95jWv0cVfOfA64Hurz1+ewv+y5T/+Skq5tPoYk9HF3zDwI7SZI2VoYq8EKEabJ+JFS2x50DSUe/mrk7MiUaK9Nt2CLu8+1GfN5D1D+tHMEps4uwOwFi9e/noGzlMzJhsbEzGr3FMncUGcnZ3Narmn3+/n9Gmt+qK1tdWYlqaXn6xnPJ8u4+PjTE1NAXDo0KENPwisFn+pkDi0pry8fFNZU138SSmNnsPBhXn+4qGtMeEyHa5ogoNN95DuVoATFzWuSsqdPkodAp8jiptFHHIKKacw5Jwt8FJGkR4eC5SiVVKZT2dwmEnXlVxafAavsLqizCabWO3ttxZml30mkujxZ/VG6Xp885vf5M1vfvPqqZ0r+NKXvsSdd94JaOvtNddcs+L5d73rXfzd3/2d/po+K4S4VyaUOgghnMC/ogkpgM+b+yqSUrn89QUp5ceSHSCEKEITgMVoglDPBJYlPMqXf7YN0MtH8q5vwjLxJ6V8B/CO9Y4RQnwK+OTyH6+TUt6/6hpSCPET4L3AfiHEUSnl40muc5Szmb+fWDpdRwqk1Zk5O/Nnk2PMLPfUEUIYYkufgFlVVXWO753Z6INXVFWluLiY3bt3G8+5XC4URTEt8xeNRjl1Svsg2djYSH19/YbnZCL+BgcHWVpaMuwjEktH02V12WlcSt7/yzsJKuYJ4kJgWwm89vBDRGQk6fNOnFQ7K6lw+Sh1OPA6onhYShB4Cev78re2wMuc7vgrmY1bI/x0ZuMz3LdYyiWlr6TBcTdaW49NIVPs6sDn2puTe2cj81deXp5T8fepT32KD3/4w7z+9a/n6quvpr29ndLSUpaWljh27Bj//d//zSOPPAJoJZ633XbbOWK4urqaf/iHf+A973kPwC7gN0KIzwDH0JI9HwSuWz78u6u1gUXULH8NLzsV6AugTDB6j6CVoM6nc+HlITF5Rb5n/gC+DLwbbQfgK0KIF0spjWmeQggf8JXlP8aXj7cMFWH5NE572qdNLjG73DMRXWxFIhEcDkdWpnsODQ2tOXhF/96szF9nZyfRaBS3282BAwdSOidRfKUi/oLBoDH2u6WlhfLy8g3OSO/+n3niEbrmrP3QnW+4hOS9lz9HTE5T46ym0lVMqcNpZPCcchopJ7EFXnaIqeX8xp9chJuNQpwn/RM0F93EoaIncInJrNzXxhpyMehFx0rxp7cs5DrzB1rlzte//nW+/vWvr3nMjh07uP3223nZy16W9Pk//MM/5D3vec9fo7V8tQO3JznsTuCdJoScCnpj/vw6PYgG4uxfwuq/DMGyBUS+9fklkvfiT0rZLYT4PPBx4DLgESHEPwC9aP9gPgZcvHz456WUPcmvZGNjkwpml3smknitvXv3UlJSss7RmycYDNLdrfWtNTc3n2N+ri/SZmT+pqamGB3Vpgju378/5emhQggcDofxO18PKSUnTpxAVVV8Pt+a9hHpkCj+7ujt4X86T2z6moXEzuI4f3n4YXZ5+/B45hHCFni55oXYKwiqY1m951DkDNOxvRwpbaNMnFNgZFMAOEQJlUWvzNn9s1X2mUvuvvtu7rjjDh555BFOnz7NxMQEMzMz+Hw+6uvrueiii7j55pt505vetGE7h5Tyk0KIu4H3AdcADWhZteeB/5BSpjIvxCz0DwcL6x61TEKFYUEuD3kv/pb5BFCPtgNwMUmaQ4FvAH9hdSD2wBebrYwV5Z46iqIQjWobaj6fLyvlnidOnEBRFLxeL3v3nlsKZIbBOmg7vidOaKKppqaGpqZUh4GdjUP/3a/H2NgYMzNaa8TBgwdN2WHWfwcTsShf/s1Dm75eodBQWsQNuyO8fccP8TiHch2OzTJBdTtPB6Y3PtCSewe4fxE6il/NLtfdOER2so825lDleSVOYW3/+Hpko+wz15m/ffv2sW/fPj70oQ+Zcj0p5aPAo6ZcbHOkJf4KnYIQf8v1srcKIX6AVgJ6OVALTKOZr39NSvmLHIZoY1PwWFnuCZqZu57Zqqurs3wBO3PmjCGUOjo6ki7IZom/RMuFQ4cOpf3anE4nsVhs3TgS+wm3bdtmmqeTw+EgKlX+Y3acoImDb/KVKp+bC1p8XFXXw8urfog2WNomX3gqcg3x9a13Led4cJgJ97VcXNxLEb05jcUmdWq8uSv5hOyVfdpYQsPy1/Ni/G9OxZ+U8lPAp9I4/k60GuCcIbMw8MXygTI2Nkmwstxzbm5uhdGr1cIvHA7T2alNWd6+fTu1tbVJj9MX6c30/M3Pz6+wXMhkcqleerme+Ovs7CQWi+F2u9m/fyPnm/Tu/YO5acZiG7Y5FDQlHieXtpYyJod5V8sgOz135zokm1XMqQc5ETyz8YFZYCo2xX2LNVxe2kat495ch2OzAT7nfopdh3J2fymlZWWfUkoj81dZWWnqtW0Mvo3mMHBe1HwXROYvn1Cl9WWZakFWENsUMlaXex47dgwAt9u9YYZrs+g+e/F4nKKionWF0mYzf4mWCxUVFRmXsupxrNXzNzMzY/QT7tu3L+V+wlT4WW8PjwcXTbtevuFxODjSXs6YGCXimuRfdj+Jh+O5DssmCY+HDiPJD/EHEJcxHluaps37avZ7HsIp5nIdks0a5Drrl7iGWD3t08Z8pJT/A/xPruPIFrb4s7E5z7G63LOnp4dgMIjD4aCuro7R0VFTffVWMz4+zuSkNrHv4MGD65qmb3baZ19fH36/37BcyPT3tp4IVRTF6Cesrq5m+/btGd0jGb1zs3z60QdMu14+4RRweWsl8+5JumJT3FKv8rsNP8Mq3zibzTGqXEV/OH+EXyJ94WEmYxdwpMRPiXg61+HYrMKBlyrPjTmNIfG924qBL0tLmse5nfmzhmVvQSGl3Pq9D9jiL23ssk+brYbV5Z4DAwOAVhKpi6xYLGbaPRKJRqOcPHkS0Hz2Ghoa1j1+M9M+/X6/4VfY1tZGWVlZ2tfQWU/89fb2GuI5k37CtQjFY3zgvrsIxq35u8gll+2qIFo8R2+kFxGTfLJ9gY7in0La9u022UBKB48FGoD8tVnwK4v8elFwYcmr2O78BQ5xXnxGLAgqi16O01Ga0xgSNxCtzPzZ4s8a8tmWwQoydwa2sbEpeKwu90wsiWxpaTGlx249Tp06ZfTFpeKzl2nZp24cL6WkpKSEtra2jOLVWavnb2lpif7+fgDa29tNtcb49CMP0LPF/PwuaCrnsoMOBp19jEXmqHMLbj90ko7iH2ELv/ylT3k5E7H8FX46EslzgRGeDt9AVDbnOhybZWqKXpfrEFasaVb2/NkDX2zMwM78pYnMgtWDnfmzyQZWl3uePn2aQCCAEILDhw8jhDDVV281k5OTjI1p3mAHDhxIqS8u07LP9YzjMyFZz1+iwCwtLaW1tXVT90jkB90n+VFPp2nXyzV760uprovQG+qHsPaza6rg/TvuRuRRD5nNucSll8f85pfJWcl4dJy52HYuL22nyvHrXIdzXuN17qbEfWGuwzDWEKfTucI71QxUVcXv9wN25s/GHGzxlyYSkBYPZLHnvdhkAyvLPefn542M1Z49eygt1UpyrMr8xWIxoy+urq6Obdu2pXReJmI0FAqtMI6vqqpKM9pzSZaBHBoaMnZ7Ozo6TPtA0T07w18/8qAp18o1zVU+mpugKzTIXOjsz/9kV4hryn8E2D5t+c7J2G+xqEzlOoy0icgwDy+F2et7Nbs99+HEn+uQzktqinI76EXHSoP3xcVFozrHjPXGxsYWfzY25yHZmu5ZXl5OS0uL8Zwutszu+evq6iISieByudLqi0u37FOfJLqecXwmrI5jtcA0a7c3EIvygV/dRVgp7H6lhtIi9je76QwP0RU6u11W4oTP7R2g3mVnYwqBsKzlyUBhi6bu0DCTsSNcVjyFTxzLdTjnFYIiqopuznUYQHYM3sEu+7QxB7vnL01URFYeNjZWsbrc0+ys3+pyz8SMVWKmTZqUQp+enmZkRDOF3rdvH16vN+Vz081Ejo2NMTWlZSkOHjxo2kKv/45UVbVMYAJ88uH76Vso3HH1lT431x4sx9UwycnwIGpCnURHKfz7wYdt4VdAPBd5KRE1tPGBec58fI77Fj2MKTchpf2xKltUel6Ky5Ef1gdWZv4SxZ9d9mljBnbmz8bmPMPKcs+FhQWj3HP37t3nTMBMFEuKomxaPMXj8RU2CDt27Ejr/MSMm5Ry3d9FNBrl1KlTgDZJtL6+PsOo149jYmLCEoH5v50n+FlvtynXyjbFbieXtZcyqIxwMnyuGf1bm2K8puYnwFL2g7PJiCXZxnOB8VyHYRoqKk/5R9lR9Fsc9j6Ni63z2vKVGm/uB73oZCPz53K5TB36ZbM5hBAOMLI1WleYWbvaFmOLvzSxrR5sChkryz1VVV1R7plsQEniwhiLxTa9UPb09BAKhXA6nRn57OmiS0q5ofjr7OxMa5JoJnHEYjFDYDY0NJgmMDtnpvnbxwqvz8/tEFzRXsG4GONU9NxpkE4kn9k7TXvRHdjd0oXFE6EjqIzkOgzTGYmMMh1r54qSdsodj+Q6nC1LkaOFUveluQ7DIBvir7y83PRhMjbpI4QQUkPd+Oj8xBZ/aaJmYdqn1de3OT/JxnRP3fB8dbmnTuLCuNmhL3NzcwwODgLaUJni4uK0r7E6Ho/Hk/S4qakpRkdHAdi/f39Kk0TTQf9dBYNBQxSbJTD90Sgf+NUviFgwYdUqHAKOtFay4J6kK9ab9JhmL/zt7ufwieeyG5zNpplWL6YrtPWEn05YDfLAEhwsfjWtrntxiMIvbc03arz5MehFx+qBL6D1+5m5ZttkhpRSCiGOAkcBL+AHRoAXpJR9OQ0uRWzxZ2NznhCPx7NS7tne3r6m4blZ4i/RQ7CyspJdu3ZldJ3EhXqtoS+JpaU1NTU0NTVldK9U4tAH4ezduzet3sX1+MuHf83A4sLGB+YJhxt9OKoC9EZ6YY25QK+sVXnntl8g8tgU3GZtHg3uBsZyHYblnAwOM+G6mkuKh/CKrlyHs2UQuKkuelWuw1iBlZk/3VaosrLSFn85Qs/2CSH2AZ8CrgUaEw4JAQ8LIf4D+JGUMq9HTdviL02kzILVg129ZGMyuujTfeSsKPeUUlJWVrau4bkQAqfTiaIomxJ/iUNlMin31ElFjPb09BAOh3E6nWlNEk2HxGtWVlayc+dOU677nZPHuLOvx5RrWU17pQtPxRLjzpl1HRr+X9sil5T8lDWVoU1eMxR/CSORrS/8dGbi09y3VM6lpa+gwXF3rsPZEoTnD/JMbw8VFRXGw+v15lQYWSn+9MxfeXl+DLfZqugCb62fCyF2AZ8BXgfMAf8LzAPlwOXADcuPPwC+sdb18gFb/NnYbHESyz2llKaXe/b29m5Y7pmIy+XalPhbWFhgYGAA0IbK6B6CmbBR5m9+fn7TpaWpMD09bXy/GTGbyInpSf7+Nw9v+jpWs6eulNr6KKdD6wuCSpfg83u7qHTafVSFiipdPBqoAGZyHUpWUWScJ5YmafG+ioOeR3GK8+v1m01k5ihxvx+/38+ZM2cA8Hg8lJeXG2KwrKzMkhLMtcjGtM9cln0+9dRT3HnnnTz88MOcPHmSqakp3G43TU1NXHXVVdx6661cffXVKV/vF7/4BTfeeOOP0ERTHTAFPAncJqX8hTWvIjlCiG1SyrFlgZdMsDkABXg1mvD7MfDXwDDaVqUP2Av86fLzfyyE+I2U8ni+CkBb/KVLFga+YPf82ZiI1eWefX1aiXt7e3tKO5Mul4tIJJKR+FNVlePHjxtZxmRDZdJBCIHD4TAG4SS7F2iLbqalpRvh9/uZmJgw4tmMmDWuGY3ywfvuJprHfX7NlT6at0N3aJD5DVqijlTAh5t/hYPB7ARnYwnd8d9iNn7+Cp+B8AhTsUMcKQlTKp7IdTgFicexnY7db2JxcZHFxUUWFhaIxWJEo1Gmp6eNjTQhBGVlZSuyg2b3aieylTN/L37xi3nooYfO+Xk0GqWnp4eenh6++c1v8va3v52vf/3ra/bOg7auvvvd7+Yb3/gGwGsSntq+/HiNEOLfgT/M4kCVDwohwsDnpZTJjEf1D02XL3+9TUr5XMLzfmBKCBEA9gEXAruA48vn2uKv0LGnfdoUEom2DmB+uWeiEFuv3DORdL31Eunv72dpaSnlLGMqOJ1OVFU9J56+vj4jo2lWNm41UkpOnDhhTF9NZepoKvz5g79iKE/7/OpKizjQ7KY7MkxXaOO1/d07I9xQ+SO0lgqbQiWqlvK4/1ybjvONgLLErxcFF5S8imbn3Qhh/07Socb7Wqp91VRXVwPae2YoFGJhYcF4BAIBpJSGQBweHgbA6/WuEIMlJSWmTc/U1w8rM3+58vjTh501NTXxxje+kWuuuYbm5mYUReGxxx7ji1/8ImfOnOHb3/42sViM73znO2te6xOf+IQu/ACeBT4H9ALtwEeBi4F3oWUC/9y6V7WCK4AXA81CiK9IKZ9Z9bwu3vTdgwkAIYQXiAMOKWUUGEArAwUIWxnwZrHFn43NFkVKaYg/q8o9MxFimYq/paUlTp8+DUBra6tpu6Aul4tYLLYi8+f3++nt1aZMtrW1rTnAZrOMjIwwN7fSdH2z4u8/TzzP3QPJJ2TmkooiNxe1+TgdHeZUeOO/e68DPrv3DNvd92QhOhureWjqKEFXINdh5AmSFwIjjLuv52JfFx7Rn+uACgQX1UW3rPiJEILi4mKKi4vZtm0boK0tiWJwcXERRVEIh8OEw2Gj0sLhcKwoFa2oqMDtdmcUmb5+mJ3500Us5E787d+/n7/7u7/j9a9//Tni9ujRo7ztbW/jqquuoru7m+9+97u85z3v4cUvfvE51+nu7uYLX/gCAJdddhlPPfXUVVJKfVfvSSHET4EHgMuAjwghbpdSnrb0xWn8DfAnwO8BLxVC/BlwZ0IWUBd/+sL6USHEu6WUq41l3wrsWf5+atW5eYUt/tLEtnqwKRT0ck9dTJgp/BYXF41yz7a2trSEWCbiT0ppZBlLSkpob29PL+B10BczPR4r75VIJBKhq0ubANjQ0GB8IFEUJePd6BemJviH3+RXT5zP7eTytlKG1DOcjKRmfL2nGD7V/hs8nLQ4OptssBCto8dhD+hZzWRsgvvi9Vxe2kaN41e5DifvqfC8GLejdsPjXC4XNTU11NTUANp7eiAQWCEIQ6EQqqoyPz9vTNMEKC4uXiEGi4uLN1w79b56/d5mk9jzlwt+/vOfr/t8bW0tX/ziF3nVq7QJrN///veTir8vf/nLxu/pK1/5CkePHl1RziGlDAoh3g88hqZP/hR4nxmvYT2klL8SQpwETgC/D3wPuF0I8Skp5UhC+elXgLcBvw3sEEI8htb3pwI7gHcDVcB/AkPL17bF31bAnvZpUwgoisLExATBYNBYxKyY7llaWpq2OMpE/A0MDBgLYEdHh6mlNfq19J3boaEh48NAR0eHZaa6p06dMrwF29raVoi/THafFyMRPviru4ip+eE763YIjrRVMOEY41QsdUuGmyoCvKP5XrRhajZbgReUl6I6tq6v32aIySiPLs2y2/dq9rofwCnys1w7H6gpyszbT++lLi0tZfv27YDWr5YoBpeWllBVlWAwSDAYZGxMG0DlcrmoqKgwMoTl5eXnCLzEqpGtKP5S4brrrjO+16tmEpFS8pOf/ATQMolHjx5Neh0p5eNCiC603rlbhBB/bLWAEkI4pZRjwJ8LIZ4GPgK8E7hRCHGrPoBGSjkmhHgj8G/AVcuPRFTgIeCTUsp5K2PeLLb4s7HZYui7kD09PSwuLrJ3715Ty0X6+vo21XeXrvgLBAL09Gh2Bbt27aKqqiq9gFOMR1EUQqEQ3d3dADQ3N5t+L53JyUnGx7Us2IEDB1Z4+qkZirf/9+CvOONfXYWSfQyDds8k3dFebTlMAYHkT2v7Odr4ECmfZJP3zKv7OR4czXUYec/p0DCT0Uu4vGSeYvFsrsPJO9yObZS5rzTteh6Ph7q6Ourq6gDtfdfv9xticH5+nmg0SjweZ2ZmhpmZs4OKSktLV2QHEzdWze75k1KytKS9r+eq7DMVIpGz/jzJfgf9/f1G7+C111670eUeQBN/24EWwNK6aCmlAiCEcEgpfyCE+BXwReD1wB3L3n0fkFL6l8Xpa4AjaCbvuvHvItAN/NsaQ2PyClv8pYmW+bN64Iull7fZwiTaOujZo8346a1maWnJ2NVrbW3NaCcyHfGnD0RRVRWfz8eePXs2PCddEss+T548iaIoeL1e9u7da/q9Eu8DUFdXR2Nj44qd47XM5tfjm8ee45eDfabFmCmX7KxAKZ3XDNrTmGOxzQOfbH6aGt8x64KzyQmPhy5EcibXYRQEi8o89y06uLjkZpqcv0CI/J3Wm21qim5BCGuqMOBs/195eTk7d+5ESkkkElmRHfT7/Ugp8a+ymUis1AgGg3g8HtNEoJSyIDJ/DzzwgPH9gQMHznleX/NAy/xtQGfC9wewWPzpSCnVZQE4D9wqhLgTTQT+PnCdEOKDUsqfSikHgAEhxB1AMaBIKWezEaNZ2OLPxmYLkWjmvpmpmmtdO7Hcc/fu3RldJ524hoeHmZ3V3lM7OjosKanRr7m4uGjc6+DBg5bcC1aaxh88eNAwvtdJV/w9PznOF5581Oww0+JQYym+qiCDkb51DdpX4xExbt0e46baaaJhhUhoG07PIsJpDwbZCowpL6IvbAu/dJCoPBM4w7jnFVzgfR63sH9/4KS66DVZvaMQAq/Xi9frpaGhAdDem3V7iUSbiVjsbD/r888/b6rNRDAYNNZKqypRNouqqnz2s581/vymN73pnGNGRs6Wfe/YsWOjSw4nfL9zc9GljRTaLoNIyAJ+BW2Yy7eEEP8HfFRKOS+lDADGYrUsHAuibMUWf2kiyYLVA/bAF5v00bN++pAXfTcycWHaDP39/SwuLm7aZiFV8RcKhYyBKDt27DCa981GF156n19jYyP19fWW3GthYWGFabzP5wMwBvLoE1pTZT4c5oP33Z2zPr/22mLq6mP0hgfTEn27i2e5dds0V5T24BLaJDvOVr4iqUWKWlRRioqHuFRQZIiYnCWmTgD28JB8R0rBY8FtQOr9njZnGY2OMRPbxZHSdiodD+Y6nJxS7r4Kj7Mh12HgdDqpqqoyRJhuM3HmzBnDTkL/uVk2E3rWD/I38/elL32JJ57QfCtf97rXcemll55zjF66CqTiZZu4+7d549sU0M3Yl/sLjfq75Szg24QQPwC+jmZD0SGE+JyU8sfL57qklPFCEX5gi7+0WfGvwsJ72NikQ2K5p27mbmbZ52qbhc0sQqnEpZd7KopCUVER+/bty/h+G6GLP1VVcbvdSUtWzCDRNL68vPwc03in02mI91SQUvLxB37JaA76/HZWFrOrSdIdHmYxRTcjFwo3153mtbXjtHjGEGLtdzqBHyH9OJYP8Zx9Aul0g2hEpQpVFKPgQJFR4nKJqDqFWljVN1uWfuXljEdt4bcZIjLEQ0vQ7vot9hT9Grcrr63DLKPGm9mgF6vRbSYqKioYHh7G4/FwxRVXGFnB9WwmnE7nOdnBZIO+EsVfPvb8PfDAA3z84x8HoL6+nq9+9atJjwuHz/7bXc8EfpnErUTf5iJMDSmlFEI0AfVoTedLwAKwJKWMSSl/LIR4FvgM8DvAvwghjgD/JKXUff9Evk73XI0t/mxstgCJ5Z5CCBwOh/EGu9nMn1nlnjqrrRWSMTo6yvT0NACHDh3K2HspFRIb1ffv359xec5GDAwMGINykpnG6+Iv1czfN449y6+HByyIdG3qS4s4sMtDV3iIrnBqIrXZO8/vNJzixeXjlDo3/+FVoIKcwskUTgkr/mU4QFK1nDUsR8WDIiVxGSYu54iqE+S59+6WQJFFPOa37v/s+UZvfJzR8KVc4huluvj88gR0izrK3dfkOox1SbR5cLvd59hM+P3+FYIwFAqhKMqaNhPl5eVMTU1x+PDhFc/nW+bvxIkTvPa1ryUej+P1evm///u/NatmEoeaRaMbNoQnLsKhNY8yCSGEB3gTmoXD9ZwVnCHgHiHEl6SUD0opB4UQ7wXuAv4R+DhwQAjxL1LKXy4LyIIQgLb4SxMps1D2afv82aTB6nJPp9OJEMIor9ys+NPLPcEc64PE6ZrJDM0jkQidnVq/97Zt2ywrwQRt0Z6amjLiampq2uCMzAgGg0bmtKWlJakv4mrLifV4enyMLz35uLlBrkOl181FbcWcjg5xMrRxJlmgcmPtaV5d08c+7zyOdbJ8ZiMIIeSwkTVMeAKcIGlCFdVIUYIinSjEiEk/cXWauJzGrr3YPKdiN7KgTG18oE3KhFxBHo1Wc1nRfhocd62bOd9KVHtvQQhzJ2iajf6enWzIi97/V1ZWlrLNxDPPPMN73/teSktL2bt3LwcPHmRgYIBwOGzZ5mS69Pf38/KXv5y5uTmcTiff+973knr76ZSVlRnf+/0bDsMsSfje0smZQggXcCvwL8s/GkKb3FkCVAO3ANcLIf5CSvmVZWP3/xJCdAMfQhONLxJCfAb4HyllQZQ72OLPxqbA0UWfqqo4HA5DTJlR9rm63NOMspPEQSrxePycrN7JkyeJxWJ4PB7LSjB1enp6jN+Px+MxzQsxkdUTS9fKnOqieiPxNxsO8aFf3008C+0FxW4nR9rLGVCGORHe2KC9qWiRtzSe5CXlI1Q487MvTzCLU86CXLUAOkBShhS1SCpQhBdFgiLDxOQ8cXUClWCuwi4YIrKGJwJ5P+m8IJFC5Un/OM1FN3Go6AlcoiA+Z24CQXWG3n7ZJF2D92Q2E0tLS4YYfOyxxwBNJD3zzDPGedXV1Vx44YVceeWVxmPXrl2WrFvrMTo6yste9jJGR0cRQnD77bdzyy23rHtO4pCXxOEva5A45GV4zaPM4QjwseXv/wf4V+A44AAuAz4MvAx4pxDiESnlMwBSyieEEH8M/Ab4f8A/AUeFEJ8DTkop83MBXMYWf+liN/3Z5BlOpxNFUYyST53NDnzRe9SklJSUlGy63HN1XHCu+BsfHzd6Ig4cOJBKb0DGzM/PG8NXQBNpVjA2NmZ4RB06dGjNEeCJvYdrIaXko/ffy7jFH67dDsHR3VVMiFFObNi3pXJDdT+vqe3hoG8OZwEXLgiiCDkKjOKUK55YzhrWL5eUlqBIFwoKMRkgrs4Sl1OAebYqhcpzkZcSVm1fPysZipxhKraXI6W7KRe5nfRrJWXuoxQ5ranGMJP1Mn+p4HA4jL4/0NaJN73pTTz00EPccccdPPnkk8zPz6OqKs8++yzPPvss//IvWqLqVa96FT/96U/NeSEpMD09zQ033EBfn2Yt9JWvfIW3v/3tG5538OBB43u9smcdEr0gTqUfZVp0AM3AfcDHl0s7BYCU8m4hxCDwTTSReDXwzHK2UJFSTgNfEkKcAD4IvAW4Ca189O58LgG1xV+6ZKHsE7vs0yZNHA7HiqwfnN2FVFUVRVHSXpgGBgaMZvPDhw+b5lu0OvOnE41GDS+g+vp6GhsbTblfMhKHrxQXFxMMBjPy19uIaDTKqVPa2tXU1ERtbe2ax6ZS9nnb80/z0MiQuUEmIJBc0VbFUtE0nZGedY/d5Zvh0ooBXlwxwSW+hXWP3SoIFhFyEUfSrKEXRA2qqETFh4IgLiPE5SIxdQpVbv3fkV9t4bnAVs9G5QchNcADi9BR/Gp2ue7BIbZeL2tN0etyHUJKpJv52wiHw8GePXvYs2cPMzMz3HvvvVxxxRV89rOf5bHHHuPRRx/lscceY2ZmxtJhaKtZWFjgFa94hbFOf/azn+V973tfSue2trbS1NTE6OjoCk/ANdDrR88AAxmGmyr6otwDjC0LPwdnUz0DwAk08ac3LsrE/j4p5T1CiBeA9wGfAF4J3A04ydMdQVv82dhsAXSrgEQSM2qxWCwt8eb3+1f0qJk5ZSwxjkTx19nZSTQaxeVyGf53VtHX14ff70cIQWtrKydOnDDNDzGRzs5OYrEYbrd7Q2PbjcTfk2Nn+Kenf2N6jDp7KgSiKkAvs2vaNtS5F3lF3SmOlA9R6QxyKlrPLCpPxy5hr3uOsux48eYlgjjICZxyAifJBtGsZV8xR0wdZyvYVzwRPorChiVdNiZyPDjMuPvFXOLrp0isv2FTSLhEDRWea3MdRkqYLf4S0Tdgq6qquPbaa3nJS14CaFUgPT09WesBDAaD3HTTTUYZ6ic+8Qk+9rGPbXDWWYQQ3HLLLXz1q1+ls7OTxx9/nKNHjyY77ihnM38/yULmTJ8+cznQsVzWmbgI70TLDAJMJ56oxyaEcEopx4G/FEKMABPLh+St9YMt/tJESu1h9T1sbDbL6vLKVJFScuzYMVRVpbi4mD179pgalz6MJh6PG3FNTU0xOqqViu3fv3/FZDCz8fv99Pb2AtDW1mY0ouu9k2aJzunp6RWvaaMS1vV6/mZCQT7063tQLHhz6GiqwFfpZyCcPGNT5gzx8tpOjlYMsMMzj2P513Misg+3Q7NVmIv38Ju4gwbPUdqcQ5Rgl/2tZmP7igZUqs+xr4ipUygFYF8xrV5EZ8g2JM8F07Ep7otXcVnJy6lz3pPrcEyhuuhVCFEYE2M3W/a5HvqwtcrKyhVrkxCCvXv3mn6/ZESjUV772tfyyCOPAPCBD3yAv/3bv037Oh/84Ae57bbbUBSF97///Tz11FM+KaUxzVMI4UMzVActY/blzUe/IXcA7wQuAT4uhPj/gBE0r8Fi4G+Bl6JlAPV61RULsZRSSSgV/VrCz23xZ2NjYx3JBEviLmQ6fX9WlXuujk0Xf/F4nBMnTgBQW1trTESzAinlij7G9vZ2AoGzfrKKopiye6soivGaqqurU5oiulbPnyolH7n/XiaDgWSnZczu2lIaGuN0B/vOcT8ocsS4vqabqyr6aPXO4Fo1WTBMB5wzbEJlInqCSZw0ea6i1dGNV9gTH1NBs6+Yxsn0GvYVldogGlGBkqf2FY8F9wBjuQ7jvCUuYzzun6LV+yoOeB7BKfJ/w2BtRN56+yUjG5m/XNo8vOUtb+Gee7RNheuvv55bb73VaJtIhsfjSSpM9+7dy0c+8hE++9nP8tRTTwE8IoT4B6AXaEcbvHLx8uGfl1JamspeLts8JYT4IvCXwBuWH7Nond5VCYd/QUr5KCQXdQlZQEc+iz4dW/yliW31YFMoJGbYUhV/fr+fnh7t/balpYWqqqoNzsgMfZGMx+N0dXURDodxOp0cOnTI0nLPoaEhwzdJt61Y3YNoxgJ++vRpQqEQDocj5de0VtnnV597ikfOmDfwbGdlMa07BJ3BQRYShlc6ULimuo8XV51mr28Sj0i+fklZzBkF1ppMJVE4E32BMTzsKLqKFsdxPGz9fjcrEYQRcgTkCM6VTywPotmGKmqS2FfMLNtXWPtZZFi5luGILfzygf7wCFOxw1xeEqBUPJXrcDKi1HUZRc7mjQ/ME6wSf1JKI/OXS/H3wx/+0Pj+vvvu44ILLlj3+F27djEwMJD0uc985jNMTk5y++23gyb0vpfksG8Af5FhuCmjCzYp5TeEEDNo5u370CwePGgm7yPLsdyR4jXzXviBLf7SRwrrB7LY4s8mTdYSF263O2Xxp2fFrCr3TEQXOouLiwwPa8Jm7969+Hy+9U7bFKFQiO7ubgCam5sNYZuY2TRj6MvS0pKx8O3evZuSkpL1T1gmWdnn46Mj/H/PPLHpmADqSos41FJEZ2iQU0F9fZJcWj7E9TXdHCoex+fYuDx4RlxBWF1711dHJcpQ5AXOiGKaPR00i+dwC3OzlzYagjmccm4N+4oSpKhDUoEqvMQlKDKSYF+xub8TVTp5NFAJzGzqOjbm4VcWuX9RcEHJq9jp/AVC5OXMiTWp8RbGoBedbJR95pvBe6Y4HA6+8Y1v8PrXv56bbrrpJ2i9drVo/XRPAl+TUv4i23FJKX8M/FgIsQvQS3X6pJQTa59VuNjiz8ZmC+N2uwmFQimJv4GBASMrZlW5Z2JcoFk7gNbM3txs3U6vlJKTJ0+iKAper3dFScpa00czvY9eVlpaWkpLS0vK567O/E0FA/zZr+9B3WSfX4XXzcVtJZyODnIiqL2+/SXj3FDbyYUlo5Q515jukoSIOMxE5ERa91dkkP7IC4yISnYVXcgOnsYlUr+nzeYQxFbYV7jPPpFgX1GDKspQpItQNEggPIdw+3G6F9hoWF2P8lvMxGzhl29IJM8HRpjw3MCF3pN4xODGJ+UBTlFJhef6XIeRFtko+zRz6Fq6WDFz5cYbb0RK+RrTL5whQggHWjJwECiM/yybwBZ/aWIPfLEpJBLLK9cjEAgY5Z67du2yrNxzdVyxWAyHw0FHR4el5Z5jY2NMTWn9ZwcPHlyxSOuTUqWUm878DQ0NGYu1XlaaKok9f6qU/Nn99zIVytxU3Od2ckV7OYPLBu07fTO8sqaTS8pGqHalf10pfYzEMzc6jclFToePMeRopCZczL7SLlzOgqiQ2dKstq8ockPlskKUFIHYnmBf4Uiwr5gkoio87jffIsXGPMaj48zGmri8tI1qx69zHc6GVBfdhENY5+9qNonrhtkbplLKvOj5Ox8olHJNs7DFn43NFmC9sk9Yf+CL1dM9k5E41GTPnj0pl0ZmQqLXXmNjI/X19SueF0LgdDqJx+ObEn+ry0rT3alNzPz9f888weOjmY3MdzsEV+yuZFKMMSF7uaXhFEfKhmhwL7EZfT0rjqZU7rkRUXWWMc8s4/4m9pXW0+R4Dsca/YU2uUWgrGtf0Rt+OeGIB1xLOYrQJhWiMswjS2H2+F7NHs/9OFnMdUhrUuN9fa5DSAt9SjRYk/lbWtL+b+Uy82ez9bDFX7pkvvGd3j1sbNJEz14lkor4GxwcXDEExYoFLBFVVZmbmwO0xXLXrl2W3i/Ra+/AgQNJj9HFX6Zln+uVlaaKLv5eWJznqyN9aZ+vGbRXo/oGOVR+L7dWDLLTM2dYM2yGiDjMeJrlnhshPQt0RhcYce6nzeOhnudMvb6N9dx5pomnxrZxyb5ZpIhufIJNTukJDTMZu4zLiqcoFsdyHc45lLguxutszXUYaZG4Zpi9dkajUYJBrUrDFn82ZmKLvzSxp33aFBIblX0GAoEV2arq6mrLY+rt7TXEaElJSVqlkemy2j9wLUNcl8tFJBLJOPM3MTGxZllpqjgcDhaUOF+fHEm7z++KFh+XNj3IBaUnafNOn2PNsBmk9K073XOz+JVhXghBuesC2l0KNcJckWljDRIf/3m6mKXYIttGr6Nx+925DskmBRbic9y34OGQ5wZafL9C5FHWvZDsHXSsFH96ySfYZZ825mKLPxubLUK6mb/E6Z4+n89Uw1gRvQehnEY625DONnC0gPCwtLREX1/6Wa1MSPQPrKmpWddrT8+6ZZL5i8ViRllpQ0PDOWWlKeNw8K2ZcZaU1GJwiji/e7iPKxqfoc07hkdY03s1K44SUjZf7rkRi/F+no1DtftS2l2LVGCpxZPNJpmIXshSTNuofHB4nteWXoW74pEcR2WTClKoHI9NMxy4mkvLTlDizf3AHqcoo9JzQ67DSJvEDUOze/70SZ+A5X34NucXtvjLBLss06ZAWE/8DQ0NGeWXZpd7Sve1OCLfwRn+qvZnHEjHDtSFKvbtqCYSa2JuqRpVta7Ep6enJ2X/wLU89lKhu7ubSCSCy+Vas6w0Ff6j+yS90Y3MuiVX7ejhtbtPcKBsCJ8jNf/GTJnxtzDuPqFNhswSs7FuZmNQ5z5Cm2uSMgayd3OblHlgon3Fn+/okrzuot2ontM5isgmXRY8SzwYbOdQeDvNlS/kNJaqohtxCG9OY8gEfcPQ4XCYXsWSmPmzyz5tzMQWfzY2W4Rk4kYXf6szWsFgcEW5Z01NjcnBFKGU/BNi6R0I9TQCFaEOUVs2RG3ZykPlfMPZDKGzDenQs4WZl6DOz88zOKhNa96zZw/FxcXrHq8L33TF39zc3AqfQq83sw8vDw4P8l89p9Z8/nDdELe0P8fltYNrWjOoUqAiUKVDE9s4QHopc9XidZbgEC4cuBDCgcCBA4c26VSzuUVIFUWJoyoxVCWKVGM8urCLirpnM3pNm2UqdoqpmINGz4tocwxSLEZzEofNuUic3N6zsgwtqir8unMnLzk0hXQurHGmTb4Rd8Z4Hiczs9dxuPxRXK7c2LDUFBWWt5+OlR5/ei++1+tds2XBxiYTbPGXJnbPn00hkWipoKNP91QUxfRyzxU4KoiXfRXX4lsRcnLNw4ScQMQnIP7Yip9LUYV0tiIdy6LQ2a6JQtHAemMrVVXl+HGtTLGioiKlgTKZZP4S71NZWcnOnTtXxq9GkHIBKRdBLiLVRZBLSPwgA6BqX4PxRZbmu/jy0Qg+ZwyvU6HIqSCAGC4qvCHK3VGcQuKgBCfFOAW4kDiFxCUkLuQag10UYNmjVq9YWK9ywbH8cIOkmL8ffhmfKHVT5jPHaD59VMajx5nARVPRlbQ6uvEynaNYbHSWlIMM+c/9BzcRDNI1cJS9bfeAiX2nNtYz4pwnGLmGi8QQJc7urN672HUYn8uidchirPT4SzR4t9IKyeb8wxZ/6WJP+7QpIPTMn6IoqKqKw+FgeHjYsnLPc3A0Ei/9V8T823A5Q2mdKuQcIj4HPLPi55JipLMVnO2GOJTOdnBsB+Gir68Pv9+PEGKFf6BUFSS6CFsWZHIRpJ+a8tMUiXEqfB5i/mKQIZBBIAwyAoQRMgpEgBhCxlCVCFfsi+EQKk4nOOakluFEm7yZ6mJdDLxmR1q/mqwwo+wjKuEzp1r43CURVJ7PWSySOGcixxijiB1FV9HiOIYnj8fVb3WenN235nPPTc3TUH49FXW/ymJENmYwG5/hgUAFl5a8knrH3YgsCfiaosIb9KKTDYN3W/zZmI0t/mxstgjrlX0ChpVBV1cXADt37jS/3DMJg2e8TJ55O0f3/TsOx8rMmqo6EQ4vCA8SDwg3EjfLeS2kcBoljFKTVEgptUd8ADXej5T3oqKgohJWJC73NBcfjlDiUfDG4ohZdfnstf0Q26oAvZ8+1TY65/IjKYW/UL/g1zKZUQl/c2wfn7pggZgcyGlMKhGGIi8wKkpoLupgJ8/hFukb1ttsjv86vf77xj29ft5YfAmUPLPucTb5hyLjPOGfYJf3Zg55HsMprM20O0QJlUWvtPQeVqKLPyvKPnXxV15ebou/AkAIIeTqqXt5ii3+0kZg/Qc7+z+5jTkkir9oNLrCi27fvrV3781C7y1UlN2cXngzpRU/QZVhFBlBlSFtZ9nkSePuYogDC8DCstZ0IXALB26ceIRj+XsHDntBXZO7JsuN72ei8E+dV/An+5eIy9xPBozLAH3hYwyLalqKLmQHT+O0feayQkS28PjU+h8dJHBnZzGvuqAJxW33ahYig+ERpqMHuLw0Spn4jWX3qfK8EqfwWXZ9q9FbBawu+7TJfwpF+IHW3WFjY7MFSLYzmLggnTlzhtnZWSA7Zu5SSk6cOGGIzR07/4g4ceJyDkkwayVFAHEkIamwKKNMq2HGlCBDip/huJ9xJciMEmZJjRKWcRSZP75XuUKlhDsnVv57Ou2XfG/gpTjy6INaTC7QEz7Oo9HtjMgrUKS9n2k1JxY7UjrOH4vx+OmDCNUeVFGoBFQ/9y/GGIi/Gik9ltxjafwSxsbGCAaD51gVFQLZKPusrKy0M395jBDCJ4TYL4S4WAhRmut4UsFeKdPF7vmzKSAcDgdOpxNFUYzplzt27KC2ttbye585c4aZGS1LdOjQIdzucsqK/5gF/yctv3eqKEgUqRBGWfH/zoHAjZYh9CxnCd3CgUucH/tl08oBYkkGTz06DU2+m7iy/kdow2Tyg4g6TWd4miFnG62echrk0zjsgSOW8MOBxpSP7V9YounMS9i+0zaAL1wkxwLDjLuv4+Li0xTRa9qV48EdzA55GUebdOx2u6moqKCiooLKykrKyspMt08wGyunfSaWfdrkNbuAvwauB94A3J/vJaC2+EsXW/zZ5Clr7Qy6XC5j4IvX62X//v2WxxIOh+ns7ARg+/bt1NXVAVDifTP+4G0o6hnLY9gMKpIIChG5UhQKSCIKnbgQW2pn9vmltSfQfH/YwTbfTbSW/TSLEaVGUBnjRGiMQecB2j0e6ngu1yFtKRRq+OFgehmgR87Mc0vZNRRVPmRRVDbZYCo2ya8Xa7m8tJUaxy9NuWa582Y8tbUsLCwQi8WIxWJMT08zPa31GQohKC8vNwRhRUUFHo81GchMyca0T9vjLz8RQjiklCpQCVwEVHO2olKQx5/mbfFnY3Meka1yz5MnTxKPxykqKlohNoUooqzkA8wvfdTSGKxCAlFUolIlsOpt3SNqiYvtLMVDOOUiNc4YVc4YrgLMQN0xWbbu81/p9vKpwy+l3JOfEx39yjDPh6DCdRHt7ijVnMx1SFuC/sAFy6OT0uOO7jhvuGA/qrfTgqhsskVMRnl0aYZ276vZ53kQp5jP+FoOfLQ3vhVnUylSSkKhEAsLC8YjEAggpTT+rOPz+VZkB4uLi3O68WbVwBf9tYPd82cVQogytGVdWX6oyw+ZStZuWfiBNvpNF32z+tPmRmsutvhLFwlY7cOX1/9kbAqJUChEJKKZ9paXl2el3HN8fJzJSc3X7+DBgyuGzgAUF70Of/DfiCt9lsdiNUJUEBIXcDrioTM0jbbZV7z80CwfKhxxapxRapxRqp2x5a9RivJUFKqUc8/Exu9xnz5WzRcuuRwhnsxCVJmxEO/lmThUuy+l3bVIBT25DqmguXOkOaPz4qrKL7saeVnHBKpzzuSobLJNb3iYydhFXF6yQIl4NqNrVBa9HKdDa48SQlBcXExxcTHbtm0DNG/axcVF5ufnWVhYYHFxEVVVCYVChEIhxsfHAS3jlpgZLC8vt6QEcy22+sCXyclJnnjiCZ544gmefPJJnnzySaOd4/d+7/f45je/mdb1fvGLX3Dbbbfx5JNPcubMmQgwBTwJ3Cal/IXZ8W/AP6Et1jPA4vLDD/iFEH4gAASXH+HlR3T5EUMTjEG0jJ/e67cA+T/8xRZ/NjZbhNW7n1JKw4QcslM6Eo1GOXVK699obGykoaHhnGOEcFFW/CHmlv7Y8niswUfMcRH9sVJOBKZRWFr++bmCSSKYV93Mq256YyUrnisVK0VhpUOh3qFQ7Apn4TWszVR8X0rdfBLBXz3fyt9fvEhcdlke12aYjXUzG4M69xW0u8YoZSjXIRUcEh//1Vuy8YFrMB0Kcbz/cg62/wpE/vSL2mTGkrLArxcFF5XcTJPzLhwintb5NUWvW/d5t9tNTU2NYUekqip+v39FdjASiRCPx5mZmTEEiRCC0tJSIzNYUVFBUZF1Q4e2etlnsjU8E1RV5d3vfjff+MY3En/sAbYvP14jhPh34A8TMmpW844UjwsDITShF2BZIC4/FoAaQG/MXEp2gXzDFn9pIqX2sPoeNjaZIIQwJqYlDlwB7c3Xak6dOkU0GsXtdnPgwIE1j/MV3cjkTAtuz4DlMZmBqjqZD7Qy5WqiOx4gIkNoa0Hm+KULf9zFqfB29rpeSXFPOQKBxxXg8IFi6mv9CKXv7EOOm/NiNuDZpe0pHxtQ4B9OXMTHDy0Sk2MWRmUOU7GTTEUdVMqLOeA7Q4ljMtchFQyT0QtZim+u6uX49ALbyq6jqsGcnjGb3CKRPBs4w7jn5VzoPYZbDKd0nte5hxL3BWndy+FwUF5eTnl5OTt37kRKSSQSMTKDCwsL+P1+pJQsLS2xtLTEyMiIdj+vd0V2sLS01LRSUavEX2LZZ770/DU3N7N//37uueeetM/9xCc+YQi/iy++mI9+9KO85S1vOQK0Ax8FLgbehZYJ/HPzol6XKFrJ5gwwBxQlPDzLDzfgXX5UJb8McLZmz29VsGZii790sQe+2BQAoVDIGLhSUlJCIBAgFkvVvTwzJicnGRvTBMCBAwfW3W0VwkFw8XepqP1bS2PaHALV0UHPXAndMkrEoUJs0bSrh+J1HKl6E9dUvYRHHnmEMGFcLhfReAmB2H5kUcvKtwIZRCj9oPQi1LOiEHUEYeLkzTsm1u/3W82ZkOTfT7+Y32v5GTgLwHBdqMyL0zwaclIaPsjh8mFK3QWxWZtTHpxsN+U69/Yv8YaSy3CUPmXK9Wxyz1h0jNnYDi4vbaPK8cCGx9cUvXbT9xRC4PV6aWxspLFRm0Abj8dZXFxckR1UFIVwOEw4HGZiYgLQ+vNWD5LJRLxJKS2b9qmqKktL2vtSLss+/+qv/orLL7+cyy+/nIaGBgYGBmhtbU3rGt3d3XzhC18A4LLLLuPBBx/E5/Px5je/+UngSSHET4EHgMuAjwghbpdSnjb7tSQihPBwNmvXiTatsxTwoZWC6l/17xN/7l31dTvQDKhSytyW7qSILf5sbLYQQghUVeXEiRPGwJX6+nr6+/stFX+xWIwTJ04AUFdXZ/RtrIeqXEHA30ZJaX71/kmxm2nZyrFggNl4EEQ4WUVnxoTi27i65s1cXXstAJ2dnYTDYZxOJyUlJcYHlnMQxUjXIXAdWiUKo6AOrswSqn2gDCBIz/hcoZJ7p9J/Tc/PS35w+lpet+dehCO98q9cIRwKgeJhHo+6KV88SEf5AMXuAhCvOUDi5PZu88bN39lZxKsv2IHqGTHtmja5JSLDPLwUZp/v1ex2/wqHCCQ9TlBEVdFNlsTgcrmorq6muroa0MRZIBBYkR0Mh8MoisLc3Bxzc2f7T/VSUf3h9Xo3zA6qqmpU2pid+VtcXDSuXVW1XsLJWj796U9v+hpf/vKXjQzpV77yFXy+lV6xUsqgEOL9wGNouuRPgfdt+sbr4waOodkz+KSU9611oBDCsXy8m7NZQe/y11LgLcCHKJCsH9jiL32kyMLAl60zMt4m+5w5c8YYlX3o0CGCQe0Drf7mawVdXV1EIhFcLheHDh1KqaTG5XIzceYW2vZ9ybK4UkbspH+2ll7pZN4VR6s8MZdwfAfX1f0uR6qPGj9bXFxkYGAAgN27dxtlummV6AoPOPcgnXtWiUIVqQxDvFfLFip9OOQADrUfQfIPZpPxfRlNcwR4xF/GjrGXccX2uymo8gVHjMXiYR6NlFC11EJH+WmKXOmJ5q2OXz3IgN88v7VgPM4j3Xu58uAs0mEL7q1EV2iYidhRLiuewCeOn/N8pedluBzZ8a3T+/9KS0vZsUOzr4lEIisyg0tLS0gp8fv9+P1+zpzRbIg8Hs+KvsHS0tJzPAcTN+nMzvwlTjgt5GmfUkp+8pOfALB//36OHj261nGPCyG6gH3ALUKIP7Z4aIoETqCJv1qhfWhxoE37XDGwZbkHMbL8OEfgCSGuXv52YfnPjiz2LWaELf7SRABWD+mzpZ9NpiT66zU1NVFfX28sZlZl/mZmZozein379uH1elM6z+VyEfDvIxI6TJHvmCWxrYcQ9fg5SGdY0B+ZBacEzBXIUkJMbeGG+t/josqLVz13diBPWVkZu3btYn5+HiB55i9dhAPp2InibEI6rga31jcjhAB1Aofah1D6EWq/9r3ax9OLTZu65f+Ml9Na80rqvdke2mYCzjBzvmEejdbREK5hr+8kLmdhZDGt5snZfaZfc9gfoH/oalpa0u8fsslv5uOz3Lfo5ZLSG2l03IUQZz8H13jXH/RiNXo1TH19PaC9164uFY3H40SjUaamppia0jYC9Z7DxOxg4oaq2Zm/RPGXLz1/mdDf38/o6CgA11577UaHP4Am/rYDLUC/haGFAL20tBi4UEr5XKon6ybuQohizg570VPJef8x3hZ/NjZbBCklx44dM8o99YErutWCFeIvHo8bAqa6utrYXU0FfbGcm34TjTuzI/50a4beSBGnQlPAvP6MqfdRJSjqbn6r8fc5VH4o6TFDQ0PGNLeOjg4cDoexe2yG+JNSGmVDUkqcTufZjKyjAdXRAK4XrTjn9PijwOObuu9nT5Tx2YuvxuN4eFPXyRWKWGTUuchsvJldVLNdPIPDkdebuJbzn6etsYh5YnyBhvKX4Ku+35Lr2+QOFYWn/GPsLLqRjqIncYkJipytlLovyXVoK3A6nVRVVRmllVJKgsHgCjEYDAZRVZX5+Xljgw5YsdGpDzoza5CMvjY4nU5KS0s3ODp/OXnyrMdqoufvGiQagR7AQvG3LNyeAp4H+lgWcLqoS+X85W+dQOOqp23xt+WwB77Y5CnBYNBYmA4dOmSIPv1rPB5HSmmqIW5PTw+hUAin00lHR0da19bFX8C/C6/nBsLRe02LayU+Yo4LGYiVczwwtWzNsIQV78+KFKDu41XbbmVP2Z41jwuHw3R3dwPaBDW9rEcvK9qs+JNSGv0oqqqezfhtwO+0XMK3+54hEN9c2eNfPdfE5y65AJUXNnWdXBJWp+iKTjHs3EObu5R6nsGRp96MVhKRu3h80jrftDt7wrzhwg6k99wSQZvCZzhyhunYHo6UtLO/OHnJXz4hhKCkpISSkhKamrRKiGg0ek6pqKqqhMNnZ3s88cQTuN3uFZnBsrKyjMtB9cxfeXn5OeWmhYReFQSksjmcOC52pxXxrOJp4I1on7pnICN/vihwH1qmUt85zfuFwhZ/NjZbhJKSEq699lpGRkaMkhZYWY4Sj8fPMV3PlLm5OQYHBwHYs2cPxcXFaZ2vx6UoCuUlHyYc/SXmvWe6UBwXcCZex/OBaSJS92e1BkUVOOng9U23squkZcPjT506haIoFBUVsXfvXuPn+gcFM2w5dOEnhEhZlJe7vbxp14X8R+/mjNujEv7m2H4+dcECMTm4qWvlmqAyynEFylyHaHM7qCtgQZsJJ5cOW3p9RUruPVXDyy+oQ3Wa32trk3tCaoAHlgSXVt2c61AywuPxUFdXR11dHXB2EueZM2cMs3nQqmump6eNnnshBGVlZUbfYEVFBR6PJ6V76uKvoqLC1A3bbKNPLAVSyWAmNqNbnu6UUkY5W/qZ6TUiwA+WH3rmMO+NTG3xly72wBebPMbr9dLS0rLiZ4liLxaLmSL+FEUxyj0rKyvZtWtX2tfQxV88Hsft2o+v6NWEIj/ZRFQC6TjEuNLE84EF/GoEmNjE9TYmrjrwiAt5444/oMmXWr/c5OSkMXL8wIEDK8S5GWWfiVk/KWXKWT+dt7Veynf7nyWsbq7fbSYK/9x5lPfv9xOXMxufkOcsxQd5Pg6Vrotod0eo4lSuQ8oKPxjYeHLvZpmNhHm+92IO7/k1CGstaWxyQ627kRJX7qZWmonD4aCiooJgMMj4+Dher5eLLrpoRXYwEAggpWRxcdEo4QTw+XwrsoMlJSVJ358TPf4KWfwlZkdTEL6RhO99ax5lIqmWeW5wDQda+Wfc4iE1pmGLv3Sxyz5t8phki8Rq8WcGvb29BAIBhBBpl3vqJGb+VFWlvORPCUV+Dul61jn2MK22cCwYYCYeBKw37o6pToodl/KWne+i3lu/8QnLxONxoweirq6OhoaGFc+bLf7Syfrp1BQV89rmDr478FzGMej0+CX/O/hS3tD8M1RCm75ePjAf7+XpONS4L6PdOUe56M11SJahUs0PB8ypFNiIU7MLbJu4jtpGewDMVqTFdyDXIZiO/j7tcrkoLi6muLjYsDmKxWIrBsksLi6iKAqhUIhQKGRkDF0uFxUVFZSXl1NUVERpaSnl5eWGYCwvz85kVKtY3Re5AYnmwFlZMMwQa8uTPQuqMdwWfzY2Wxyn04nD4UBVVVPsHhYWFujv1/qwd+/enXEz+upyVI+nhWLvmwiGv7vhucKxk3m5lxOhGKPRRaywZkhGVHFR7jrK23fdSpUn/V3s06dPG55+Bw8ePEeYbbbnb90hL2nw+22X8/2hY8TUzVevPDwF23w38aK6H5G2sM9jZmJdzMQE9Z4raHOOUrqiXWVrMBC6OGPrj0y4b2CB15ccxVm2uaFDNvlH6xYUf/p6mmzSp9vtpqamhpqaGkArFfX7/Suyg5FIhHg8zszMDDMzM9x///388z//M3v27KGhoYHm5mY8Hk9BZ/7KysqM7/3+DW3wShK+zyvPPCHEDqACGJBSJvdKKiBs8ZcudubPJo9Za5Fwu91EIpFNZ/5UVeX48eNIKSkrK6O1tTXja50r/jyUFb+fYPgHkMScXMoags7DdIUEfZFZlvuzs0JEcVPjvpo3Nv8+5e7MdmIXFxeNHsndu3efY3QLm+v5y3TISzIafGW8avsBfjhszhCO/xtysM13Iy2lPzPlevmDZDJ6kimcNHqupM3Ri09YW2qcTX5xJhszF1ZyR6eD11zYhurpy/q9baxBINjl3XDSY8GxnvhbjW4VUV5ezs6d2v+rcDi8Qgx2dXWhqipdXV10dXUB2lToXbt2cdVVV3HllVdy1VVXcfjwYdOtJawicchL4vCXNUh8w8mb3TQhhBv4PPDbwCuAe80oF80lhfGvx8bGZlO4XC5TxF9/fz9LS0sIITh8+PCmppAlLl5G+YyziRLf7xII3Q5APF7MVKCVM45KBmQAq6wZ1iKsFNFYdC1vaP49StwlG5+wBlJKTpw4YYjmtXokN1P2qWf90h3yshbvbD/CT0ZOoJi0vv1zl4+/vuB6St33mXK9fEKiMBY9xgQemoquotVxiiJmcx3WppD4+FZPekOczCCsKDzU3cI1BydRHXm1+W+TIY2eZnzOzN8/8xX9fTrTiZ5erxev12uU/3/ta1/j4Ycf5uGHH+b++++nq6sLRVEYGhpiaGiI735Xq4opLS3la1/7Gr/zO79jzguxkIMHDxrf6x7E65C4Q5BPTdUuQF+09QVRUMCpmsKdH5srZJYeNjYmkmj3kCl+v5/Tp7XBWK2trZvuRUhcMBNFaVnxH6E6r+WFpav5SWAvjwj3svDLHmHFS637Zj7Y/i1+b9cfbUr4gbZ7qzfwHzp0aE3RnKn404VfpkNekrGzpJJXbDPX3PvTL9Qi5WWmXjOfUIkyEnmBR8MuTqtXEZNlG5+Up0zFLmQplptyszP+AL1DVyPt4Wdbgq3Y7wfpZf5SobKykptvvpm///u/p7a2FkVR+IM/+AP+7d/+jbe97W20tbUB2lqcjqduLmltbTUsMx544IGNDn/x8tczwIB1UaWNG9CbF/WSo4L+pG6Lv3TRp31a/bCxyYD1yj4h84EvuoG8lJKSkhLa29szjlFHCLFi4qeO01GLJ/4PBEeupXxxP+7sDP0CIBD14Vq8hg/t/k/e2vwuipzejU/agNWefpWVlWseq4vCdMs+9YyfWVk/nVt3HzE1x6oAn3y+DZfYu+GxhYwiQwxEXuCRSCn98kriMnv/hs3igcnN/x/fDE+OzxGcvS6nMdiYgy3+0kcf+LJ3717+8A//kG9/+9v09vYyNjbGD37wAy6//HLT72kFQghuueUWQMv8Pf548n5eIcRRzmb+fpJnJZUelk3ggQUwZ1BMLrHFn43NFiPZB399ccpU/A0ODhqZq46OjozLXNaKK1H8xeNxTp3spCS4kw71DfxB67d4VeOfs7f0GlyiaK1LbQp/tJiy0Cu5aPB3ORJ/MW6HeRMOEz399uxZ2/gdMsv8Jfb6AaYaAu8uq+W6ht2mXQ/Ar8DnTlyMWzSaet18JC799IaP8Wi0jiH5IhRZGJ0WEie3d+V+yuAvTgcRoQtzHYbNJnDgpNm7NTd7Nlv2uR6JJu+JNDY28rrXvS5pz3i+8sEPftD4Hb3//e8nFFo5yFMI4QO+svzHOPDlbMaXAh5AL+NYWu/AQqEwVqI8QkjtYfU9bGzMZDOZv2AwaGSudu3aRVWVeV5NycRfT0+PMRHz0KFDuB0e2kqO0FZyhJgapi/wJN3+hxgIPoPK5qaX+iOllM5cxK173ko4HKGTTlMmouqs9vTbyGMxceCLbtWwHpv19EuFd7Zdxn0Tm/LBPYeRkOQ/eq/l99rvRJFbYi1dl6g6R3d4jiHHLto81TTyNA6Rv5PB/eoBBvy53xtWpeSuzgp+63Ajqmt84xNs8o7t3jY8Dms27XKNVZk/3R8QWLdSJBs8/PDDRrsHYBjYgza9+pvf/OaK49/xjnecc429e/fykY98hM9+9rM89dRTXHXVVXzsYx/jzW9+82VAO/Ax4OLlwz8vpewx+3VsEi9nbSi2xIJliz8bmy2GEILVFQmZij8pJcePH0dVVXw+34aZq3RZLf7m5uaMiZh79uw5Z3fT7fCyr+wa9pVdQ1jx0xt4nC7/Q4yEjiHTsNmJKrWUTV/I3sXdNDY00ti4jeFhbbjYZjz2EtnI0y8ZiTvIiqJs+KFis55+qVA8F2KfKKVLmjt845k5SePoK7lh24+RnB/G3mF1kpPhSQade2lzF9Mgnsl1SEl5YCj7Uz7XYiES4Znew1y0dxbEhj5hNnlGq3drlnzC2XXL7MxfPom/f//3f+db3/pW0uceeeQRHnnkkRU/Syb+AD7zmc8wOTnJ7bffzrPPPsub3/xmgCdXHfYN4C82G7MFlLJc9imlDG9wbEFgi790sa0ebAqQZBm2VBgeHmZ2Vpta2NHRYfoOZ2Jcqqpy4sQJACoqKtaciKnjdZZyqPxlHCp/GYH4HKcDj9Llf4ix8NoTxdxiFwdKX0XtZANnFs/gcrk4cED7cKIv4GZl/np7e40M5oEDB1ISZoklmxv1/Znl6bcewWCQgYEBXuaspytu/uTFO0cFjd6b6aj6kenXzmcCyhmOKTDgOky7G2o5luuQVvCd/vpch7CC7rlFto1dR0PT3bkOxSZNtmq/H6w0eTeTUChkbNTmWvyZhcPh4Bvf+Aavf/3rue2223jyyScZHR2NAtNoIvBrUspf5DjMtTgOtLDSh7CgscWfjc0WI5kAyCTzFwqFDK+hHTt2GGa1ZpIo/vr6+vD7/Qgh6OjoSEvIlLiquLDiJi6suInF2CTd/ofp9j/EVFQzo6/zdLC75EaOVF/J7OwsT4w8AWjlKF6vd0UsZmT+FhcXGRgYADRPv+Li1Ebmr878rYdZnn5rIaU0fKcOltRyiSPCM3NnTL0HwO19bv7foVdQ5z3/PtgvxQd4Lg6V7ovZ7QpRyYaj0C0nGNvOs0uluQ7jHB4Ymud1pVfhKn9k44Nt8gK38LDDm9vBQVYhpbSs7HN+ft74vqKiwtRrp8s3v/nNc0o7N8ONN97IjTfeqP+xIOqBpZQqMAQghHChpWjUQh76Ypn4E0KUAzcClwOXAduBOsCHZtZ1ErgT+IaUckO3ZiHElcAfAdcADcvXeB74ppTyu+a/AhubrUO64k9KycmTJ41BJfv2mTvyX0dfNEOhkFF22dbWRllZ5iPyy931XFb1Oi6reh2z0RHCSogmn1aumphdrKqqMsx2YXMee4mk6umXjFTFn9mefsmYmpoy+jv279/Pu+VO3vPED0y/D8Dfn6jgHy6+Crfj/PxgPx87zVMxqHVfTptrmnL6cxZLd+jijQ/KET/vlLz+oj0onnxrCbJJxk7vHpxia+YYEodsmS3+9JJPwNQee5v0SDRyF0J4pJRRKWV8rWMKCSs7uo8A3wU+hObd0Y5WM+tGE4HXAv8AdAohXrHehYQQnwIeAt4KNKPtFjQALwe+I4T4uRBi8zPZU0BwduiLZY9svBCbLct60z7j8fg5/YDJGBsbY2pqCtB86TYaVJIpelxzc3Om2kjoVHt2GMIPoK+vj0AggBCCQ4cOrfhd6bHolgmZMjw8nJKnXzJSEX+rh7xYIf4URTGyvvX19dTW1vKiul0cqti4bzFT/vK57TjFYcuuXwhMxzp5IjTDMeUoAXLj4/XDwfydwhpVFX7duQOh5DYbYpMa50PJJ5jf85dPmb/zESFEvRDidcD3hRC9QogZoEsI8YIQ4m4hxGeEENeAZvkghMj9dKw0sTrgYeDbwAeA1wEvAq4Cfhv4PzTbp1rgp0KIpPOchRB/CHxyOdZe4FY0Yfka4NfLh90E3G7Vi7CxKXR08Sal3DCzFYlEOHXqFADbtm2jvt66/p/VvYgdHR2mWhUk4vf76e3tBbTsYmnpytK2dEou1yIdT79kJIq4tQRoNoa89PX1EQ6HcTgc7N17dkz7H+y+wvR76UQl/M0LB3GLZsvuURhIJqIneDzk56R6JSGZvf47lWp+OJDflVjjwSDdg0dtP9wC4HwY9gLWZf7Kysos8RC0WRshxEuBe4Hvo+mMVqAK2AV0ADcAHwb+RQjx90KInVJKtdAEoJX/qn4tpVxvFf9fIcRrgB+heWh8Ek0gGgghqtGyg6DV2x6VUk4nPP/z5fNfBbxFCHGblPJ+015BMrJhwm4vajYmk5i5i8Vi6y4oJ0+eJBaL4fF4jGEoVpGYhWxubrasxCWxFHOt7OJq8ZdJtrOzU7OKSMXTLxlCCJxOJ4qiJBWg2RjyEggEjImrbW1tKyauvqShnT1ltfQsTa91+qaYjkr+pftF/NFeP3E5a8k9CgWJwmjkGON42F50FS2OExQxb+k9B0IXoxRAAdOzk/M0lL+U8tpf5joUmzXwOorZVpR6yXuhYWXmT68csbN+2UUIcQvwLbQqxRgQAE4APWjJqgpgH3AYTQh2ADuFEB+RUo7lJOgMsUypSik33DqXUv4Y6Fr+4zVJDnkX2i8b4GOJwi/hHn+E9pcC8JGMgk0HmaWHjU2GrDfwBdafZjk+Pr7Cl87j8Zgf4DJSSuNeQogVGSazGRkZYW5uDli7FDNREGcy8XNqaorxcc2LLBVPv7VYq/cwMeNn5ZCXzs5OQySv7lcUQnDr7iOm3nM1nYuS/xu6AQeFY2JsJSpRhiMv8Gi4iNPqVcSkdcNY7jqTPxYPG3H36SUIXpLrMGzWoNm7jwJLhqSFvkYIIUyvVkk0eLeissPmLGL5FyyEOIBWpVgOjAN/h9Zm9mI0nfFB4H3AG9Aygvpk0t9BywQa1yoE8uF/pm6YmKxn7zXLXxeBHyY7WUo5Aujbfy8VQmQ+KcLGZouSmCFaa+hLNBo1fOnq6+tpbLS292dsbAy/32/EZ1V5SzgcXjG1tLq6Oulxmyn7jMfjxiCZ2tralDz91kL/IJFM/Fk95GViYsKw9ti/f3/SDzWv2LaP5pJK0++dyEOTksembyI/lqj8QJFBBiIv8EiknAF5JXFpbpu7xMu3ewpnkrkE7jxVjDO+Pdeh2CShdQv3+8FKg3ez34v1ss+Kigpb/FmPvshcjTaLJIiWbPo0EJQaYSllQEo5JaXskVL+FHgPZ3XJK4UQR5b7/wriLyynK6sQYh9w0fIfO1c950Hr7QN4TEq5nrvrA8tfi9Ami1qHnfmzyXOSvfcIIQxxtZb46+zsJBqN4nK5OHjwoKWLTjQaNfoKYWNPu82gl2J6PJ51p5YmZtLSzfzpnn4Oh2PTvztdhCb+TnThpz+syPrF43FDJDc2Nq4pkh1C8M52a7N/AP8z6GAwcOPGB55nxOUSp8PHeCzawLA8iiLN2TSZil3EQupOMHmBPxbjNz0HEGp+9ymej2zlYS9gncE72GWfWUZfSNuWv/9f4C4wLB5WHqzhlFIOA18FRoCDgF66ZIu/ZAghioUQe4QQH0ITbfrK9eVVh+4F9P9VG5kfJT6/td9xbGwyZD27h6mpKUZHRwEt46N731nFqVOnVvQebnbC5lpMTk4apZgHDx7csBQzE6+/paWljDz91iJZ2aee8bMy69fb20s0GsXpdG5Ygnvz9gNs81lfZPFPncUE4tdZfp9CJKLO0hU+wePRFkbl5ahyc8v5g5OF6cfWt7BE/8BVuQ7DJoESZzn1nq2dkbXK4B1Wir8CSSRtBfQFrVdKObXWQcuZQH1xfhbNAB7Otp8VxF9YVsSfEOIdQggphJBoDZTdwBfR7BoAPgt8Z9VpiXOuRza4xXDC92k3LQghdqz3AIz6N8ttHpYfNjaZstZioQuf1VmtxJLFmpoatm+3dtGemppibEzrjW5ra1sRh5nE43GjjLWuri6lUsx0vf6klBw/fhwpJaWlpbS0tGQc71oxJPb6AZZMQ11aWjJ8Ftvb2ykqWj+T4nY4eUfb5abHkYxPPV8HXJqVexUiIXWCk+FOHo/upWehbeMTkiBx8B9dhZtleGIywMTA+W0Tkk+0bOEpnzpWGbzDyrJPG8vRd531mSJly5WHqRDlbMuafn5BfILPdUPFc8ARKeX/S2KSmLit7N/gOoGE7zPphh/e4PGkcaRd9mlTAKzn9bc689fV1UU4HMbpdNLR0WHpTuPq3rht27ateM5Menp6jNeVaimmLrxSjWUznn5rkdjzt9rTz+ohL6WlpSuM79fjtTs7qC2yvkdMAT75fDsukf701POJoHqGQc8Uv55vZ1oeSutcv3qQPn9BbFivycPjxQRntna2qVBoLtqLoiiWlvPnGn1zzuyyTymlIf7StQqySZ+E0s47gSm0WSPrmqwKIfQSosNo5aLjnE1CFcQn+GyJvx+j/ZIOo/XxvQXNouEi4LtCiJuTnJNYd7Zevx9AJOF7e0ScjU0SkpV9zs7OGhmfvXv3rhjrbwXd3d2GIDt06NCKaaJmir/5+XnDrmDPnj0pv650yj4TPf127txpmk1FYs9fNjz9xsbGDFPhAwcOpCxgi5wu3t6anYzcUhy+cPIS3MI6k/mtglI0yXPhIZ6OX8I8qU3QfWp2v8VRWY8CPDrYhhotz3Uo5z073XuIx+PE43Gi0SixWGzLiUErM3+J0z5trGe5h+8J4F/QWs7eJ4SoSHheCCEc+jAXKWVMCFEEfBxtIuhXOSv+CmIXLSviT0o5L6U8vvx4Ukr5PSnl64C3o6nmnwgh3rHqtHDC9xulYBNrlEIZhLhzg8fZ+iY782dToKwu+1QUhePHtXL1qqoqmputNdeem5tjaGgIOCvINjNkZS1UVTWyi+Xl5efYFaxHOmWfiYNkzLSpSMw+Jnr6WZH1i8VihoBtampKe6f5jbsuoMJtbX+ozlBQ8s2+l+AU1lkdbCXmYj08FRrjufgRlmhZ99j/PF2bnaAsZjYapWvoRSDNH8JhkxoVzhqq3PUr3quklOeIwXg8XtBiMBtln3bmLztIKRUhxHVog17uAv4UuEcI8TYhxLblPj91eZpnixDi99BM4I8Cn5NS/o2UMrB8rYL4R22lyfuGSCn/cznr9ybg/xNC/FRKw9l3KeHQjVb7xNqjjUpEk8Wxbk+h3XBrU2gIIVYYqMO5ZZ89PT0Eg0EcDofl5Z6JgqyiosIQZPoUUv3DgBkMDAywtLSEECLt15Vq2adZnn7rxZBY9mmF8AM4ffq0MXgnE1P6YpeH32m9mK92P2Z6bMl4elbS6PstXtb4IyTmlglvVaZjp5iOOWj0vIhW5yAljK54PsouHpvcOmLp2PQ828qvp7L+3lyHcl7SWnwAl8u1olwdOEcMqqqKoihGRUPiw4q+ZrOxsuxTz/zZ4i+r/GrVny9HM3wPCSEW0CzngmiZvR1ADXAGmBZCvBWYB+aWvy6gaRF/Kp7nuSAf/of9ZPlrCfDKhJ8nCrJ1629ZOeRleM2jTMAe+GJTqCSWfS4sLKyYUFlSYm3vVm9vL36/P6kgS7fPbj2CwSCnT58GoKWlJe2ymVTKPhVFMQbJ1NbWmu6HmNjzZ+V0z4WFBUZGtLfZ3bt3ryjBTYffabmYUldm52bCHWcEJ+aTdQrYrI3KePQ4j4dCnFKuJCzrjGdOLm69QSn39C0iA9kZSGSzkrbiDtxuN0VFRXg8HoqKinC5XIbXrP5elvi9lBJFUVZkB+PxeF6XitoDX7YcfcAYmngLAjG0Ojwf2tDHvWitaheiCT+A7cDngP8EfgY8jDb9cxhNCMbSGB6TVXKa+VsmcaRqYn1WN1oZvxPYqCEh8flTax5lBlJoD6vvYWOzCZKJBV38RaNRjh07BmhlkWZMqFyPpaUl+vr6AG26Z1nZSosAt9tNOBzetPiTUnLixAlUVcXn87F79+60r5FK2efp06cJhUKmePptFIPVQ15A+zewY8dG+2trU+728qZdF3J775MbH2wS/97r4RMdL6em6J6s3XMrIIlzJnqMMYrYUXQVLY7j/HDQ3M2LfOGOUx5efeFOVLel+8E2q2gtPjvpU9/ISszk6RlB/f1Nf6x+j0vsdQaMjGC+ZAatEn+xWIxgMAjYmb9ssdzL92doLWTFaIKvOOF7X8LPEp8rAtzLX4vQZpUUobWqFQGODTzKc0Y+iL/E8VxGyaaUMiqEeAJ4EfAiIYRnnV/itctfI8BT1oRpY1PY6OIvEokY5TaHDx+2dCFNtEIoKSmhvf1cLzF98dys+BsdHWVmZgbQJm9mUo6zURbSbE+/ZOh/H4uLiwwMDFBdXU1FRYWp5UUjIyPG7vL+/fs3LS5/t/VSvtP/LGE1e6WYnzleyecuvhKX49Gs3XOroBJhKPICY6KCxydqWdllsTUIxuM82r2XFx2cQYpgrsM5L6j1NFHmqlz3GP39Ldlgq41KRfX35WQlotkWhFaVfeoln2CLv2yx7Dbw42TPCSEcaALPk/DQhZ7+WC0OfWjtanmbyckH8ffGfbNz3gABAABJREFUhO+PrXrux2jirxx4HfC91Scv+/C9bPmPv5JSWr+K2WWZNnnOelYP+qKVLAtnNkNDQ8Zi1tHRkXSBNkP8RaNRI5PV1NREbW1mAyzWK/vUM4tmevolu4c+mTQajdLf309/fz9CCCoqKqisrDQemfYZRqNRozR2x44dppQW1RQV87rmw3xn4NlNXysd/uK5HXz+0kMo8kRW77tlkEU0z5UwXLT1xB/A0JKfpuEX09x8V65DOS9o8x1M+5xkYhDOtbqB9fsG9Wtlq2/QqsyfLf5yg1j1oUm3n1se4BJhpatAwWOZ+Fue3vk9KWV4nWP+FLhx+Y/9wEOrDvl34M+BCuCzQoh7pZQzCec7gX9FKw0F+Lw50a9NNnry7J4/GytIXKRKS0uTZuHMJBQKGZMkm5ub17RCMEP8dXZ2EovFcLvd7N+f+dj69co+h4eHDUsEszz9EtE/zDQ0NCCEYG5ujoWFBZaWlpBSMj8/b9wfoKysjMrKSqqqqqisrNzQmF2np6eHeDyO2+3OqDR2Ld7Rfhn/N/QCMTV7/e1RCX/7Qgd/dcEiMWmX96WNUsHAIxM0v6qcocBirqOxhMdH56gvewneqvtzHcqWJ7HkM1PWKhVdnRnMdamoVZk/vSIDbPGXTZJ4ja/Jss+fylmD+IyvlSuszPx9CviiEOIHaE2QvWhlnWVofn9vBa5aPjYKvHv1VBwp5awQ4mPAv6H1A/5GCPEZtAxhE/BB4Lrlw78rpbzfwtdjY1PQTExMGN/v3bvX8nLPEydOoCgKXq93XSuEzYq/6elpRke1CYb79+/PeHDJerFEIhFLPP0SSfxQU1dXZ4hAfUDP3Nwc8/PzLCwsIKVkaWmJpaUlw6fR5/MZQrCqqgqfz3fOh6P5+Xnjd7V3715Tp5Q2eMt49faD/GB4dQGHtUxFJf/SfSV/tPce4nIuq/cudJRoOVLCzkkfQyVbU/wB3NEd5o0XHkL12hliqxAIWnybF3/JcDgcSfsGc1Uqqt8XzM/86Rt8Xq8Xrzc7Njo2KxFClKAlnTrQWtMcaNM+B4Hn9BY0IYSjUKwdVmN12Wc18AfLj7UYAd4ppfxlsiellF8TQjQBfwm0A7cnOexO4J2bjDU1suHDl/d7Bjb5zuoP/YFAwDA9ByzpVUtkbGyM6elpQMuSrbdAbkb8KYpiWEjU1NTQ1NSUQbRnWSvzZ5Wnn06i8JNSGpPxQOvVrK2tNUpZFUVhcXHREIPz8/MoikIoFCIUChnizuPxrBCDxcXFnDqlzcOqrKxk27Ztpr+Od+6+nB+PHEfJ8sZn56LkB0M38NqdP0VlzWITm1VEw5qLUv9vJmh9VSX9gfncBmQRipTcc6qWl19Qh+qc2vgEm7RpLNqFz2nt1Gid9foGs1EqmrhWWVX2WV5ebtuMZZll4/ZXAB9DazlT0ZJTMTQP8SXgjBDiEeDrUsqBQhWAVoq/VwA3oWX3dgMNaONRQ8Ak8Bzwc+B/pZTrdmNLKT8phLgbeB9wzfK15oHngf+QUn7XmpdgY1P46ENXEkdm615/VhCNRg2RsW3bNurq6tY9fjPiL3Hy5qFDhza9WCYTf1NTU4yNjQHme/rpJO5ib2Tt4HQ6qaqqMrKPqqri9/uZn59nbm6Oubk5YrEY0WiUiYkJI+PrcDiMfwPbt29PWja1WXYUV/LKpv3cccbaocvJeGASmnw3cXntj1ijGsdmFcGA1l+KFDSOeehPzxmloJiNhHm+92IO774PHLZHpNm0Fqff72cWq8UgpF4qqr/Xp1MqaqX4S7R5sMWf9QghxLJ5eznw18CfLD8VR9NI+lCXMqAeLQl1FXCZEOJvpJQP69fIQfgZY5n4k1J2AV3AP5p0vUeB3I91y4YPX0H9E7LJRxIXjaGhIebmtHI4p9OJoiiWir9Tp04Z/XcHDmxcBpSp+NOnYYJ5kzdXx5Lo6VdTU2O6px9wzk51uqVIDoeD8vJyysvLaW5uRkpJMBhckRkMhUIrxP+JEyc4deqUMUSmqqqKiooKUz7I3Np+hDvPnMrJ29h3B500+m5kZ8nPc3D3wmNp8WxZ2eCTU+y5pYoe/9YtnT01u8C2yeupbbQtQswmk2EvVrJWqehGFhN6qehqP8LEDGHi5qBV0z5t8ZcdEkTbR9CEXxyYQDN9vxPNyB20pNNB4NXAZcANQLUQ4u1SylOFJgDzYdpnYWGXfdoUEMFgcMXQlcnJScNM1wpWZ8lS6b/LRPwlTt4sKyszbfLmao+93t5eUzOLq0kUfmZ5+gkhKCkpoaSkxPDve/bZZ5mensbhcODz+QgEAqiqamQK9YmipaWlRlaxsrIyo/7J9rIarm/cza/GT2/qdWTKlzqL+dsLX0Kx6/6c3L+QmJ9bOSSoZthFj/ntrHnFfQMLvKH0KI7Sx3MdypbBgZNmn/nl8GayGYuJxFJRIQSRSMQ4zuze+cSyTxtr0Us2hRDXAa9d/vGdwIeklH2rBZ0Q4i7gO8DbgT8CLgXeDfxpIQk/sMWfjc2WRAiRdOjK3Nwc4XDYksxfPB43+u9qa2tT7inLRPwNDg4ai6SZkzcTM18LCwv09/cD0N7ebkmfZKL426jcM1NmZmZW9F82NjYSi8WMMtH5+XkWFxdXDJEZGhoCoKSkxLCWqKqqwuv1phTjH+y+ImfiD+CTz9fz+UsvAZ7JWQyFwPT0yo8AQ89Ms+811XQtzeYoouzw81NOXnthK4qnP9ehbAl2eNvxOFKbNpwvrFUqmmgxAZyTHZRSGuun0+kkFouZajGhl31WVlbamT/r0X/BV6Fl9Z4DPrEs/JxJhlAGgT7gU0KIauCPgWuFEBdKKZ8vpOyfLf7Sxc782RQIq03PXS6X0a9mhfjr7u4mHA7jdDrTypKlK/5CoRA9PT0A7Nq1y9Rx2IkfBE6ePGl4+rW2tpp2D53EnebVQ17MQlVVw/+wurqahoYGQBsiU1dXZ/RjKoqyYqLo/Pw8qqoSCAQIBAKcOaNVvhQVFa0YIlNSUpI05gMVDVxd18LDUwOmvp5UUYBPPr+bz1y0SFzmToTmO5OT55asVfQ5YP023YInrMR5sLuVaw5OoTr8uQ6n4Mllv5+ZpFoqqk/k1CsjkllM6EIwXTGYWPZpYzn64rVv+euPgNMAq4WfcYIQLillHPhvtNkmF6ENt9SvVxCf4G3xZ2OzBQmHw8bQlaamJuNDvlXib25uzsgW7dmzxzAqTwVd/OnlN+stllJKTp48aWQz9+zZs7nAV5Eo/vQdWCs8/WBl2ZEZ5Z7JGBwcJBgMIoRg//79a97D6XRSXV1NdXW1EdvS0tIKMRiLxYhEIoyPjzM+Pg5o/54SM4NlZWXG7+pdu6/ImfgDWIrDF09dyp8dWCImJzY+4TxkbOzcfw8jL8xw6DW1nFiazkFE2eOMP0Dv0NW07LobYZvrbgoz/P3ykWSlopFIxBiilVjdslGpaDKriWTY4s9alv3BHVLKGGeFWs3y1wkp5bpm7svCD6Ab0EskCm6ClC3+0sQ2ebcpBCYmJojH4xQVFa0wPdfFn5k9f6qqcvz4cUBbsHbt2pXW+YmllrqdwlpMTEwwNaWNaj948KDpk9ZWX2/Hjh2WevqlMt0zU0KhEH19fYCWIS0pSX0Mu8PhoKKiwvgAIqUkEAisEIN6+fDU1JTxd+JwOAwxuKuqikurtvP03Jn1bmUpgwHJt/tewu+23YEi7QxPIk5KCKwxZ7u4R4L5s43yjifH52gou47imvtyHUrB4hYednh35zqMrOBwOBgZGUFVVTweDzt37jSGqKViMZH482SlolLKFWWfNuayXJapoBWHwFnxp/sD7RFCuJeF4UaUAHpj5sKq6+U9tvizsdmC7Nq1C6/XSywWWyGmdHFjZuavt7eXQCCAEIKOjo60hUyq4i8WixmTNxsbG6mvr8886DVI3JF1uVyWefqZPeQlGV1dXaiqitfrpa2tbVPX0ofBlJaWsnPnTkATl4l9g/oQmdnZWWZntQ3Ry6SHpzf9SjbHk7OSRt9vcX3jj5CFt0FrGQ5ZueZzZ07McnhPHceWtr4n3p2ng7yx5AKk94Vch1KQNPv24hLnx0fJWCzG8PAwoK2x+mbq6lLRVCwm1ioVtQe+WMeypcNX0UTbX0kpe5efegHNmu53gW8AncnOF9pflnvZ5P3VaAbwiyxnAAul3w9s8Wdjs2Wprq5eMd4fzC/7XFpaMrJLbW1tlJWVpX2N1eJvLbq6uohGo7hcrhXZTDPReyQBdu7cmdG0y43IxpCXxGzcvn37TB9HDuDz+fD5fEbpUzQaPWeIzB5Ryk7hY1iGTL9/OvzsjGCb72b2V/w4p3HkE1JZv6zMfSoOO7IUTA5RpeSuU5X81uFGVNd4rsMpOFrzzOLBSoaGhlAUBbfbbUxSXs1afYOpThXV2ydisZglXqw2/OHy168Buvj7X+D9aHYOtwkhbpVS9qw+cVncRYUQrwD+FE1Efpez5Z8Fgy3+0sUe+GJTICRbNMws+9TN46WUlJSU0N7entF19MyX7q+UjNnZWUZGRgBNzHi93qTHbQZFUYxppWDNzms2hrwoikJXVxegTV3V+z2txuPxUF9fb2Rk4/E4CwsLvHXYx2fPPJGVGNbjttMe/qLj5VQX2R5vAPHI+hs1413zXHSgnueWJrMUUe5YiER4pvcCLto7CyKa63AKiu2uzN73C414PG4Is507d6bccpCsbxBIWio6NTXF0tISAD09Pbbws4YI4AYMQ1Mp5UkhxDfRBODVwAtCiP8C7gMGgBBQCuwFXgy8BGgGosA/LU8BLShs8Wdjcx5hZtlnot1CR0dHxkNRhBC4XC5isVhS8aeqqiHKqqqq1txx3Sy6p1/ifc0kcaG3csjLwMCA4U24b9++nH2AcLlc1NTU8Obqq/jhYh/deTBA5G+PV/L5i4/idNgeb5HQxj2g4lgU0XJ+7Ed2zy3QNHYd9U135zqUgsGpeOj5zRAj3qkVg5/WmgJcyAwPDxOPx3E6nTQ3N2d8HX2dTFYq+vWvfx3Qpiq/853v3FzANucghPAARWg9fivKUaSUHxZC1KCVc1YAtwK/t3xsEE3oFXF2FvIC8HEpZe53NjPA/BF2Wxx94IvVDxubzbJe5m+z4i/RbqG5uXnTQ1HWs3tI7Cm0wmgdtPJV3dNPL/U0cygOZGfISzAYZGBgAICWlhZLvAnTRQjBrbuvyHUYBn/5QjNOcf6Uqq1F0L/xRN6J3gUuLmvIQjT5wf1D88QXr8p1GAVDZbQRgSAcDjM+Pk5nZyePPfYY999/P88++yz9/f3Mzc2hKEmn5hcMiqKsyPrp66hZOBwOlpaW+MY3vgHAX/zFX3DkyBFT72EDaNk7gABnh7wYSCnfAXwAeBqIoSXISoF6tCL4OmAJzej9bVLKr4kC3eWwM3+ZYIszmwJFX7QURdnQVmEtkpnHb5a1xJ/f71/RU1haWnrOuZtFt4/Qy1fdbjfRaNTUDyyJjf9WlXtKKens7ERVVXw+Hy0tLaZefzO8fNte/rX7UQYDcxsfbDFhBT5zvIO/7FgiJodzHU7OWFxIrXRaeS6MY7dALZxZBpviji7Jay/cjeqx/SE34vKd13Co9agxAVifAhyPx5menmZ6Wsv2CyGoqKgwsoMVFRWW9FNbxZkzZ4hGozgcjrSnWaeClJLbbruNxcVFKioqeN/73mdJn7YNeq17AIgLIfQPQBLNo09IKf8T+E8hRBNwGdrcYx9apnAUmAZ6pJQzQgiHlNLcEqEsYYs/G5stSjJxkY6twlqMjY0Zi7puHr9Zkok/XWRutqdwI0ZGRpib00TJoUOHDLFptvjTS3usyvpNTk4aA2v279+fVx8eHEJwa/sR/uqF/CipmwzDv3ZfyXv33kNc5l6Q5oK5udSyF1MDi1xyYQNP+c+PYSgRReH+zp1ce2gK6VzY+ITzmLbig5QVlVFWVmZMAQ6Hw4YQnJubw+/3G8boujk6QElJyYpSUa/Xm5eloqqqGtUUO3bssES0BoNBvvrVrwLwnve8x7Z5sA59ytW8lHL1G9qK3S0p5SjwUyGEC3ACSoLHn15CGl+2jyi4nTFb/KWLPfDFpoBJLFdZbQORCtFo1DCP37Ztm2nDRJKJv9WizAqj9UgkQnd3N6At7NXV1QwODp4Ty2ZY3dRvxeuIx+PG66ivr6e2ttb0e2yWm7Yf4N96HmM0tJjrUAA4tSj50fAN3LLjJ6is6+u7JZmaSn35Dz/tx7XfQbwwN7nTZjwYpHvwRexpvdvuw1iDUmcF9UXn9l97vV4aGxtpbNSMImOxGAsLC4b4W1hYQFVVAoEAgUCAM2c0H9CioiJDDFZWVlJaWmrJe2W6jI6OEolEEEJYkvUD+Pa3v83U1BQ+n48PfOADeSmCtwjVy1+LhRC3AlOAH62Ucwmtty+w/DUipVSXBd85HwaW7R4KFlv82dicR6wWf+ly6tQpYrEYbrebAwcOmBbXavEXDoeNiZW6KLOCrq4uQwTr5at6LGZk/hLNfa309Ovv7yccDuN0Otm3b5/p1zcDl8PBO9ou4+9O5I+h9q8noMl3E5fW/Bg4P4SNzsRE6h+sZ0cCXHJJI08ExiyMKL94dnKOxvKXUlb7y1yHkpe0+FJ7/3e73dTW1hobUqqqsri4uKJUNBaLEYlEmJiYYGJiAtCmY+qlolVVVVRUVGS9miEx69fU1GTJlOloNMqXv/xlAH7/93/fEM02lqB/kNgOfA5N1CnLX2PLj8jyIyyECKGJQT8rReIi2sCXKNAlpXwmi6/BFGzxlybZGMhibzTamEEykeFwOHA6nSiKkrb4m5qaYmxM+/B34MABU8tfVou/U6dOEY/HKSoqskzMTE9PMzo6Cmhlkvrr0T9gmCn+rPT08/v9Rrayra3Nkg8oZvGanR18/fRvmIoEch2KwX8PuGjwvpIdJXfmOpQs4mBsIr1/i4EnlnAfdhAzeQpuPnPX6SXeVHIJ0ldwn+0sp7U4s80/h8NhZPdAe48MBoMrSkVDoRCKojA7O8vsrGahJoSgrKxsRXawqKjIrJeTlImJCUKhEEIIWltbLbnH//zP/zAyMoLL5eLDH/6wnfWzlprlr77lx0ao6zyiy9f7N+AZIYRTSlkwk41s8ZcudtmnTYHjcrlQFCWtssZ4PG7YLdTW1hrG3mbGpN9ncnLS2P09cOCA6ZPVQBN2J0+eBKCmpmbF69HF32bLPrPh6acPedH7IjczgjwbFDldvK3tUv7x1IO5DmUF/9hZysfbL6W+8ulch5IVXJQTTzPxPzce4JLLG/lN8PzJ/kngzpMl3HRhE6prNNfh5BVtxYdMuY4QgpKSEkpKSti+fTugleMnZgaXlpaQUrK4uMji4qIxebO4uHiFGCwuLjbtPVZKaUyAbmxsxOdLRSukh6IofOlLXwLgLW95i2UC08ZA7/l7CLgXqELLBlYDlct/rkAbDFOKppE2KpHQPXMKSrXb4s/GZouy1iLodruJRCJpZf66u7uNskIr7BYS/Qd1UVZXV0dDgzVj5vv6+ggGgzgcDg4ePLji9ZhV9pkNT7/x8XGjL3L//v150SOzEW9svpDbTz/BfOycSds55fO9rfzlnjnKy/tyHYrlCFmZ0XkLjy9QdLGTSIGP7k+HpViUJ3oOctm+GXCcf72hyah01VLlNqffOxlFRUU0NDQY7//xePycvkFFUQgGgwSDQaOCw+12rxgiU1ZWlvF74uTkJIGAVqFglSj72c9+RldXF0IIPvrRj9pZP+upXP76gJTybzc6eHmoSwlQvnxuBWfFYgXQBuhTzAqqJMIWf2lil33aFBJCCFYPokrX629ubs7Yad2zZ48lO6C64AoEAkSjUZxO5zmizCwS7SPa29spKVlpdm1G2Wc2PP1isZgx5KWxsdGyvkizKXa5+Z3WS/jX7kdzHcoKFBx8ofcS/mJfEE/x1p5sKWPlGZ23OBXiEk8jj4XOn+wfQN/CEttHr2PbjrtyHUpe0FqcXZ9Ml8tFTU0NNTVa1Z6qqvj9/hWlotFolFgsxtTUFFNTU4BWYppoMVFZWZnSdOrErF9DQ8M5a4QZqKrKF7/4RQBuueUWDh0yJ5Nqsy562acihHCybO/Aypo+CchlomjlnXPA4FoXXZ74aYs/Gxub/GU9Q/XVqKrK8ePHAaioqLBs2pkeUzSqDdCySmSuto9ItqObzu9nrXvoWT8rh7z09vYSjUZxuVymeC1mk7e0XMS3+57CH8+vgWl+1cFXh67lQ/t+iSJmch2OZUQjmftlzj46j+9yFyGTpuEWCg+NzPGasmvwVDyU61ByTqsvu+JvNQ6Hg/LycsrLy2lubkZKSSgUWlEqGggEUFWVubk5ozoCOKdvMFmP9PT0NEtLS4B1Wb/77ruPZ57Rekk//vGP21m/7KDvkM6n25+3bOau/yUZX6WUcdvq4XzA7vmzKSA2m/nr7e0lEAgghKCjo8OyBSpxipuVIvPMmTMb2kdsNvOXjSEvS0tLDA9rBuXt7e2WDz4wm3K3l9/edRHf6H0i16Gcw2BA8t+DL+WtrXegyPwZTGMm4WDmmYyl2TAXu7bxaPz864H7eVecN1y4H7WoM9eh5JRMh71YhRCC4uJiiouLaWpqArSNxEQxuLi4iJSSpaWlFe+fXq93RalocXGxkfWrra2lrKxszftmipTSyPq99KUv5ciRI6bfwyYpVctf0/YbWhZ4W+bTuS3+0sUWfzYFTqrib2lpySiPbGtrs2QR1NFN4wFLegpBGyKg20ds3759zTLJzYi/bA150b0Wy8rK2LHjXK+tQuB3Wy/hvweeIazkXwbpiRnY5ruRlzT8EMnW62/zL20uqz71yCwlV7gJpDs1psCJqyq/6mzkpR0TqM65jU/YgtR5mihzVeY6jA3xeDzU19dTX18PaO/nqy0m4vE44XCY8fFxxse1Um99GjZofeeKophuMfGb3/yGBx/Uhl597GMfs7N+2UP/ELOQ0yjyAFv82dicZ+jib72yRiklx48fR0pJaWkp7e3tlsWTaPQLUFqaeUnaeuiefm63e137iEzLPhMzflYOeRkdHWVhQVu7CmXISzKqi4p5Q/MF/Fd/fo7R/8mIYJvvZvaW/yTXoZjOwvzmbFoC8xEucmzjEc6/7N9UKMSJgSPsb7sXIQqqzccUcl3ymSlOp5OqqiqqqrTkj5RyRd/g/Pw84XB4xabfqVOn6OzsXNE3WFFRsSmbo8Ss3xVXXMH111+/uRdmkw56f0T+7ThmGVv8pYk98MWmkEgmPhIna67F4OCgITDWKo80AyklJ0+eXFGaGo/HTfUQBJiZmUnq6ZcMfZc3UcSlQjaGvESjUXp6egDNdFj3yipU3t52Kf8z+DwxNT+za//WU8RfdtxAVdG9uQ7FVGZnNm+fMvbQNOVXe1iM5VffZjY4NjXPtrKXUlm/tf5dpEK+lXxmiu4bWFZWxs6dOwHN1++FF14AwOfzEQqFkFIa4lCnpKRkRamo1+tN+f3+xIkT3Hmn5in60Y9+NOvG9ec5fwLsAp7LcRw5xxZ/NjbnGRuVfYZCIUNgNDc3GzulVjA6OsrMzMrBGmaLP0VRDI/C6upqoydkLRIX41Rj0YWf/rCi3BPg9OnTRvZyz549pl8/2zR4y3j1joP8YOhYrkNZk789XsnnLj6K0/F4rkMxjcmpzS/9YX+MC9jGw+dh9g/gnr5F3lhyGaLkqVyHkjUEghbf1hB/ydA3CCsrK7nsssuSWkyoqkogEFhRsVJUVLRiiExZWVnS938pJf/4j/8IaJuqr371q7P34myQUv53rmPIF2zxly52z59NAZFsAVqv7FOfhqkoCl6v19IpktFolM5ObXDCtm3bGBvTxsen4z+YComefqn0EyaOAk+170/P+FmZ9VtYWDA+bOzevdv07GiueGf7EX4yfIJ4nk7Klgj+6oVm/uHiBeLyVK7DMYXxMXP+fZ55cIrKa4uYj56f/nd3nvLy8n31uMsmcx1KVmgs2oXPab7tQT6wuLho9J63trYihMDtdlNbW0ttbS2gTb9e3TcYi8WIRCJMTEwwMTEBaBuIeonowsICu3fvpry8nP7+fr7//e8D8JGPfCQl2wkbGyuw/+Vlgi3ObAqYxMyfPpFSZ2xszFgADx06ZOni1NnZaWSx9u/fz/j4OFLKjC0WkpHo6dfW1paSX1Ni5i8V8acLPx0rSmQTh7yUl5ezfft20++RK3YUV/DKpn38/Ez+CquQAp85fgF/0bFITJ7Z+IQ8RuBmesYc8RcJxumIn7/Zv0A8xiNdu3nxhfM43Fu//LUty/5+2USf8FlWVmb4Ca7G4XAY2T3Q3peDweAKv8FQKISiKMzMzDAzM8NHP/pRTp8+zZ49e2hsbKS4uJiqqire8pa3ZOul2dicgy3+bGy2MOv1/IGW/dPFYDQaNQTGtm3bqKursyyu6enpFT14RUVFuFwuYrHYpszVE1nt6dfW1pbSeavLPje6hy78rBzyMjIyYvhOHThwYMtNh7u1/Qh3nDmV1/tqE2HJ13qu5t177iIuC3dYnItKU683/NAkNdf7mImETL1uoTAZV+jpexH79j2Q61Asp1CHvWyE3+9nclLL3ra1taX8/iqEoKSkhJKSEmNDLhKJGGJwcnKSgYEBVFWlq6vLmDa9tLRER0cHV199NVdddRVXX301e/fu3XLv6zb5S2GOicsh+sAXqx82Nlahiz1YWWJ56tQpIxN34IB1fR2JPXg1NTVGD14qg2jSIRVPv2Q4HA7j2I2EaDbKPSORCKdPnwZg586dlJeXm36PXNNWVsNLG/O/h/H4guSnw6/AQQGX3CqVpl4uFlY4ELWuL7gQeH4uTHjuJbkOw1IcOGn2WdcGkEv0rF9paemmNz2LiopoaGhg3759XHPNNfT39/Od73yHV7ziFTQ3NxtrRE9PD//xH//Bu971Lvbv38/27dtNb3mwsVkLW/zZ2JxnJIo/PbM1OTlp9NwdOHDA0n6y06dPEwqFzunBy9RiIRnRaDQlT7+1SMXrb7Wnn1VZv56eHmPwjJWWG7nmD3ZfkesQUuKXE/D0zM1AYe7SKzHz/TqHHpigzlts+nULiTu7IzjCh3IdhmXs8LbjcRTlOgzTCQaDhsdfS0uL6e/hlZWVXHPNNTz66KMMDQ3x6U9/mqeffpp/+qd/4o1vfCONjY0A7NixY8XabGNjJXbZZ7rYA19sCohkC5kuUqSUxGIx4vE4J0+eBKC2tpZt27ZZFs/i4iIDAwOANrSkuPjsB0YzxV9iP+F6nn5roZegrhdLNjz95ubmDFG+Z8+eLf3hYH9FPdfUtfLQVH+uQ9mQ/xxw0ej7LbYV35nrUNJmatx8W414TGVfsIIpR9D0axcKcalyT2ctL++oQXXNbHxCgdG6Rfv99PWouLjYEGJmIqXka1/7GktLS1RWVvL+97+fyspKLrnkEv7kT/4EKSX9/f3Mzs6afm8bm7WwM39pYpd92hQ6+hQz0Eosu7u7CYfDOJ3OlKZhZkqicXxZWRktLS0rnjdL/KXj6bcWG2X+suHpp6qqMQ21srLSUlGeL/zBnsLI/gF8/lQpYeXFuQ4jbQJLXkuuO/jQBNt8pZZcu1CYDYd5of9SULfevvpWHPYSCoWMtcKKrB9AIBDgq1/9KgDvfe97qaioWPG8EIK2tjYuu+wy0+9tY7MWtvizsdnCrLWY6eJvYWGBoaEhAPbu3YvP57MslsHBQRYXFwHo6Og4pwfPDPGXrqffWujiby07DD3rp09LteJDw/DwMH6/HyHElhzykowLq5q4vGZnrsNImb96vgEHF+U6jLRQlPRKoFO+blzSvnh+iz+AkzMLzExen+swTMUtPOzwbr2S88HBQaSUeL1eyzbXvvWtbzEzM0NxcTF/8id/cl68j9vkP7b4SxeZpYeNjUmsN/FT942rrKykubnZshgSjeN37dp1zu5nYkybEX+6p58QgoMHD2a80OqxJMv8JYo/q4RfOBymt7cXgObmZkpLz58P1YXS+wcQl4JPvbAXt2jNdSgpEwqa3/On0//wBDuKrbt+ofCrgQVU/9Fch2Eazb69OMXWymZGIhFj/WtpabHEoicSifDP//zPALzzne+koaHB9HvY2GSCLf7SxRZ/NluARHsHIYTl5Z4nT540jOP37Ek+1XGz4i/R06+9vX1Tgmmtss9sDXnp7u5GURSKiopStqjYKlxR28zhSvN7b6xiPgb/eOoILmGdNYqZTE9b1zcqVdg1uzVNwNPl56ecOGItuQ7DFLaixcPg4CCqquLxeDKuENmI733ve4yMjOB2u/nwhz9sZ/1s8gZb/NnYbHE2WnDa29spK7Nut358fJypqSkADh48uKZx/GbEX6KnX3Fx8aYFU7Kyz8SMn5VDXmZmZpiYmAC0Uty1fl9bmXcVUPYPoD8g+U7/dThF/k+8nJi0dtkfeHSCXSVbz44kXcJKnIe72hBq4Wftt9qwl2g0ysjICKBVoiR6u5pFPB7nS1/6EgBvectb2LVrl+n3sLHJFFv8pYnI0sPGxiqklEbvncvlsjSzFIvFDOP4xsZG6uvr1zx2M+JvdHQ0I0+/jWJJzPxle8hLdXX1eVsm9JKGdvaVF0YmTefxGbh/4kYE5n+QNJPxMWuXfSmh7LTtVwYw4g/QN3Q1Uhbuqu51FLOtaGsJl+HhYRRFwe12s2PHDkvu8dOf/pSenh6EEHz0ox+1s342eYUt/mxszjMGBweJRqMAlJSUWNLroNPV1UU0GsXlcrF///51j81U/EWjUUMwNTU1UVNTk1mwCawu+9SFn/6wKus3ODho9Czu37//vP7AcGv7kVyHkDY/GnbQs3hzrsNYEyfF+APW32fmZIgGsXVtSdLhyfE5QrPX5TqMjGnx7cchts5HxVgsZgw5a25utqSyQlVVvvjFLwLw2te+loMHt1bm1Kbw2Tr/o7OF3fNnU2AkCohgMGgMXrGa2dlZo7Rm3759eL3rj5jX+xDTFX9dXV2Gp99GAjNVVpd96hk/K7N+oVDI6FlsaWmhpOT87p26YdteWkqqch1G2vxrTxHzkZfmOoykOMjO71Mg2DZujaVEIXLn6SAifEGuw8iIrVbyOTIyQjwex+VysXOnNZOFf/WrX/Hcc88B8LGPfey83sSzyU9s8Zcu2fD4s8WfjQUkDl5J9PmzAlVVDcuFqqqqlEprEgWXPlRlI2ZmZoyJbfv27cvI0y8ZiWWfuvDTsSpT2tXVhaqqeL1eWlsLZ3qkVTiE4NbdhZf9A/ib49XMzu3LdRjnEj93yq5VTB73s6e08MS7FahSctepShzxwhlkpLOVhr0oisLg4CAAO3fuNNZBM5FS8oUvfAGAG264gcsvv9z0e9jYbBZb/NnYbHH0XcexsTGmp6cBjB3PzRqqr0Vvby+BQCCtSaK64FotttZitcDcvn375oJOIFGI6rFYOeRlamrKGIqzb98+SwYQFCI3Nh2gyVd4w0Mkgs/3H0aJ5peIj0eyO3ykevj8G1a0FguRCM/0XgDSnA2qbFDqrKC+yLz31VwzMjJCLBbD4XBYZm302GOP8fDDDwN21s8mf7HFX7rYZZ82BUg0GjUGr2zbts3oi4vFYiln2VIlU8uFxN6LVERpoqef2VYViZk/q8s9FUWhq6sLgNra2nWH4pxvuBwOfr+9MHfOI9LBF3suxy2sGSOfCeFQdsXf8DPT7C/bfA/uVqF7boHJ8cLp/2vxHch1CKahqqqR9duxY4dpVSKJSCmNXr8XvehFXHdd4fxd25xf2OLPxmaLI4Tg1KlTRl/cgQMHjHIXKWVSI/NMkVJy/PhxpJSUlJSkNUk0sQRnI/EXCAQME/S2tjbTTdCTDXyxKuvX399PKBTC4XCY1rO4lXjNjkPUFRVm/+N4GG7ruQaXyF655XoE/b6s37O81858JHL/4DzK0lW5DiMl2rZQv9/o6CiRSASHw2GZ7cLx48e56667APjoRz9q6TA1G5vNYP/LzAQ762dTQExMTDA2NgbAgQMH8Hg8aQmtdBgeHmZ+fh6Ajo6OtBa/VDN/Znv6JWN12adVwi8QCDAwMABAa2srPl/2P5znOx6ni7e3XZbrMDLm2ILkZyOvwEHuy/0WF7I/hGXk2AyHymqzft985uedEme0PddhbMhWGfaiqir9/f2ANhF6o+FjmSCl5B//8R8Bbe171ateZfo9bGzMwhZ/aWL1sBdj6IuNjQlIKQ0bhNraWrZt2waszLKZNfQlHA7T3d0NaD2FVVXpDXtIFFjrib/R0VFmZ2cBzdPPiv44/ZqqqtLV1cX4+DjhcNjUe0gp6erqMkRsS0uLqdffSryh+QIq3YU7PfLecXhm9mZy7eI6N5cb+wVf98Y9vOcTEUXh/q5mHEr+9rNWuuqocheW1+Za6O/fQgjL3mf7+vr4/ve/D2hZP7tv2yafscWfjc0WRgjBi170IrZv376iLy5xYTJL/J06dYp4PE5RURF79+7N6Bob2T1Y4em3GiklXq/X+F2Njo5y4sQJHnroIR566CGOHz/OmTNnCAaDm+qXnJycZGZmBoD9+/fbJULrUOxy89bWS3Idxqb4dr+L8dArcxrD1FRuBrCMnpzjcNnWEBJmMRYI0j10JeSpAXxr8dbo95NSGlm/bdu2WVJdIaXky1/+Mqqq0tbWxm//9m+bfg8bGzOxP22kiz3wxabAKCoq4vDhwysWPSGEqXYPk5OTTExMAKzoKUyXjYzerfD0W42UEpfLxRVXXMHu3bupra014gqHw4yNjXHy5EkeeeQRHnroIV544QWGh4fx+/0pi8F4PG4Meamvr7dExG413tJyMWWuolyHsSk+d7KMiHJNzu4/MZG7Jd9z0prJwoXMMxNzLM1cn+swkrJVLB4mJiYIBoMAlmX9xsbG+O///m8APvShD1kyTMbGxkzsOcw2NluctXrV3G43sVhs0z1/8XjcsFyoq6ujoaEh42utJ/5mZ2ct8fRLREppCDifz0dLSwtCCKSU+P1+5ubmmJ+fZ25ujmg0SiQSYWJiwhC+brebqqoq41FaWpr099/X10ckEsHpdLJvXx76weUhZe4ifnvXhfx77xO5DmVTfPL5bXzukgtReT7Ld3YwNpG7LNNY9zwXHWzguaWJnMWQj9x12s8biy+G4mdzHcoKtkLmLzHr19DQQEmJ+YOjpJR85StfIRKJ0NjYyO///u+bfg8bG7OxxV+aZKMnz+75szEbXcAkogutzWb+uru7DSFz8ODBTQ1GSRy0koiVnn46ur+g/jWxB1EIQVlZGWVlZTQ3NyOlJBgMMjc3ZzwikQixWIzJyUkmJycB7XdcWVlpiMGysjKCwSBDQ0OANqnUiuEDW5XfbbuU/xp4hrBSuFmkqIRPH9vPX1+wQEwOZO2+LsqJm1PhnTkvhBGtdnFLIhL4xalSbrqwCdU1mutwAKjzNFHmqsx1GJtmenoav98PaAO1rGB2dpbbb78dgA984AMUFxdbch8bGzOxxV+6ZKMs014ZbbKAGWWf8/PzhpDZs2fPpvsp1ur56+vrS9s0Pl30rF8qnn5CCEpKSigpKWHHjh1IKQmHwyvEYCgUIh6PMz09zfT0NKCJW12Ie71eS0TsVqbK4+MNzRfwX/3P5DqUTTEXlfxT5xX8yX4/cTmdlXsKWZmV+6zHZN8il1zQyNNL47kOJa9YikV58vQhLt07A45IrsPZEiWfUkrDb7auro6ysjJL7nHbbbfh9/upqqrive99r+n3sLGxAlv82dicByTL/G1W/KmqyvHjxwGoqKgwxTspWdlnIBAwFnErPP3grPDTH7pISxUhBD6fD5/PR1OTZuqti0G9TDQQCKzwVAyHwzz44INUVFQY2cHKykp7StwG/F7bZfzv4PNEVfP8KXPBab/kewPX86aWn6HKkOX3k7H8mCwZfzaIc49A2cSwpK1I7/wiTaPXsW3HXbkOZUtYPMzOzrK4uAhYl/Xz+/3867/+KwB/9Ed/RHl5fvwfs7HZCFv8pYld9mmzVdhouMpGDAwM4Pf7EULQ0dFhSjZudUy6p5+qqpZ5+un3UVU1paxfqni9XrZt22bYawQCAZ544gni8Tgul8vwENQzhf39/QghKC8vN4RgZWVlxsNztir13lJeveMQ3x96IdehbJpHp2Gb7yauqv8RYK2YjUbM3zTJhKnBJS65qIEn/Xb2bzUPjczxmrJr8FQ8lLMYBIIWnzXDtLKJ3utXU1NDRUWFJff45je/yezsLCUlJbz//e+3pCLFxsYKbPFnY3OespnMXyAQ4PTp04A2Qc2skprV4m9sbMxyTz9d+OlYZbkwPDxsCL8rr7wSh8NhZAXn5uZYWlpCSsnCwgILCwvGeWVlZUbPYGVlpT1JDnhn++X8/+ydd3hb1f2H3yvJe8/Yjh3bsZ29d8ikYdOQhFUoGwK0QMoqoXRQfqWU0rIJLQSSQmmh7E0KBeI4e4ckxIntxPGK9x6yNe75/aHoItny1pVs577PoyeSdXXOkWPp3s/5js9HRYexiMHvH/d+kY64gItJC/lE1XlaW9zf7KKvGPc2YRijGxL/f+7m82MWLps8GtnvmFfmj/dLIUA/cP5W+oL9OxXUi/q1tbXxwgsvAHDLLbcQGxuryjwaGmqgib/eotX8aQxCXO1I9lX8CSE4cuSIEo1LT093yxrBWfyZTCays7MBdT397MKvfZMXd9LQ0EBRUREAaWlp+PnZLAtiYmKIibH5n1ksFurr65ULl/r6eoQQNDY20tjYqNRWBgcHOzWRsY91JjE8MIwLE8bwackRby/FLbyY488jE5cQ6vuNanM0Nbrf36yv1BQ3M31aHDubS729lAGHWZb55mg8SyZUIOtrPT7/UOjyaY/62b8n1eDNN9+kpKQEHx8f7rvvPi3qpzGo0MRfb9HEn8YQoa9pn6dOnVLMyceNG+fWaJzjmnJychRPP7XsEBw7fLor3dPVHHZj+pCQEJKSklweZzAYiIqKUkSu1WpVxGBdXR11dXXIskxTUxNNTU0UFxcDEBgYqEQFIyIiVDExHojckj6Lz0uykYfIF+b/HYrkr9NmoZPUsbKorxtYEePGXQ34TNRhlrXoX3sqjUaOnJzF6JH/Q5I8+/sZ7M1e6uvrlfOTWmUCFouFZ599FoBrrrmGESNGqDKPhoZaaOJPQ+MMwF2RP5PJpAiZhIQEoqOj3bPA09jFX1tbmyJuRo8erUp0y9HTry9NXnpKSUmJksY5ZsyYHs+h1+uJjIwkMjISsEUmGxoalMhgXV0dVquVlpYWWlpaFA9Ef39/pzTRwMDAIbkrnRocyZK4dP5XluvtpbgFgcTvv0vh8an1WIT7U/5qqgdW7WhdWQvTZ8axo0WL/rniYGUdkX4LiE3c5LE59ZKBEQGjPDafGtijfqGhocp3p7v56KOPyMvLQ6fT8cADDwzJ71eNoY0m/nqJ1vBFY6jQF/F39OhRJRo3Zoz7mwLYxZ/JZALU8/QDOvX0cycmk0mpjRw+fDjh4eF9Hkun0ylNYFJTU5UooKMYNJvNtLa2UlpaSmmp7aLa19fXyXg+KChoyFysrEyfPWTEH0CzFf78/RQeGt+AWbhXFFVUDrzTfd2Oevym6mmzDu7OrWqRWdzK+boMwhI88zc+3G8kvrrBm0be2NhIZWUlYKv1U+N7TpZlnnrqKQAuvfRSxo4d/GmyGmceA+9soKGh4Xa6ivzZu1x21+ikqqqKU6dsJsRjx45VpfGIXfwBA8bTrz/k5eUpYtmdtZFgE4OhoaGEhoaSnJyMEILm5mYnr0GTyYTJZKK8vJzy8nLA9v/umCYaEhIyaMXgmLBYFsSmsrki39tLcRunjIJX8xZyc/oGrKLBbeOWlQ68/+OGSiPTfOPZbhwY5uYDkcyiKC4MqcU3RH0/yMFu8XDy5EnAVhdtr6V2N//73/84eNDWaXj16tWD9rtT48xGnbZ2Qx2h8k1DwwM4Cq3uon9Wq5Xvv/8esLXOttsXuBvHdaSkpKjm6WeP+qlZ61dXV6ekYqanp6vepVOSJIKDg0lKSmLSpEksXLiQs846i7FjxxIfH4+/vz9g+x1XVFSQk5PDzp07yczMZP/+/Zw8eVKpKxxM3JY+29tLcDvf1Qm+KDkfCff8zUj4UFU9MC9Sq7fVEmDQ9qE7o00IdudPQFjUj8iNHMTir7m5mbIym32IWlE/IQRPPvkkAOeffz4zZszo95gmk4lXX32V888/n/j4ePz8/AgODmb06NHcdNNNbNu2rUfjbNiwgRUrVpCYmIifnx+JiYmsWLGCDRs29HgtFouFl156iQULFhATE0NAQABpaWncfvvtyvm/J1RVVfHwww8zadIkZYNy0qRJPPzww0o9poZ30b5xe4kkBJLK5rRqj69x5tFV5A9sgqCrurq8vDyMRiM6nU7VaJy9XgPotDGKO+bxZJOXsLAw1VJXu0KSJIKCgggKCiIxMREAo9HoFBk0Go1YLBaqqqqoqrJFFuzppfY00dDQ0AFtPD8pIoFZUUnsqi7y9lLcypelEgkBFzMx4iP6uytoINwdS1KFpppWphri2WbRon+dUdJipLj0bJKS1DOA95F8SfRPU218tbFH/QIDAxk2bJgqc2zfvl0RYw8++GC/zx0FBQVcfPHFHYSVyWQiJyeHnJwcXnvtNVatWsVzzz3ncj5ZlrnttttYt26d089LSkooKSnho48+YuXKlbz88stdZvdUVVVx0UUXsXv3bqefnzhxgrVr1/L666+zZs0aVq5c2eV72rlzJ8uXL1eEuJ1Dhw5x6NAhXn31VT766CNmzZrV5Tga6qJF/jQ0zlDai7/OaGhoUE6s6enpBAYGqrKe0tJS6urqlMdChU2Q9k1e1Kr1KyoqorGxEehdkxe1CQgIICEhgfHjxzN//nwWLFjAxIkTSUxMJCjI5u0lyzI1NTUcP36cPXv2kJmZye7du8nLy6O6uhrrAKzPWjkEo38A/zjhQ4Xxgv4PZA3v/xgqUrG5miDDwGpIM9DYXlJLa+0i1cYfETAavTQ44wFGo1GpcfZE1G/evHksXry4X+OZzWYn4Tdp0iRee+01tm/fzldffcXDDz+sfCe/8MILPPHEEy7H+c1vfqMIv6lTp/LWW2+xa9cu3nrrLaZOnQrAq6++ym9/+9tO12K1WlmxYoUi/C699FI2bNjAzp07ef7554mNjaWtrY3bb7+9y0hiUVERS5cupaysDIPBwOrVq8nKyiIrK4vVq1djMBgoLS1l6dKlSkM3De8gqXGBNdSQJCkRKAKY+JPf4RsUrup8puY6Dr39qP1hkhBC+5R4jiH5gRBCKE1UHPn666+xWCxMnz7dZY2EEILt27fT0NBASEgIc+fOVcUE3WQysWXLFqc1zp07l7CwMLfN4Rjxs1qt6HQ6Vd5LW1sb27Ztw2KxkJSUpEpjHLUwmUwdjOfbI0kSoaGhSt1geHi400aCt7hu61scrBuanSP/POUUvvotfX69rnUajz0y0Y0rcj+pF8az1aRF/7rCIOm4fEo9sp/7/S3PibqS+ZEXu31cT5CdnU1xcTH+/v7MmzdPle/17777jrPOOguAjz/+mEsuuaRf47333ntcccUVgO1ct3nz5g4ZFnv37mXu3LmYzWbCw8OprKx0KtfIyclh/PjxWCwWZsyYQVZWlpPVT0tLC4sWLWLPnj0YDAays7Nd1p6vX7+eW265BYA77riDF1980en5vLw8pk+fTkNDA+np6WRnZzutw87111/PG2+8AcA777yjvD8777zzDj/5yU8AuOGGG3jttdcGxq7oGYgW+dPQOAPobCfU/gXeWeSvoKCAhgZb04kJEyaoclIF20nMZDLh4+OjrLW3/oPd4akmL7m5uVgsFnx9fUlLG1xpVL6+vsTGxjJ69GjmzJnD4sWLmTJlCikpKYSFhSFJEkII6uvrOXnyJAcOHCAzM5MdO3Zw7NgxKioqXG4yeIKhGv0DePi7BHRM6vPrTa3ur511N6Wbqwj1GVhehAMNi5D5KjsGnSXK7WPXHWvl4MGDStbCYAkMtLW1KY3IUlJSVDlHCSF4+umnAVuE7uKL+y+SHWv5HnroIZep9dOnT+fHP/4xYKshz87Odnr+2WefVc6TL7zwQgeP18DAQF544QXAdj595plnXK7FHtGMjIzkr3/9a4fn09PTeeihhwCbEPzwww87HFNWVsa///1vwFYP2V74AVx55ZWcf/75ALzxxhtIkhTnckEaqqOJv15it3pQ+6ah4W566/VnNBrJzbW1GE9OTnZrFM6R2tpaJQVk1KhRyprcKf7sws9+Uyvds6amRkk/cnwvgxUfHx9iYmLIyMhg1qxZLF68mGnTppGamkp4eLhyodXY2EhhYSHfffcdmzZtYtu2bWRnZ1NWVkZra6tH1rpo2EhGh6rT4c/bmAQ8emgMPlJKn15vbFInVdudtDaZmSTc6xs6FKlpbeVg/nSQ3ZeiabD64tsUQnl5OUePHmXHjh2DphFUQUEBsizj5+dHQkKCKnPk5eXxwQcfALYOn+6ogXbcJOvKjN5xA9HxNUIIPv74Y8BWWjBnzhyXr58zZw6jR48GbBHL9qI+JydHEZVXXnllp2UdN954o3Lflfj75JNPlL+Rm266qdP3Yx/n9LH9C59q9JnBmeDtTTzRkVMTfxoeojPxJ4TgyJEjWK1W/P39ycjIUGV+WZaVmofw8HASExPJz8/HZDK5XfzZLS3UivrJsqw0eYmIiCAubuhtahoMBqKiooiKskUerFZrB+N5WZZpbm6mublZEfUBAQFOXoPtd6jdxcr02Tyw7zNVxvY21SZ4/uhsVo1pxCJ61zGvsdFfpVW5l5LNlYQv8qPO1ObtpQxojlTXEx/6I6KGfeWW8VKCxjJu7Dgl5bu1tdVlI6iwsDClGVRYWJjL1D9PYjKZKCqyNXpKTk5WpTGVEIJnn30WWZZJT0/nyiuvdMu4dkEGtqYq48ePd3nc8ePHAdvmreN5OD8/X4l4LlrUdS3ookWLOHbsGCUlJZw8eZLU1FTluS1btjgd1xlxcXGMGjWKnJwctm7d2uH5no7T7rl5wNouF6+hCpr409A4Q7Cn7DnSWZStrKxMMcsdN26caif5/Px8mpqanDz97HO5S/zZhZ8dtVJXCwsLaW5uRpKkAdXkRU30er0i6MAmgBsaGpSLyLq6OiwWC0ajEaPRqFys+Pv7O3kNBgYGuuX3dU5cBqlBkeQ31/R7rIFIbpPg7YJzuCL5E2Rh7PHr6moHRzplW4uFCZZ4tqDV/nXHN/n1XB40B13wjn6PlREykcTwRKUrcGtrq/L5ra2tpbm5GVmWlU2e/Px8JEkiJCRE+QyHh4erbmfTnsLCQmRZxsfHR1m7uzl16hRvvvkmAPfdd5/bsjmuvvpqfvvb39LQ0MATTzzBRRdd1EG87t+/n88//xyAn/70p4SGhirPHTnyQ91nd3Xljs9nZ2c7ib/ejpOTk0NRURHNzc1KQxrHccLCwrrc+IyPjyc0NNReTjK2ywk1VEMTf73EE2mZWtqnhqdwVfNnNpuVNJC4uDhiY2NVmbu5uVnZ1UxNTSUkJMRpTe4Qf47Cz25kr4Yoa21t5cSJEwCMGDFCFX/CwYDdJiI8PJyUlBSEEDQ2NjpdSJrNZlpbWyktLVVSZH19fZ0ig0FBQX36f9JJErekz+K336nXEt/bbK0UxAdczFkxHwI967xaVTV40o+LNlcQ9aMAqtt6Lm7PVD7L1rN8Sgqyz8l+jZMa4Ozv5+/vT3x8vOLnam8EZb81NDQghKChoYGGhgYKCwsBCAoKchKDakX4wXae8kTU7/nnn8dkMpGQkMANN9zgtrGjo6N54403uPrqq9m6dSszZ87knnvuYdSoUTQ1NbF161aeeuopTCYT06ZN46mnnnJ6vWO3zO6Er6Ntkv131p9xhBAUFxc7RS/t4/REhCclJdkzftTxc9LoFk38aWicwbhK+zx27BgmkwmDwcDYsepszNnTSmVZVoxk7agh/tT09ANb3YTVasXPz6/L+o0zDXtn0NDQUJKTkxFC0Nzc7OQ1aDKZMJlMlJeXU15eDtj+Lh29BkNCQnr8f3dhwhj+nrOdEmO9mm/Nq7xXqCM+4CJSgz/t0fHlFYOnvN/camVsWyxb0MRfd7RaLWw5lsa8cVUIXVOfxgjWhxHr17UPqb0RlH0j0Gq1Ul9fr2zqtE/3LikpAWwi0lEM9nVTxxVFRUVYLBYMBoNqUb/q6mr+8Y9/AHD33Xe73ebokksuYe/evTz11FOsW7eug7gcNmwYjz76KLfeemuHuR07MXe32egYoWtqcv47cfc4Pdn4dBjnzNwlHQBo4q+3aDV/GoOUnjR8qampUXbwRo8e3aXxe38oLS2lutpWtzR+/HinXVt3ib/2nn56vV4V8VddXa2IltGjR3u9DmYgI0kSwcHBBAcHk5SUhBCClpYWJ3uJ1tZWzGYzlZWVSuqxwWAgLCzMyXi+s/Rdg07HjWkzeOzwN558ax7nhWMB/N+kHxHi8223x5aVDh7xB1CYVU7seYFUtLZ4eykDnuKmJk4Uzicl+UukPqQNpQaO6/6gduj1eiIjI4mMjARsWRWOEf66ujolwl9WVqYYfjtu6oSHhxMSEtKnNHyr1apEG5OSklRprCWE4OWXX6a5uZnIyEhuv/12t89hMpn45z//6bIRC0B5eTn/+te/SE1N7WAt4dhIq7t0W8fzuNHovKni7nF6kvrrMI56oWGNLtGuUnqJlvapMZRwFFpWq1VpvhIREaHabqrZbFYao8THxxMd7dzhz13izx7xUzPd07HJS1RUlGopskMVSZIICgoiKCiI4cNt0Qej0eiUJtrS0oLFYqG6ulrZMHBML7U3n3DcQFieOJ61uTuobGv2yvvyFI8cjOLJaTORpN2dHqMnkKZB9muwmGVGtYRRodPEX0/YXVbLsNDFBEZu7PVrUwP6n91hbwZj7wjtGOG3f47b2to6bOro9foOTWR6kr5ZXFyM2WxGr9czYsSIfq/fFY2Njfz9738H4M4773Sqt3MHzc3NXHjhhYq/3+rVq7npppsYOXIkra2t7Ny5kz/84Q9s2bKF5cuX8+STT3Lfffcpr/f3/6GJU3f2Om1tPzRQap+K234cx8e9HaelpaVHVj8O42jhfS+hiT8NjTOE7iJ/J06cUBqW2JuvqIFjWqmrAnN3iD9PefqdPHmSlpYWJEli9OjRZ0STF7UJCAggICBAadve1tbm1E20qakJWZapqamhpsbW2EWSJKfIYFhYGDeMnMGT2Zu8+VZURyDx++9S+dPUeiwix+UxOiI8vCr3ULC5nPgLgik19i2d8Uzji1wjV0yehPA/2KvX9SXy1x2uIvyOTWTq6upobm7GarV2+ByHhoYqkcHw8PAOUT2r1crJkycBW32ZWk1m/vGPf1BbW0twcDB33XWX27/bH3nkETZv3gzQIeXT19eXc889l7PPPpvzzjuPjRs38sADD7BkyRImT54MoNTIQ8cUzPY0N/+w+9M+LbP9OF2Jv+7GaWlp6XYt7cbRPtxeQhN/vUVL+9QYQthPrCaTSWlYkpaWplrDEkdPv87SSvsr/hzr/NT09DMajeTn5wM2c2HHeggN9+Hn50dcXJzSQc7efMIuCO2G1PaLSnsnwuTgQEL0vjRavWM67ymarPCX76fy4PhGzKK04wEWdfw51cZqEYxsCKbUR7s+7AmyEHyZHc6FE4dhNZT36DXhhhgifNT3xpQkqcOmjslkcooM2j/H9fX11Nf/UK8bHBzslCpaWVmJyWRCp9ORnJysynqNRiNr1qwBYOXKlcTEuPd3JIRg/fr1gM0PtrNGMgaDgUcffZT58+cjyzKvvfaaYtTumJnj2LTFFY5NXhybv7gap30mjqtxJEnqkBmUmJhIeXl5t2tpt56iro7TUA9N/PUBLS1TYzDiSgDZhZa9I2ZQUJBqDUtcefq5wp3iT82o39GjR5WGNY6tszXUpX3zCbPZrAi/2tpapRNhW2Mz84jgv/TsQngwU2wUrDu+kJvSvsAqGp2es7QN3p4KJ7eUk3hxCMUtjd0frEFdWxv7jk9m8qhMkLrf9EgN9F6nfV9fX4YNG8awYcMA2/e9YxOZ+vp6ZFmmqamJpqYmRVTYv8/DwsKwWCz4+vq6/Tv+zTff5NSpU/j6+nLvvfe6ffzy8nIl2jl16tQuj50+fbpy315iADYLJlc/d4Xj8+2buLUfZ8qUKd2Ok5SU1GGzc9y4cezdu5f6+nrKyso6tXsoLS212zwAZHe5cA3VULUKXJKkGZIkPSxJ0leSJBVLktQmSVKTJEk5kiT9Q5Kk+b0c70JJkj50GKv49OML1XoPGhpDmfYpNRMmTFDNB8+Vp58r+iP+2jd5USvqV1FRoZgfjx49WpU24xo9w8fHh5iYGDIyMpg1axZnn30206ZNIzU1lYsj0/BX9zQ3YDhQK/jvqQuQcP5MtxoHr/gTMiTXaBH13nCstp6KsrN7dOxIFVI++4rBYCAqKor09HRmzJjB2WefzcyZM0lPTyc6Olo5L9i/32tra9m2bRtZWVl89913FBYWKhs//cFisfDss88CcO2113aIlLkDx6Zg3Z3nHDtxO74uNTVViaJu2tR1entWVhYAw4cPJyUlxem5+fN/uAzvapyysjJycmyp5fPmzevwfE/HafdcR7d4DY+g2llRkqQsYDfwf8C5wHDAFwgCMoAbgc2SJL0uSVKXSduSJOkkSXoV+AJY7jDW8NOPv5Ak6RVJktQ/ywvhmZuGhptxJYIczc/j4uIUs25309LSonj6paSkONUZtKev4s8x4qdmkxer1cqxY8cAiImJcXtKkEb/0Ov1ykXkwllzuDZthreX5DE2nJI4VPtjp5+1NA3uhnont5WTHDQ4U1e9RWZBHdbGjhfo7Wnv7zeQsDd1Sk1NZerUqSxatEipR/P391dq/UwmExUVFRw7doydO3eSmZnJvn37yM/Pp7a2Fqu1Z16Ydj744ANOnDiBTqfjgQceUOUcEhkZqTSQ2b59e5fnOkex5JhhIkkSy5YtA2wRuR07drh8/Y4dO5SI3bJlyzq8n1GjRinRwHfeeYeWFtdNll577TXl/ooVKzo8f8kllygbx3Z7jK7GOX3sJ50eqKEqaoqlhNP/ngKeAy4HZgFzgfuAktPPXw+81s1YjwG3nL6/H7j69FhXn34MsBL4oxvWraFxxpCXl6fcV2OHEzp6+qWnp3d5vKP4680urqeavOTn59Pa2opOp3MyudUYmFw7cjoB+sFjct5f1p/wobL1AuVxQ33nDRwGA0LA8Ap1LGeGMp8dFehNaZ0+H+ObQLBh8IjqiooKxU5g+vTpLFy4kHnz5jFu3DgSEhKU7pP2zsB5eXns2bOHzMxMdu/eTV5eHlVVVV0KLVmWFTP1yy+/XLXvd51Ox8UXXwzAqVOneOyxx1weV1tby4MPPqg8/vGPnTd27rnnHiXrZNWqVR3sF4xGI6tWrQJs59V77rnH5Ty//OUvAZvV0+rVqzs8f/z4cR5//HEA0tPTXYq/uLg4rrnmGgC+/PJL3nvvvQ7HvPvuu3z55ZcAXHfddQghylwuSEN1pP6GyDsdWJI+A/4JvC+E6LD1IklSNLaQ76jTP1okhMhycdwo4Hts9Yl7gIVCCKPD84HAJmAGYAHGCiHy2o/Tz/eSyOnC1KnLfotfYLg7h+9AW0sd+z9WdGySEKL7CloNdzFkw65CCKc2zOXl5ezfv195PGPGjC6LvftKaWkp3333HWA7aXcXKWtoaGDbtm0AnHvuuT1KqbSLPvtNLU+/5uZmtm/fjhCC9PR0rdZvkPDkkU28kb/X28vwKE9MLcFHt5UDmVex4b+DXDxJAv9LwjnRVOftlQwqEoKCWDhuD7K+ocNzs8LO5aLYa72wqt4jhGDHjh00NTURFxfHxIkTXR7X1tbm1Ayqs86TISEhShMZIYRSn7ZhwwYuv/xyAPbs2eNUb+dujh49yvTp05VI29KlS7nhhhsUq4cdO3bw7LPPKn6GS5Ys4euvv+4wzkMPPcSf//xnwFY/+OCDD5KWlsbx48d54oknlHP8Qw89xJ/+9CeXa7FarSxatIitW21ZmJdddhm33norERER7Nq1i0cffZSKigp0Oh2fffYZF17outKqqKiI6dOnU1lZicFg4P7771cE62effcZTTz2FxWIhJiaGffv2kZiYqLXH9hKqib8eTS5JPwY+Pf3wBSHEL1wc8zfg56cfzhVCdIhtS5I0B9h++uHfhBB3unmdP4i/Szwk/j7RxJ+XGLLiD37w17FYLGzevJm2tjZ0Oh2yLDN58mTi4+PdOp/ZbGbz5s2YTCbi4uK6LCa309LSotQoLF68uMvW03ZkWcZqtSpRPzVq8IQQ7Nu3j5qaGgIDA5k7d65q9ZEa7qWytYmLNq7DJPcuBWww4yvBX6dn8993JrNn7+CvSU2eEcP2sApvL2PQMW1YBOkpX3boVPeT+F8wNlg9ceNOKioqlA3EuXPn9rgbtWMzKHsTGcdr3paWFq699loSEhKYNm0a9fX1ZGVlcf755/PFF1+obt3z9ddfc/XVVyv1453xox/9iPfee89lWYYsy9x6661K91BX3HLLLaxdu7bL81VVVRUXXXQRu3e79gz18/NjzZo1rFy5ssu17ty5k+XLl1NW5jqoFxcXx0cffcTs2bMBNPHnJbzd7dPRkbRDfoJk++QtO/3wqCvhByCE2CFJ0jFgNLBMkqS7hDdVrYbGAEWSJIQQ5OTk0NbWhl6vx8/Pj5aWFqfCcneRk5OjePq17zLWGb0phocfon521BJkjh3axowZowm/QUSMfzDLEsfzbmHvPNAGMyYBjx4cR0ZDCDD4zdIL9lSSsSyS3KYaby9lULGvvJa4kB8RHP2N8jMJHSkBHT1WByJCCMVSJzY2tlc2RPZmUPZsE6vVSn19vSIGDxw4gCzLFBcXO1kU7Nmzh6uvvpqFCxeyYMECxo8fr8r3/TnnnMPRo0dZt24dGzZs4Pvvv6eurg6DwUBcXBwzZ87kpz/9KZdcckmnQlSn07Fu3Touu+wy1q5dy+7du6mqqiI6OpqZM2dy++23dxqpcyQ6Oppt27bxyiuv8Oabb5KdnU1zczMJCQksWbKEu+++m/Hjx3c7zuzZszl06BDPPfccH330keLJmJqayrJly7jnnnuIiorq1e9Jw/14O/IXCVSffvipEOKSds+PBI6ffviyEOJnXYz1MnDb6YcjhRD5blynEvmb9mPPRP72faZF/rzEkN40sHsr2YvDx44dS1lZGbW1tYwaNcqtNg+1tbXs3LkTsLWBHjFiRI9eJ8syX331FWDb5Q0L67wuxbHJi9VqRafTqXKStlgsbNu2jba2NoYNG8akSZPcPoeGupS01HNJ5j+wCLn7g4cQ815po2hYNMa2vlmnDCRGTI1mR2Slt5cx6JCAKyaZINCWApjgl8ptIx7x6pp6SlVVlZK6OHv2bKVRijswmUzs2LGDzMxMvvjiC3Jzc5W6QkciIiK45JJLnJqeaLgFLfLnJby9db3I4b4rvw/HVlRdG5k4P+898xoNjQGMEILDhw8DNp+kESNGKJE2d0b+HD39wsLCetVMxlHAdRf5c6z1U7PJy4kTJ5RI6ahRo7p/gcaAY3hgGBcNHxzRDndSvjufUW3uj+p7g8L9VYwJ0aIGvUUA/z0ajN5iS+v3pr9fb7FH/aKiotwq/MDmNbhw4UKWLl3KoUOHaG1t5W9/+xtr167luuuuU2wRamtrnYznNTQGO15L+zxty/Arhx+94+IwRxfo7qJfRQ73e9W28HRkryt+cKsUqB8bGtKxJw1vcuLECcVrb8KECUiSpHj9uVP8nTx5ssM8vcFgMGAymbpcU3tPP7WavDQ1NSlF92lpaT2qQdQYmNySNovPirORz6AvWWuTibz3djL5zvP5rnzwX8CGHgdivb2KwUeDycTuvAlMG1UzoC0eHLEbvgNuzUpxRAjB008/DcDkyZO57bbb0Ov13HrrrQAUFxezefNmYmO1PzqNoYM3I3/3YrNrAPhACOGqFZujGZjrtk0/0Oxwv7eutkXd3JQKWEl45qah4W6ampoUawdHrz27+OuLqborWlpaXM7TG3ri9ecJTz8hBNnZ2QghCA4OVs0OQ8MzpARHsiSua6uRoYRB0iGsthNK/ivfkDps8LT274ziQzWMD3F/V+Izgby6BspLf8SIgMGRvXDixAnAlnYZHh6uyhy5ubl89NFHADz44IMdmoUlJiZy9dVXs2TJElXm19DwBl4Rf5IkLQL+fPphBT9082yP4xa7qZNj7LQ53B/crrYaGiqg1+uJiYkhMDDQyWvPnWmfvfX064zuxJ+nPP1KS0uVnWetycvQ4LKowXHh6w58dT9cyFpNFtq+2E9o0CC3fQACcs6suk13Utwg8NUN/L+B+vp6pcGWWpY6QgieeeYZZFkmIyNDsXnQ0BjqeDztU5Kk8cCHp+duBa4QQnTWv9mx8ta3m6Edv82MnR7lmu628+OwR/+EsN3URGtUqqECAQEBzJgxA6PR6LS76c60z7KyMqVt9bhx4/psudCV+HNs8iKEUC3qZzabyc3NBSA+Pt5lm22NwYUsy1iLKxkrhZAtGr29HNXxlZw/f/X5FSSnD+NoeDDyID7PnDpSy6RRMRxs1Jq/9JbkkHBvL6FH2Gv9wsLCiIyMVGWOkpIS3nrrLQDuv/9+5VyooTHU8eg2tiRJqcBXQARgBa5yZezugOPZubtUziCH+92liDohhCju6ga4NizR0BhkSJKEr6/zPoq7xJ/ZbOboUVvfpbi4uG7N3Luip+JPzajf8ePHFZuKjIwMVebQ8CxFRUUYjUbONZwZ9Ts+UsfNl4L/HWJy2OBPjjEcGRpNbDzNCDc3TVGDxsZGKittwj41NVW1lP7nn38es9nM8OHDuf76690+h0bfON0TRENFPPYLliQpAfgaSMDW0uRmIcTH3bzMsclLd01ZHKN3RZ0e1U+0mj+NoYa7av7s3oEGg4ExY/rXVbEz8de+yYtaUb+GhgaKimxfI+np6fj5Dfw0KY2uMZlMSg3RgpSxzI7qmfXIYMank1N8zrqNjEkY3JHsspx6poQM8/YyBh0jQgZ+3ac96hccHEx0tDr1nVVVVYp1wz333ENAwODfEBkqCHGG+fF4AY+IP0mSooH/AfZ2TauEEP/swUuPONzv7mrS8XlXthHuQ6h809BQCVdCybHmr6++n7W1tYpYGjVqVL87YroSf44RP080eQEICQkhMbG7fSeNwcCJEyewWCz4+PiQmprKyvRZ3b9okGNp6ehZBoAQVL25mZjwINfPDxKs+5s1o7BeMtDFX3NzM+Xl5YCtw6da3/EvvfQSzc3NREVFcdttt3X/Ig3VkCRbioIkSQskSSqTJOkn3l7TUEd18SdJUhjwJT949v1KCPFiD1+eD5w6fX9RVwcCC0//WwKc7M0aNTTOZBzrHPoS/euPp19ndCb+PNHkpaSkhIaGBgDGjh2r2jwanqO5uZniYlsiSVpaGj4+PsyKHsGUiAQvr0xddF3snxurmgg7mI+vT9/qcgcC1QXNjLRq1iu9IXmAiz971C8oKEg1e4WGhgZeeuklAO66664+daTWcCv2b6pV2IxcfilJ0tDfnfMiqoo/SZICgc+Baad/9JgQ4omevl7YwhD21NAxkiTN6WSeOfwQ+ftY9DV80QO0tE+NwYwrIeMo/vpS99dfTz9XtBd/duGndpMXk8mk2FQMHz6csLCBfaGk0TNycnIQQhAUFMTw4cOVnw/16F+Qb9fCqHTXCUY09apEfsChO2JFr23Q9AhfnZ74oIErdIxGI2VlthYLKSkpqm28rV+/nrq6OoKDg7nzzju1DT4vIkmSJIQQkiSlAOdja9h4L+DK/k3DTagm/iRJ8sXW1XPe6R89J4T4bR+GehZbcxiAFyRJckrMPv34hdMPLaeP19DQ6CF2oQW9j/y5w9OvqzU5ij9PNHnJzc3FbDbj4+PTZ5sKjYFFdXW10oE2IyPDya5jQexIxoQO3eYv/vruuxeWfvodSYM4eNZcYWFakFb71xMSg0PQDWChc/LkSYQQBAQEEBcXp8ocRqORNWvWAHDrrbeqVlOo0TMcgjXJ2DTJN8AhIYS181dp9Bc1I39vAeedvv8tsE6SpAld3FyaLwkhcoC/nn44A9gqSdJPJEmacToveOvpnwP8VQiRq+J7+sHqQe2bhoaH0Ov1ipjqTeTPXhsnyzL+/v6kpaW5bU2O4s8u/OxzquW1V1dXx6lTtizzjIyMDl1RNQYfQghycnIAiIqKcnmhN5Sjf3q5Zxf69e/tITJo8KZ/Gvc0Y9AaBHbLQK73a21tpaSkBLBtJKr1Pf+vf/2LsrIy/Pz8uPfee7Wo38AhH1vXfgForXxVRk2fv0sd7v8IONjN8QVASifP/QZbHvDNwFTgPy6OWQf0JbLYKzyRlqmlfWqohasTnSRJ+Pj4YDKZeiX+ysvLlXbc48ePd4og9hdH8WcXfmo2eZFlWbGpCAsLIyFhaNeCnSmUlJTQdDqtcdSoUS7/dpbEZTAyOJITTTWeXp7q6Hu4d25ttRC2/QSts9JpaR181101JU1Mnx7HzuZSby9lQDOQxV9BQQFCCPz8/FT7/jWbzTz33HMAXHfddVozLy8jSZJOCCFLkjQDW7rnTmCYEKLFy0sb8gyKrTIhhCyEuAW4GFsN4CnAdPrfj4GLhBArtfawGhrd01XHz56mfZrNZqUjZn89/VzhuB6r1ap6k5fi4mIaG222olqTl6GBxWLh+PHjgK1+MzjYtVWsTpK4OW1oRv96Kv4AanJKGVnfzGD902/c1YCPStGiocKI0IEp/kwmk9KQSc2o3wcffEB+fj46nY5f/vKX2ve8FzldxiFLkjQM+AB4GFtAapYkSUvtx2mef+qg2i9VCCH18pbSgzG/EEIsF0IMF0L4nf53uRBig1rvo+MiPHTT0PAgvTV6z83NdZunX1frAeUkoVrUr62tTREJSUlJWue3IUJ+fj4mkwmDwdBt/eaFCWMYHjAwL4z7g66XzXvzP93H5KjB+fdfV9bCdH+t9q8rBmqnz4KCAmRZxsfHx6khkzuRZZmnnnoKgCuvvJJRo1xWGml4CAeBfx82H+9l/JD991tJkqbDD55/mgh0L9ovU0PjDKOrjp89EX91dXUUFhYCttq4/nr6uUKv/6H+yGQyqSb8wNYJ0mKx4Ovr69a6RQ3vYTQalb/R1NTUbus3DTodN6XN9MTSPIrO0vudxLxXviEjPtz9i/EAddvr8NcP3tpFtRmIaZ9ms1nxiE1OTnb67ncnGzZsUCyJVq9erUX9Bg7/wla21QxEYQt/zAQ+liTpd5IkjQZNBLob7ZfYSzSrB42hiF38dZf22d7Tb8SIEaqsx/ECYP/+/Rw9epTS0lJaWzsxre4jNTU1SmvxUaNGOUUcNQYvubm5yLJMQEBAj30nlyeNJ9bfdWroYKUv4k9YZRre20FkaED3Bw8wGqpamearRf9cYdDpSBiANg9FRUVYrVYMBoNbPGJd4Rj1u/jii5kyZYoq82j0HiHEISHErcAsbN36K04/lQD8Avi7JEm/kSRp0unjNRHoBtRs+DI0kYXtpvYcGhoq0VXNX3eRv4KCAhobG5EkifHjx6uyeyqEQK/XExYWRn19PUajkZKSEqUTXEBAAJGRkURERBAREdHnyKNjk5eIiAjVWotreJa6ujrKy8sBW2S6p5EEH52eG0bO4K9HMlVcnWeRzH07lzSV1pGYV0pDfCQW6+Aqpa/aWkPALAPGXtrWDHWGB4WgH2A1kRaLRYnQjxgxwq1NwxzZsmULO3fuBODBBx/Uon4DCEmS9IAshDgO3CdJ0l+BnwE3AknAYmAycKEkSRuBT4UQuxxEoKSmt/dQRRN/GhoaPUr7dPT0S05OJjQ0VJW12I3cp02bRlNTE/X19dTW1lJbW4vFYnEpBu1CMDIyssdisLCwkObmZiRJYsyYMdoFwRBACMGxY8cACA8PJza2dx5+l42YyKt5O6k1GdVYnsfpq/gDKM46ysQbFrG/uc2NK1Kfpto2phri2WY55e2lDCgGYspncXExZrMZvV6vWhaJEEKJ+i1cuJD58+erMo9G37D7+UmS5INNBJYCv5ck6RlgJXArkAGcBUwAzpMkaTO2Zo9btUaPfUMTf73FEw1ZtD0MDQ/Tnfize/pZrVb8/f1VM0C3Cz87YWFhhIeHk5ycjBCCpqYmamtrqampoa6uDrPZjNFoxGg0Kh59jmIwIiKCgICO6Wutra1Kk5fk5OROO0FqDC7KyspoaGgAOrd26IoAvQ/XpU7n+WNb1Fie5zH177oo5/VNjP/FhXx/qtZNC/IMFZurCZrrQ7Nl8NlWqEXyAOv0abVaKSgoAGyNttRKud+3bx9ff/01oEX9Bhp2qwcAIYT59M98sYnAOuBJSZLWYIsC/gyYhK0eMAObndzfgCc9v/LBjyb+NDTOMLpq+NJZzZ+jp9+4ceNUSc+xm7nb/23f5EWSJEJCQggJCWHEiBFOYtB+66kYPHbsGLIs4+fnR2pqqtvfi4bnsVqt5ObmAhAfH09YWN8udn+SPJl/HN9No2VwRbxcIbX1f1O89PVNJFx1Fqeqm9ywIs/Q0mBiii6erWjRPzsDLfJXUlKiNPNSM+r39NNPAzB16lTOP/98VebR6Dn2c/tpoiRJSgdigGYhxDdCCBMoNX2SEKIVeEmSpJeBnwJ3AnOAcE77hzuKSI2eoYm/XiLhAZN3dYfX0OhAVzV/jp5+w4YN63UqXU+xR/166unXVzHo6+uLyWQCbJ0g1aoz0fAsBQUFtLW1odPp+hWZDvbx46qUKbySt9ONq/MSpl4Y/XVCW30LodtzCJg4AmPb4KmjK91cReh8PxrMg1/Eu4OBJP5kWVaifsOHD8fPz0+VeY4dO8bHH38M2Dp8qtVJVKPn6HQ6ampqWL16NcAmYAxQD4RJknQKeB1YJ4Q4AbaaPkB3Oj3038C/JUm6AjhfCPEV/NAERqPnaFc9vUUAateWammfGirSndWDEMLpGLunn16vZ+zYsaqsyS787De9Xt/r9BxXYrC5uZmamhonMWgXfgBHjx7l5MmTHWoGtdSgwUVraysnT54EbCbR/bUfuTZ1Gv/K34fROrjTBkVr/8UfQOXBQjIy4jk4iD4XrU1mxrRFsUuniT8YWOLP3rlZkiRSUlJUmUMIwTPPPIMQgtGjR3P55ZerMo9Gz7Barej1evbu3csf/vAHPv30U7AJvyag4fS/w4GHgGBJku4RpwGspyOBeiGEWQjxLvAuaFG/vjKwWj9paGh4Bbv4E0Jgtf5wwejo6Tdq1ChVPP3s89pTPnsS9esJkiQRHBzMiBEjmDx5MosWLSIxMVF53v6eW1tbKS0t5ciRI2zZsoUtW7Zw+PBhSkpKaGlpcapB1BiYHD9+HKvViq+vL8nJyf0eL9w3gCtGTHLDyryLu8QfwPH3dzIlduAIiJ5QurWaIK0jPAZJR2KwOg26eossy+Tn5wOQkJCg2jmlqKiIt99+G4D7779fy/DwMvao6yOPPMKnn35q99R9AJiIraPnU6cPbQXecuzgaRd4QgizJEk6R5sHTfj1De3T0Fs84cOnXWtqqEhXVg9gq/szGAwe8/SzCz/7fbVScxxTP0eOHMnIkSNpbm52ShM1mUyKGCwtLQXA39+/Q82gFhkcODQ0NCj/rxkZGW67yLt+5HT+U3AAk+w+AeVp3Cn+AE68+g2pty4hv7zereOqhdUEKXV+fB82NLq39pX44GAMA8Tmoby8HKPRqHrU7/nnn8dsNpOYmMi1116ryjwaPcMe9fvf//7H559/TnR0NE8//TRLly61Cz4kSZp1+u7bwN52Q1wgSZIF2C6EaPTUuocymvjT0NBw6rRmNpvx9/f3mKefXfi5avLiznnsTV4CAgJISUlRIoPBwcEkJSUpaaLdiUE/Pz+nNFFNDHoPIQQ5OTkAhISEEB8f77axY/yDWZ44gXcKv3PbmJ5GGN1bo2c1WWj7fB+hi8bRMEgsIBoPmQhf7EudxdT9wUOU5AGS8imEUKJ+cXFxBAYGqjJPZWUlr7/+OgD33Xefy47PGp7DvqG7Zs0aAG644QbOP/98xaNPkqSRwFWnD3/NofOn/nSt30zgLuCPwHOeXv9QRBN/vUWzetAYgjhGS+xNUjzl6efudE9XVFZWUlVVBcDo0aNdRhddicGWlhanmkGTyURbWxtlZWWUlZUBzmIwIiKCwMBATQx6iMrKSmprbTYEfbF26I6b0mbyQdEhLIM0s8jqZvEHUH+ykuT0Go5GBiPLA/9kZWmTmWCJZQul3l6K1xgo9X4VFRU0NzcDqBr1+/vf/05LSwvR0dGsXLlSlXk0esfx48c5cOAAAQEBzJ8/H19fX7D1NxTA6tOHvQsonbbsHoDYxF8U4Aeasbs70MRfL5GEQFL5b07t8TXObFxdIEuShI+PD2azGbPZTH5+vkc9/fra5KUnWK1Wxfg7JiaGmJiYHr1OkiSCgoIICgpyEoN2IVhTU+NSDPr6+hIZGamJQZWRZVmJ+sXGxhIZGen2ORICQ7lo+Fg+Kf7e7WN7AtGiTnfOgq8PMXnlj9hf16LK+O6mMKucYecFUd7a7O2leIWBIP4co36xsbGqeavW19fz8ssvA7Bq1SrNw3WA0NjYiJ+fH6Ghoco5WAghS5IUC9x2+rB/nLZ2cIwKxp1+rvX0DU349R9N/GlonIFIktShkYnBYMBsNlNdXa26px/QpaefOzlx4gStra3odDpGjx7d53EcxWBiYmIHMVhbW0tbWxsmk6mDGLSniGpi0H0UFRUptUMZGRmqzXNL2iw+Kz6CPAhTMqwt6nUrzVm3kTGrLuDoIDCAt5gFGc2hlOvPTPE3ENI+q6uraWy0lWuNHDlStXnWrVtHfX09ISEh3Hnnndp37QAhLi5OySZq5637y9P/bgC22H/oIPDCgGRsUb8i0CJ/7kATf71FPn1Tew4NDQ/j4+Pj1BRlIHn69ZXm5mbFT2rkyJFurf3ojRgsLy+nvLwc+EEM2m9BQUHaBUovMZlMnDhxAoARI0aoVjsEkBIcwbnxo/iy9Jhqc6iFmuIPIah6czOxK2ZTUTvwRdXJLeXEXxBMqXHwmNW7C29H/oQQyuc1OjqakJAQVeZpaWnhxRdfBOC2225TJRtAo/fIskx4eDjTpk1j3759vP/++9x1111IkhQO3HP6sFeFEK4+nFOB8UAp8KVnVjz0GRjtnwYR9rRPtW8aGmrSldefxWJR3dPPHvVTs9ZPCMHRo0cRQhAYGOgWC4CusIvBxMREJk6cyIIFC5g3bx7jxo0jPj5eMTK2i8GjR4+yfft2srKyOHjwIEVFRTQ1NWnWEj3gxIkTWCwWfHx82u8iq8LK9FkMRnlubVLXp9BY1UTIgXx8fQa+ebZsEYysP/NSAPWSxHAv2zzU1tZSX2/rEKvm5/WNN96gvLwcf39/7r33XrefVwoLC/n973/PjBkziImJwd/fn6SkJBYsWMDDDz/M4cOHu3z9hg0bWLFiBYmJifj5+ZGYmMiKFSvYsGFDj9dgsVh46aWXWLBgATExMQQEBJCWlsbtt9+udOfuCVVVVTz88MNMmjSJ0NBQQkNDmTRpEg8//DDV1dU9Hqcn6HQ6/P39OffccwF466237H67N2ELQmWdvjkhSVLC6WMAXhdCtJxuAqOdJPuJpP0Ou0eSpEROh5vPmvsg/v7q7qK1ttazbfsT9odJQohiVSfUcOSM+ECYzWaly6adXbt2UVNTA8CYMWNUK8iXZRmr1aqIHLVSPsvKyjh06BAA06ZNIyoqyu1z9AYhBEaj0Sky2Nra2uE4LTLYNc3NzWzfvh0hBGPGjCEpKckj8/5i90dsqjjhkbncxZj7TtBaon5n9IyfzuOAaeBbYkg6kC4OprjlzOkWPzwohP9dep1X17B3715qamqIjIxk+vTpqsxhNpuZPHkyBQUF3Hbbbbz00ktu/d584YUXeOihh5SGNa64++67efbZZzv8XJZlbrvtNtatW9fpa1euXMnLL7+MrgtLjqqqKi666CJ2797t8nk/Pz/WrFnTbZObnTt3snz5cqU0oT3x8fF89NFHzJo1y+XzvcG+wQu2TbuzzjqLiooKkpKSKCwsbAECgMuEEB86GrZLkhQF3Av8GjACKUKISs3U3T1oaZ+9Rev2qTEEaH9SlGVZqcfw8fFRLUrmqSYvFotFafIybNgwrws/sP3OAwMDCQwMZPjw4QghaG1tdeom2tra2iFN1MfHx6lm8EwXgzk5OQghCAoKYvjw4R6bd2X67EEn/ixNnrE3yH1zKxNXXcCh0jqPzNdXhAwpNUEU+5854s/bKZ91dXXKpqKaUb/33nuPgoIC9Ho9DzzwgFu/I//4xz/yu9/9DrB1Fb711luZOXMmYWFhVFdXs3//fj788MNOhdtvfvMbRfhNnTqV1atXk5aWxvHjx/nLX/7C/v37efXVV4mJieFPf/qTyzGsVisrVqxQhN+ll17KrbfeSmRkJDt37uSPf/wjFRUV3H777QwfPpwLL7zQ5ThFRUUsXbqUyspKDAYD9913Hz/+8Y8B+Oyzz3j66acpLS1l6dKl7N27l8TExF7/vhwFn+P/w8iRI/nPf/7D/fffz/79+8Em/IzAIkmS8oQQhyRJGoGts+dq4DLADDx+WvjZrR80+okW+esBTpG/OR6K/O3QIn9e4oz4QFgsFqzWH75DT548ydGjRwEIDw9nzpw5bp/TMd3TarWi0+m63OXsD8eOHaOwsBC9Xs9ZZ52Fv7+/KvO4G3tk0C4IXUUG7WLQfgsODj5jxGB1dTX79u0DYMqUKT3u3Ooubt/5HjuqCj06Z39I/elBhNUzX2k+gb6E3LiYoooGj8zXZySBz9IwCpoHh1F9f7lq1Hgenr3Ia/Pv37+fqqoqwsLCmDlzpmodnefMmcORI0f46U9/yr/+9S+3zfPNN99wzjnnAHD99dfz6quvOvniOmIymewWBgo5OTmMHz8ei8XCjBkzyMrKcqo9b2lpYdGiRezZsweDwUB2drbLDtvr16/nlltuAeCOO+5Qahvt5OXlMX36dBoaGkhPTyc7O9tls7brr7+eN954A4B33nmHK664wun5d955h5/85CeAzY/vtdde6+rX4xK7qfv69esZM2YMZ511FmazGb1ejyzLvP/++/z1r39l7969Mj/YPUiAPW82A1uDFyvwDDbxV6tF/dyHVvPXawQIlW9nhv7QGCAYjUZyc3OVx2oJCU81eWlsbKSoqAiAtLS0QSP8AAICAkhISGDChAksWLCA+fPnM378eBISEpT3YTabqaio4NixY+zYsYNNmzbx3XffUVhYSGNj45CtGXQ0dI+KiiI6Otrja1iZPtvjc/YVg6TzmPADMLeY4OtDBAf6dn+wNxESwysGz3dCf/Fm5K+hoUHxVx05cqRq3/kbNmzgyJEjAG6N+smyzM9//nMAJk+ezLp16zoVfkAH4Qfw7LPPYrHYLFdeeOGFDk3HAgMDeeGFFwDbpuwzzzzjcuwnn3wSgMjISP761792eD49PZ2HHnoIsAnBDz/8sMMxZWVl/Pvf/wbg/PPP7yD8AK688krOP/98wFZD2VlqaGfYM3rq6upYtWoV69atQwiBj48POp0Og8HAT37yE9555x2AZ4FioAVbhG/C6ZsfcAz4PfBrIUTt6bE14ecmNPHXSyThmZuGhprYT45CCI4cOYLValV2Cc1m9zeJsAs/+02tOj/HJi92s/bBjF0Mjh8/voMYtF9EnClisKSkhKYmWzM4NQzde8LMqCSmRCR4fN6+4KvzfBOWmpxSUmqaGOiB6JM7KkgLDvf2MjyCN8Wf3dcvJCREtdR7WZYVYfTjH/+YyZMnu23sr776StkYffDBB3tteySE4OOPPwZsdfSdZdTMmTNHsSH6+OOPO3xn5+TkkJ2dDdjEWWfdjW+88Ublvivx98knnyi1/jfddFOH59uPI8syn3zySafHucL+vfzmm29iNBr5xz/+wcUXX6z8Hs1mM0IIRo4ciRDifmAuNruHPwHPAeuBq4C5Qog/CSEs0pmS2uJBNPGnoXEGU1FRoXj62XP71RJ/9pRPNaN+paWl1NXVAbaTrVpppd7CUQzOnz+/R2IwMzOTAwcOUFBQMGjFoMVi4fjx4wAMHz7cq8bNtw6S6J+v5J0OnPmf7WNy1MDvqhlbMsAjlG7CW+KvqamJiooKwFbrp9Z3flZWllIH96tf/cqt87z77ruATdDY6+IAampqyM3NVWoZOyM/P1+xTlq0qOvUW/vzJSUlnDx50um5LVu2dDjOFXFxcYwaNQqArVu3dni+p+M4PudqnJ5wxx13sGrVKoKDg9m8ebNS8+jj44MkSfYMIJ0QokQI8TLwRyHEvUKIlUKId4QQdXbRp3X3dD9D68rIE6id8qmkfmpoqIckSVgsFiVVJjY2Vkmjs6eouAu78LPfV0uQmc1mJS0wISGBiIgIVeYZSLQXgwsWLGDChAlOYtBisVBZWUlOTk4HMdjQ0DAoxGB+fj4mkwmDweCyHsaTzI9NZWyoOv6X7sTHS+IPIG/tN2TEh3tt/p5QsKeSUcFD2wdOJ0leE392ARMUFKSqX+xTTz0F2ATLWWed5dbxd+zYAUBKSgohISG8+eabTJw4kaioKEaNGkVUVBSjR4/mySefpK2trcPr7edXsG1GdoXj8/YoX3/GKSoq6tCZ1D5OWFgYcXFxnY4RHx9PaGioy7X0BPs55a677mLBggU0Nzfzl7/8hWuuuUYpyTh9nCydRghhlSTnLy1N9KmHJv40NM5QcnNzaWtrUzz97LUMVqu1gw1EX3EUfrIsq5buCbY6B7PZjMFgICMjQ5U5Bjr+/v7Ex8d3EIPDhw93KQZ37txJZmYm+/fvH7Bi0Gg0Ulhoa7KSmprqsq7G06xM738LdLXx8eLpXciChvd2EBkW0P3BXiSicOD7E/aHCIMPxQUF1NTUODX4UpuWlhalVkzNqN/evXv59ttvAfdH/WRZVpqgRUdHc/fdd3PNNdd08PLLycnhgQce4Ec/+pGSdWKnuPiHXn3ddc10LFFwFEh9HUcI4fQ6x3F60sHTPk77tfQE+/9DRkYG77zzDrfccgt+fn58/vnn/POf/wRQNoHFaU7f1zp5egjN6qGXSLLtpvYcGhpqUl9fT0FBAWD7gg4ICHASfGazWTEl7w+eSvesr69XTmzp6ekDQiAMBOxiMD4+HoDW1lYnn8GWlhYsFgtVVVVKYwaDwUB4eLhiLxESEuLVbqK5ubnIsqwYKg8ElsRlMDI4ihNN7jVDdifeFH8ATaV1DM8ppSEhEot1YJ7UivZXMXZ5FNmNA/f/sT9ESnolXVqSJMLCwpQuwWFhYb2uYespJ0+eRAhBQEAAw4YNU2UOx6jf9OnTFQNxd1FfX6+cEw8dOsTu3buJj4/nr3/9KxdddBH+/v7s3r2bBx98kB07drBt2zZuvvlmPvjgA2UMu30S0G2qelBQkHLfXtus1jg9SZu3j9N+jN4gyzJBQUH84he/IDs7m23btvG73/2OkpISHnnkEWJjY9HsG7yDJv56iyfSMgfYzrvG0MOeyhEaGqp4+jl2MXOH+POUp5+9yQvY3k9ffInOFPorBiMiIggJCfFYLWVdXZ3idzhq1Cj0+oERqZEkiVvSZvKb7/7r7aV0ikFIePuKqmTzUSbcsIgDzR1T4gYKwceBgZ/F2ydSw2yfV3utb11dHXV1deTn5yNJEqGhocpnOzw8vMtOlj2ltbVVqXNLSUlR7bvi6NGjfPrpp4CtGYu7vxscUyZbW1sJDAxk48aNSmMWgIULF/Ltt98yd+5cvvvuOz788EN27tzJ7NmzldfZ6W5D0vF8azQanZ5z9zg92Ry1j9N+jN5g/7+fOHEiH374IatWreKDDz7ggw8+YPTo0dx9991atM9LaOJPQ+MMZMaMGRw6dIikpCRFkDnuAruj6Ys94qd2umdJSQkNDTZvsTFjxpwxnnfuoL0YbGtrU3wG6+rqaG5u9poYFEJw7NgxwOY9qVbdUF+5cPgY/p67neKWgekX5zMAxB9A7uubGP+LC/j+VJ23l+KSkkM1TFgezeHGKm8vxe1MTEpmzvipmM1mRfjV1tYq6d319fVOWSAhISGKEIyIiOhTBkVBQQFCCPz8/EhIUKczrhCCp59+GiEEY8aMYcWKFW6fo71F0MqVK52En52AgAAee+wxpSHM22+/rYg/xzFMJlOX8znWDLa3g2g/Tlf2Rd2N09LS0u1aHMdpP0ZfkGWZmJgYfvnLX3Ls2DG+++477r33Xu65554nsHn41Wkefp5FE3+9xRM2fFrgT0NlfH19mTBhgtPPdDoder0eq9Xa76YvnvL0M5lMSgvpxMREwsK819Z8KODn50dcXJzSDMAuBu03V2JQr9cTHh5OZGSkW8VgWVmZIuq9Ze3QFXpJx01pM3n00NfeXopL9GLg/L5KX9tEwtXzOVXd2P3BXsDvmAyDw8GjVySfbvbi4+NDTEwMMTExgK2u2y4E7WJQlmUaGxtpbGxUamyDgoKUTZ7w8PBuPVPb2tqU9Hs1o36FhYV2nzh++ctfqpK+GhIS4vT4vPPO6/TYJUuWYDAYsFgsSufR9mN0lz7pGGlsn5bZfpyu/h+6G6elpaVHqZz2cXrTWdm+0eto6WT/Gdg2nT/55BN+9rOf8d///hchxLXYjN3f0ISfZ9HEn4bGGYokSR2ae/j4+GC1WvsV+XOs81PT0w9s9WAWiwUfHx+vd4EcivREDFqtVqqrq6muttVN2cWgY81gby8CrVarIurj4+MHrKhfljietbk7KG/te12MWujlgSP+2hqMhG47SsCkZIxt7u0m7A5Ks2uZNDqWg40V3l6KW0nupNOnXq8nKipK8d6zWq00NDQon+u6ujpkWaa5uZnm5mZF0AUEBChiMCIiAn9/f6fv9sLCQmRZxtfXl+HDh6vynoQQPP/881gsFkaMGMG1116ryjx+fn7ExMQoVkhd1Rv7+/sTHR1NWVmZcjw4N1Zp33ylPY6NVdrP1X4ce2fursaRJKlDCURiYiLl5eXdrsVxnO7qrK1Wq5Jyq9PpaG1tdfq7aP/dn5SUxO9+9ztOnDjB0aNH44HXJUkaDjwPGEHr8ukJNPHXSyQhkFT+u1R7fA2NzvDx8aG1tdVt4k/NqF9dXZ1SW5KRkeGWehWNrnElBu0RhJqamm7FYEREBKGhod2KwYKCAtra2tDpdANa1Pvo9NwwcgZ/OZLp7aV0QD8Qcj4dqDxUREZGPAcHqPem4YgJKWnoJN5IQFIPbR70er3y+QSUKKCjGLRYLBiNRoxGo/K96+/vr0QFQ0JClIhhcnKyavW5FRUVvP766wDcd999bmlM1hnjx48nMzMToNtuqfbnHaOQ48aNU+7b69I7w/H5sWPHOj3XfpwpU6Z0O05SUpJT8xf7OHv37qW+vp6ysrJO7R5KS0uVrIv2a2mP/f956dKlBAcHExgYiK+vL9OnT6e6upqMjAyGDRtGU1MT06dPp6WlhQkTJvDpp5+SkZFxAJgM/AzIFUK83+VkGm5DE3+9RWv4ojFEcBX5s5+4+pr26akmL7IsK01rwsPDVast0egaPz8/hg0bpnT0M5lMTpHBpqamXovB1tZWxSMsJSWl21Qzb3PpiIm8mreLGlOLt5fixEATfwDHP9hF8k9nUWAaeAKwLKeeKeOGsb+x3NtLcQuxgUH49zEdUqfTERYWRlhYGCkpKQghaGxsdEoVNZvNtLa2UlpaSmlpqfJa+/d9Y2MjwcHBbv3+F0Lwt7/9DaPRSExMDLfccovbxnbFwoULFfF34sQJpk6d6vK4hoYGJQ3eMeKZmppKQkICp06dYtOmTV3OlZWVpbw+JSXF6bn58+cr9zdt2sRVV13lcoyysjLF63bevHkdnp8/fz5vvPGGMs5PfvITl+M4rtXVOHbsG7xbtmzh888/B5yvK+ypsGFhYVitVlpaWpg8eTJVVVWkpqYCRGLbpxgBvCVJ0j3Aq0II02nvP+1iWCUG3jewhoaG17BHz/oS+XOM+Knd5KW4uJimpiYkSdKavAwgfH19GTZsGGPGjGHu3LksWrSISZMmkZSUpNSO2MVgXl4eu3fvZuPGjezdu5f8/Hzq6urIy8vDarXi6+urdKIdyATofbg2dZq3l9EB3cDLrgSg+t29xIcOTCsW+WAruiHyXeJOc3d7Z9ARI0YwefJkFi1axNy5cxkzZgzDhg1zagwjhCA3N5cdO3awadMmDhw4oHiI9tc/tr6+nrVr1wKwatWqDpEtd3PZZZcp9z/88MNOj/vwww8VwbNgwQLl55IksWzZMsAWkbObxrdnx44dSsRu2bJlHc5no0aNUiJw77zzDi0trjeaXnvtNeW+qyY4l1xyibLR9o9//KPT92MfR6fTcckll3R6nH2de/fu5dJLL2X58uVMnjyZ8847j8jISJKTkxk+fDj19fWKndT+/fspLS21i90RDsMZgJ8DC0BL/VQbSfv9do8kSYlAEcCCyffh76tu/UmrqZ7N3z1tf5gkhOg+QVvDXZwxHwiLxdIhleXQoUOUlJQwfPhwJk6c2KvxZFlWboBq4q+1tZVt27ZhtVoZMWKEyw5sGgMTV5HBzoiNjWXEiBGEhYV5zFqirzSZ27jg21dptAwcS4M5DZGU3brR28twSWhyNC1nT6C+qbX7gz1M/LJY9jYN/ujf5elj+cPcsz0yV35+Pnl5eUiSRGxsLPX19U72BHb6kgJuRwjBk08+ySOPPEJoaCj5+flERka6+6104KKLLmLDhg3odDq++uorlixZ4vR8WVkZM2fOpLi4GF9fX06cOOEU/cvJyWHcuHFYrVZmzJhBVlaWUwdNo9HIwoUL2bNnDwaDgSNHjpCRkdFhHevXr1cinXfeeSdr1qxxev748eNMmzaNhoYG0tPTyc7OdtkI5/rrr1eif++++y6XX3650/PvvvsuV155JQA33HCDk6Dsira2Nvz8/KitrVVScXNycoiJiaGwsJCamhoCAwPZv38/fn5+1NTU8PDDD78O1AGjgSXYBGAdcKsQ4n2tA6h6aOKvB2ji74zijPlAuBJ/2dnZFBQUMGzYsE5TXFxhj/bZb2qle4JNoJaVleHr68u8efNUMyrWUB+TyeRUM+hKDOp0OqcLxoEqBl88tpW1eTu9vQyFs2oiOPXzTG8vo1OSz5nI0chgZHlgfeVGjQjmyKgmrIP82ui+qXNYOUH9iLTVamXLli2YTCZSUlIU4WI0Gp3SRF1Fq+yfbfvnOywsrNNawebmZiZMmEBFRQUPPPAATzzxhEcyPnJycpg9ezZ1dXX4+/tzzz33cNFFFxEQEMCuXbt4/PHHlQYqTzzxBKtXr+4wxkMPPcSf//xnAKZOncqDDz5IWloax48f54knnmD//v3KcX/6059crsNqtbJo0SK2bt0K2KKSt956KxEREezatYtHH32UiooKdDodn332GRdeeKHLcYqKipg+fTqVlZUYDAbuv/9+xabis88+46mnnsJisRATE8O+ffu69c21p3463nf8WTcoB0mSdA7wLDAOyAKuEkKU9WQQjd6jib8e4Cj+Fk661yPiL+vgM/aHmvjzLGfMB8KVpUNeXh55eXlERkYya9asHo8lyzJWq1VJfVGr2L+mpoa9e/cCMGHCBMWfTmPwU1FRwXfffQfYon5Go5HGxo7WAANVDNabjFzw7au0WPvvkekO5pWHU/KLruuMvM2olT9if93AqpUEGL5sGLubBvd157MLz+e85DTV5yksLOTYsWPodDoWLFjQqTegvVOwXRC62uiRJImwsDDFMsbPz4/w8HAA/v73v/PLX/4Sf39/jh8/7tE67y1btnD55ZdTXu46IixJEr/5zW949NFHXT4vyzK33nor69ev73SOW265hbVr13b5XVZVVcVFF13kZCfhiJ+fH2vWrGHlypVdvBvYuXMny5cvp6zM9d94XFwcH330keJX2BO6En72nznaPpy+LznW9kmSdBvwd2yi8C0hxDU9XoBGr9C2zHuLwAMNX9QdXkOjM/pS82eP+tnvqyX8ZFlW6iIiIyM77VSmMfiQZVlpVBAbG8vkyZMB29+hY5poY2MjsixTU1NDTU0N8ENzCkcxqNbfYFeE+QZwRfIkXj+x1+Nzu0IyD/wTSc66jYxZdT5HB5gBvHFPM4ZxOiz9rFHzJu6s+esMWZaV5kyJiYldmsK37xTsGPW3f7aFEIoZ/dGjR/n1r3/NqFGjmDlzJocPHwbgxhtv9Pim3/z58/n+++954YUX+Oijj8jPz8dkMhEfH8/ixYtZtWpVl5kyOp2OdevWcdlll7F27Vp2795NVVUV0dHRzJw5k9tvv73TSJ0j0dHRbNu2jVdeeYU333yT7OxsmpubSUhIYMmSJdx9992MHz++23Fmz57NoUOHeO655/joo4+U/8PU1FSWLVvGPffco9iAdIWjzYNd8Nn/dRR6rmwf7Pcda/uEEGslSZoI3AmkSZIUDtRr9X/uR4v89QCnyN/Ee/H3DVV1vlZTA1mHtMiflzhjPhCuIn+nTp3i4MGD+Pv7s3jx4m7HcGzyYrVa0el0qkVhHOtK5s6dq3qxv4bnKCgoICcnB0mSOOusswgMDHR5nNlspq6ujpqaGuWCsT3eFINVrc1ctPFV2mTvt9qcfyKE4oe2eHsZ3RIQHYxuxWwqapu7P9iDJF0Sx87m0u4PHKDsuepWAlW2vykuLiY7OxtJkpg/f36/OvNaLBYnMbh+/XqlNs2RsWPHcu6557Jw4UIWLlyoGNdreIeKigq+/fZbQkNDCQwMJDw83MmKQpblriyfHNM+dUIIWZKklcAaoAxYJIQoUPktnJFokb/eolk9aAwRXH0Z99bqwVOefkajkRMnTgA2DylN+A0dTCaT8n+blJTUqfADW2Q6JiZGueCzi0F7zaA9Mmi/gATPisFo/yCWJ03g7YLvVBm/N0htgyNqZaxqIu5APnXp8ZjM3hfNdhp2NuA7SY9pAAj53hITEKi68HOM+iUkJPTbksVgMBAdHa0YmI8dO5aLL76YjRs38vXXX3Py5EmsVivZ2dlkZ2fz/PPPK8dddtllnaZcargX+7m+rKyMtWvX8uKLL1JdXY0syyQkJDBs2DAmTJjAihUrWLp0qfJd240IxKGxSxrgC2Rrwk89NPGnoaGhYE/7tFgs3RZte8rTD2xF97Is4+/vz8iRI1WZQ8M7nDhxAovFgo+PT6//b7sSg7W1tUp7eUcx6FhXFBkZ6XYxeFPaTN4vPITF203qTINHtJTtPsG49HgOeHshDtSXtzDNP44dLYMv+ueJlM/y8nKMRiOSJNk929xKSEgIS5cuRQjByy+/DNjsCeyeeVu3bqW5uZns7Gxyc3PdPr9GR+zXBC0tLTz00EO8+eabmM1mkpOTaWtr49SpU5w6dYrDhw/z3//+l1dffZWf/vSnrFixQulw2pUIlCQpErC3qH3WY2/sDEQTf71FPn1Tew4NDZVx9eXr47BbbDabu6zh8JSnX1VVFRUVFQCMHj3aK/VcGurQ3NysdMpLS0tz+vvrCz0Rg451Rfn5+U5iMCIigvDw8H79jcUHhHLx8LF8XPx9v95LfxGtg0f8AeS+tZWJd53PobJ6by9FoXZbHf7T9bRaB9fvUm3xJ4QgPz8fsDUHcbQucCeyLPPkk08CNo+6G264AUmS+PWvf43FYmHfvn1kZWUxbtw4VebXcMbeyftvf/sbr7/+OsHBwVx22WX89re/Zdy4cbzyyivcd999NDc3U1VVxYYNG9i1axfr1q3jqquu4oorrlAa+HSyudwGvAR8IoT40rPv7sxCE3+9RBICSeW0TLXH19DoDMeLb4vF0qn4s0f9ukvl6C9Wq1Vp8hIdHa3VdwwxcnJyEEIQFBTk5I3lLtqLQce6InuaqBpi8Jb0WXxafATZiyXEg038ARSt38iIGxdTWNHg7aUA0FjdyjTfeLYZT3l7Kb1CbfFXUVFBc7OtRlONqJ+dzMxMpbvzr371K6fzjMFgYNasWb3qSq3Rd+zZPSaTSbGj+OUvf8nPfvYzYmNjAZsHb3NzM8nJySxZsoR3332XqqoqNm/ezP79+3n99de56qqruPTSS112axVCNAOvSZKkbs6yhib+NDTOVLqq+YPOO3461vkJIVSN+p08eRKj0YhOp2P06NEe8XXS8AzV1dVUVVUBkJGR4RG7hvZ1Re2bTHQWGQwNDSUyMrLHYjA5KILzEkbx31PHVH9PnTEYxZ+5xYT4+hDBczJoajF5ezkAVG2tIXCWDy2WgWHh0RPUFH+OUb9hw4apVn8thOCpp54C4Oyzz2bOnDmqzKPRM+xRv3Xr1lFXV8eMGTO45pprFOFXWFioGM8/++yzLFu2jMsvv5z777+f7OxsGhoa2LZtGwcOHOD5558nMzOzgwC02z4IIQbPh22Qoom/3qI1fNEYQth9eezo9Xp0Oh2yLPdI/KkZ9WtpaVEaCqSkpHTZCERjcCGEUKwdoqKiFDHmaXoqBuvr66mvr3cSg441g46bJnZWps3iy1PHvBb7E8aeNW0aaNTklJKaEcf3gX4D4lTYVNvGFH082yyDJ/qXHKqe+KuqqlK67KoZ9du9ezeZmZkAPPjgg9rGn5exb3i9//77AFx33XVONdpffPEFubm5JCUlsWzZMgAuuOACQkNDueSSS2hra2PkyJEcOnSIuLi4ziJ/A+ATf2agiT8NDQ0nfHx8aGtrcyn+PNXkRQjB0aNHkWWZgIAAUlJS3D6HhvcoKSlRTJ5HjRo1YC7sXInB+vp6xVqivRg8efKkkxi0RwYNBgMZoTEsGpZGZvlxr7wX6yAVfwD5n+9nyu3nsL+6oxG4N6jYUk3wWb40mQdGNLI7klWK/DlG/aKjowkJCVFtHnvUb+bMmZxzzjmqzKPRO77//ntKS0sZNmwY06ZNU763zWYzr776KmBLBbX/zMfHh7POOosbb7yRtWvX8vvf/55du3axfPlyACRJMgghBu8X1SBGE3+9xgORvzPHak5jAGIXf+3tHhwjfmo3eamsrKS6uhqAMWPGaE1ehhAWi4Xjx22CaPjw4QQHB3t5RZ1jMBiIiopSDI+tVqtTZLC+vr5LMXhF9GiviT/RMrivqXJf+YaMO88nt7TO20uhpcHEZCmerQz86F+UfwBBPp036uoP9r95QNWuy0eOHOGzzz4DYPXq1dr3/wDBYDBQU1NDXFycU/39rl272LdvH+Hh4Vx++eWA7TrCbgI/fvx4mpqaKCsr489//rPyOk34eQ9N/PUWLe1TYwjRPu0Tfqj7ax/582STl2PHbLVSsbGxXksJ1FCH/Px8TCYTBoOB9PR0by+nV+j1+l6JQYBRUjA5wvMRLGvL4C6bEbKg4d0dRF48lZp6o7eXQ+nmKkLn+9FgbvP2UrpEzXo/ux+nPd1ZDYQQPP3004DNw88eJdLwPhaLhfLycsxmM2lpacrP7amg5557rlM02C7a/fz80Ov1FBTYbPvsm8ca3kMTfxoaGk7YO346ij+78LPf1PT0O3HiBK2trUqTF42hg9FopLCwELDVC3VlJTIY6IkYXKKPIceiib++0FRWR+KxUzQMj8Ji9a4HUmuTmUkini0DPPqnlviz/12DurV+BQUFvPfeewA88MADLutpNbzD+PHjKSgoYPfu3ej1emRZVjaDwdbEy57JYY/6Wa1WcnNzsVqtGI22TRxN+Hkf7VPVWzSfP40hRFdef+3FnyeavDQ1NSm7gyNHjsTf31+VeTS8Q25uLrIs4+/vT1JSkreX43ZcicFp9fVkHqgn21jj0bVYmwa/+AMo3nKMidcvZP8A6P5ZnFVBxNn+1La1enspnaJWvZ+91i88PJyIiAhV5hBC8Nxzz2GxWEhOTuaaa65RZR6NvmG1WklKSlK+uyVJwmAwKJt4p06dIjc3l4yMDCXqd/DgQf79738D8KMf/QjQIn8DAe2330vsPn9q3zQ0vIV9p9Ve82cXfvb7an1p25u82H3fkpOTVZlHwzvU1dVRXl4O2Jq8nAl1PHq9nsjISFZNWOTxuS1NAzs9sTfk/DOLCfHh3l4GJqOV8eZIby+jS9SI/DU0NCi2LKmpqapt/pWXl/PPf/4TgPvvv3/QZwYMNdp/Z9v/Ds466yxCQkI4duwYDz/8MJ9//jmHDh3is88+4xe/+AV5eXmkpqYqKbya8PM+WuRPQ+MMprvIn6PwU7vJS1lZmZJWNGbMGO0EMYQQQih1nOHh4Yo31JnCvNhUxoUN40h9ucfmtDR6P1LmTk69vomEq+dzqrrRq+so3FRO9DkBVLV5vw7RFSNUsHmwR/1CQkKUqLa7EULw4osv0traSmxsLDfffLMq82i4n3POOYeLL76Y//znP7z99tts3boVo9GomL4HBATw8MMPA7ZNZS2V1/toV1e9xd7wRe2bhoaXcCX+1G7yYrFYFN+3uLg4IiMH9u66Ru8oKyujoaEBGFjWDp7klrRZHp3PMkTSPu20NRjx3XqUAH8fr67DYpIZ26ZO2qM7cHfkr6mpiYqKCsCWiq/WZ7eurk6xC1i1apXm6zqICAgIYP369fzmN78hODiY4uJiqquraW5uJj4+nt///vfccMMNQMfooYZ30OS3hoaGE47dPj3h6Qdw/PhxpQPkqFGjVJlDwztYrVby8vIAiI+PV61L4EBnSVw6acFRHG+qVn0uH0k3JDcRKw8XkZERx0EvX0AWZJUx7LwgylubvbqO9oT7+RPq6+fWMe1Rv+DgYKf2/u5ECMHatWtpaGggLCyMO++884zcIBqs2Ou4H330UX7+85/zwQcfcOjQIaZNm8b06dOZMWMGgNIzQMP7aOKvt8jCdlN7Dg0ND9BV2qfFYvGIp19jY6PSATItLQ0/P/devGh4l4KCAqV762CzdnAnkiRxS/osfn1gg+pz6YfwKeT4h7uZcud5HChv8NoaLGZBRlMo5YaBJf7c3eylpaWFsrIyAFJSUlQ7BzQ3N/O3v/0NgJ/97GeEh4erMo+GOuh0OmWjOCEhgbvuukt5ztFKShN+Awct7bO3CDyQ9untN6lxJuOY9mm1WlVN9xRCkJ2dDdh2lhMTE1WZR8M7tLW1cfLkSQCSk5PP+O6tFySMJilQ/cinXgzti6wTr3zLyDjvRpBPbi0nISDYq2toj7tTPu2f3cDAQOLi4tw6tiP//Oc/qaqqIiAggLvvvlsTCYMQx+uE0tJSpVeA9n85MNHEn4bGGYyrL2bHYuyWlhZVxd+pU6cUM+yxY8dqTV6GGHl5eVitVnx9fUlJSfH2cryOXtJxU9pM1efx1w3tpB6ryULrp3sJC/beZoJsEYysH7riz2g0cuqUzdNQzaifyWTiueeeA+Cmm25SVWRq/IA9IldbW0t2djZtbe7pDtzY2MgLL7xAYmIia9asccuYGu5Hu9LqNZ5o9qKF/jS8h6P427lzJ9u2bePIkSOUlpa67QQBtshibm4uYEsV0VJ9hhYNDQ3KxWNGRobW4e00lySOZ5i/uqLB3zD0W+TXF1SRUFSFTue9yEL+1nKSAkO9Nn973Cn+CgoKEELg7+9PfHy828Ztz9tvv01xcTEGg4H7779fixR5CHtk7uabb+acc87hhRde4PDhw4oRe1/Jyclhy5YtlJWVsWPHDsA59VNjYKCJPw2NM5j2J1ohBH5+fowYMUK5WDcajZSUlHD48GGysrLYtm0b2dnZlJeXYzL1vZ18Xl4eZrMZg8FARkZGv96HxsBCCKF0bw0JCVH14nGw4aPTc8PIGerOcYac2gu/OczkkACvzS9kGFE9cLpSJrvJ5qGtrY2SkhLAFvVTKyPDarXyzDPPAHD11VeTmpqqyjwaHdHr9ZSXl/Pxxx9TWlrK6tWrufTSS3niiSfYt28fzc29r2c1Go1kZmayZcsWAB5//HHgB6GpMXA4M84Q7kSzetAYYtgFoL25ixCCtLQ0Fi5cyJw5cxg1ahTR0dGKGGxubqa4uJiDBw+yadMmtm/fztGjR6moqMBs7ll7+fr6eoqLiwFbVEgz8x1aVFZWKp6NZ6q1Q1dcNmIikb7qiQbDEK/5cyRn/UbGJnjPeiF/exkpQQOjg627In8FBQXIsoyvry8JCQluGdMVn376KceOHUOSJFavXq19T3iY+vp67rrrLhYvXkxgYCB5eXn84Q9/YPny5fzf//0f27dvVyx6ekJOTg4bNtgaWl1zzTUkJSUhy7Jm7zAA0fJweovW7VNjiCKEUASgJEnodDpCQkIICQkhOTkZIQQNDQ3U1tZSU1NDXV0dVquVpqYmmpqaKCoqAmyRnoiICCIjIwkPD1cayDjOY2/yEhoayvDhwz3+XjXUQ5ZlJeoXGxureTa6wF/vw3Ujp/Hc0S2qjG8QOiyqjDwAEYLKf28m9tLZVNR6ofumkEgo9+dkcL3n53Yg1NePcL/+10CaTCZlYy45OVm1C3dZlnnqqacAWLZsGePHj1dlHo3OGTVqFH/5y1/Yt28f33zzDZs2bWLv3r0UFxfz5JNP8tprr3HllVdy+eWXM3nyZCIiOt9kaWtrY8uWLWRmZgLw61//GtBSPgcqmvjT0NBQhJ/95srTT5IkwsLCCAsLIyUlBVmWO4hBWZZpbGx0sm8IDQ0lMjKSiIgIwsPDKS0tpbGxEYAxY8Zou71DjKKiIoxGI5Ikaem8XfCT5Cn84/huGszuq6O1o5fPrM+UsbqJuP351GfE02a2enz+kzsrSFsWwfGmWo/PbcddNg9FRUVYrVZ8fHxU7b787bffsm/fPgB+9atfaecBL2Cv6TzrrLOYNWsWF154Id9++y2bNm1i165dVFVV8be//Y1//vOfXH755Vx55ZXMmDGDqKgop4whSZI4fvw4GzZsQJZlli5dytixY7Wo3wBGE3+9Rci2m9pzaGh4CEmSnFI+e9rdU6fTER4eTnh4OKmpqciyTH19PTU1NdTW1lJfX68IxIaGBk6ePKnMBRAdHU1w8MDqlqfRP0wmEydOnAAgKSmJwMCBUw810Agy+HJ1ylRezt3h9rENZ+AppGzPCcamx3HAS/PHlPhw3IvZn+5I+TSbzcqmnWPdt7sRQihRvyVLljBr1ixV5tHoGkcBZzAYmDFjBtOnT+eCCy4gMzOTjRs3snPnTsrKynjttdd48803WbZsGVdffTVz5swhJiYGvV6PLMts3bqVb7/9FoDf/e53yrgaAxNN/GlonOHYo332+33dqdPpdERERCipIVartYMYdDwZVFVVsXHjRsLCwpwig5rdw+DlxIkTWCwWfHx8GDlypLeXM+C5JmUqb5zYS4u1Z7WyPUXv+eDXgCD3P9uYdNcFHCyr8/jchXsqGbUskpymGo/PDTDCDc1eiouLsVgsGAwGkpKS3LAq1+zcuZOsrCwAHnzwQS3q52XaR/EmTZrEpEmTOO+889i0aRPffvstO3fupLCwkHfffZd3332Xiy++mKuvvppzzjmH6upqvvzyS1pbW1m8eDEzZszo17WEhvpo4q+3eKIhi7ZbouEhHCN+siyj0+ncdiLW6/VERkYqNV9VVVXs378fgICAAFpbWxFCUFdXR11dHfBDNNFeMxgaGqqJwUGCvREQQFpaWodaT42OhPkGcGXyZF47scet4+rOwMifnYJ13zLipsUUVvS8UYW7iCjQQZTHpwX6n/ZptVopKCgAbFF7tT6/jlG/2bNn86Mf/UiVeTR6T3sROGbMGMaMGcO5557L5s2b+fbbb9m2bRvHjx/n888/5/PPP+fss88mNTWVr776CoCHH34YQEv5HOBo4q+3aA1fNIYQX3zxBa+99hrz589n4cKFpKenK1/87kSWZcXTLzw8nBkzZmC1WqmtrVVqBhsbG5FlmZqaGmpqajh+/Dh6vd5JDIaEhGhicICSk5ODEIKgoCCtiU8vuC51Om+d3E+b7L5wne6M6fbSEYvRhPy/gwTPHUVTS9+taPpC0YFqxi6PIrux2qPzQv/TPouLizGbzeh0OkaMGOGmVXXk+++/54svvgBg9erVmkAYgLQXgSNHjmTkyJEsWbKELVu28M033yiWTxs3bmTjxo0ATJ8+ncWLFwNo/68DHE38aWicwXzxxRe89957vPfeewAMHz6cBQsWsGjRIhYuXEhycjLQ0Q+wtxQVFdHU1KTsJkqShMFgICYmhpiYGMBWb+IoBpuamrBarVRXV1NdbbuYMhgMhIeHK2miISEhWsrQAKC6upqqqirAZt2hCfSeE+0fxPKkCbxd8J3bxtSfweIPoDa3jNSMeL4P8vN4Ik1IHjDMs3NC/8SfLMtK1C8xMVE16x3HqN+4ceO45JJLVJlHwz20F4GJiYlcddVVnH322Wzbto1vvvmGzZs3k52djcViUTp82lOHNQYu2v9Ob9HSPjWGEEuWLKGqqopNmzZRXl5OSUkJ//nPf/jPf/4D2Ax+FyxYwMKFC1m0aBEJCQm9Flutra0cP34csKUThYSEuDzOx8eH2NhYYmNjAVvzELsQrK2tpbm5GYvFQlVVlSI0DAaDEhWMiIggODhYE4MextHQPSoqiujoaC+vaPBxc9os3i88hMVNzb4ks3YOyf9iP1NuP4f91U0enbf4cA0T0mM43FjpsTlDfHyJ9O+72f2pU6doa2tDp9MpG35qkJ+fz/vvvw/Yon6aQBgctBeBw4YNY8WKFSxatIhdu3bx6aefUlJSwooVKwC0/9dBgPY/pKFxBnPppZeyYsUKZFnm+++/JzMzk8zMTLKysqiurubkyZOcPHmSN954A7BFdeyRwQULFhAbG9ut2Nq/fz9WqxU/Pz/S0tJ6vDZfX1+GDRvGsGG2bfS2tjYnMdjS0oLFYqGyspLKStuFlo+PjyIGIyMjCQwM1MSgypSUlNDUZLvA1gzd+0ZcQAg/Hj6Wj4q/d8t4kvkMLvpzIPeVbxh15/nklNZ5dF7/o1bwYOZzf6N++fn5ACQkJODv33+vQFcIIXjuueewWq2kpqZy9dVXqzKPhnq0F4GRkZFccMEFzJ07F6PRCNhqR7WUz4GPJv76ghaZ0xhCSJKEXq9XOnytWrUKi8XCwYMHlXbPW7Zsob6+ntzcXHJzc1m/fj1gS91ZuHAhCxcuZP78+URGRjpd/H/88cfcdtttXHvttdx///392hH08/MjLi6OuLg4wBZRtIvBmpoaWltbMZvNVFRUUFFRAdgEpD0qGBkZSUBAgCZO3IjFYlGiusOHD9esO/rBzemz+LTkCFY3nF808WdDyIL6d3cQdfE0qutbPDbvqaO1TB4Ty3eNFR6Zrz/ir6ysjNbWViRJIiUlxX2LcjGPfRPxvvvuUy21VEN92otAu/8vaLV+gwWtMKO32NM+1b5paHgJSZLw8fFh+vTp3H///Xz66adUVFSwY8cOHnvsMc477zzlIv/IkSO89NJL/PSnPyU5OZl58+bx4IMP8sUXX1BWVsbq1atpampi165dimhzF/7+/sTHxzN+/HgWLFjA/PnzGTduHPHx8fj5+QG21NGysjKys7PZunUrmzdv5vDhw5SUlCg7lRp9Jz8/H5PJhF6vJz093dvLGdQkB0VwXvwo9wxm0sSfnaayOqKyizEYPHu5o//ehKe2mfoq/oQQStQvPj6egIC+p452N8+aNWtoa2tj2LBh3HTTTarMY8duH2G/ZWZmdvuaDRs2sGLFChITE/Hz8yMxMZEVK1awYcOGHs9rsVh46aWXWLBgATExMQQEBJCWlsbtt9/O99/3PKpfVVXFww8/zKRJkwgNDSU0NJRJkybx8MMPK/Xv7sLe6bsvaBupgxdJM2HsHkmSEoEigMXDbsRfr+7udqu1iczy1+wPk4QQxapOqOGI9oHoBiEEbW1t7N69m40bN5KZmcn27dtpbW11Oi4jI4Pc3FwMBgPPPvssV1xxBUFBQR45YQghMBqNSopoTU0NJlPHzn8BAQFONYNqpTwNRYxGI9u2bUOWZdLT00lNTfX2kgY9uY1VXJH1z35/CS04EkjR/213y5qGCsMvn04OnrUfGbY8lv2N5arP89hZP2JF2phev66srIxDhw4BcNZZZxEUFOTupQFQU1PDuHHjaGxs5LHHHlMag6jBgQMHmDlzJhbLD12PNm7cqHShbI8sy9x2222sW7eu0zFXrlzJyy+/3GUjq6qqKi666CJ2797t8nk/Pz/WrFnDypUru1z/zp07Wb58OWVlZS6fj4+P56OPPmLWrFldjtMTysrK3L4p20s09egltMhfb5Flz9w0NAYokiTh7+/PggULePjhh/nmm2+orq7m66+/5re//S3z58/Hx8dHsXZIS0vjrrvuIjExkXPPPZc//OEPZGZm0tLSglqbT5IkERgYSGJiIhMnTmThwoXMnTuXMWPGEBsbq3hYGY1GTp06xeHDh9m8eTNbt27lyJEjlJWV0dbWpsrahgq5ubnIsoy/v7+qreHPJDJColk8rOd1sZ0htMhfB0re20tioGevNcV3RnQe2OzqS+TPMeo3bNgw1YSfEIKXX36ZxsZGwsPDueOOO1SZB34QchaLRWkc1h2/+c1vFOE3depU3nrrLXbt2sVbb73F1KlTAXj11Vf57W9/2+kYVquVFStWKMLv0ksvZcOGDezcuZPnn3+e2NhY2trauP3227uMJBYVFbF06VLKysowGAysXr2arKwssrKylAY5paWlLF26VPFU7S1Wq81SZt++fcyYMYPf/va3nDp1qk9jaQxetMhfD3CK/MVc75nIX+U/7Q+1yJ9n0T4Q/UQIwdKlS/n8888JDQ1l1KhRStMXR/z9/Zk1a5bSSXT69On4+vp6LDLY1NTk1EDGcafYTlBQkBIVjIiI0OpUTlNXV6dc6EyaNElpyqPRf76vK+OnW9/s1xjzd/hQ/Ix7jeOHAoYgX3SXzaS2xX2eit0RvyyWvU3qRv+yLr+R6IDAXr2msrKSAwcOADBnzpxOuzD3l6amJsaNG0d1dTUPPfQQjz32mGrf8c8++yz33nsvY8aMYcWKFTz++ONA55G/nJwcxo8fj8ViYcaMGWRlZTmlvra0tLBo0SL27NmDwWAgOzvbZXr7+vXrueWWWwC44447ePHFF52ez8vLY/r06TQ0NJCenk52drbL+vfrr79eqYt85513uOKKK5yef+edd/jJT34CwA033MBrr73W81/Oaex1eldffTVvv/02y5cv59e//jUzZszo9VhuQIv8eQlVI3+SJMVKkvRjSZL+IEnSBkmSqiRJEqdvr/VhvAslSfpQkqRiSZLaTv/7oSRJF6qwfNdoNX8aGl3yxRdf8PnnnwPw+uuvs2vXLiorK/n444+59957mTp1KpIk0draSlZWFn/84x8599xzSUpKYvny5Tz55JPs2rULs9msamQwJCSEESNGMGXKFBYvXszs2bPJyMggOjpaKVpvbm6mqKiIgwcPsmnTJrZv386xY8eoqKjAbDarsraBjhCCY8eOARAeHt7jHXaNnjE+PI650f1rty9aPSduBhOWZhMhewvw9/VcUwrT/hb0Km5oBfn49Fr4CSE4ceIEADExMaoJP7CdA6qrqwkMDOQXv/iFasKvsLCQ3/3udwC89NJLPdqoe/bZZ5VNvxdeeKFDzWNgYCAvvPACYKvne+aZZ1yO8+STTwIQGRnJX//61w7Pp6en89BDDwE2Ifjhhx92OKasrIx///vfAJx//vkdhB/AlVdeyfnnnw/AG2+80WlqaGfYhV9JSQnffvstkiSxatUqpk+f3qtxNAY/aqd9lgOfAr8DLgCi+jKIJEk6SZJeBb4AlmNroux7+t/lwBeSJL0iSZL6aaya+NPQ6BSj0ciqVasAuPjii1m2bBmSJBEREcEll1zC008/zd69e6moqOC9997jzjvvZMKECYBNaH399df8/ve/5+yzz2bEiBFcfvnlPPfccxw4cACr1aqqGAwNDSUlJYWpU6eyePFiZs2aRXp6OlFRUYoYbGpqorCwkO+++47MzEx27NhBTk4OlZWVLiOHQ5GysjIaGhoAzdpBLW5Nn92v14vWM+NvsS9Uf1/MKGPH+l/V5itsYnqQepHxpODep3zW1NQon2E1a3Xb2tp4/vnnAbj55ptVzRC48847aWpq4oYbbmDRokXdHi+E4OOPPwZgzJgxzJkzx+Vxc+bMYfTo0YCte3X7c1BOTg7Z2dmATZwFBroW4jfeeKNy35X4++STT5TGK101xLGPI8syn3zySafHucL+XV1UVITJZGLJkiVMnjxZ+w4/A/Gk1UMhcBQ4rw+vfQy45fT9/cBfgONAGrAamAqsBCoB9SqJNTQ0umTdunXk5+fj7+/P888/7/KkIkkS0dHRXHbZZVx22WXIskx5eTmbNm1i48aNZGVlcfToURoaGvjvf//Lf//7X8C2qzpv3jwWLVrEwoULGTt2rNLNzd3odDqlfXVqaiqyLNPQ0KCkiNbV1SHLMo2NjTQ2NlJQUKAISHsDmfDw8CHX9tpqtZKXlwfYGg/Y23truJfpUYlMixzOvpqSPr1eNmriryuOf7ibKXecx4GKBo/M17y7CcN4HRYV6vn7Uu9nr/WLiopS9TP8n//8h+LiYnx8fLj//vtVExnvvPMOn332GZGRkUoUrjvy8/OVWrfuxOKiRYs4duwYJSUlnDx50kkwb9myxem4zoiLi2PUqFHk5OSwdevWDs/3dBzH57Zu3cptt93W5dpdYV+/xWJRNeqrMXBRW/z9AdgN7BZClEuSlALk92YASZJGAb88/XAPsFAIYe/RvluSpE+ATcAM4AFJktYLIfLcsnpXyAIklSNzshb50xic/PznP0eSJNra2hg5cmSPXqPT6YiPj+eqq67iqquuQpZlSkpK2LhxoyIGT5w4QU1NDZ9++imffvopALGxsSxYsEAxnU9PT1dVDIaHhxMeHg7YRFB9fb1SM1hfX48Qgvr6eurr6zl58qTif2QXg2FhYYNeDBYUFNDa2opOp9OsHVRmZfps7tj1QZ9eKzTx1y3HX/mGkbefw4myetXnqj3VzPQZcexsLnX72CNCQnu3ltpaamtrAXWjfo5pkldffTXJyf1LZe6Muro67r77bgCeeOIJoqOje/S6I0eOKPfHjOm6U6rj89nZ2U6/t96Ok5OTQ1FREc3NzU5NduzjhIWFddmBMz4+ntDQUBoaGpSIY0+wm6/v3bsXWZZJTk5WxK/FYkGv12sRwDMIVcWfEOL3bhjmHn5Y5yoH4Wefo0WSpFXA9tPH3Qvc6YZ5NTQ0eoler+fOO/v38dPpdCQlJXH99ddz3XXXIYTg5MmTfPvtt2zatIlNmzZRVFRERUUF77//Pu+//z5gMxmfP38+ixYtYtGiRcrFhhonNL1eT2RkJJGRkaSlpWG1Wqmrq1PEYENDA0II6urqqKurIz8/X4kmOorBrlqHDzTa2to4efIkAMnJyZothsrMi0lhfNgwvq/vfbMQa4sm/rpDNltp/XQv4WdPoK6ptfsX9JOGnfX4TtJjkt1bj5kcGt6r4+1Rv/DwcCIiIty6Fkc++eQTcnNzkSSJ1atXqyYsVq9eTVlZGfPmzVOarvQEx26ZiYmJXR6blJSk3C8qKur3OEIIiouLlXRSx3G6G8M+zvfff99hLZ0hhECv11NZWanUE8bExLBr1y4+//xzli9f3qNxNIYOnkz77DWS7dti2emHR4UQO1wdJ4TYIUnSMWA0sEySpLuESsVBQsgIoW4bbbXH19AYLNgjeSNHjmTkyJHccsstyLJMbm4uGzduZNOmTWRmZlJeXk5JSQlvv/02b7/9NmATKPao4KJFi0hISFDtAkSv1xMVFUVUlK2s2WKxdBCDsiwru+4nTpxQoon2bqKhoaEDWgzm5eVhtVrx9fUlJSXF28s5I7glfRb37f2016+TW87MZkS9pb6gihGFVTREhyCrnHFTX25kghTBPmrcOm5yL9I+6+vrFZPwnmZm9AVZlnnqqacAWLFiBePGjVNlns2bN/Pqq69iMBh46aWXevX93tjYqNwPDu66g7tjhK6pqUnVcbobw3Gc9mN0hv33sn79empqanj55Zfx9fXFZDJx00030dTUxIoVK1Sz+9AYeAxo8QekAgmn72/q5thN2MTfcCCFXqaX9hiB+mmZWtanhoZLJElCr9czZswYxowZw89+9jNkWebIkSNkZmayceNGNm/eTFVVFQUFBRQUFPCvf/0LsHVcW7hwoXKLjY1VTQwaDAaio6OVFCSz2UxdXZ1SM9jY2Igsy9TU1FBTY7sY1Ov1HcTgQEnDaWhoUFKEMjIyXLYp13A/PxqWTnpIFHmN1b16nbVZE389pfDbw0y+5Wz21xu7P7if1G6vx2eWhNmNJ/ne1PzZo36hoaFERka6bQ3t+frrrxUbiQcffFCV7zGTycRtt92GEIJ7771XaRzWU1pbf4j2dtcZ1M/PT7lvNDr/nbh7nJ50KbWP036M7li5ciUhISG89NJLHD58GLCJzmeeeYbi4mIuuOACRo8e3aHrqcbQY6CfwR23i452c6zj82NRS/xpaGgMGOxicOLEiUycOJG77roLi8XCoUOH2LhxI5mZmWzZsoW6ujry8vLIy8tj/fr1AIwbN06JDM6fP5/IyEjVxJaPjw8xMTHExMQANjHo6DHY1NSE1Wqlurpa2Zk3GAyKGIyMjCQ4ONgrYlAIQU5ODgAhISHEx8d7fA1nKpIkcUvaLB460LkxtCs08dc7ctZtZOwvLiT7VK2q87Q1yqQb/ckOcI/QDNAbiA3sWbSmqamJyspKwFbrp9Z3iRBCifqde+65zJw5U5V5/vSnP3H06FFGjBjB73/f+wojx7R1k6nr7q9tbW3K/fbCqP04XaXDdzdOS0tLt2txHKe3Ii0qKoo77riDa6+9lg8//JAXX3yRPXv2sH//fr777jv+97//cdFFF7Fo0SLGjBnToyikxuBkoIs/x+Tn7ozOHZOfkzo9ygWnTdy74ofqW09YMWhWDxoafUKSJHx8fJg2bRrTpk3jvvvuw2w2s3//fqVmcOvWrTQ1NXHkyBGOHDnCyy+/jCRJTJw4UYkKzps3j7CwMFXFYGxsrOKRZzKZFDFYU1NDS0sLFouFqqoqqqqqlNfYzeYjIyMJCgryiBisrKxUGkRo1g6e5/yE0fw9ZzuFLXU9fo2l2XNWBkOFyn9vZthlsymvaVZ1HvMRmYBZeozW/tf+jQjtfdQvODhY2YRSg+3btyudK9WK+h09elQxcH/hhRf6lK7o2OWyu/TJ5uYf/ibaC6L243Ql/robp6WlpUepnPZx+irOQkNDueGGG7jyyivZsGEDf/vb3/j222+VJmtnnXUWF110EYsXL2b8+PFaV+chyEAXf449aLv7RDh+Y/f2E9GzqlkNDY1BhSRJ+Pr6Mnv2bGbPns2vfvUr2tra2LNnD99++63i1Wc0Gjl48CAHDx5kzZo16PV6pk6dqkQG586dq6rY8vX1ZdiwYYoPVmtrq1IfWFNTg9FoxGw2U1FRQUVFhfIauxCMiIggMDDQ7euTZVmJ+sXGxqqaKqbhGr2k46a0mfzfof/1+DWWRk389RZjdRNxe09QNyqBNrN7m7I40lJnYqohnm3WU/0eq6cpn83NzYohuKeifnPnzmXx4sWqzPPMM89gMpkYOXIkLS0t/Oc//+lwjD2tEeDbb79V3v/SpUsJCgpyaqzi2LTFFY6NVRybvwAdxumq26h9HEmSOjR2SUxMpLy8vNu1OI7Tfi09QZZldDodsiwTEBDApZdeytKlS9m4cSMvvvgin376Kdu2bWPbtm1MmzaNCy+8kCVLljB+/HhVNw00PMtAF3+OWyjdnc3aHO6rl7Asy4DKDVlU8ALS0NCwnXT9/f2ZP38+8+fP53e/+x1Go5Ht27eTmZnJpk2b2LlzJyaTiT179rBnzx6eeeYZfHx8mDFjhhIZnDVrFgEBAapdRPn7+xMfH6+kWLa2tiopojU1NbS2tmIymSgvL6e83NYN0s/Pz0kMumN9RUVFGI1GJEkiIyOj3+9Lo28sTRzHy7k7KGtt7P5gwNKkpX32hbK9+YzNiOeAyvNUbKkm+Cxfmsz9E+lhsq0eNyQkpMvPur1Lb2BgoKpG64cPH1Z8WVevXq2atY097fHEiRNcffXV3R7/6KOPKvfz8/MJCgpyakJz9GjXVUWOz48dO9bpufbjTJkypdtxkpKSOkQrx40bx969e6mvr6esrKxTu4fS0lIaGhpcrqUz7IIP6PCvxWLBx8eH8847j3PPPZctW7bw0ksv8dZbb7Fv3z727dvH66+/zv33369YamgMfga6+HPsv9xdFayfw/3eJtR3t30Sh82vUEv71NAYQkiSRGBgIEuWLGHJkiUIIWhubmbLli1kZmaSmZnJ3r17MZvNbN++ne3bt/PEE0/g7+/PrFmzFDE4ffp0/Pz8VBWDCQkJJCQkIITAaDQ61Qy2tbXR1tZGWVmZssPt7+/fQQz2BpPJxIkTJwDbxUpgYKDb35dGz/DR6blh5AyeOLKx+2MlnXYO6Qe5/9nGpLvO56CK/n8tDSamSPFsoX/RP31DEzt37sRgMCgp4REREU5i0Gg0Ulpq8xdUO+r39NNPAzBhwgSWLl2qyjzuIjU1lYSEBE6dOsWmTV33E8zKygJsdkLtOx3Pnz9fub9p0yauuuoql2OUlZUpWRTz5s3r8Pz8+fN54403lHF+8pOfuBzHca2uxnFECIEkSciyTGVlJVlZWYSHh9PY2EhGRgYTJ050at4lSZLinXvfffexdu1a3njjDYqLixk+fDjgLCQ1Bi+SSo4IridzNnl/XQhxYzfH/wz4++mHVwgh3uvi2MuBd08//JkQ4uX+rdZp7EROp4YuCroCf5267XBb5WY2NdvfCklCiO7zADTchXbVpKEghKChoYGsrCzFWuLAgQPI7aLzQUFBzJkzR0kTnTJlCj4+Ph6pjxNC0NLS4iQGXTUNCAgIUIRgZGSkU+c5Vxw9epSioiJ8fHyYN28ePj4+ar0FjR7QajVz0cZ1VLe1dHlckN6XmMt3e2hVQxNDgC9hNy2msKJBtTn8g32oXiBRb2rr/uBOuD8+jRGi44W4vVlUREQE9fX1VFRU4O/vz7x581S7cD9+/DhTpkxBlmX++c9/ct1116kyT0955JFH+L//+z8ANm7c6DIF9Y477uDvf7ddYm7fvp05c+Z0OGbHjh3MnTtXOf7FF1/scMy4cePIzs4mMjKSoqIilxtlf/7zn3nooYcAeOedd7jiiiucni8rK2P48OHIssz555+vRFDbc8EFF/Dll1+i0+koKSnp0hDePu4jjzzCV199pUSAY2JiCAgIYNKkSaxatYpzzz2309cfPnyYzz77jF/96lddztNHtAJyLzHQI3+Ooqe7piyO0TvVaviELCNUTvsUWtqnhsaAQJIkwsLCWLp0KUuXLkUIQXV1teIvuGnTJg4dOkRzczPffPMN33zzDWArqJ87dy6LFi1i4cKFTJo0CZ1Op4oYlCSJoKAgpY7FHr20C8Ha2lrMZjNGo5GSkhJKSkoAWwqYoxh0bDHe3Nys1J6kpaVpwm8A4K/34brU6Tx7dHOXx/lK2q58f7EYTcj/O0jw3FE0tahTP9naZGaitX/Rv4vnziNcb1A+57W1tS6bRYHNSqawsFCJDLpTBAohePbZZ5FlmZEjR3YatRpo3HPPPaxduxar1cqqVavIyspyypAwGo2sWrUKsAnqe+65x+U4v/zlL7nllluoqalh9erVrFmzxun548ePKw1q0tPTWbFiRYcx4uLiuOaaa3jjjTf48ssvee+997j88sudjnn33Xf58ssvAbjuuus6FX5WqxW9Xs++ffv4/e9/z+effw7YbHoqKyuRJImysjIKCwuJjY1lyZIlHf4e7IGhCRMmKDYa9kiixuBnoIu/Iw73x3RzrOPz2SqsxYaW9qmhccYiSRLR0dFcdtllXHbZZQghKC8vZ9OmTUpk8OjRozQ0NPDll18qJ+qIiAjmz5/PwoULWbRoEWPHjlUM7NVYY3BwMMHBwYwYMQIhBE1NTU5i0GKx0NLSQktLiyLygoODFSFYVFSEEIKgoCAl3UfD+1yZPJn1x3fRYO48WuQjqVNndaZRm1tGakYc3wf5q3ZKLt5cQcTZ/tS2tXZ/cDv89QaGBdqaUDnWB7e1tSlZAOXl5VgsFsC2oZObmws4RwbdIQZLS0sVP9X77ruvR151A4FRo0bxwAMP8Oc//5k9e/Ywb948HnzwQdLS0jh+/DhPPPEE+/fvB+CBBx7otO75hhtuYP369WzdupUXX3yRsrIybr31ViIiIti1axePPvooDQ0N6HQ6nn/++U59Uh977DH++9//UllZydVXX82ePXv48Y9/DMBnn32mNNOJiYnhj3/8Y6fvy15r+cgjj/D555+TlpbGnXfeyfLly0lJSWHNmjX84he/QKfTcfPNNzv937e1tXVawqAJv6HDQE/7lLBF/xKAo0KITqtbJUnKxiYAS7ClSrrtjTmmfS70v9QjaZ9ZrR/YH2ppn55FU94afUaWZU6dOqW0zM7KyuL48eMdjouNjXUSg+np6aqJwfbYU1ntF4h1dXVYO2k7HxMTw/DhwwkPD9eifwOEv+ds46XcHZ0+P9wnBJ9Lt3hwRUObUbefw/7q7tvv95WR58SzRfQ++pceFsknl7iuLwNbze7mzZuRZZn4+Hj0ej21tbVOdgN29Hp9h5rBnopBIQS//vWvef7554mLi+P48eMDoj64J2mfYPvOvvXWWxX/V1fccsstrF27tsvfSVVVFRdddBG7d7tOufbz82PNmjWsXLmyy3Xv3LmT5cuXK7Xb7YmLi+Ojjz5i9uzZLp+3R/2ysrJYvHgxERERvPHGG1x00UXKMbfeeivr1q3jpz/9KevWrXMqAdiyZQuyLDN58mRPWDxoatJLDOjInxBCSJL0MfBzYIwkSXOEEB3OepIkzeGHyN/H7hR+LhYFshb509DQ6IhOpyMxMZHrrruOa6+9FiEEBQUFiq3Epk2bKCoqoqKigg8++IAPPrBt8iQkJCj1ggsXLlSaCqgVGQwLCyMsLIyUlBRkWXYSgzU1NcqxlZWVijF0aGiokiYaHh7e6e61hrpckzqNN/L30WxxnY7og5b26U5yX/mGUXeeT05pnSrjF2aVE3NuIJWtXddytqc7m4fCwkJkWcbHx4exY8cq0SB7ZNB+a25uxmq1OqWJ6vV6JTIYGRnZpRisqalRhNPdd989IIRfb9DpdKxbt47LLruMtWvXsnv3bqqqqoiOjmbmzJncfvvtXHjhhd2OEx0dzbZt23jllVd48803yc7Oprm5mYSEBJYsWcLdd9/N+PHjux1n9uzZHDp0iOeee46PPvpIqdNLTU1l2bJl3HPPPURFRXX6evv/sz319JprruGcc85RRGFhYSHr1q0D4Oabb1aEn8ViwWAw8Pnnn/PEE0/w+OOP8+CDD3a7Xo3ByYCO/J1+zShs6Z96YA+wUAhhdHg+AMgCZgAWYJwQItfN6/4h8ue3An9J5cifaCar7UP7Qy3y51k05a2hCkIIZFkmLy9PSRHNzMx0ucObnJzMggULlMigPfVS7chgcXEx2dm2rPnExESam5upr6/v0OBGkqQOYlCttu4aHXkmO4vXTuxx+Vy6IRzLZV13L9ToHcFx4VgunkZ1fe8EWk8Z+aM4tkilvXrNjeMms3q6626PZrOZLVu2YLFYSE9PJzU1tdNx2traqKurU9LCO4sM2sVgYGAg4eHh+Pn5IYTg8ccf57HHHiMiIoITJ04QHh7eq/eh4X4KCwtZsmQJRUVF/Pvf/+ayyy5TunTefffdvPDCCyxfvpx//etfHcT6Nddcw1tvvcVDDz3EY489pnadnxb58xKqbt1KkjQfSHf4kaP7ZbokSTc6Hi+EeK39GEKIHEmS/gr8CpvA2ypJ0hPAcSANeBCYevrwv7pb+HVACFT3+dMifxoaQw5JktDr9YwePZrRo0dz++23I8sy2dnZbNy4kczMTLKysqiqqqKgoICCggKljiY9Pd0pMhgbG+v2E7LFYlFSVIcPH654SFmtVurr65WLw/r6eoQQ1NfXU19fT35+vhJNdBSDWjtw9bh+5HT+c/IArbKlw3MGoaPjTzX6Q1NZHcOPllCfFIXF4v7zf+HmcoadF0R5a0fh1RnJIeGdPldUVKREctqbibfHz8+PYcOGKf5/JpNJiQrW1NQokcHq6mqqq6vZuHEjL7/8MhMnTmTWrFn873//A2ydMD2QJqjRA6xWK35+fvj6+hIZGQnYIpw1NTW88MILgC3qZxd+doFXVVWF2WzGx8eH4OBgQKvzG6qonbezErihk+fmnb458lonx/4GiAVuxib0/uPimHXAb3u/xN4hZIGQ1BVnnozGamhoeAe7GLR3U7vrrruwWq0cPHhQ8RjcvHkzdXV15OXlkZeXxz/+8Q/AZu5r9xicP38+UVFR/T5J5+fnYzKZ0Ov1pKf/sGen1+uJjIxULiKsVqtTpKChoQEhBHV1ddTV1QG2Cw3HtLHQ0FBNDLqRKL8gVoyYwFsnD3R4Ti9rF2tqULL1GBOuW8iBTtJt+4PFLMhoCqHc0HPx11nap9VqpbCwELD5c/a2VtfX17dTMVhbW8vhw4dpbW1l9+7dTvVtW7Zs4fHHH2fx4sXMmDFj0DR9GYqEh4eTl5eHyWQiJiZG+fkzzzwDwLnnnsvChQuVn9vPHfZzjdlsZuTIkYDW4XOoomrapyRJr9G5+OuAEKLLvzBJki4CbgNmYosiVmEzX39ZCLGh7yvtGse0zwWGZfhL6ua0t4oWNls+tj/U0j49i6a8NQYEQgjMZjMHDhxQaga3bt1KU5Nz8wlJkpg4caIiBufNm0dYWFivTthGo5Ft27Yhy3K3aWLtsVgsTpGCxsbGDsfodDqlmUR3NUQaPaPM2MjFG9dhEc6RqMkiivqrvvXSqoY+qb+4gMOn6tw+rs4gIV8QyCljz5rL/G/FdQwPDunw84KCAnJyctDr9cyfP9/tIqy0tJSvvvpK+T6yW8c4EhAQwLx587jkkksUqwQNz9Hc3Mwll1zCxo0bldo9s9lMWFgYra2tvP322x18BgHee+89rrzySqKjozl+/DghISFa2ucQRdXI3+mavhvdON4XwBfuGq9vi5BRP+1T8/nT0DjTkSQJX19fZs2axaxZs3jwwQcxmUzs2bNHEYPbt2/HaDRy8OBBDh48yJo1a9Dr9UyZMkURg3PnziU4OLjLE/hXX31FYGAg/v7+jBgxolfrNBgMxMTEKDvMZrPZSQw2NTUhy7KSNmZ/TfuGEtrucu+ICwhhaeI4Piw67PRzvevGrRpuomT9RoZfu5CSqo6bHP1BtghS64M55du9+PPV6YkPCu7wc6vVqjQISUxMVCX6Fh8fzw033IAsy7zzzjsYDAbWrFnDkSNH2LRpE9999x1Go5Gvv/6a4OBgTfypiKMws9f0AQQFBXHFFVewceNGnn/+eZYsWcJXX31Fa2sr8+bN4+yzz1Zea//31KlTvPbaawBcf/31hISEKE1iNIYeHm34Mlhxivzpl3om8mf91P5Qi/x5Fu0DoTEoEEJgNBrZuXOnUjO4c+dOTCbntDQfHx9mzJihNJCZPXs2AQEBykXD//73P5YvX87s2bN55ZVXSEtLc+s6XdUQtcdgMChCMCIioluxqmGjsLmW5Ztew+pwHp9hiqLqOi3ypybR4xOpmJqKsdXs1nElCXQ/DqGopaHL40aGhvPZsp92+HlRURFHjx5Fp9Mxf/58pxb+7sRisTB9+nTy8vK48cYbWb9+vfJ5ra6uZvPmzWzatInZs2dz1VWd21Fo9J+WlhaXHVYLCwtZvnw5Bw4cYMqUKRw7dgyj0cjatWsVuwm7YKyoqOC5557j8ccfx9fXl/z8fOLj450EpUpoX/JeQhN/PcBR/M2XfuwR8bdFfGZ/qIk/z6J9IDQGJUIImpub2bp1q9JNdM+ePYrJsx0/Pz9mzZql1Avee++9HD16lAkTJrB9+3bV0zEdTahra2tpaenYQdHHx8dJDAYFBWlisBMe2v8FX5w6qjye1RJFxU2a+FObkctncsjg/qhI6lmxbA0o7/KYsxNTePHsi5x+JssyW7dupbW1laSkJMaMGdPJq/vPe++9xw033IBOp+PQoUOMGzdOtbk0XLNr1y6++eYbdu/eTX19PRdffDHTp09n3LhxShbG1q1bueOOOzh06BA6nY6QkBCuvfZaFi9ezIIFC9Dr9Rw+fJg1a9bwwQcf4Ovry0MPPcTDDz/sCeEHmvjzGpr46wGO4m8m/9/efcdHVaV/HP+cdEgCSSCU0AWkSo+UBLCASlFBLKur2NG1d12xrL38rGtXdNlddF27gIIuAiF0QpEWCC20EJKQRhopc35/nHtvZtIImAZ53q9XXpnM3Ln3DmQy851zzvOchz8BtXq8YxSwBufFW8Jf3ZInhDgt2M3clyxZ4vQYXL9+vUfbhtatW3P4sHmjedddd3HZZZcxcOBAfH196yxsFRQUeITB/Pz8ctvYVevsQOg+ctnY7TyaxuVL/uX84Rqe3YJDt0r4qwvd77iADSlVj9KdMKXxu7g5iblZlW5yfa/+PDrEs17ewYMH2bp1K0opoqKiaNKkSc2el8XlchEVFcXGjRu5/PLL+eqrr+S5WIeOHTvGnDlzuP322z16soJpETR58mTuuusup2BLTEwMDz74IOvWrQPMh3/NmzcnNzeXTp06sXXrVuf+Dz/8MI888ggtWrSQ8Heak/BXDe7hrx5I+Ktb8oQQpyWtNenp6U5/wYULF7JlyxbArA86cMD8mWnWrBnDhw931gz2798fLy+vOnuDl5+f79Fw/tixY+W28ff3LxcGG7P74n5k0WHTpmPEkTCS7lhUz2fUOHj5ehN+2xh2J1ce1E5Gp7PDWRGcUuntT549iqt79HV+1lqzfPly8vLyiIiIqFYz8ZM1f/58pkyZApjRp8jIyFo7lihlh7FPP/2UF198kT179hAUFER+fj6hoaHk5ORQUFAAmIbwM2bM4Nxzz3Xu/+9//5u3337bCYHuzjrrLG644Qbuv//+Ons8Fgl/9UTCXzVI+GtU5AkhGoXnnnuOp556Cj8/P6644grWrVvnNHh3FxoaSlRUlNNwvnfv3iil6iQM2usa7VHB9PT0cmsaAQICApx2FKGhoQQE1O7sjIZma9Zhrl76OQBRySEcvFeavNeVZh1akH/+WWTmFNTofpteGsLOnIwKb/vk/IlERZQWZkpOTmbTpk0AREVFVbgGrCZorbngggtYvnw5F154IfPmzZNRvzqUl5dH79692bdvHwMHDuTee+9l+PDhbNmyhQ0bNjB//nzWr19PUVERl1xyCT/88EO5ap0rVqzgp59+ws/Pj8LCQqKjoxkyZAgtW5o23HXc2kF+eeqJhL9qUEr5AG3q6fDJWmvp2Vt35AkhTnuHDh2ie/fu5Obm8uSTT/Lss8/icrlISkryaDi/c+fOcvcNDw9n5MiRTtP57t2712kYzMvLc0YFMzIyKCoqX3SjadOmHmsGa6vwRUPyl9Xfsjx1L9H7m3Hgodj6Pp1GpeO5fdge3gyXq+ZePjoNCWdF84pH/36Z9Gc6WH3+tNasXLmSnJwc2rRpw1lnnVVj51DWsmXLuOCCCwBYuHChx8iSqD121c2XXnqJ6dOnM2TIEN5++22GDx/ubFNYWMiCBQu4++672bNnDwDffvstkydPBhpsv74Gd0KNhYQ/ITzJE0Kc9m6++WY+++wz2rZtS0JCAkFBnmXjtdZordm3bx8LFy5k0aJFLFmyxGke7S4iIoLo6GhGjRrFOeecQ+fOnQHqLAzm5OR4rBksW+AGTOlz9zB4OjagXpd+kBtX/JfoXUEceHxZfZ9Oo3PmzeeyPqv8etU/IvjSULbneK7r8vHyYv3V0/C21mOlpKTw+++/AzhtXWqD1popU6bwyy+/MGLECJYuXdoQw8Rpq6SkhJYtW5KVlcXMmTO57rrrUEpRUlLiMS1/yZIljBkzhuLiYj777DNuuOEGj/V7dbSWr7rkF6ie1GqfPyGEEA1LUlIS//73vwF48cUXK3yzaI/kde7cmZtuuokbb7wRrTW7du3it99+IyYmhpiYGA4dOkRSUhJfffUVX331FQAdO3Z0RgVHjx5Nu3btnH3WNKUUwcHBBAcH07FjR7TWHD161CMMlpSUkJubS25urrOuMSgoyAmCoaGh+Pr61vi51bVBYe0YHNYOtbXiqYKidiV8uohe91xEfA02gA9J9IKWnte1D2rmBD+ttTPK06pVq1oLfgAbN27kl19+AeDRRx+V4FdH7FG/Dz74gKysLAYPHsy4ceOcf3+7D58d6sLCwoiIiCA5OZnk5GQAj7DXgIKfqEcy8ieEJ3lCiNPe5s2b+fjjj3nrrbdO6s2A1hqXy0V8fDyLFy92qommpaWV27Zr165O8ZhRo0bRunXrOnvj6HK5OHr0qBMEMzMzKSkp3wU9ODjYIwz6+Jyan4suT03k849/5sBLq+r7VBqlJi2C8J4ylMPp5XtZnqyQSS3YerT0eTWqXUc+PG8iAGlpaaxfvx6AoUOH0qxZsxo7rjutNTfccAPffPMN/fr1Y926ddL8u461a9eOQ4cOefTpq0hKSgqRkZHs37+f2bNnM3HixIY22udOPkGoJxL+hPAkTwghTpAdBjdu3MjixYtZtGgRS5cuJSOj/ChUr169nJHB6OhoWrRoUadhMDs72yMMure+ADOa2KxZM2eaaEhIyCn1Rve1Z/7F0td+Q17a60ebwV04cGYEx4rKf8hwMtr1DWNN6yPOz9f2PIvHI0cCsGbNGjIzM2nRogWDBg2qkeNVZMeOHQwaNAiXy8WsWbP485//XGvHEqXs0DZjxgymTZtGeHg4s2bNYuzYseW2LS4uxsfHh++//54pU6bQqVMnduzY0dA/yJLwV08k/AnhSZ4QQvxBWmuKiorYsGGDU0Bm2bJlHD161GM7pRR9+/Zl9OjRjBw5kqioKEJCQuo0DGZmZjrTRLOysij7mqiUonnz5k4YbN68eYMOgwUFBfw2fyH7Nx0id/8x9m44yL74g+Uel6g93a8azoaSmvv3DpvUks1HUwF4PDKaa3v2IyMjg7i4OAAiIyMJCQmpseO501pz1113MXPmTLp168bWrVtPi2nSp5IBAwawceNGwPw9uvbaa7n99ts9Cr7YBV3OPvts4uLieOaZZ3jyyScbaqEXW4M9sdOdhD8hPMkTQogaprWmsLCQuLg4Fi5cSExMDMuXLy/X0N3Ly4uBAwcycuRIRo0axYgRIwgKCqqzNy8lJSUeYTA7O7tcaPLy8ioXBhvSlKr4+HgOHDiAv78/UVFReHt7k5WazebYbWyK3camJfEc2J5U36d52ut610VsTM6skX217RnK2nam8MtH501kZLuOrF27lvT0dEJDQxkyZEiNHKciBw8epG/fvhQWFvL+++/zl7/8pdaOJcrLzMzkhRdeYO3atWzdupWUlNIKsJMnT+bOO+9kxIgRBAQEsGjRIs4//3xatmxJTEwMvXr1qsczrxYJf/VEwp8QnuQJIUQt01pTUFDAqlWrnJHBVatWlWvo7uvry+DBg531gkOHDqVJkyZ1FgaLi4vLhcGyvLy8CAkJcdYMNmvWrN7CYF5eHsuXL0drTa9evWjfvn2F22UczmTTkm1sXhLPpth4knYeruMzPf35NPEj5MZz2JtS/nfmZIRPCuf3oynMu/TPhGjTYB1g0KBBtGjRokaOUZbWmscee4x3332XiIgIduzYUWs9BEXVtm3bxuzZs/ntt9/YsmULSUmlH+CMHTuWxx9/nL/97W/ExMTw4IMP8vLLLzfoGQoWCX/1RMKfEJ7kCSFEHdNak5uby/Lly1m0aBExMTGsWbOmXNsGf39/zj77bCcMDhkyBH9//zoLg0VFRWRmZjprBstOYwVTfa9sGKyr89u8eTOHDh2iSZMmjBgxotoh9EhSujMquHlJPMl7Umv5TBuH0G5tyBxxJjl5hX94X627hbCpSxbrrp7G5o0bSU1NpXnz5kRGRtba71daWhq9e/cmNzeXV155hUceeaRWjiMqV7ZYy+7du/npp5/49ddf2bRpU7n2OwEBASxYsIARI0bU9ameDAl/9UTCnxCe5AkhRD3TWpOdnU1sbKxTTXT9+vXlirM0bdqUYcOGOQVkBg4ciK+vb52GQfe2Ejk5OeW28fHxccJgWFhYrU1jzcnJYcWKFQD07duXtm3bnvS+UvcfYdOSeBMGY7eRsq98FVdRPZ3HDSA+qAmuGnivddYVnXl2VDQrV64EzFqw8PDwP7zfimiteeGFF3jppZcICwtj9+7dNG/evFaOJY6vbAg8ePAg8+bNY968efz+++8kJiY6fx/79evH3XffzWWXXUZoaGh9nXJ1SPirJxL+hPAkTwghGhitNenp6SxZssQZGdy0aVO59XjBwcGMGDHCGRns168f3t7edRYGCwsLPcJgbm75kv++vr5OS4mwsDACAwNr5Px+//13UlJSCAoKYtiwYTX6mA8npjphcNOSeI4kSS/BE3HmbWNYf6T8BwMn6oLRPbhocEsOHz5cK//P7rKzs+nduzcZGRk8+eSTPPPMMw25cEijUTYEpqWlMX/+fH766SfWrFnDgQMHKCw0I83du3fnjjvu4E9/+hOtW7eur1OuivxC1RMJf0J4kieEEA2c1pqUlBRiYmKcMBgfH19uu5CQEKKjo50w2KdPH6eBfV04duyYEwTT09PLFbgB8PPz8wiDTZs2PeHzy8rKctaA9e/fn1atWtXI+VcmaWeyKSBjhcGMw1m1erxTnfJSRNx5IQmHMk9+HwrefvxiDiaa3/N+/frV6hv6t99+m8cff5ygoCB27dpV679T4sTY793tvxVZWVksWLCAOXPmEBcXx549e5y/N+3ateP2229n6tSpdOjQod7OuQIS/uqJhD8hPMkTQohTjMvl4tChQ06PwZiYGHbu3Fluu/DwcKKjoxk5ciTnnHMO3bt3r9MwWFBQ4BEGCwoKym3j7+/vBMHQ0NBqFbixKz/W9hqwyhzYnuQxTTQrrfxayMYusFVzXBcPJi0r76TuHzWoC1ec155Dhw4RGBjI8OHDa+3/OT8/n7POOotDhw5x77338uabb8qoXwNVNgTm5+ezcOFC5syZw6pVq9i1a5czHT04OJg77riDF198saH8fzaIk2iMJPwJ4UmeEEKcwrTWaK3Zt28fixYtYtGiRSxZsoS9e/eW27Zt27ZOW4nRo0fTpUsXgDp5Y6S1Jj8/32OaaNlqp2AKOJQNg+7S09NZu3YtAIMHDyYsLKzWz70qWmv2xx+0wuA2Ni/dxtH0Pz7l8XQQMeJM9nRsSXGx6/gbl/HmYxM5fGA7Wmv69OlDRERELZyh8emnn3LPPffg5+fHjh076NixY60dS9SMsiGwuLiYJUuWMHv2bJYvX87evXtJTU3lz3/+M//+978bSv+/ej+BxkrCnxCe5AkhxGnEDoO7du1yegwuXryYQ4cOldu2Y8eOHmHQbpVQV2EwLy/PIwzaa3fcNWnSxAmCoaGhbNy4kaysLMLCwhg8eHCtn+eJ0lqTuHm/Myq4eek2cjNPbvTrdHDmdSNZn190QveJPKsDU8d35cCBAydcyfVEFRcXM3DgQHbv3s1NN93EjBkzGkJIENVk/71z//1Yvnw5P/74I4sWLWL27Nm0adOm3NrBeiK/WPVEwp8QnuQJIcRpTGuNy+Vi27ZtTo/BmJgY0tLKV7Ts2rWrU0l01KhRtG7dus7eCNvtL9zDYFFR5aGha9eutG/fHj8/vzo5v5PlcrnYs3GfM0106/IE8rLLr4U8nXW55yI2J2VWe/tXHxpPevKO4/ZvrAlfffUVN954I15eXmzZsoWePXvW2rFE7Sob8Pbu3UunTp0aSvADCX/1RsKfEJ7kCSFEI2KHwU2bNjlhMDY2loyM8hUte/bs6RSPiY6OpmXLlnUaBnNycpwgmJGRUa4PIkBgYKDTViI0NBRfX986Ob+TVVLiYtf6PU4Bma0rdlCQU34t5OnEL8ifpteO4mA11kb26xHBbZf1ZN++ffj7+xMdHV1rb9xdLhfDhw9n8+bNXHnllXz55Zcy6ncaaEBhryz55aonEv6E8CRPCCEaMa01xcXFrF+/3ukxuHTp0nIN3ZVS9O3b1wmDUVFRhISE1Nmb5aSkJLZs2QKYqqZHjx6lpKSk3HbBwcHOmsGQkJCGHwaLS9ixdo8zMhi/cgeF+X+8SXpD07JPe1IHdiGvoOopoC/cdxE5R3bjcrno0aNHra6/mzdvHpdffjkAcXFxDXIasTitSPirJxL+hPAkTwghhENrTWFhIWvXrmXhwoUsXryYFStWkJfnuW7Ny8uLAQMGONNER4wYUWsN3V0uF8uXLyc/P5+2bdvSt29fXC4X2dnZzjTRzMxMp+mzu2bNmnmEQR8fnxo/v5pUVFjMjrjdThjcvnonhccJTKeKMyZFssnHu9Lbe3VtzT1/OovExER8fX0ZOXIk3t6Vb/9HaK0ZO3YsK1asYNy4cfz0008y6idqm/yC1RMJf0J4kieEEKJSWmsKCgpYtWqVM0101apV5Sp1+vj4MHjwYGdkcOjQoSfVw68iBw4cID4+HqUUI0aMoGnTpuW2cblcZGVlOWEwKyurXBhUStGsWTNnimhISEithYuaUnSsiG2rdjrTRLev2UVxYfnpr6eK7ndcwIaU7Apv+9tdF1CYvZeSkhK6devmVKOtDbGxsVx00UUALF68mNGjR9fascSJa8BTN/8ICX/1RMKfEJ4a9RMiJSWF1atXs3r1atasWcOaNWs4cuQIANdffz0zZ86s3xMUooGxq3QuW7bMmSa6Zs2acuvx/P39iYyMdCqJDhkyBH9//xMOgyUlJSxbtoxjx47Rvn17evXqVe37ZWVlOWsGs7KyKPv6r5SiefPmHmGwob/hPJZfyLaVO8zIYGw8O9fuobio/PTXhsrL15tWt41hV3KWx/VdO7bk0RsGs2vXLnx8fBg5cmStjdJqrZk8eTL/+9//iI6OZsmSJTLq10Dk5eVV+OHOaUJ+yeqJhD8hPDXqJ0RVL/gS/oQ4Pq01R48eJTY21mk4v27dunKjbk2bNmXo0KHOyOCgQYPw9fU97pvuxMREduzYgZeXF1FRUQQEBJzUeZaUlJCZmemEwezs7HJh0MvLi5CQEGeaaLNmzRp8GCzIPUb8ygSnz+DOdXtwlZx4X7261KxDC/LHnEXm0dJCN4/ffj5eBUkUFRVxxhln0LVr11o7/vr164mOjgZgzpw5TJw4sdaOJaovNjaW7777jk6dOnHDDTcQEhJS36dU0yT81RMJf0J4atRPCPc3nh07dqRnz578+uuvgIQ/IU6G1pr09HSWLFnitJXYuHFjuaAVHBzMiBEjnD6D/fr1w8fHx+M5mZ6eTnR0NGPHjuXWW2+lb9++NXaexcXFThXR9PT0cgVuwIRBu79gWFgYwcHBDT4M5h3NZ+vyBKfP4O4NibhcDe/PfIdz+7CjVTNKSjQdI0J54pah7Nq1E29vb0aOHFlrhXq01kydOpXvvvuO/v37s3bt2gY/9fd0VlJSgre3N7GxsTz44IPExcUxbtw4/vvf/xIUFFRu+1N8OqiEv3oi4U8IT436CfH0008TGRlJZGQkrVu3JjEx0VlnIuFPiD9Oa01qaioxMTHOmsH4+Phy24WEhBAVFeVME+3Tpw+PPvoo77//Pk2aNGHz5s20adOm1s6zqKjIIwzm5OSU28bb27tcGGzo0wVzs/LYsmy7U0AmcdP+ckG8vpx507msz87n4ZvPIcCVQmFhIZ07d6Z79+61dsyEhAQGDx6My+Xi888/55prrqm1Y4nqu+SSS5g7dy7nn38+06dP55xzzjnVg15FGvYfi9OYhD8hPMkTwo2EPyFql8vlIjk5mcWLF7Nw4UKWLFnCjh07ym3Xvn17jhw5Qn5+PjfccAPvvPMOSqk6C1uFhYUeYTA3N7fcNj4+Pk4QDA0NrbVqpzXpaHoOm5ducwrI7Nt6sF7D4IC/TuKmaweTkLAdLy8voqOj8ff3r5Vjaa254447+Ne//kX37t3ZsmVLg28FcjorLi7Gx8eHuXPncskll9C2bVv++c9/MmbMGMD8f9nPp4SEBBYsWEBqair9+vWjX79+dO3a9VQLiA37j8NpTMKfEJ7kCeFGwp8QdUdrjdaa/fv3O20llixZQmJiIl5eXrhcLgIDAykuLiYsLIyRI0cycuRIzjnnHOd5Wldh69ixY04QzMjIKNf6AsDX19cjDAYGBjb4MJiVms3mpaUjgwe2J9Xp8f/y9xsI7O5DQUEBHTp0oGfPnrV2rAMHDtC3b1+Kior48MMPue2222pkv3Fxcfz8888sXbqUrVu3kpqaiq+vLxEREURFRXHzzTc7awyrY968eXz88cesWbOG1NRUwsPDiYyMZNq0aYwbN65a+yguLmbGjBl8/vnnbNu2jZycHCIiIhgzZgz33HMPffr0qdZ+0tLS+Pvf/84PP/xAYmIiAJ07d2bSpEnce++9tGjRotqPqzJDhw5lzZo1PPHEEzzxxBP4+fk500ELCwv55ZdfuP7668nMzAQgMDCQcePG8dxzz9GjR48/fPw61LD/GJzGJPwJ4UmeEG4k/AlRf+wwuGLFCs4991yKiopo1qwZ2dnlWwN06NDB6TE4evRo2rdvD9RdGCwoKPAIg/n5+eW28fPz8wiDNdX6ojZlHs5ikzUquCk2nqQdybV2rJbtw3hq3n0k7ExAKUV0dPRJF/Q5Hq01jz76KO+99x7t2rVjx44dNGnS5A/vd9SoUcTGxh53u6lTp/LJJ5/g5+dX6TYul4tp06bx6aefVrrNLbfcwkcffVTlaFdaWhrjx49nzZo1Fd7u7+/Pu+++yy233FLlOa9atYpJkyaRnFzx70Dbtm354YcfOPvss6vcT0XsEbvly5cTHR1NixYtmD9/PoMHDwZK1wJ+/PHHvPTSS+zdu5fAwECaN29OUpL5gKJ79+6sXLmS0NDQEz5+PWnYT/7TWMPu7iqEEEI0Uva0zlmzZlFUVES7du3Ytm0b+/btY+HChcTExBATE0Nqair79+/niy++4IsvvgDgjDPOcCqJjh49mtatW9dq0AoICKBt27a0bdsWgPz8fI8wWFBQQGFhIYcPH+bw4cOAedNtB8GwsLAaCR81LaR1c0ZePpSRlw8F4MihDGdUcHPsNpJ3p9TYsSbdM479B/cDEBERUWvBD0wgsj/Mu++++2rs394OIhEREVxxxRWMHDmSjh07UlJSwooVK3j99dc5ePAg//rXvygqKnJ+Xysyffp0J/gNHDiQRx55hK5du7Jr1y5effVV1q9fz4wZMwgPD+fFF1+scB8lJSVMnjzZCX6XXXYZt956K2FhYaxatYrnn3+elJQUbrvtNtq1a1fpSOL+/fu5+OKLSU1NxcfHhwceeMCpijp37lzeeOMNDh06xMUXX8zatWudD1+qyw6vixYtAmDQoEHOcwnM+tpt27bx4IMPkpubS2RkJHfeeSedOnVizpw5fPLJJyQmJrJo0SIuu+yyEzq2aHxk5E8IT/KEcCMjf0LUr127dtGzZ0+Ki4v56KOPmDZtmnOb1hqXy8WmTZucHoOxsbGkp6eX20/Pnj2dSqIjR46kZcuWdTbqprUmPz/fCYLp6ekUFhaW2y4gIMAjDNZm+KkpqQeOlIbBJdtI2Zd2UvsJadWc5xY+xPYd21FKMWLEiFrr76a15vnnn+fll1+mRYsW7N69m2bNmtXIvidOnMjUqVOZMmVKhVVD09LSiIqKIiEhAYCYmBhGjRpVbruEhAT69OlDcXExQ4YMYcmSJR4BNS8vj9GjRxMXF4ePjw/x8fF069at3H4+++wzbr75ZgDuuOMO3nvvPY/bd+7cyeDBg8nOzqZbt27Ex8dX2E9x6tSp/Pvf/wbgq6++4oorrvC4/auvvuKqq64CTu610l7P98Ybb/DQQw8RGRnJ0qVLnTWYa9as4eWXX+b7779nxIgRvPnmm0RGRgLmdfq8884jMTGRv//979x1112nyto/GfmrJxL+hPAkTwg3Ev6EqF/XXXcds2bNolu3bmzdurXKghxaa4qLi9mwYQOLFy9m0aJFLFu2rNw0UaUUffr0YfTo0YwaNYqoqChCQkLqNAzm5eV5hMGioqJy2zVp0oSwsDAnENZW4ZOadDgxlU2x8U6fwSMHywfxilz/3JW0GRpKbm4ubdu2rdE2HmVlZWXRu3dvMjMzefrpp3n66afrdPrt3LlzufjiiwG4++67+fvf/15umzvuuIMPPvgAgBUrVjBs2LBy26xcuZLhw4c725cNdgC9e/cmPj6esLAw9u/fX2Ggfvnll/nrX/8KVBzskpOTadeuHS6XiwsvvJD58+dX+LguuugifvnlF7y8vDh48OBJVeO1w1+rVq2YMWMGo0aNori4mCuuuILY2Fi8vb1ZsGABUVFRTsDLzMzkkksuYdWqVTz33HM88sgjJ3zceiLhr57ItE8hhBCigRoyZAjz58/n2WefPW4lRqUUvr6+TruWhx56iMLCQtatW8dvv/1GTEwMy5cvJy8vj82bN7N582bee+89vLy8GDBggDMyOGLEiFpt26CUIjAwkMDAQDp06IDWmtzcXNLT051AWFxcTH5+PgcPHuTgwYOAKWzhvmawqvVi9aV153Badw5nzHVmNOvQrsPOyOCm2G1kJGeWu09wWBBDJvVj+85tgCkgUps+++wzMjMzCQoK4s4776zzdZfnnnuuc3nXrl3lbtda8+OPPwJmxLqi4AcwbNgwevTowfbt2/nxxx959913PR5LQkKC00blyiuvrHQk9YYbbnDC3/fff18u/M2ePRuXywXAjTfeWOnjuuGGG/jll19wuVzMnj3bY5S+uq655ho+/fRT4uPj+etf/0qPHj1ISEhg8+bNdOzYkdtuu42oqCigdKpoZmYmOTk5FBUVERERAXhWBhWiLAl/QgghRAN17733ctNNNxEYGHjC91VK4e/vz/Dhwxk+fDjTp0+noKCA1atXOz0GV65cybFjx1i3bh3r1q3j7bffxsfHh8GDBzsFZIYOHVqrxVmUUgQFBREUFETHjh3RWnP06FFnVDAzM5Pi4mJyc3PJzc3lwIEDAAQFBTlBMDQ0tEG2KWjbtTVtu7bmghvPAeBAwiGPNYNZqdlMvGMsSYdNwG3VqlWFzbxrSn5+Pu+++y4At956Ky1btqy1Y1Xm2LFjzuWKpobu2bPHWTs4evToKvc1evRotm/fzsGDBz1mqgAsXbrUY7vKtGnThjPPPJOEhASWLVtW7vbq7sf9tmXLlp1w+NNa07p1a+655x4efvhhtmzZwpYtW5zbn3jiCS6//HKgtAAMwOrVq9mwYQPBwcFMmjTphI4pGicJf0IIIUQDFhwcXCP7UUrRpEkTpyKoPf1y+fLlzprBNWvWUFRUxKpVq1i1ahWvvfYafn5+REZGOtNEIyMj8ff3r9Uw2KxZM5o1a0anTp1wuVwcPXrUGRXMzMykpKSEnJwccnJy2LdvH2D+ndzDYEVrt+pb+zPb0v7Mtoy75TwA9m09gGoK23aYEaozzjijVo8/a9YskpOT8ff35/7776+X0aGYmBjncq9evcrdvnXrVufy8VpduN8eHx/vEf5OdD8JCQns37+f3Nxcjw9b7P00b968yqmcbdu2darx2iOOJ8L+v7jtttuYMGEC//znP/n5558ZMmQI0dHRHiOSdvBLTEzkk08+AeD2228nKCjIIxgKUZGG95dRCCGEELXOnn45duxYxo4d64y4xcbGsnjxYmJiYli3bh2FhYUsW7aMZcuW8eKLL9K0aVOGDh3qjAwOGjQIX1/fWgsSXl5eNG/enObNm9OlSxdcLhfZ2dkeYdAOiEePHmXv3r0opZwwGBYWRkhISIN8Q9yhVzunEmXLli1rLOhXpKioiLfffhswa0lPtCJlTXC5XLz88svOz1deeWW5beyRXeC459ihQwfn8v79+//wfrTWHDhwwKNfnr2f6vx7dejQgS1btpQ7l+Oxp2kWFxejlKJ9+/ZMnz6d6dOne2zncrnQWuPt7U1aWhqffvopv/32G61bt+ahhx4C6q69izh1SfgTQgghhDPiNmHCBCZMmIDWmoyMDJYsWeKMDG7cuJG8vDwWLVrklKUPDg5m+PDhTmuJfv364ePjU6thMCQkhJCQEMC8Ic7KynLWDGZlZaG1Jjs7m+zsbBITE1FK0bx5c2fNYPPmzRtEGMzIyCArKwvAY9SqNnz77bfs2bMHLy8vHnrooXoJCW+++SarV68GTNsFu4+du6NHjzqXjzcF1n2ELicnp1b3U53puPZ+yu7jeOz/Cx8fH2d9oa24uNgZxXav4Pnaa685vRIfeOABwsPDT5Uqn6KeSfgTQgghRDlKKcLCwpg0aRKTJk1Ca01qaioxMTEsWrSImJgYtm7dytGjR/n111/59ddfATM9Ljo62gmDffr0wcvLq1bDoD3Vs2vXrpSUlJCZmemsGczOzkZrTWZmJpmZmU4AKhsG6+NN8549ewCc0cna4nK5eOONNwAz2nbmmWfW2rEqExMTw2OPPQaYtY12Nc+yCgoKnMvHK+rjXgE2Pz+/VvdTnQJD9n7K7qMq+/btY926dcTExDhFW9q0acO5555Lly5dyk1fPnbsGF999RWvvvoqAH/5y1+cdhZCVIeEPyGEEEIcl1KKVq1accUVV3DFFVfgcrlITk522kosWbKEhIQEsrKy+Omnn/jpp58AM50xOjqakSNHcs4553DmmWc6Dexrg7e3Ny1atKBFixaAGTkpGwZdLhcZGRlkZGSwe/duZzTRXjPYrFmzWg+DmZmZTk/G2h71mzdvnlM85JFHHqnzUb8tW7YwefJkiouLCQgI4Ouvv6ZVq1YVbuve37GifpDu3IvHlG1UX3Y/VfWNPN5+8vLyjnsu7vspuw939hTPkpISli1bxl133cXmzZud25VShIeH07x5c26++WYefPDBcqPUw4YN4/HHH6ekpIQ777yTsLAwABn1E9Ui4U8IIYQQJ8zLy4uIiAiuueYarr76arTW7N+/35kSumTJEhITE0lLS+OHH37ghx9+AEx1RbutxOjRo+nSpUuthkEfHx9atmzpVLYsKipygldGRgZHjx7F5XI500bBBMiyYbCmz88e9bNHIGuLy+Xi9ddfB2D8+PEMGDCg1o5VkT179nDBBReQkZGBt7c3X375ZYWN3W3u6x6PN30yNzfXuVx2WmbZ/VQV/o63n7y8vGpN5bT3U9UUUZfL5fw7PPPMM+zcuZP27dszcOBAAgIC+P3339mxYwcpKSl4e3uXC37+/v50796dJ598Ej8/P1njJ06YhD8hhGPp0qXs3LnT+TktLc25vHPnznJN3m+44YY6OjMhRENmh7dOnTpxww03cP3116O1Zvfu3SxcuJCYmBhiYmI4ePAgycnJfP3113z99deAKaRhTxEdPXq0U3yjtt7U+vr6Eh4eTnh4OGDCoD0qmJGRQU5ODiUlJRw5coQjR44AJkDaYTAsLIygoKA/dH5Hjx51/r6eccYZtfoGfunSpaxatQqAxx57rE7DQlJSEmPGjCEpKQmlFJ999hmXXnpplfdxL6ziXrSlIu6FVdyLv1S0n6raWtj7sYutlN3P4cOHj3su7vspey42u1hLcXExTz75JImJiUycOJFnnnmG/v374+XlxYwZM5g2bRrt2rXjsssu87h/bm6u03bFfaqqECdCwp8QwjFjxgz++c9/VnibXe3PnYQ/IURF7DDYrVs3unXrxq233orL5WL79u3OesHFixeTmprKgQMH+OKLL/jiiy8AE4bsSqKjRo2iTZs2tRpYfH19adWqlTMNsbCw0CMM5ubmUlxcTFpamhPYfH19nXWGYWFhBAYGntA52qN+wcHBzvTU2qC1dkb9Ro0aRXR0dK0dq6y0tDTGjh3L7t27AXjnnXeYOnXqce/Xu3dv5/K2bduq3Nb99rJtI8rup6oRT3s/HTp0KNdTs3fv3qxdu5asrCySk5Mrbfdw6NAhsrOzKzwXmz3q98knn5CYmMjAgQN57bXXOPPMM9FaA/Dxxx8DMG3aNI/pwEVFRfz3v/+lqKiIK664wpnqKcSJkvAnhBBCiFqllMLb25vevXvTu3dv7rjjDlwuF5s3b3bWDMbGxpKens7u3bvZvXu380FUjx49nJHBkSNH0rJly1oNg35+frRu3ZrWrVsDZh2XHQTT09PJz8+nqKiIlJQUUlJSnPu4h0F7dKYiOTk5HD58GMCZ8lpb1q1bx4IFCwB49NFH62zULysriwsvvNDpkffyyy9z5513Vuu+Xbp0ISIigqSkJI+egBVZsmQJAO3ataNz584et7kH3ZiYGP70pz9VuI/k5GQSEhIAiIqKKnd7dHQ0//73v539XHXVVRXux/1cK9oPlPbn+8c//gHA1VdfTbdu3ZzefAsWLCAuLo7w8HCPNhjFxcX4+vqydOlSZs6cyY4dO3jttdcqPIYQxyMrQ4UQjpkzZ6K1rvaXEEKcDDsM9u/fn3vvvZfvv/+e5ORk1qxZw6uvvsr48eNp1qwZANu3b+eTTz7huuuuo3PnzgwbNoyHH36YOXPmkJ6eXut/i/z9/Wnbti29e/d2Ctf06dOHiIgIZx1ZYWEhhw8fZtu2bSxfvpzY2Fg2bdrEgQMHyMvL8zjHxMREwLQFqKzoSU3QWjsVPgcOHMiFF15Ya8dyl5eXx4QJE1i3bh0A06dP59FHH632/ZVSztTQbdu2sXLlygq3W7lypTNid+mll5YLtmeeeaYzAvfVV1+Rl5dX4X7clzNMnjy53O2XXHKJU0jFDm1V7cfLy4tLLrmk0u1+//13UlJSCA8PZ8iQIXh5eTmh8IUXXgDgxhtv9KjI6uPj40xFBoiIiACQ12FxUpT84gjhQZ4QQghRz7TWFBYWsm7dOmfN4PLlyz0Kc4B5o92/f39nmuiIESMIDg6u03Vt+fn5HiOD7pUjbQEBAYSGhhIUFMSOHTsA6Nu3L23btq2189q2bRtDhgxBa81//vOfSke+alJhYSEXX3yx0/bj3nvv5a233jrh/SQkJNC7d29KSkoYMmQIS5Ys8aigmZ+fz6hRo4iLi8PHx4etW7fSvXv3cvv57LPPnDYId955J++++67H7bt27WLQoEFkZ2fTrVs34uPjy7VWAJg6daoz+vf1119z+eWXe9z+9ddfOyN1119/fbn18e6SkpI4++yzSUlJYdmyZURGRgKwatUqhg8fTlBQEEuXLqVfv34e99u/fz+33XYbCxYs4LXXXuOee+6p9BinCKlUU08k/AnhSZ4QQgjRwGitOXbsGKtXr3aqia5atcqjlxuYEZJBgwY500SHDRtW5RTM2jjPvLw8jzWDFbUIUErRtm1bp5poVZUoT/Y8br/9dmbNmkWPHj3YvHlzhaGmpk2ZMoXvvvsOgPPOO4+33nqryn97Pz+/SnsO/vWvf+Xll18GzMjlo48+SteuXdm1axevvPIK69evd7Z78cUXK9xHSUkJo0ePdtarT5kyhVtvvZXQ0FBWr17Nc889R0pKCl5eXsydO5dx48ZVuJ/9+/czePBgUlNT8fHx4cEHH2TixIkAzJ07l9dff53i4mLCw8NZt25duaIx7vbt20e/fv0oKSkhJiaGQYMGAWaEce7cudx555289dZb5ap8rl+/nokTJ5KSksLixYuJioo61Zu6S/irJxL+hPAkTwghhGjg7JC1YsUKp4DM6tWrKSoq8tjOz8+PyMhIJwxGRkYSEBBQp2EwNzeXjIwMUlNTnWl7ZTVt2tQJgmFhYdVqKF4VO2AUFRXx8ccfc+utt/6h/VXXif67durUyZkGW5bL5eLWW2/ls88+q/T+N998Mx9//HGVASgtLY3x48ezZs2aCm/39/fn3Xff5ZZbbqnyXFetWsWkSZNITk6u8PY2bdrwww8/MHTo0Er3obWmuLiYK6+8kh9//JHHHnuMF198kYSEBHr27ImPjw+xsbHOPuyegFprXnvtNR599FEGDhzI2rVrqzzXU4SEv3oi4U8IT/KEEEKIU4zWmpycHGJjY1m8eDGLFy9m3bp1lJSUeGzXpEkThg4d6kwTHTx4ML6+vnUSBrdv386+ffvw8/OjU6dOTuP54uLictsGBgY6YTA0NPSEwqDWmocffpgPPviA9u3bk5CQUGXT8ZpUk+HP9vPPP/Pxxx+zZs0a0tLSaNmyJZGRkdx2222VjtSVVVxczCeffMIXX3xBfHw8ubm5REREcP7553PvvffSp0+fau0nLS2Nt99+mx9++ME57y5dunDppZdy3333OZVb7QIulfnss8+45ZZb8Pb25tNPP+W7775j9uzZ3HTTTXz44Yd4e3ujtXZCbVxcHNdeey0JCQn84x//4Prrr6e4uLhORnNrkYS/eiLhTwhP8oQQQohTnNaajIwMYmNjnZHB33//vVyBjKCgIEaMGOE0ne/fvz8+Pj41HgaPHTvG0qVLcblc9OjRg44dOzrnefToUWeKaEZGRrnACqYlhD0qGBISgq+vb6XHSklJoU+fPuTl5fHGG29w//331+hjEZWzw6mtshBYXFzMXXfdxYwZM2jVqpUzmvif//ynXDXR1atX8+KLLzJ79mz69u3Lxo0ba/dB1B0Jf/VEwp8QnuQJIRq8uLg4fv75Z5YuXcrWrVtJTU3F19eXiIgIoqKiuPnmm+u0n5cQDZ3WmrS0NGdUMCYmhi1btpTbrnnz5kRFRTkN5/v06YOXl9cfDoM7duwgMTERPz8/oqOjKx0VcrlcThhMT08nMzMTl8tVbrtmzZp5hEF7BEhrzbPPPsurr75Ky5Yt2b17N8HBwX/o3EX1RUdH061bN2655RaPv8HuIdCeyrl+/XruuOMOVq1aBZjR3vHjx9OvXz86duxI165d+e677/juu+9ITEykc+fOvP7660yePPm4I4unCAl/9UTCnxCe5AkhGrRRo0YRGxt73O2mTp3KJ5988ofXDglxOnK5XBw+fNjpMRgTE+P0enPXokULoqOjnTDYo0cPp4F9dRUVFREbG0tJSQndu3cv14/ueOeZlZXlFJDJysoqFwa/++471q5dy/Dhwxk2bBiPPfYYaWlp/O1vf+Opp56q08qnjdnXX3/NVVddhb+/P+Hh4Zxzzjlce+21XHDBBc42LpfL4/fH5XLx7LPP8v7775OWlgaY9Z9l21K0atWKd999lylTppxO/5+nzQM51Uj4E8KTPCFEg9atWzd27dpFREQEV1xxBSNHjqRjx46UlJSwYsUKXn/9dQ4ePAiYBsJffPFFPZ+xEA2fy+XiwIEDTiXRJUuWsGfPnnLbtWnThpEjRzprBs8444zjhkG7r5uvry/R0dF/aJ1WSUkJWVlZzjTRrKwsnnjiCTZt2uRsY48IPfDAA0yYMIFhw4bh7+9/0scU1fPjjz/yf//3f+zcuZPU1FSUUoSHhxMdHc21117LxIkTnf+bkpISSkpKnA/n1q9fz/fff89//vMfdu3aRYsWLThy5AgdO3Zk4sSJXHfddVUWkjlFSfirJxL+hPAkTwjRoE2cOJGpU6cyZcqUCqf9pKWlERUV5YxixMTEMGrUqLo+TSFOWVprtNbs2bPH6TG4ePFi50MVd+3bt3fWC55zzjl06NABKC18kp6eTp8+fejXrx9/+9vfGD58eI2ea0lJCfPmzeOXX35hxYoVbN++vdzIYEBAACNGjODcc89l7Nixp2OIaDCKior44Ycf+Pzzz1mxYoUzmhcWFsbQoUO55pprmDx5slOAp2yrBpfLxdKlS8nMzKRt27a0aNGCM844o14eSx2Q8FdPJPwJ4UmeEOKUN3fuXC6++GIA7r77bv7+97/X8xkJcerSWuNyuUhISHCmiC5evJiUlJRy23bp0sVpKzF69Gjee+893nzzTZo2bcrWrVsJDw+vtfP86KOP+Otf/4q3tzdTp04lLi6OdevWeYTB8847j99++63WzqExK7sO7+eff2bWrFnExMSQmppKcXExoaGhDBgwgKuuuoorr7ySkJAQoPR3rLJ1fPY6wdPMafeAThUS/oTwJE8IccrLzc0lKCgIgPHjx/PTTz/V8xkJcfqw36hv2bKFRYsWsXjxYmJjY8v18PP29iYwMJDs7GwmTZrEm2++SXh4eK28iS8qKqJ///7s3buXadOm8eGHH6KUIjMzk9jYWBYuXMiiRYu48sorefzxx2v8+MKwR43dR/MWLVrEG2+8wZo1a0hJScHb25uQkBB69OjBFVdcwVVXXUWbNm2c+xcXF1dZzfU0IuGvnkj4E8KTPCHEKS89Pd3pN3XxxRcze/bsej4jIU5f9hv233//3akmunTpUrKysgDw8fEhICCAnJwc+vTp44wKRkVFERoaWiNh8IsvvuDWW2/F29ub+Ph4unfvXum5noYjSA2K/W9cVFTEvn37+Oijj/jmm29ITEz0KOailKJp06b07NmTyZMnc80113gUAyo7JfQ0JL+I9UTCnxCe5AkhTnnff/89l112GQCPPPIIr7zySj2fkRCNh91wvlu3bqSkpNCxY0eOHDlCbm6ux3ZeXl7079/fWTM4YsQImjVrdsLhrKSkhGHDhrF161auueYaZs2aJQGvHtnTP7/44guef/55tm3bxqhRo7j88stp1aoVSim+//57VqxYQVJSEsXFxQQHB9O5c2cmTJjAtddeS69ever7YdQF+SWtJxL+hPAkTwhxSnO5XAwfPpzVq1cDpifg4MGD6/mshGhcPvnkE6ZNm4afnx+7d++mRYsWrF692pkmunLlSgoKCjzu4+Pjw6BBg5xKosOGDaNp06bHDXJz5851GoOvX7+eAQMG1NbDEsdhj/odPXqUPn36cODAAZ5++mluvfVWIiIiPLZNSEhg5syZfPTRR2RkZADQpEkTOnbsyMUXX8zll1/O2WefXR8Po65I+KsnEv6E8CRPCHFKe/3113nooYcAuOyyy/j222/r+YyEaFyKi4vp0aMHu3fv5vbbb+eDDz7wuF1rTX5+PsuXL3emia5evZqioiKP7fz8/BgyZAijR49m1KhRREZGEhAQ4BEGXS4X5513HmvWrGHixInMnj1bRv3qkT3q99JLLzF9+nRGjRrF119/TXh4uBMMyxaGiY+P595772XBggX4+Pg4vQBDQkLYsGED7dq1q8dHVKvkF7WeSPgTwpM8IcQpKyYmhjFjxlBcXEyrVq3YtGkTrVq1qu/TEqJRmTVrFtdddx3e3t7s2LGDLl26VLm9PU106dKlTjXRtWvXUlJS4rFdkyZNGDp0qDNNdPDgwaxYsYIJEyYAsHTpUqKiomrtcYnqsafhrl27lmeffZbHHnuswt6O7g3f165dy6RJk0hJSWHw4MGsXLmSCy64gPnz55/O6zRPywd1Kjj5TqNCCCEajC1btjB58mSKi4sJCAjg66+/luAnRD0444wzOOecc+jUqdNxgx+Ywh/BwcGMGzeOcePGobUmMzOTJUuWsHjxYmJiYtiwYQP5+fnOSCFAUFCQ07x9+PDhjBgxojYflqimjIwMp9pySkoKPj4+FQY492IugwcP5rHHHuPBBx/kwQcf5MiRI0RHRwNU2QJCiJMh4U8IIU5xe/bs4YILLiAjIwNvb2++/PJLaewuRD0ZMWIEixYt4tixYyd1f6UUoaGhXHrppVx66aVorUlLS3P6Cy5evJgtW7aQk5NDTk4OAFOnTj1dR4dOOS1atHD+7+1ekFX939hVPTt06EBhYSGrVq3i1VdfdW6X4Cdq2mldQ1YIIU53SUlJjBkzhqSkJJRSfPbZZ1x66aX1fVpCNHr2qNwfpZQiPDycyy+/nHfffZeNGzeSlJTE+++/T9++fWnWrBm33HJLjRxL/HFKKcaOHQvAV199xcyZM53byk7lhdIRwICAAJo2bcqhQ4fKrf8UoiZJ+BNCiFNUWloaY8eOZffu3QC88847TJ06tZ7PSghRm7y8vGjbti1/+ctf2LRpExkZGRWuKRP157rrrqNTp04AvPrqq8ybNw8oHcWzQ6DL5QKgqKiIZcuWkZeXh7e3d2Np8i7qiYQ/IYQ4BWVlZXHhhReydetWAF5++WXuvPPOej4rIURdO80bgZ9ytNZ069aNe+65hyZNmrBt2zYmTJjA1KlTWbp0KVAaAu3/u++++45PP/0UgCuuuAKoeJRQiJog1T6F8NTonxD2J5HyhqLhysvL44ILLmDZsmUATJ8+neeff76ez0oIIYS7t956iw8++ICdO3fi7e1Nq1at6NevH5dffjldunRh9+7dbN68mRkzZpCbm8uQIUOcHq2NgCxSrScS/oTw1CifEFu3bqWgoIBBgwaVu03CYMNSWFjIxRdfzK+//grAvffey1tvvVW/JyWEEMJhF3EpKCjgv//9L2+//TYbNmzw2CYoKIicnByUUmitGTZsGM888wxjx46luLi4MUzllfBXTyT8CeGp0T0h8vPzufPOO5k5cybBwcGMGDGC8ePHc/7559O7d+9y29svaqJ+TJkyhe+++w6A8847j7feeqvKSnJ+fn6ceeaZdXV6QgjR6NjvpSv7W5yfn8+//vUvvvzyS1JTU0lPTyc5OZmAgACaN2/O+PHjmT59OmeccUZdnnZ9k/BXTyT8CeGp0T0hkpOTufrqq4mJiSl3W7NmzTjnnHMYN24c559/Pt26dauHMxTuTrSce6dOnUhMTKydkxFCiEasbP++bdu2ERgYSFJSEr169aJZs2Ye27tcLuLi4sjNzeXYsWP4+fnRs2dPwsPDG2ORFwl/9UTCnxCeGt0TYu3atYwdO5bMzEwuueQSzj77bNavX8/KlSs5ePCgx7a+vr48//zz3HnnnTRt2rSezrhxk/AnhBANy4wZM5gzZw6rVq3i6NGjtGvXjmPHjnHhhRdy2223MXjw4Po+xYZIwl89Oe0nFAshKqe1ZsuWLWRmZhIYGMjo0aO5//77KSwsJC0tjW3btrFmzRqWL19OXFwchw4dYs+ePciHRvVH/u2FEKJ+2csfkpOTeeedd3jppZc8bt+5cydgQuGMGTOYPHkyzzzzDH379nW2KTtqKERdkfAnRCNWUFDA2rVrAYiIiHDWhvn6+hIREUFERATnnXcehYWFHD58mISEBCIiIggMDKzP0xZCCCHq3WuvvcZ7770HwPDhw+nTpw+RkZGsWrWKpKQk9uzZw/bt2/n++++ZM2cOTzzxBPfffz/BwcES/ES9kfAnRCOWkZFBXFwcAJ07d6Zr165A+U8k/fz86NChAx06dKiX8xRCCCEaAnvUb9euXbzxxhuAabfz8MMPO2v8br31Vg4cOMCqVauYP38+//vf/9i3b9LTuwwAADbaSURBVB8zZ86kR48eXHXVVfX5EEQjJ+FPiEZs//79bNq0CYBu3brRrl07oPptHewmtHbD2pOxb98+Nm/ezLBhwwgLCzvp/QghhBB15Z133gHg8ssv57777nOCX0lJCd7e3rRv35727dszcuRIzjzzTJ566ikSExO57bbb6NSpE8OGDavP0xeNmNRrF6KRcrlcbNmyhZycHIKDg+nRowfBwcHVvr/WGm9v7z8U/LTW/Prrr0ycOJF27dqxefPmk96XEEIIUdu8vLzIzMzkl19+AeDiiy/2+ODSfk2012e3atWKhx9+mG+++YawsDCys7Od+9ofoApRlyT8CdFIFRQUsGbNGgBCQkIICgoCqldQZPfu3TRt2pShQ4c600Yro7WudJ8FBQVs374dgGHDhtGiRQuPc8jNzeXrr79m/vz5FBQUVO+BCSGEELUoJSWFgIAAfH19Ky3cYl/ncrkoKSlhzJgxzmjf3LlzKSoq+kMfngpxsiT8CdFIpaens3r1asBM/7zvvvu48MILeeqpp/jpp59ITEysNHBt3LiRY8eOsXXrVpKSkqo8jlKq0oXtmZmZrFy5EoAhQ4YQGhoKlIa/3bt388orrzB+/HimTp3qcZsQQghRHzp27Mju3bspKioiKyurym29vLzw9vbG39/fCX8BAQEcO3asLk5ViHJkzZ8QjdS+ffvYtm0bYJq5Z2dn87///Y///e9/AISFhTF06FAGDx7MpZdeSv/+/fHxMX8ylixZApjRuh49egCeRWLsy4cPH+abb75hzJgxznbu3NccDho0CH9/f4/bExMTyc/PB2DChAmAmSZjn4cQDVl2djY///wza9asIS4ujoMHD5Kamkp+fj4hISH07t2b8ePHc/PNNzuj3kKIhs/Ly4uoqCjmz5/PBx98wHnnnUefPn2c9X4VKSkpoVWrVnh7e1NUVERBQYEz40aIuiQjf0I0QvZ6P/tN6Ouvv05ycjKzZs3i2muvpW3btqSnpzNv3jyef/553nvvPQoLCwEoKioiNjYWgF69etGqVSvAs/m4y+UCYN68edx9993069ePzz//HCgduXO5XMTHx5OdnU2LFi3o1auXsw+74My2bducBuXnn38+8MeKywhRl1avXs3VV1/NG2+8wZIlS9i1axfZ2dkUFRWRmppKTEwMjz76KD179nTWAAkhGj4/Pz+mTJkCmA8pP/zwQwoKCpzXJ/e1fPbrYVFREXFxcZSUlNCrVy9atmwpM1lEvZCPz4VohPLz8521em3btqVDhw60atWKa665hmuuuQYwI4O//fYbixcvJioqiqZNmwJmtG79+vUA9OzZk+bNm1d6nFWrVgHQp08funfvDpgXQm9vb48eg/379yciIgIoHTXMzMxkx44d5OfnExERQfv27QGkN5I4pXTo0IFzzz2XwYMH06FDB9q2bYvL5eLAgQN88803fPfdd6SlpXHJJZewevVq+vfvX9+nLITAvBZVNdPksssu46OPPiIuLo733nuPNWvW8Oyzz3LBBRd4fEjp5eVFSUkJc+bM4YsvvgDgzjvvBEpfD4WoSxL+hGiEjhw54hR7OeOMM5z+foWFhXh5eeHj40PHjh258cYbufHGGz3uu3btWlwuF+3bt+fMM8+ssC2E/WK2bNkyANq3b+9M+7S3z8jIcM4hMjLSCZF2+Nu/fz+7du0CSkf9iouLZcqnOGWce+657Nu3r9Lbr7zySn744QcmT55MYWEhzzzzDN99910dnqEQwp09bfPw4cO0bt3aeb2p6LUnNDSU77//ngceeICffvqJ1atXc9FFFzF69GhuvfVWRowYQWZmJv7+/syaNYvPP/+cvLw8LrvsMoYMGQLITBZRP+RdlBCN0N69e9m6dStg+vvZo25+fn7ONvannl5eXh4Bz17v17NnTzp27OhsW3a9386dO9mxYwcBAQEeI4T2dvv373daOwwaNMg5tn37zp072bt3LwAXXXRRucfgcrmcdhNCNETV+d2cNGkSPXr0YPv27c50aiFE/bCfs23btiU6OpoXXniBkSNHVhgCS0pKaNeuHY899hjBwcH8+uuvJCcnExMTQ0xMDC1btiQkJIRdu3Y50zvPPfdcnnrqKef+8vol6oOs+ROikSkpKWHz5s0UFhYSGhpKjx49aNKkSbntlFL4+Ph4BL/CwkLnDWqfPn2qXO+3fPlyjh07RkhICGeddZZzbHubLVu2kJubS+vWrenRo4ezD/v79u3bOXjwIGBeMAF8fHxIT08nKyvLqaAmxKnO7q8p7UyEqD92QJs1axYAS5cuZfTo0QwbNoyffvoJwCME2q+NAwcO5J133uHVV19lwoQJ9OrVixYtWpCWlsbOnTvRWtO8eXOmTJnCP//5T/r16wfIqJ+oPzLyJ0Qjk5eX50y3tKduApX2KnKXmJjIxo0bAVPspVmzZpVuu2jRIgDatGlD3759PW5zX3M4YMCAcuv90tPT2bFjB8eOHaNTp060adPGuW39+vWMHTuWLl268O233zJgwIAT/0cQooHYvn07GzZsAMxouhCiftivf4GBgUyaNImEhAR27drF6tWrufjii+nduzdPPPEEf/rTn5wQWFRUhFKKJk2a8Kc//YnLL7+c5cuXs3//fo4cOUJ8fDyjRo2ib9++9OjRAz8/v2q91gpRmyT8CdHIpKenO4VWunTpwhlnnHHc+9gvVr///jsAnTp1olu3blWu97OLvdjbQul6v/T0dCf8RUZGOiMf9nH27dvnrPcbM2YMYF5k/fz86NChA0op9u7dS2xsbLXDX01MsXG5XM5jsJvXV9XHUIiK5OXlcfDgQebMmcOrr75KcXExAPfdd1/9npgQgsmTJzNmzBh+/fVX5s6dy9q1a9m9ezdbt27lmmuu4bHHHuPxxx9n2rRp+Pr6AmZWjFIKX19fRo0aVeX+5fVC1DeZ9ilEI7N7924SEhJQStGjRw/atm0LVP2CZE/XtEcMO3XqROvWrQHPpuv25W3btrF7926aNGlCz549nXBnH2Pfvn1s2bIFMCN/dn+/itb7jRs3DsAjdEVGRuJyuUhOTgZKp5qWVVhYyO7duyksLDzp4Of++OxzsD/t9fLycs7ZXoMoREVmzpzpfFAQGBjImWeeyYMPPsjhw4cBeOyxx5xKu0KcLvbu3cuDDz5Iz549CQwMJCwsjMjISP7v//6PvLy8+j69cuwP9YKDg5kyZQrvv/8+L7/8Mtdddx0DBgwgODiYffv2cfvtt9OqVStee+01CgsL8fPzw9fXl6KiIufDHPd2D0I0JDLyJ0Qj4nK5nOmUYMrQl22sXhE7ONlN4V0ulxPo3NllsRcuXEhhYSHt2rVz1jfYI28lJSVs2rSJgoIC2rVr59H83X29X1JSEgCjR48GzFoLrTU9evRwwp5dJKbsCKR9rMWLF3PzzTdz8OBB7rjjDt59991q/ksZ7tNz1q5dy+LFi8nKyiIxMZGioiJ69uxJdHQ0I0aMqHDdpBDHM2DAAD7++GMiIyPr+1SEqFFz5szh2muvJTs727kuLy+PuLg44uLimDFjBj/99JMzM6QhcC9cBtCkSRPGjx/PhRdeSExMDLNnz2bFihXs2LGDtLQ0HnnkEf72t7/xwAMP8MADDxASEgKY1yAZ4RMNlYQ/IRoRLy8vpk2bRnR0NJs3b6Z3797A8df7KaVwuVx07twZgI0bN9KyZUvnNjCB0F4H8dVXXwGmYlqfPn089lV2vV+bNm2c+3t5eZGWlsaOHTsoKiqiW7dutGjRotz0ysDAQMCMRB47dqxcgPX29iYzM5O3336bgwcP0q5dO6Kioqr1WMs+7vj4eJ566imWLFlCampqhdsFBgYyefJkrr76as4777xqBWrRuEyaNMkp756fn8+uXbv46quv+P7777n66qt56623mDhxYj2fpRA1Y/369Vx11VXk5+cTFBTEX//6V84991zy8/P58ssv+eSTT0hISGDChAnExcVV+GFifXIPgXZV6fPOO4/zzjuP5cuXM2fOHGJjY0lISCAtLY3nn3+eF154gbvvvptHHnnEWccuValFg2T/YsuXfMmXRosqffHFF1oppYOCgvQLL7ygjx49Wm6bV155Rfv4+GillJ4yZYrOycnRWmvtcrm01lonJibqAQMGaKWUfuaZZ/SxY8e01lqXlJRorbWOi4vT0dHRWiml77jjDq211kVFRc7+jx07ph977DGtlNL9+/f32Le7Rx99VDdp0kQrpfTf//53XVBQcMKP9+uvv9Y9e/bUSimtlNLt27fXY8aM0dOmTdPTp0/XN910kx4wYID28vLSSindp08f/eGHH1Z4PkJU5F//+pdWSmkvLy/9j3/8o75PR4gaMXLkSA1oHx8fvXz58nK3v/rqqxrQgH766afr/gRPgvvrkNbmteqpp57So0eP1uHh4c7rhFJKX3/99XrHjh31dKanjPp+v9dov+r9BORLvhrYV6PgcrlOKqDs3LlTDxw4UCuldJs2bfSLL76oV6xYodevX6+/++47fd999zkvfoGBgfqJJ54ot4/FixdrX19frZTSs2fP9jgnrbX+8ssvdceOHT1uLy4u9vj+8ssva6WUjo6O1klJSeWOERsbq5VS2tvbW48YMeKEHqMdQr/55hvdtWtX5/Hccccdev369c52+fn5uqCgQB86dEj/97//1ePHj3e2veqqq/SRI0dO6Lii8bryyis1oAMDA+X3RpzyVq1a5QS72267rcJtSkpKdK9evTSgQ0JCdGFhYR2fZcXn5P69IhW9biYmJuq3335bT5gwQffp08cjBI4ePVonJyfLB4IVq+/3e432Swq+CNEInUyFSq01Xbt25b333mPo0KEcPnyY6dOnM2LECMaNG8eUKVP4+eef6dWrFz4+PjRv3rxcfz97vV9xcTEdO3b0WOuhlEJrzbZt25z1fnbVNHvKjP09ICCAgIAAdu7cyaFDhwBThAVg3bp1vPrqq4CpJPrss896nMPxeHl5UVBQwIMPPugUnXn11Vd54403GDBggLOfgIAA/P39adOmDZdffjnvvfce06dPp0mTJsTGxjrFcYQ4nksvvRSA3Nxc5s+fX89nI8Qf88MPPziXb7zxxgq38fLyYurUqQBkZmY6rYHqktZmXZ/dX7O4uJijR4+itSYpKYnCwkJ27txJVlYWW7Zs4cCBA2zatIkNGzawYcMGfvnlF9auXUt8fDzR0dH079+fli1bEhAQ4KwBX7JkCUFBQbL+TzQosuZPCFEtdjgbPnw4M2fO5Mcff2T+/PkkJibSrl07rrzySqZPn84999xDfHw8HTt2LNffz17sD6Yxrl0x1F7vl5qays6dOykpKaF37940b97co72CbdiwYZSUlHD48GGaN28OlAbD1157jXnz5gFw1113cf7553vcfjwFBQXMmDGDffv2OWW7H3roIeeNQkX78fLyonPnzjz33HPk5OTw66+/OlVUtZaeTqJq4eHhzmX7AwchTlVLly4FzFrowYMHV7qdXcwLYNmyZVxwwQW1fm7u7L/N06dPZ/78+bRv355du3YRHh5OcnIy/v7+FBUVkZ2dTfPmzdm/fz9t27Zl3759tGrVipSUFJo0aUJ+fj4AoaGhZGRkOIXNAB555BECAwMpLi521sQLUd+U/YZGCCFOhlLKGwjTWqcqk3ISgQ7AAuBSrXW+27ZdgB+BvsATwP9prYuUUl5aa5dS6mzgTWA48LbW+n6llI/Wuti6v9Jaa6VUT2ArkAXcpLX+XinlBVwGfGUdbiZwu9a6sJqPw973QOA14FxgC/CE1vpHpZS31rrS4UP7MViXbwBm2ectRFWs35d/WD/eo7V+px5PR4g/RCmVCrQEftdaD6hiu1Ag3frxa631lXVwevax7b/3vTB/58sqBPwAF+XbohUAAZjXn+ZABhAK5GGmu/oCR4BWQIT12ui8PghR3+RjCCHECbOClhfgsgJRqh2OrGA2AvDRWufbL7LWXbsBvazL67XWRdZl99s7Wpfnl7kNt/34AJsxIdLuFTEYeMa6vBl4vLrBr4zBbue4BFhmHbvKeaNWeLUf6+cVBT/3fwsrNB93v6JRuMLt8qZ6Owsh/iClVAAm+AEcqGpbrXWGUioXCMR8YFgfXrS+5wBNgXggAdgNHAZaAHuBtpgPHNtiPuBsCuRiAmAwsAeIALYD7axtfKzgV+UHh0LUNQl/QogTZn2C6SpzXYn1PR/4ze16O+wozIujN+ZFc6/7NlagPBPz4gqVhC7rE9TNSqlM66qjSilf4B5MaEsEXtdaJ5/Ii651DgqIBOx5eLGUfjJdrX1Y34vcr7dDn3UMb611ift5Wcd1D7fiNGCN6H2ptS6oYpv7gfHWj3swv3NCnKrcezbkVGN7O/wF1c7pVMz6W9wE83rkcjt+MGYkcB3wq9b6RDrRb7a+e8zdluAnGhoJf0KIGlfRFBcr2PxTKfUTcAbmja77tm0xI3lewFqtdU4l+7F/tv9+RQDPAxdZP78LfGtdPtFpNm0wU3W8gSRga01M1bHeaHQDzgb6KaU6YULqQmCZ/QajzCipOPX9DXhdKfUtsBTYhXlDHAycBfwZiLK2LQSmyRtFcYoLcLtcnZkXx6zvTWrhXKpkzUy5FRiIeS5Owsw8eQI4CPxmvV6tA/a4Tev3su7vzPaQv93iVCLhTwhR4yoLTNYLZBqQVsG2AZg1FgBrre9eVBDglFL+wEpgGHAtEIL59HgdZq2gPQp5oi/GLSkd9duOmdLzhyml/gLcjnnD7+5RYJ9S6hPgNa31sXJ3Lt2H84ajJs5J1Jkw4FbrqzIHMGtXF9TNKQlRa9xHuf0q3aqUv/U9v8qtaonW+jAwXym1CrPudgpwJWbq5lTMqPyv1jYrgUT3Kf1usz0k+IlThoQ/IUSdqeoFUmu9C7hEKdWR0k+DKwp+XlrrY0qpw9ZV4ZjguB14zFp3eLKL649i1ngApLqdx0lRSvkBV2FGIxVm1Gcn5s1Ec8yoT2/gXqClUuqxygKghL5T0oXABMz/czegNeb3Kx9IATYAc4GvTnB6mRAN1VG3y9WZyhlofa/OFNFao7XOABYqpeKAz4HJwJ8wIfAaYCKmiNk8pdRyYNdJrikXot5JtU8hRINQ3XVvbtNs7gX+j9IPse7XWr/9B88hEMjETPtcAlxU1XqtKvZjF78ZC7wPdMUUEHhVa/2xVRShBOgJPI2pUgrwJ631VxXsbygwClijtV5cNtzaxWMwBXjkj7oQot4opdIwH3I02Gqfx2O9FvQELgGuxnx4A2ZkcyEwD7M+d4f2rGgt0z9FgydN3oUQDYJdEKU621kXCykdmfsM82mtEyJPUhim0htAqNa64GT257Zu60ZM8MsFntVaf2zdXqC1LtJab8KM+i22tp8Ono/BCnZRwCuYT6Y7W2tN2imlzrCPZ33Jmw4hRH3ban3vppSqaoZZT7fL8bV4PidMa52rtV4LvIyZCvpXTEGXAMxU0LcwbYnuUEoNUUoFWfeTv8GiwZPwJ4Q45VgFU+7CTBk6iOnFlwZ/7MVXa70fWG/96KeU6nOy+1NKdQXGWj/+APxsXe8e7Hy11geB5dZV7ZRSF7lVPwWzntH+1Hkp0FQp9SmmX+J6pVSKUmq2UuoapVTzkzlXIYSoQUut74GY1jmVGe12eVntnc7J01rnWx/SvYVpyXIfsBozO+RczOyTt4G7lVKj3WZhCNFgSfgTQpxSlFLhwMOUtnV4yW7rUEOHWIVZa9gDiLaO6XMSI4CDMVOfcoAFFYVTt5YQWzGNgsMwawNx+94a6G9dPgMT+m4Emln3aYlZj/IO8BfrfKv8236824UQ4g/4we3yjRVtYP0Nmmr9mAksqt1T+mO01se01tuBDzBrAKcBMdbNw4EXkGq94hQhbwCEEA2aUipAKfWwUmqyUmoCMBO4zrr5Y8yUTzjxtg6V+Rfwu3X5OaVUd611cVUjgGXDlBUUB1o/7qJ0GlRlEoFQzDrAJuAxdbQT0N26HIFZb2IXEhkFjMN8ah4KvKiUus4uQe52LiilwpRSna19u9zDrFLK2/r6I1NmhRACrfVqSvtV3qyUGl7BZg9iPsADU6G5qIJtGhxruv5uzOvQVMxr0VzrZnt2h4z+iQZNqn0KIRq6/pj1bmDW+dnlw2cBH9gFWWpqrYXWOksp9TKmUEtL4Aul1N+AGK11hRXprDAVZPUmtIu92KN1+zGVQ8sp0+MQa7smbrf7YBrftwSKgX8Dd7tXmVNKHQQOA99jguIYpdR3WutcaxMvTKi8GnhHKZUE3KC1XmAXJ5BPq4UQNexezIdSTYBflVIvYkb3mmCqaE6ztksAXq+XM/wDrHYP+5VS/8E8rrO01r9Yt8nfU9GgSfgTQjR0yZhiLgMwZbfjMNNtnnbvt1STtNZfW2v2XsRM33wNEwJ/wYzkAWjMtMuumAbz3rj1GMRM0QTTx6qyfoH2SJu99uUI5vHaQjGtIAA2YXoBFiqlfOzHbh1vg1JqM6ZB8Rg8W1TYI6K9MCHQC0hXSg0EJljfUzEjiou11ilV/uMIIcRxaK3XK6WuwnxI1wzzt7SsBGCC1vpoBbedEqwP75KsLyFOCRL+hBANmtZ6L9Y0T6s0eBOtda290LqNhr2slFqLacR+HvAMphrnJmAPpupbd8wbm7bAS277aAbswIzaddFaZ1RUAtwaIfTGTOME0+x7h9smrYE+1uX/aa3jrft5hF6r6f1azFTQdKDE7XFo6/aBmOCXCjyE+fTd3TRgp1LqUa319yfwTyZEo6GUegV4xO2qc7XWi+vpdBo0rfUcpVQ/zCjgBKA9ZvbGTuBr4F3pbylE3ZPwJ4Q4ZViNeDNq+RganLVyCzDTNidimv4Ox4wEDsZMw7T/hv4P07jdruCZrZT6HfOGx18p1V9rba8jdKZ7WmsFL8aEyGJMgNvvdjqdMQESSttBVHTOx5RSHa0ftwMhVuD0tkYG+2DeeCngLOvyR5gqo8eAIcCl1nl8qJRK01rHlj2OO7d+iwoTKrWWRvTiNKaUGgA8UN/ncSqxPrx7APl3E6LBkPAnhBAVcBul22Z9vaaUCgHOxoQpP0whl6PAHutNDpgQB2Z66lGgA3CLUup+oMQajLND0hBKRxESgNlu4dOX0vV+ucDGys7Vahofaf24y+0c7GmlkZgRSjCB729a6wVu9//ROv7bQDhwB6UFGypkBT87XDprXOyiMdLvSpxOrA9qPsa8b0oBWtXvGQkhxMmR8CeEEFWw3vQpwKW1zsSM8P1a2fb2aJjW+gel1FxMoZU7gQLgU6XUYSAYU8jmMWCYddfPrSp5tlBKp3yuAQ5VcZpdrG01JsTZhWnsUDYEaGpdflpr/VuZcz4GzLCq8t0IdFRKtbTbU5SllBoM9AOGWr0FEzAjkyvsAjwVTXMV4hR2D+ZDlG2Y4kp/rd/TEUKIkyPhTwghqlB2KqPd1sG+vpK1fPbP92KC2J8wpc2vB7YAQZipo/a+3wRmWPuzR9PaUFrsJeY4Qcoe9UsEdroFUK2UaoqZ6umLGY1cWPbObgVkCqyrWlrHT7NG8pQ1TTUCE2Rvx4RTF6Utg54E9iil/o6pwlpILbGqoLpkmqmoC9aU6uesH2/HNPcWQohTkoQ/IYQ4AWUDR1WhTGudppR6HtgHXItpHD8aMy0zD1MF9AWt9ftu97FH67pQut5v2XFOa5T1PR5TNAZM9dFiTIDsgAlqy9yDodsxi61Q67K+QoC9bre7rBA5E1NNtABYgSl+k4SpMnq2dayngeZKqVesEcUqua0ZdFV3pLC2qrwKUYn3MB/Y/FNrHaOUkvAnhDhlSfgTQohapLXeD7wAvKCU6oIJSa0xxV22WkVsPCil/DDBLxQTEDdVtn+lVBMg2vpxC2Y9kruzrf3kAfa0Urv3n7uWQJh12yGt9VG3wjQ+mF6LdhuJv2it/2kd3x8TGDtjpsLdADyFmao6z62XYWX/PhrPNYPeVFE8Rin1IZANfKW1jqtsv0LUBKXUlZiCT+mYKrlCCHFKk/AnhBC1yF4zqLUu0VrvwbSJcL/dGYVzu9wCM1UTYLnW+nAVh+iGCYolQLxbzyw7UEVieg0mYwInlE43dT9mJ0yAg9LKon6YUb6zgVswU1ifs4OfpQhAa71DKXUbZj3jFOA+pdQiew1gmcfshxkt7AX0xYwexmmtt+gKGiS7hdBuwCRMsY0emAqlQtQKq8DT29aPj1a2BlYIIU4lEv6EEKIWuY9g2evnzNUm8JWZfmlfDsQ0j4cqqnxazra+78FqQO+23i8YUwhGAbu01glVHLM7JpABzLe+2+d+NSZAuoAxSqk9wCqt9X73x6e1LlJK/RsT/gZieiF6hD+lVF/gfswIYQlmeqqybkvF9P/6L6Z4jN3I3j7GYOs8cjDtNdzXSApR017FrH1dBnxaz+cihBA1QsKfEELUEStoHXddm9Z6JxCllDobM2JXlSjre0Xr/fpi1vuVAOuhdBTNfQfW6GQPTLN6gKXW9yJrGuYY6+cmwFjrC6XUfkwvxHmY9YSHgIOYRs45mAC4yO04I4H/ABGYEUNl3V6EGQXsiGkzEQU8p5T6wRrxG4IpZjMQs/bqMKWtKHys7hLVXjMoxPFYv6u3YJ5Ht8vvlhDidCHhTwghGhh75K5M64eKtgsGrrB+3AKkltkkElO8xX29X0VaY0b+vICNWusce0RNKdUGEwxdwLeYtg7DMO0jOmBaQ9xonc9OzBTOY5i+gkVu53oO8Cwm+KUCX2JGVjSQjwl1w4HrgAnAs1rr76w1jW8BI6z9eWHCpT0qeNyiMkKcCGta8seYDyfe1FpvrudTEkKIGiPhTwghGpgK1gBWxoV5kzoS2K61LtvfbxDmDWwy1sgfbiOPZdb7dbGu/p/13cfaT0/r5wxgidb6PaVUIGY6XF9gKCaYDcGsP+xmbX8Y0xPNNs3aFkxBmH+UaQeRoZRKss5zL3DEuj4EM+3uLMx6QjBrEzcppQ5hWlfMAxZorcsWuxHiZDyO+b3fBzxTz+cihBA1SsKfEEI0UMebaqa1zsX0D7TXEzr3U0qFAudjirYc0lrvKrvPaq736wDkYorQ2OGywNrfLuBHKwy2wwS0KEw7ixy7QIZVOONP1n1jgc+s9YFlW06UADuAu6wqogCpWutHrWD4IqZfYQKm6Etb4M/W18/AxLL7LFtQBzMlVnoEigoppXpS2sD9bus5JoQQpw0Jf0IIcYqywowPUFxBUMzCTMe8BLNerrL1ft6YaqH2er/lYIq3WD9vxEzLDMSaalmW9QY5wfr6VikVBDR122Ss9T0V+Kai4Od2Pl5aa5fbdE73vod21dJp1rGGYqa2jsZMScX69ygq3SNeVpXQJKsSao31CHSbGtsfOKq13l1T+xb15n7MBya7gaZKqT9VsE1ft8vnWVOjAeZIWBRCNHQS/oQQ4hRlhaeiSm5zYYqxLChzHeAxIhaBqQgKpoJnfpmQGE/pyN8tSqn/6uM0WbemnzrrBiltQn8A2HCc+7rK/KytPoMDMOv99gHrtdb5wE/AT0qpAEpDost6fF2AOyktehPmNk30e2CN1rrweH0Ij8MOrx8BZyulfgJuOU5rDtGw2SPOZ2CKEx3Pk26Xu2CeK0II0WB51fcJCCGEqB1KKW9rZK8ct1E3f8xUSgC7abqX23b5wP9h1g4OBKZZhWYqOl7ZDxTtY0Ra39OA/Sdw/vZU1h6YN9Ya2GwFVPdprgX2SKU1Ene19VgeAC7ArE8MxQTIBzBTRKcrpXysaqLOvk6Edd+mmFHTYkzzeekFJ4QQosGSkT8hhDhNVaf/ndVW4mKlVAdKe/KVHQn7FzDe+noH6KSU+hzYSWnVzUKtdbG1vu+oNk3tXVblRC9McGuJKeZy3PWMFi/MiN4QzMhjAaVVS+3bHFbLignA59Z5LQe+wATOIuv4F2Kmwj4JdFBK3VzdMv5uQdoFKGvEcDBmZDEL2GCFz+MV6hENlNb6BkwPykoppf4GPG39eK7WenGtnpQQQtQgCX9CCNGI2aNeWmtnRK6CqZc5SqmbgeeBK4GHganAGmArkKuUisCMgK0A/klpf0Jfa5shgLc1jbO64cg+j7MxDeOTrGO63+a+lnEYpcU6vgbu0VrbVUPtbRdiehE+AlxqbTevshOwppS2Bva7h2kraAKcY31PAzbZN1ONfo4VHMsLk4slOAohhKgVEv6EEKIRq27Q0FofVkq9gBntuxazTnCi9eVuP2YUzC6IkquU2mvd1kopNUZrvaA6a+2soOgH9MMEqr2YNYhlz9uetnkdpgjMQeD1CoKft9Y6SSn1JKa9xVXANcC8sudjhb5pmGIyvTBrBjdiwuJcSsPtSOt7kn1unEDwswJfByDFmmIrhBBC1BoJf0IIIapFa50IvAK8opTqjglGg4DmQAqQDvxshxi3kbIfgLsxa++uVEot11rnue/bbQSybI/DXpigpjEN6AsraREBcBkmCLYDflVKLQB+ARZqrffa21nVRu0ehOFKqVZa6xS36p1nYXq9XWVtU4JpETHG+pqFWfvoC/THjELuwhSjqXagtoQAM4DzlVJfAI9rrfedwP2FEEKIapPwJ4QQolqsgOZlrefbgenJZ9/m79aewYPWer1S6i3gb8AtmBL6b2LaSNhrBssGJnvq5GAgjErW+9kjdkqpQUA4UIhZ3xeGmaJ6pbVdMvAbpo/hAszoZD7QFavgjRX8WgCvUdqeIhZYah27EzAZM/KZBsyxjpmJKURzIlNabS0wI39gmtiXDb9CCCFEjZHwJ4QQolqsMGKHLoVVyMXuy3ecwPIeJihdiZlqORQTrDYBJUqpjpjg9qQ1Qmfvpw8mnKUC663r3KeL2lM+o63v6cCrmLWB52PWAZ6NGXW0G8KDCX9NrPM/6La/hzGN6sGsXXxQa51uPWYvTKuId6zH0M/a7ggnv96vO6bPosa0wTgIJzx6KOqQ1vpvmA8yhBDilCPhTwghxAlzD4Jlrqts+yNKqemYtXI3Ykbcuto3Y0LTVq31426jeb5AECb8ubTWGys4jh0EO1mXA4AVWutVSqnlmFYWbYDemMA5AtN6orl1vwP2jpRSZwBXYxrU7wLucF+HZ60J3KyUugkT1Oz+hQc5ufV+9rRRrH+XHX+g56AQQghxXBL+hBBC1AmtdTbwglLqZcxo3BjgLMwIYgJmWiZYo3nW2jy7YXqhUqqr1npXmX3aYSsVE/5C8GwnUQAkWl8/K6WaYKqS9sW0hVjgtruLMFMws4FPrX6CPtpqau82snkYU9X0AkwA3qG1PlDmfKojiNIeiPuwptHKlE8hhBC1RcKfEEKIOmFNFVXWtM4V1pfTP8+tIIv7iOIe63sH4HWl1GeYtYIHrXBoB6V1mNe0TMxUzx/sAi7u52CN5O22vmbb52XtY7y12V7M9E5wm2JqBzKtdZ5Saj0m/GUCm8vsp7paAwOty7s5sR6IQgghxAnzOv4mQgghxB+nDReY9XNKKW8rMJWUDWnWNkpr/Q9MQ/Y8THP2HzDr6xYppc5yC0rbMKOHIZgehOWa3CtLRedlXRxifd9v7a9cz0OllP2haVvrewqe6/1ORHdKp6vuwIwoCiGEELVGwp8QQog6ZxWJKTnOOkH7ttcwwe8NTMALxKzdywWn4uc+YKa1/cVKqTeUUp3dw54VPj2OZ9+ulOqGtbYQOGJNUa3onIqti2dZ35OwgiIntt7Pj9JRv0PAdrta6AnsQ7lftsK0vK4LIYSolEz7FEII0aBZLSRira+HrHYM/bXWu63b7dG5t4FzMW0a7sAUevlGKbUJM3LojanyGQg0A/a6FXRpiSm6EoqZyon7ej/rZ2UFtFaYCp3FwE6tdZJ1HicyXTOY0pFGZ73fibDOJRjIt87TGem0QmC5sCuEEKJxk/AnhBCiwbPCjBdQorU+AiysoNl7vlLqIuAFTD/BP1lfRzDhKg/ohukB+AzwvrVvhRm9s/dl9yssW3nTbuMwBhMgU6mZ9X67qOZ6P7dKqP0w7SZaA6FKqSJgC6ZozkqtddFJnpcQQojTmIQ/IYQQDZ41uucqc13ZKZx2MHoBWARcjini0g7TTL0QE978gRR71M/aT6ZSKtPa1ZVKqWe11jlu+/bRWhdbo37XWleXXe93IiHrTOu8ijHVQlNP4L5g+iU+Yl12YYLxFOApYK9SaibwgdY6paI7W4HXG9NCQ9pLCCFEIyHhTwghxGnBDjFa61zgf9YXSqkOwACgFaav3z6sZuplfIhZS9gaeFIp9Zodytymfz6FZ3+/7e7Hrg5rvd8g68dD9j6qM0rndpwlmBHNQsw01TDrMUZjCsncA7RRSj2mtc6qYD8aEzyFEEI0IhL+hBBCnHbc20dorfdjKngezy/AYuAczJpBpZSag+n71wM4H7jV2rYIs97vZCp0NqO0v99eTm6936/Ar/bP1kheANAHE/yuBW7DjEy+735fpdQwYBpmjeO79ppFIYQQpz8lSwGEEEKczuz+glRRAMVtymgX4E1MdVHbYcxo4BHMSF03IB94XGv9kX3fEzifszDBrTXwT+Ahax3jiTymSo+plGoKPAfcjxmd7OS+rTXymAE0AR7QWr9VjeN5Y94zyGihEEKcwqQktBBCiNOa3V/wOG0lXNa0yz3AXdbXL5iRuUOYkDYKM90yADN9dFMluzueHpjgV4hZ73dCwc/tfDsqpULcr7dCYR7ws3VVEaVTTG3+wE5MYZuyt1V2vBIJfkIIceqTaZ9CCCEEpQVktNYHMFMl7Wqgre3pnUqpodbm+VjTNU9w1M+f0sDl9Ag8kaqcSqkpmOIunYE+SqkjwCrra71Sai1mVG8/Zi1guHU/e7RQA3GYXoWtytxW9ljewCeYFhi/AB9XMeIolUWFEKKBk/AnhBBCuHGrhKmtEa/DbuFoODAMCDmJCp0AzSld75eIGYEDq43Fcc7LH/gz8DGlM3cKMCGwM3CV235TMcEvEFPgBkArpby11jlKqULrumNKqRZVjD5eBtxgXW6ptf6wspBnXyeVRIUQouGS8CeEEEK4qagSplsl0WJg6R/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     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "X, Y = np.meshgrid(layers, nodes)\n",
    "\n",
    "fig = plt.figure(figsize=(6, 4))\n",
    "# fig = plt.figure()\n",
    "fig.set_dpi(fig_dpi)\n",
    "\n",
    "ax = plt.axes(projection='3d')\n",
    "\n",
    "surf = ax.plot_surface(X, Y, fc_matrix.T, cmap='viridis')\n",
    "\n",
    "ax.set_title('Accuracy For Different MLP Configurations')\n",
    "ax.set_xlabel('Fully Connected Layers')\n",
    "ax.set_ylabel('Nodes Per Layer')\n",
    "ax.set_zlabel('Top-1 % Test Accuracy')\n",
    "ax.set_xticks([1, 2, 3, 4])\n",
    "\n",
    "ax.view_init(40, -70)\n",
    "fig.colorbar(surf, location=\"left\", shrink=0.7, aspect=15)\n",
    "\n",
    "# plt.tight_layout()\n",
    "plt.savefig('fc-accuracy-surf.png')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 190,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 2 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "# fig.set_dpi(fig_dpi)\n",
    "\n",
    "sns.heatmap(fc_matrix.T, xticklabels=layers, yticklabels=nodes, cmap='inferno')\n",
    "\n",
    "plt.title(\"Accuracy For Different MLP Configurations\")\n",
    "plt.xlabel(\"Fully-Connected Layer\")\n",
    "plt.ylabel(\"Nodes Per Layer\")\n",
    "\n",
    "# plt.tight_layout()\n",
    "# plt.savefig('fc-accuracy-surf.png')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 191,
   "id": "dc9d04b1",
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 1000x800 with 1 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(5, 4))\n",
    "fig.set_dpi(fig_dpi)\n",
    "\n",
    "# plt.plot([196], fc_0_results[2], 'x-', label=f'0 Layers')\n",
    "\n",
    "for i in layers:\n",
    "    plt.plot(nodes, fc_matrix[i-1, :], '-', label=f'{i} Layers', ms=8, lw=lw)\n",
    "\n",
    "plt.plot([4096], [fc_matrix[1, 4]], \"x\", label=\"AlexNet\", ms=\"8\", c=(0, 0, 0))\n",
    "\n",
    "# plt.annotate('Standard\\nAlexNet', \n",
    "#              (4096, fc_matrix[layers.index(2), nodes.index(4096)]),\n",
    "#              textcoords=\"offset points\",\n",
    "#              xytext=(40, 10),\n",
    "#              ha='center',\n",
    "#              arrowprops={'arrowstyle': 'simple'}\n",
    "#             )\n",
    "    \n",
    "plt.title('Accuracy for Varied Dense Layer Shapes')\n",
    "plt.xlabel('Nodes Per Layer')\n",
    "plt.ylabel('Top-1 % Test Accuracy')\n",
    "\n",
    "plt.ylim(0, 60)\n",
    "\n",
    "plt.grid()\n",
    "plt.legend()\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.savefig('fc-accuracy.png')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "340c4eb8",
   "metadata": {},
   "source": [
    "# Convolutional Non-Linearity\n",
    "\n",
    "Exponential LR Decay: 0.98\n",
    "\n",
    "100 Epochs\n",
    "\n",
    "Taking conovlutional layers and distributing the standard number of filters into separate conv layers with ReLu nonlinearity\n",
    "\n",
    "## Index\n",
    "0. convolutional layer\n",
    "1. number of divisions\n",
    "2. top-1 accuracy\n",
    "3. top-5 accuracy\n",
    "4. last val loss\n",
    "5. last val accuracy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 192,
   "id": "3426107c",
   "metadata": {},
   "outputs": [],
   "source": [
    "conv_nonlin_results = np.array([\n",
    "#     [1, 1, 44.41, 71.83, 3.04, 47.61], # STANDARD ALEXNET\n",
    "#     [1, 2],\n",
    "#     [1, 4],\n",
    "    \n",
    "    [4, 1, 44.41, 71.83, 3.04, 47.61], # STANDARD ALEXNET\n",
    "    [4, 2, 42.31, 71.96, 3.07, 49.75],\n",
    "    [4, 4, 0.8, 2.47, 5.29, 0.55],\n",
    "    \n",
    "    [5, 1, 44.41, 71.83, 3.04, 47.61], # STANDARD ALEXNET\n",
    "    [5, 2, 46.08, 73.87, 3.00, 49.20],\n",
    "    [5, 4, 0.8, 2.47, 5.29, 0.55]\n",
    "])\n",
    "\n",
    "nonlin_layers = [4, 5]\n",
    "nonlin_div = [1, 2, 4]\n",
    "\n",
    "conv_nonlin_matrix = np.zeros((len(nonlin_layers), len(nonlin_div)))\n",
    "for i in conv_nonlin_results:\n",
    "    conv_nonlin_matrix[nonlin_layers.index(i[0]), nonlin_div.index(i[1])] = i[2]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 193,
   "id": "d7457e0e",
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "for idx, i in enumerate(nonlin_layers):\n",
    "    plt.plot(nonlin_div, conv_nonlin_matrix[idx, :], 'x-', label=f'Layer {i}')\n",
    "\n",
    "plt.title('Accuracy for Varied Convolutional Non-Linearity')\n",
    "plt.xlabel('Layer Divisor')\n",
    "plt.ylabel('Top-1 % Test Accuracy')\n",
    "\n",
    "plt.grid()\n",
    "plt.legend()\n",
    "plt.show()"
   ]
  },
  {
   "source": [
    "# Convolutional Kernel Size\n",
    "\n",
    "Exponential LR Decay: 0.98\n",
    "\n",
    "100 Epochs\n",
    "\n",
    "## Index\n",
    "0. convolutional layer\n",
    "1. kernel size\n",
    "2. top-1 accuracy\n",
    "3. top-5 accuracy\n",
    "4. last val loss\n",
    "5. last val accuracy"
   ],
   "cell_type": "markdown",
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 194,
   "metadata": {},
   "outputs": [],
   "source": [
    "kernel_results = np.array([\n",
    "    [1, 3, 37.06, 64.73, 3.38, 44.36],\n",
    "    [1, 5, 43.73, 70.35, 3.19, 48.22],\n",
    "    [1, 7, 44.72, 71.16, 3.00, 48.96],\n",
    "    [1, 11, 44.41, 71.83, 3.04, 47.61], # DEFAULT ALEXNET\n",
    "    [1, 15, 43.17, 71.59, 3.09, 47.55],\n",
    "\n",
    "    [2, 3, 41.63, 67.63, 3.24, 45.53],\n",
    "    [2, 5, 44.41, 71.83, 3.04, 47.61], # DEFAULT ALEXNET\n",
    "    [2, 7, 45.15, 72.21, 2.97, 50.49],\n",
    "    [2, 9, 43.61, 71.34, 3.10, 47.37],\n",
    "    [2, 11, 39.35, 65.6, 3.36, 44.98],\n",
    "\n",
    "    [3, 3, 44.41, 71.83, 3.04, 47.61], # DEFAULT ALEXNET\n",
    "    [3, 5, 50.59, 75.91, 2.74, 53.80],\n",
    "    [3, 7, 47.13, 75.48, 3.19, 52.21],\n",
    "    [3, 9, 40.83, 69.73, 3.90, 47.00],\n",
    "    [3, 11, 33.29, 61.70, 5.27, 38.05],\n",
    "\n",
    "    [4, 3, 44.41, 71.83, 3.04, 47.61], # DEFAULT ALEXNET\n",
    "    [4, 5, 48.67, 74.74, 2.92, 51.84],\n",
    "    [4, 7, 49.54, 76.34, 2.98, 52.63],\n",
    "    [4, 9, 47.19, 74.24, 3.40, 50.37],\n",
    "    [4, 11, 43.55, 70.29, 3.98, 47.24],\n",
    "\n",
    "    [5, 3, 44.41, 71.83, 3.04, 47.61], # DEFAULT ALEXNET\n",
    "    [5, 5, 46.94, 74.31, 2.88, 51.53],\n",
    "    [5, 7, 48.24, 75.42, 2.87, 51.84],\n",
    "    [5, 9, 47.56, 74.68, 2.94, 53.43],\n",
    "    [5, 11, 44.1, 72.45, 3.60, 48.28],\n",
    "])\n",
    "\n",
    "default_kernel_sizes = [11, 5, 3, 3, 3]\n",
    "kernel_layers = {i[0] for i in kernel_results}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 195,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(5, 3.5))\n",
    "fig.set_dpi(fig_dpi)\n",
    "\n",
    "kernel_parsed_results = [(list(), list()) for _ in kernel_layers]\n",
    "for row in kernel_results:\n",
    "    kernel_parsed_results[int(row[0]) - 1][0].append(row[2]) # top-1 accuracy\n",
    "    kernel_parsed_results[int(row[0]) - 1][1].append(row[1]) # kernel size (x value)\n",
    "\n",
    "for idx, l in enumerate(kernel_parsed_results):\n",
    "    plt.plot(l[1], l[0], '-', label=f'Layer {idx+1}', lw=lw)\n",
    "\n",
    "for idx, l in enumerate(kernel_parsed_results):\n",
    "    # print(l)\n",
    "    # print(l[0][l[1].index(default_kernel_sizes[idx])])\n",
    "\n",
    "    if idx == len(kernel_parsed_results) - 1:\n",
    "        label = 'AlexNet'\n",
    "    else:\n",
    "        label = None\n",
    "    plt.plot([default_kernel_sizes[idx]], [l[0][l[1].index(default_kernel_sizes[idx])]], \"x\", label=label, ms=6, c=(0, 0, 0))\n",
    "\n",
    "plt.title('Accuracy for Varied Convolutional Kernel Size')\n",
    "plt.xlabel(\"Kernel Size\")\n",
    "plt.ylabel('Top-1 % Test Accuracy')\n",
    "\n",
    "plt.grid()\n",
    "plt.legend()\n",
    "\n",
    "plt.ylim(20, 60)\n",
    "plt.xlim()\n",
    "plt.xticks([3, 5, 7, 9, 11, 13, 15])\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.savefig('kernel-accuracy.png')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "source": [
    "# Convolutional New Layers\n",
    "\n",
    "Exponential LR Decay: 0.98\n",
    "\n",
    "100 Epochs\n",
    "\n",
    "L1.5, Stride = 1\n",
    "\n",
    "## Index\n",
    "0. convolutional layer\n",
    "1. kernel size\n",
    "2. filters\n",
    "3. top-1 accuracy\n",
    "4. top-5 accuracy\n",
    "5. last val loss\n",
    "6. last val accuracy"
   ],
   "cell_type": "markdown",
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 196,
   "metadata": {},
   "outputs": [],
   "source": [
    "std_results = [44.41, 71.83, 3.04, 47.61]\n",
    "\n",
    "layer1_kernel = np.array([\n",
    "    [1.5, 3, 176, 54.23, 80.73, 2.84, 55.76],\n",
    "    [1.5, 5, 176, 48.49, 78.38, 3.04, 52.76],\n",
    "    [1.5, 7, 176, 46.14, 74.68, 3.24, 50.25],\n",
    "    [1.5, 9, 176, 40.83, 68.75, 3.59, 43.26],\n",
    "    [1.5, 11, 176, 34.28, 66.15, 3.65, 39.22]\n",
    "])\n",
    "\n",
    "layer1_filter = np.array([\n",
    "    [1.5, 7, 96, 45.27, 74.80, 3.04, 49.75],\n",
    "    [1.5, 7, 176, 45.46, 75.17, 3.18, 49.75],\n",
    "    [1.5, 7, 256, 43.17, 72.82, 3.42, 50.06]\n",
    "])\n",
    "\n",
    "layer3_kernel = np.array([\n",
    "    [3.5, 3, 384, 45.58, 72.27, 2.92, 48.28],\n",
    "    [3.5, 5, 384, 52.56, 78.88, 2.74, 57.05],\n",
    "    [3.5, 7, 384, 50.09, 77.46, 3.29, 52.57],\n",
    "    [3.5, 9, 384, 44.78, 71.53, 4.07, 48.35],\n",
    "    [3.5, 11, 384, 37.31, 64.42, 4.80, 41.18]\n",
    "])\n",
    "\n",
    "layer3_filter = np.array([\n",
    "    [3.5, 3, 192, 46.20, 74.00, 2.81, 51.41],\n",
    "    [3.5, 3, 384, 45.58, 72.27, 2.92, 48.28], # repeated from above\n",
    "    [3.5, 3, 576, 44.84, 71.77, 2.98, 50.25]\n",
    "])\n",
    "\n",
    "layer1 = np.append(layer1_kernel, layer1_filter, axis=0)\n",
    "layer3 = np.append(layer3_kernel, layer3_filter, axis=0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 197,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 1000x600 with 1 Axes>",
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(5, 3))\n",
    "fig.set_dpi(fig_dpi)\n",
    "\n",
    "plt.plot(layer1_kernel[:, 1], layer1_kernel[:, 3], 'x-', label=\"Layer 1.5\\n176 Filters\", lw=lw)\n",
    "plt.plot(layer3_kernel[:, 1], layer3_kernel[:, 3], 'x-', label=\"Layer 3.5\\n384 Filters\", lw=lw)\n",
    "\n",
    "plt.title(\"Accuracy for Additional Convolutional Layers\")\n",
    "plt.xlabel(\"Kernel Size\")\n",
    "plt.ylabel('Top-1 % Test Accuracy')\n",
    "\n",
    "plt.xticks([3, 5, 7, 9, 11])\n",
    "plt.ylim(30, 60)\n",
    "\n",
    "plt.grid()\n",
    "plt.legend()\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.savefig('new-layer-kernel-accuracy.png')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 198,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 1000x600 with 1 Axes>",
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     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(5, 3))\n",
    "fig.set_dpi(fig_dpi)\n",
    "\n",
    "plt.plot(layer1_filter[:, 2], layer1_filter[:, 3], 'x-', label=\"Layer 1.5\\n7x7 Kernel\", lw=lw)\n",
    "plt.plot(layer3_filter[:, 2], layer3_filter[:, 3], 'x-', label=\"Layer 3.5\\n3x3 Kernel\", lw=lw)\n",
    "\n",
    "plt.title(\"Accuracy for Additional Convolutional Layers\")\n",
    "plt.xlabel(\"Layer Filters\")\n",
    "plt.ylabel('Top-1 % Test Accuracy')\n",
    "\n",
    "# plt.xticks([3, 5, 7, 9, 11])\n",
    "plt.xlim(0)\n",
    "plt.ylim(30, 60)\n",
    "\n",
    "plt.grid()\n",
    "plt.legend()\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.savefig('new-layer-filter-accuracy.png')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 199,
   "metadata": {},
   "outputs": [],
   "source": [
    "best_results = [43.11, 71.22, 3.80, 47.06]\n",
    "\n",
    "standard_res = [44.41, 71.83, 3.04, 47.61]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 200,
   "metadata": {},
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "source": [
    "best_results = [standard_res]\n",
    "best_labels = ['Standard']\n",
    "\n",
    "# Dense\n",
    "b_dense = fc_results[np.argmax(fc_results[:, 2])]\n",
    "best_results.append(b_dense[2:])\n",
    "best_labels.append(f'Dense: {int(b_dense[0])} Layers\\nNodes: {int(b_dense[1])}')\n",
    "\n",
    "# Convolutional Kernel\n",
    "b_kernel = kernel_results[np.argmax(kernel_results[:, 2])]\n",
    "best_results.append(b_kernel[2:])\n",
    "best_labels.append(f'Kernel: Layer {int(b_kernel[0])}\\nSize: {int(b_kernel[1])}')\n",
    "\n",
    "# Layer 1.5 + 3.5\n",
    "for layer in [layer1, layer3]:\n",
    "    b_layer35 = layer[np.argmax(layer[:, 3])]\n",
    "    best_results.append(b_layer35[3:])\n",
    "    best_labels.append(f'Layer {b_layer35[0]}\\nK: {int(b_layer35[1])}, F: {int(b_layer35[2])}')\n",
    "\n",
    "best_results = best_results[::-1]\n",
    "best_labels = best_labels[::-1]\n",
    "\n",
    "fig = plt.figure(figsize=(6, 4))\n",
    "fig.set_dpi(fig_dpi)\n",
    "\n",
    "plt.barh(range(len(best_labels)), [i[0] for i in best_results], tick_label=best_labels, label='Top-1')\n",
    "plt.barh(range(len(best_labels)), [i[1] - i[0] for i in best_results], tick_label=best_labels, label='Top-5', left=[i[0] for i in best_results])\n",
    "\n",
    "plt.legend()\n",
    "plt.grid(axis='x')\n",
    "plt.title('Best Accuracies for Architectures')\n",
    "plt.xlabel('% Test Accuracy')\n",
    "plt.ylabel('Architecture Accuracies')\n",
    "\n",
    "plt.xlim(0, 100)\n",
    "plt.xticks(np.linspace(0, 100, 11))\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.savefig('best-barh.png')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "name": "pythonjvsc74a57bd0333605e348ea7c6bf4ca805dbc845da062650cb5bf1d8f33f5f4a9d3bca7d68b",
   "display_name": "Python 3.9.3  ('.venv': venv)"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.3"
  },
  "metadata": {
   "interpreter": {
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