{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Dica para construção do ambiente com as ferramentas necessárias para executar a biblioteca\n",
    "\n",
    "#conda create -n cptec python=3.10\n",
    "\n",
    "#conda activate cptec\n",
    "#conda install -c conda-forge xarray matplotlib pycurl cfgrib netcdf4 pynio xarray matplotlib pycurl cfgrib netcdf4 pynio dask\n",
    "#conda install -c anaconda ipykernel\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "id": "w_Ymoz5MdwNm"
   },
   "outputs": [],
   "source": [
    "# Import para os modelos disponiveis\n",
    "# CPTEC_BAM, CPTEC_WRF, CPTEC_ETA, CPTEC_GFS\n",
    "\n",
    "import cptecmodel.CPTEC_BAM as BAM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "id": "FDW-r8tgdwNw",
    "outputId": "7f4311db-8e39-4c98-e406-7018c57e3e8b"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "#### The Brazilian Global Atmospheric Model (TQ0666L064 / Hybrid) #####\n",
      "\n",
      "Forecast data available for reading between 20230110 and 20230120.\n",
      "\n",
      "Surface variables: t2m, u10m, v10m, slp, psfc, precip\n",
      "                   terrain, sbcape, sbcin, pw.\n",
      "Level variables:   t, u, v, rh, g, omega.\n",
      "\n",
      "levels (hPa): 1000  925  850  775  700  500  400  300  250\n",
      "              200 150  100   70   50   30   20   10    3.\n",
      "\n",
      "Frequency: every 6 hours [0, 6, 12, 18,...,168].\n",
      "\n"
     ]
    }
   ],
   "source": [
    "# Durante a inicialização do construtor informações sobre os dados são exibidas\n",
    "# Entre elas informações de variaveis, niveis e frequência disponiveis para consulta\n",
    "\n",
    "bam = BAM.model()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Para todos modelos estão disponiveis 16 variaveis em niveis atmosféricos (hPa) e superficie\n",
    "# Exemplo requisitando 2 variaveis, em 2 niveis, para a condição inicial da simulação e 1 hora de simulação\n",
    "\n",
    "# Data da IC\n",
    "date = '2023011700'\n",
    "\n",
    "# Variaveis \n",
    "vars = ['t', 'u10m']\n",
    "\n",
    "# Niveis\n",
    "levels = [1000, 850]\n",
    "\n",
    "# Steps = Numero de simulações futuras a partir da inicialização do modelo\n",
    "steps = 1\n",
    "\n",
    "f = bam.load(date=date, var=vars,level=levels, steps=steps)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Plot do campo requisitado em niveis\n",
    "f.sel(time='20230117T00:00', level=1000).t.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9be7cbcd0>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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9mIDwJAj1ojUVahaawRMX9GdSTa/Dd095grdRJxvNcvoKKZZtW7v13VqmyQl+dHFtQ7RvWH/kCjoY2qldu1TS9nQO2onLjPb02evQ/qlSXUklbRf/uGPekcTpvq5yu63L4xSYyUYxP2FDH/NvL7aV29O2zqW+y45rnkhiArZhyF7bBp1IVbWvnWellL5DorJ9bVd0G/qio2TfM/gB5zZkf8DZ7HMwMg2A+xXtH6pi4mnfY2gFT0QKmb4oFe14KhXSY5vsRGhxXG3kmUCWqX60G8fFnhlbWZtf9DxHXRXbr+hHX1+Y+uHIaN1TTZ8oSyzlaAuX20J+iJyFSVCwYMGCBQu2jVshipxJ8YTqkChMhDIWJkGjWJSQ+9xKPZWoobA8zciTSooAVau2/Mz2tGvjTatFRKS9c5atq6BIDjzUkkV9hiT1cnuHLLTcrjBtWzGtkx+DioFq7FaMcSBO7HW3dG/N8zD5EAJ4jnFt0BbEtRfTdg/W7XX7kBlTf+Y8IqOjJDDfgw/vi0/n6QqzZBV79o1mvuYYL9jTHiAcDTpBrQUUyv1k4/6Co9v0QPVZLzptD45LRmxzdomN6+K+qItrvtvIiAI85SjjFYuItJeA+jDak37fpM/IcINRACzpqEdOCBi28ZjEuN40nD6TvKRVbeaROJwLSyFdhKR0V/IefxYJ4tuNW+NDh0oeRC57jXxuoD0NavNTG9M21nRfe3n05S18xyl5jAEUyi6bunXZfW0lF2XgYWiW8xjByyyd+lATbg/uTWuUJa9hWvJq0/eeuUY6bkiR12bRbussuz9nfB9QL8Y+Lyn6lrww1uMM8izCfZ22ueYZc1NhcTT299eIdYiESVDGQoh8sGDBggULFmyHtIAEjWAlaRn0R0RE4tQrScpKWG6S76zfy8TjyTpFUdMSO8sVJU1EKerTKtrjBqpAb6x3Ac+30UrnrF3EvyjhPIRaJdpWEEF9SFC7lxuQRwjiRspbihrDVEyJh21pu5t0QDPjKbOPZIjOtA0ePjwv5hw0DIKSbylKMfoBLy/xICmG/0MHwLNMRkF4eAu8QrSRz9I0VTCHyD0Pe5NoBp8S96ZfxwBzXXDPmWOBdjcTT7vBj9Dikcf78/Ur7gN73bgPjBrMaHcRCh9Kz30B1GOTkpK7iX8xsy39jmtsOLwZHcPU2D7lLcETdwjhSR6VwH0AaZiRET96oXwcPWWJwp5xj/iwchF9ndbfR+8NoFRxlCeQwwf1IYRzlPw9v8u+G4DKMu8H29AHVS/xms6YAZaYI2Tvffr/MB2IPhkNdWOksGXGpt0PBAjbfKRs5vhkUa4avxMb+cHbXnLJ2HVPeRDOS2VGG2PnfGwFz3vJA/RtFZu05bBx2K9//Wu59NJL5f7775fVq1fLj3/8Yzn++OPN/lNPPVWuueYa55jDDjtMfve7321RO7emBSQoWLBgwYIF28atEE3O33hsYGBAXvSiF8nXvva1Ecscc8wxsnr1avN34403buGVbl0LSNBIFsWO25TE2lXqETj+3NAmERHp6bYh8nAWWl2zRcSN9sJaOrzDluPUqDczCgfEMUWAHP5Sks5tsYU9TThavvBrW8b+H9UV8eJGAl3QiDlch2396BEmo828+dyoq+lZj/eFFRtQjLah1YnxPqk8pAeAWjkciHxduCTUxegE2sW3rZx547Q8i/F8n+HlFTywDUpx/bn7Rv8WM7wf9l5xvY50QuTycSLC8IAkcv34OlgH18cinUB5eojP0l0Bipk+Bx3EP2lXJAWRjk8PWD7cU30pEskcojaDiIC7Y9vl4+PEGVTMx/8ZzeotRlfEqSv9HjmfjDS16bMI7hF78oP1hn5adGVmV8oX3GtWp4iIzO207w2gEczdwRgDlaavlg/P912jD0UbDWVoeZ6R7D4H9fGgPCZay1RC9wGRbIRUZXlCTec9lkcsEXKf5fNwOSBCPt6dz5qtka/NSGY8j0V1jz32WDn22GNHLVOpVGT+/PlbqUWTbwEJChYsWLBgwbZxw3LYlv5Ntt1+++0yd+5c2WuvveSMM86QtWvXTvo5ptICEjSC1RORVsFqAcXK+zHcHo4O03JARtjA9xkg/RjwI0YTxSuTy1/PcFccHZyCcpXEF0WSj6zxWTaii72rJAIyMLKxlwSRRJyTuUeIFvJxUeCZlWgb+E4FcrtRrm7+H/k6RNwIFxHXgzd1tsb2YkD94Gj5uAHc1bjMrB4RG2/J9pmvrYnnek21jCplUCcHWPS0A8iRDzWoKceFveemIg/g+Dzdb5EgeMZzOuzrZXrZrbdOzevTZ2P9UFM/Ld8OXn1Hu60L9fva2tS2Ml8lVmStANFKn/bLKO6g4+nHec5RnHk6mLMD0b12j+bQs4PZmDyRRdPanU+2YQ8PBucu6rM1nWAx37jDmBnWV5UrNqpcKA+iVW8B9aBzZ/qx4XCI8g+HFXREX9h9Bmmi4wCQ9WtjmQdUNs9IHu2BOVF0o0SfjiaOmW1f2i4g+ZHz/1TbRJazcnXoZ29vr7O9UqlIpVLJH7AZO/bYY+XEE0+UxYsXy8qVK+VTn/qUvPKVr5T7779/QvU9FxYmQSPYiDNmnRRA1FBEpKbihc4PWn3AOayt1GnLNwFh62SInl0g3Y56cQZu52UMPH+jQbK+pTW2LLzrvEswESxagUZDwk7QfhaChIBi/ofKCCnSu8aSJPWTCa0qElkgomlBz4nWQEVbRASrKMMsnpfgB1Bf4nRprUwZXl7KIfeSV/h1loc8CtBYLsO72/kt9S1Tod4ClrLy961GDTJ9jTZQOSM94KnLNxySzJIGSxZ0en60UF1Rx/7Mdjt9xQ8+T+RxSzCB7HeIzul3LOXwJKKn4obii4j0a3j0puG801E3P/Kj/DDRW8+MT5oI47fQSgk4M8hcddn+ZPJp9h72Djfpezq+pxFJHJMfTIh7q7Y8JpxtTTuKawWX7O2ot2feGyL0LoGSeJyfrOD6fb/tzqRJC9Q9S0ajLTeZkHSe8OA9xqKVmUkNwuLTtqX7umjSBzkBLLvxhCo7aeL3ki9EHuZd1nseLH9lU0MtX75czj///HHX85a3vMV833///eXggw+WxYsXy89//nN54xvfuKXN3CoWJkHBggULFizYNm6TGR32+OOPS09Pj9k+WajNggULZPHixfLQQw9NSn1bw8IkaAQrNIYlSmwajGF0lQoWci4meCidTFhEmo1ammajHJPHoqhKQ71PJl7CMePQ1XIGnmYvPYKnklgvCSHyPvFDXw4goBjYxr6PIYRT+82yH5awPCgyEAvOc9aJNA+J9eCLiqzVPeHCsZ4zIjkChOpDtDJhQnicyhf4xMt8kvb1DLLD/eQTXkQkuq8uICkc1l7NrJcxMmJfZnlUbygBgkRePRAdzomlfYYwcl8+Lkvatcd5EUUgcfqFW95uyNIj1+GgAK082lMdQjmgaLa2jhJQq/R+c4oo37IKiMSbPDm6ICHgDXcehcjK/QOUAKmkuK2GYE89hCUpI0dA9aJfMC64zXjGZ3dYlBXIF+rnd4PJN0fDu6pJNUvad3xpAMMSaqvNNZZHZc31aCUcIu/78cW9wfI+LwvFPsRlM4h01kxaGE8jfYERpcxyJ9+jLALkE5D0jRlfIIZPhmFrWCRbTuJFi3t6epxJ0GTZunXr5PHHH5cFCxZMet1TZWESFCxYsGDBgm3j9lzoBPX398vf//538//KlStlxYoVMnPmTJk5c6acf/758qY3vUkWLFggjz76qHz84x+X2bNnywknnLBF7dyaFiZBI1jUqDoChPDKfYksYQ5huaiCiE1FhIg0XdY0GdmQazYe7FkEKOIDECJP9SNcvqzeoS+s1UGCBNeUvw4kCXVo15lzlss2G3Fb0eVksNdq6iWOT5QoylNMuRCMsBnPjqUK0K+aeiQhoUlI+jMdZDTCqz1Pnk+RDXsWsegIPGBuazNxkQ4RCnn3IAQtDyJSdFUYHK8e39uojaCGgH/FCV2z18TXYa8zj3AYkUseYp4BalOytJz/uQ620QjqCHmPtY7VQ5ZkDf4Pi0TWXU0JB2HAs9LyCEjaBJv58oxYlM3z5h7nXJuPQ+ThhaFf8DywNMC0SjrmET4vYu8ziOdtHFiQEUbk9gPZ4b7AuesEmEG1IMszzB6bGgUkKFjFfYH2gMjeSyiXCXTwCFNmuUQi/lQaJrGutsubQsRz703oOu9LRkaAxmLMDapm+GZDJHHwfLP77rtPli1bZv4/66yzRETklFNOkSuvvFL++Mc/yve//33ZuHGjLFiwQJYtWybXXXeddHd3j1TlNmdhEhQsWLBgwYJt4zaZ0WFjtaVLl3qdINhNN920ZQ3aBixMgkayuOiEwcNZs1wIW9SKH9ptSWHsRDP2TE3UhsezbvNwgiBUyNHCQGiM01kkT9bjcRlvyhP6XTcRSxS8DoRMz1OglBoVRWhaCSIu7GEmTQWhN2hrLoWFMFpCcgQKlzT1umueNAEO/yWDxrBhH/qJkSCDjjlcANFzuigIXyffG0SFo5SbigLl7ba2DJ/Fh944aJK2AxFgfInZhLR87qonGg7nhCxBwpFd2laHB6cb+2v5JJJAVbqc1ARpfeAv9ZNkxIYhNw3GBgqRN+gNaycIUojk0Qacm9EiICctTyRUVkiRzffq90U4wtDHQxT/j4g3jLXpbfZCfBwZ9DEeA0aCbMLckUPlGXnFd18CWPNc0z6cCeOCj2szSFM+cm+GRgY+unHI7PNF7rUMb05FED2cI0bR+jKcL44EMzw+6h/zPHvQwBZkEiaBx4PHYEsnJOO1dBK0pcthwbIWxBKDBQsWLFiwYDukBSRoBGtWOqVKXhU88bg2mG4gdKK9lPJUHKoOJuyKeviEFK2Yod1WNEgT8wrST6P9QnXYSAWaz8LTV2HHEkV2FTXkhdtqNV/yKBfqr9NZi+X0ezy0IT2ekKCShlo2PBFX8DDrzrmVt+QTOsQnXxuiyTzJVeFYV8ZCBKLy2fQZIiIAKnzaJ03T53afz0OzSVW1jMMvGg11y3OUfPcGPeS7WkTnNcAL8aQeYQPKCH4Kj0lcG6MfKB+XoSGUF7R0NZPS7wN6w1ZtsmOmX9ES3DfWCYL+EKeK2DjUcK6p5HC50k+S18lpvcQe5NVn9roZecU+ql8/qyZyLI9w4JraivnzMXIEBAsIUIVOBETO4i3+ZKdZK3mjGfWTdqE/Rwvi4qrM+0jRt7mdNsoNEXz8XDfx/Os2Thfi5VNluDe+KLG2oh0riLZDuwZZ4NASEp2ybD7xRl/aDNySYiF2PqfanovlsB3BwiQoWLBgwYIF28btuYgO2xEsTIJGsKF6y1EsBRiByKuE1sYjjXbi4ZUgOaogYsF6Czbxnh7veFfiHCdivXl/lJeu37dIS8fo+GgUl1RzxzEvB1pA5jiK3oq1XDXJeztl5f9wFJ3dl7arjXkY2tbBxsioBPNUwOWIyNMC96HRykcl+XSRRjOgMVbrJh9Z41MeBqLDuj8o5edyxbl24YpYAXq0nI6+iDGDTuo21mQC9wbIiy/5pE9FeshE9Y2tD9EG7qX1Q+l/SH7K5wciwirJ3VD61fY4EVH6QHDfADnqN8lCbV2jJURF/WVCY0zknqdfkdiVx2RWgVzEeteNyL3f/N2friW/zWgU+RIoS57zhmcEXeHTO3LOafhgqJSR2vQTz4XvB5dT05jnLQbfyd6HGcp9Yl0koCtAgJ7pzb+XGO3JKrRzdBj4QYwa4jvK8/XXPUmJYb60GXjuh/U9wxFg5v1tIilHeXCDbfMWJkHBggULFizYNm7xJCyHBRJw3sIkaASrtxLXc6/2pV+AlhCyY0pxFJO4OY8iiuiI4s2vzPJghYMPLz0hxKJLvaOoQV5V0+qsiIhEdbsPaE+rYnOZSSXVdDCIEB9rNIfybUbiWHbTTTQWopnqg3RR6qklNkIGkSI+PRujtksIR2SUdJXzQp5p0SAcuaZ6I31wc2zUDfOwkty5s5FmTlJGL59i5DdWy1PCRh75+EUaCca6QlpLwfAiOEkvooW0v+g6oADdSV53NscYX3etmfd4sdunoLxRc2Kt7bfjDhyMhT0psjijkh9Pw56ou2FFshiRw71vmWuz+9BG5oVZTz+PgPnGTHYs+hBYvkMmMhCaPfniZpw6ulkeZAfnMsl66dy+Ouxxin7we0nb5TsnENWIEBLcS7THc4scxMzk+xOUtzuhgs1cNET9AVVhzo9BV2lMYj8U+fn59GkGZVFb5v2YiLFWfnwAQfJpCFUbI2sAmXE1TiXsiVpYDpsaCxPDYMGCBQsWLNgOaQEJGsH6ay03a3Zdo1nAl2HUJ9LoMM8avM3t5ctnlT+vzWxutxkVX93J3oB3PbrlKjozGgNUKKb2tBQBarWluWSY/2N4J3UbzQNEJ/FwgmIZ+Xq5z2CFDPrB6BsQCEZ7TJ4zHL8Z1Ae74UWOklvc1Vjx9Gv2fjFCABSgSA3KeuxcPouYiVgPHMV8mk4OcqSfseZWayvYx7lVRhRdeq+4D5HlndtayiAi7FQbJMiDp2V1bUREKooazqKcWCXDs0nP3U7RXmhaXZ8tnwYXj3PmgXDb+TzdxDkyaJXnnpY86JtFUPJjJqtFw+3H2GdV76xGlK8PeZyAL+Mbf/68Vxpx5Qn586F05ihcI6N7po35h6roQT1GwxTA62KF7MG6IpAaXVqYbmvo1HvaRfcNKPG6wRTZ9iFHjNTgO7g97TRO0G4wJ5n/g/6sO5w6aFdtO3yfEB02NRYmQcGCBQsWLNg2bmESNDUWJkEj2HCz5eSIQeZ3gwg1KVdXnH5PXFnb1ICIkMeFaDJ4Jw3yQEwkGFWBcQ+UxBf9lHCWd3wqQhA18xpFEfGGoupA+kWRoEES30FUW4W0gIAANVTjB6rVIoQE6XEchYZtJQ+HyOSP4qzq2j8+XRs/byb9dBEXt4yrgYRtLs+Ird1RpNXjTF18Hfns5c2Mt804mI9vAlTFRrfkyzsvMfSxuTgar4jCAq/KE+XG9xnN7kTGeOZ+eJAERARZbgntNI+BRYI2KE8I5/RFymV1lUTsuPDloIK3ztdm9Hg84VjgGjEqhntT4WivjG4U14R74vstKma4R75yCfU5xhujMdAJAjrk00DyjX2ftUz0o91mVdIR4ZQ/zuSRoyETeRSXUYdBu/jZAipGzw80n3CPGJlDXczjATLTo+hQlRqEfT7OTlYviM+FbYxQoT19FBULnplPv8yiRMpZqubfr1NhgRM0NRY4QcGCBQsWLFiwHdICEjSCdZcLrsJvpEhQI0VQgLKIWE88Yu2dMQCPvjm5RTNYj8P13hhtMKXIQ4gM+qTRZMQVkaL1zm0liDpL/2WtGzhCEXOCFFkqltIs2Kw6i3w9Vsk63w+OJgsydcNrdbRr4H3a8vDiGx4P1uckZbWD6h7ejy8ABFX5vO7EdEr+PL6IMRRMHI8f585vsx5snnfCPKFsNAtrV+FUNn8ccdh0J2sU4Xu55V6PiEV72DAmkfuMvW70ASNN8J6RU4o9cVyGT+cpzkRZsgFlcNEJ6Ozky6PYMLULOc24DpwfwIM3hxvdS3yLgdS23OhMEZFynKIg/RztBXohXRu4TLjPHPE03HBRIp85ABi4VjTGgJKY6ER+l2TKR0XeF3GVeizQpPzDiDHD3KxufT2i/1kx2vAeGbXSfp/Wlv+ZwtiqN+2Yx3hAedYJQt8BTeou2zrBR+okDhHqyGobiYg8O1h36ozLW+dntCCTsBy27VCcthkLk6ARrKsUuwMuRji4ko5pechMIghOlezSGJOZI5BVVVreU2w02JPHMcrxpIzFDtOd9GbEshktnWDShIkInxp9ENWtWH+kdSQIy3cmf9klLM+PBdVfShRKbtRzdRUwgaJ5FH6sqzoL4klKyfPDZ5ZYPOe2IcEurC9if4SqTvi1W3eRfmlRrRNqrQ1CXYOUHmHQhH7TkppWh5c5Xxuug5ccMGFElLOPTA/jvoHcAdeP9qANPKnpMIKFNDk2jUg/fMlYeTIDcUSk5XAmWZmEnTzyMUmseX75sYlTalgBSXIKRnmmfHEF2azZzqTMkzanhDHrWfrGyY3cA91vJFdlojfaiDQY/bX8DL0U83K1TuK0OR00EUb/cDJZaeCa8s5Jy0xE3Mk7t4vNR9425RFmTxOReJT7kJ2kiNiJh13CokmKjid2BLDfyB7QmO/UAIGBWjN3HCbCM9ry9wHGS+VZIdK+vq0zs4gnYTks3sLjn48WlsOCBQsWLFiwYDukBSRoBMstNWTDuz1ICpONY3hkKEfHw6v1hhcXQTgVKp+His15EvUUPQlafW2VTEoNNrS/QDi418dp1pzyTAhvjWFezT0LkcdIPewWi73B8xvF0XK99vyyU9ODVOTa4/FQmxlRRhHrWWfTVfB3zo+JJURcUVe5Ldeu1ijSCVy/QYKoPVgaBGLmD+vPL6EWFMXs5KXHcknbk/7PhNaKYuhMKDbChh5yL1IxcJfP7NBEqIX8EhY8d6SpYKFGoCW8HAGPv7OcTzIaG+SFUKsMQMPISL2V1sFLwKNlQYg8YqlAV7CP3xVJIUWJkma+n4DyuATh9Fikm+DrhjCqL/mnSUBKwwnXyd6/EQ3UUzpJgDNLv+4SZ+6UufcXPys41KlDv7bwWBOyg2vCcqmIRYd8BPIuXYLicZp9xL1pSQqgFuTRwxJhwSaYBCKl9G5vUyS83JY+z8Xa1om5mpTosAAE5SxMgoIFCxYsWLBt3CYlOiwsh+UsTIJGsGIcSZncH8MBMqHf1qs3XiGhMVFtwC1fIEKySa46srU832PPWr3XMgPdCZFXDyiHbJEx/2JAqTpt1P7C4Ib0y9CmtC4Kzy+UO7TRIEYzr0U9RzqXQZHQHkJGfCkf8BBXPCN3NLTHJKulbU38Z0jcXD6PyIFGYcixjPqY7JN054AQ6rhgb3Km9mdHyXKg+msu8bXuIEF51BD90kLXjQphRPnvNAbQr+jWAiXkhUwCi4EWEMLt4VNh/HBz0Gdw3Lk5nSVFglrpM1Yut5t9G4bznju8/3YPdwpo1VhF7mqNPOeooOeCDEBEHDsz1jn1Dfbj/nreDSCQVwgqrHjgFSAV2Mdj0sgF8H3Qr2g+I0dAgrLikiKMIuZ5P7FPfkLrZ7mE7HBzwEB8+lLqADXlZqmeBCM71abLqducSCyabYIIPGXwTu8kHhnGUULXPQw0U7e1eRjk2QSvwbZPC5OgYMGCBQsWbBu3sBw2NRYmQSNY3KxLoUmJR8F/Uc8uIh6M2eYRJTTh6YSWIF0BvGMOk24a/sLI/A5nHMObHwXZ8RqXNyhMHqlBNAuLHibD/doeve6S9dxRa6z9kxC/yJeK0CRthRhlwh65cnwcvkY+JBvm4znAfM8+yhlxOKcu9T6pm7KpA7jHDdLE3CykF9FPjuBDuRKhBqgDKIYnMMgxdAscakbC4J2anmO+RiGf4hMh30jKyhGGSUn5Qg4il356pQckH7lnw+DzdwLeeTSc8sIMmigUreZ5e5tEqp5nhVEDG5WUfnZv5rWH+4vUHuCrpZUp/6rAUYx6X3Xstqj9Q3VXoJHHrY2Us9uyyVsHPIOAOU2QpMA2RoJQB6MrWaFJRpXaM+GVDh9OP53IUS1u+9qWr5voSls+K3rKnB3L/7EbzXMW4Xjm+uXveTYZbqOVR6Gz/DMRkQpeoZSEuhirICzGGL3/ECE4raBpiQrbkVhiWA7LWYgOCxYsWLBgwYLtkBaQoDGaQSyQIoNJEODZ+OaUQIAIOcqKH/pSOThV6Cc8Lwfp8EQXJRBE1Io5ak2aqWvmVIFrq6YIz8y2mWYfooAkIU5Te5peIynlEYVY64C1OmbYUyd5fZooG9VG/yNpazG25zHeqX76eEC8Rm8E3UZBh4w4HuvstPLb4EX57pFBXgjxAwKEfT4Exqd/Y+ocjeMjPG7yEWC4YB9fAfU6EVpAsurVXHmfGf6F/s/XYRAqT+SRaQ81C8dGXbNFRGTjcJP2Jc7xIrb/sa+NvHqMrdh5plzOly+lBluOT+REe6XPAd8boMKJaon1EvwBJCj2jB1s8yU/9aUEQXlGdoCcAEnhfpqtEXmIKhMhzpTybcrUdxZx0Wt1Av4UyWLUyujx4FlhRFvRTNJF4nNl91WbHj0kPJeN/HgFgsW30qbeyD/suA/QGRumPu/Rz1g5jiIiZUXwCx3pu9BJoaSfxWdXpp997jtvqiyOoi3W+Qk6QXkLk6BgwYIFCxZsG7eoEBmi9oTrCJOgnIVJ0EiWRVjgDcLTj2g/FJRZ4wYq0oisoX3wTDEceVyiVGusie58iUqB2mAfqVtHqsycRKRoDSRIOSsdTcuBqFS60vI1O1Ranal3lJRSPgtHvkUaOWbQp/ZpZh+QoDKr+TZc5MGJulNjxd5a0/U6WbIfD7jjWOt+w7XwRHSZaBXnrGnfOdon5jr009HNST9bnEMEUVI4H8EfvndZMYOW+BLH8lixHnuS22k4OIhkozrgucfMUcJ9APeN7oMvCgaIAjhjrO2DZjDiUvDwqGADqqS9XpOsMpICgKmrYo+Exx9l/k/PnX6vEbekmtHZYuTI6OvQOAJqYJAFQvB8nL0sMjVEBCkACIU4H4GIcw8S/woRgkB2mO+EVA6OTpACp8OKyU2jsEkgQNw/uG9Ak/jZahltrDw6iXvp8LxGuacmmozaP1x362cEzCS+JV4SkCKU8+kd+SwbhSYi0tC2YiywLhQAqQLdB5N8ui3d1qTn2nnXbkWLC5E3cm9cdYRJUM4CJyhYsGDBggULtkNaQILGaibSpz23q6WcAE6qKJpry3Bemna+WVRPoglPyhOF4agFZxJxsiEdVRRbNAYRPgaNIZ6KFBUBIvSmheguRIowL0cjIZi7Y3gvvog0o5SNHGX5iCLHGTFJXpVrQQiEUU4mxKKtmNYLYVlvvlIy1GG4Ip5+NZ6gJ1FmxeNxwovs9+QTqjm5zFyPNKvIm7bP6Qxv29M6fMemnx6aTW6kMKpk+DKcY66ZSfoZ53kknHC1YdAVcLPsoUANusoxbVP+m1E2zvddX035GsS/6FQ0w5fE1XdtRsPFw7OzSTqZ1+KWYbPRZ3Yb+sK9HS66wFUBtCkZ3ozdF5kEwXmEw5d4mCO5sgZkp82TQG+AkCmgVCjP1wHkBXykSiGfS4tRpSwyyq8/1O8qZEMFu6X127YCCWI+D3IZDtbBPcpdmnNvcK6aQY6onH62G40p4pEJ3kGZfI8iEg+nPKFuQsdi5FHMJKqecivEEo0yBsZkkWeg7+AWJkHBggULFizYNm5RHEm0hUI/0VhpFjuQhUnQCFaPy44WCKzl8TQT9VxZYboI70ARFGfowavS+hvksrQQZcRRSZm1d8f78RBHTHbzJO/hGG4SK956tIxMU5EnrG55RVk9oahgPSFEppmIM0IYKpprh68NCBCQppj8aAACEWfsBsql18j5rHzefJYfwGvi9ex10PFGO4QREqP+nV5bbAEqm98oTxUzL66WB/FzOT5AGTQKyOf50vdSJjqHLcsXcsarbmujcRG1KPpP3Cg3AEZucnTXO489zjA/D/HQ+vQ41dJiLaCk1CkiIh2IBIvyHjlzOIar2Yz3+TxQ3gihhosUiORVhtPzu8fxGKt5njfct2FEMdF9y0aiMUcG9bK2Dwy5sTiiyhcsCOSoraRZ1WksgK+1qWoHKsYnjiPQzSBBvig0LwqDOj3RhgCRWOYoGwXHStY+zh7OiXLcBiPQTlXi3tR1wPKziH6Z2Z7W1RUT/wcRkSXiI+pzX9z4lIiINJ5+zOxqaf2R5gJs9ZOOVLDtzsIkKFiwYMGCBdvGLS5EJtBhwnUEJChnYRI0gtWaiQyRm5Qde47naLRJyO0BhwZryRxNpp5EXHCjxNg4CiPrrXIkDhAI9sLAYykjaq3kyXM22jo27TMIECsII7cT0IJGhk8iYtElrkvrGGzatraXUkSg1L82rZLKx23T01MLcRNUxbtk8lnZITya5g56jDkKRpHakzssMYSkvO5PXTkNfDaTSZvqLxokK3+HQUuJPLmYQOvgyB2TdX6UPEXjzWHUYt6J8sIQ1cj7Er3Sogdxgqffot7ANub2dCnihxYyOolmt5uIpTxfCOhPui09gc2lZdtjbluupdQ/tBNt5aGDnFZlz3ACksMIyrAeDHXnTtLlKccur4h5VUBG+gguwbXhuZ7bSVw/jx5PlqvDQwB1OYhI5kXG0Y/Y16koVAd1bOwpj5uJGj3J7b2q5+ACsUI17huDRbjezrLvbqJ+e0Cfhmj6FMRntpecOp33WTZ/oVi9s2Qw5QRJgyIp29J3VtyeIpix5xqnwqJ4yzlBkQ9O3MEtRIcFCxYsWLBgwXZIC0jQCNZsJSPkzslHGRndElbbVe6D0QuivGLmUPVAOBLEp3GRzSnF0R4+1Vxo6RTh3VN0lQ0pYk0MRXJMJBu1tZFXEAb6gs+4lV8TN9wgikJr6Jx7iDgQ8MzKeh4+X1zpTpvFiAXarQSeFiE1Bi3x8F980WQ2G3w+csfkDEooq7Xq10Bt1uFtGUVgGjMZXg5zd2ykHHE+xC3H+wq6r+VDlRIXbfCZT73ZMSBr+q8/H5f9bqOY0AbSwUK76Nim6k3BE2XF3lpG7ZhP7QP3gABVPBFOOJbrrzbca2HeTFabSUSkoUOsUQDKao8FXyYiAhmOhaowc2kamfbzckRPBePacg9XbUojj/qq6YBl3Z+CcmNqDc+NzgdjmrYy92Y0sWzwqLqg2UPvlGFzTkKOMuOI35e+oYj7BaSM68d99qFcPv4PyiPiTERkkz7kuG6gPyIWHTfjlbR+EGHr5JvDyRT9LczZyV7btPlpG/T92uzr81zt5FtYDpsae14hQUuWLJEoipy/j33sY891s4IFCxYsWLAtsqgQTcpfMNeed0jQhRdeKGeccYb5v6ura0L1NJOMF4ooGI86L4y1dLI5sbxqMAmiyihKJwLKwLyf9BMaH4OEBIFXUKC1YvAOSur2lZwooEa+reD0gI/j0//h8siqXcqrO2cVrDnCrpp1i4U8M2Sk5/MoghX7yAZq/EwD2fEhQUDMmD9S0HrB5SqQLorJLE/6IEAXssgCG3vH+F6EF0rlRpOv9+sdgfuR32n32W1AJ+oeJMX30IMDFbfA/+F8WeqRcx36T1FPyvwRoD2sep5VwR72RTXqJzcZKsZu3ikXvWFeCBApX9RdbFDWPN+OEZKsrhDfK3zl+wzkp64ICkdB1WI3Yox5Ve0G0eJrS9EFIBwVz9j3oXToE75u9Bl7/60MRsO8M0Syoa3eaEtG0RBhBhVmRs4NH84e26OoVmcprz49pO8eTiFW15FgFcvz7XGiMU3ULSIE8yrjMB6bdVTCFDlDLks3RmWrD9dsSxHqRJGgpBZ4NtuzPe8mQd3d3TJ//vwtridLMs0uU/FevJQSR5TQTV3hS8JolpOIUF3RH59qyz6kjZab/I9fsj5424iF6UukQETNQqJLY0RmzqeuqOS+RzSnw+Qk8RGvsU2v0VlS9LxV0dZy56y07rpdWjMTokbuMDNhK7XsdRSVjM3LZyDnNj1LUuh3I5HvE4Skl2WS+XF0yfHpp2+pBbfIN/Hhd/NoyV59S17mBxwTEj5Od+aSgZI5CVr1KxYvWRqglJExSA/WvoPUAqfgSCBjYMdRK3JfNT7xR9MUvkbt/7ZC/od8yPPjaNJTkCBi9lTcJzjUSSabeaaanmUertIIaury1kCNk8nquMPEjdNz6Njk68XEZaaKmvqTveaXt9B+nhCac9OPexFjTNvj8y/gbDnPin6WnCXd9Hs142hwuXYOs8c4HQWN4Eka+t2Qxal+THB8S30YD+x01VrpTtzKkth3blsRgpx0IxAGj+TYLKQIhw2CuCwfMoWWIjlbSIwWz0xyB7fn1XKYiMgll1wis2bNkhe/+MVy0UUXSa3miVwiq1ar0tvb6/wFCxYsWLBg25KBE7Slf8Fce14hQf/8z/8sL3nJS2TGjBlyzz33yLnnnisrV66U73znOyMe89nPflYuuOCC3HYveVSs9+0j0YKInBbMy97DDBIEr4yJyxANjMu54+B5cchoFLn7RKwH1fINeE9ofJIRSeRkrybU3SkA0iC8pHxbjfghIQBYmnHQCd1YbktRgzKHyGuYqrOUmEXY+HogPUAIBJYEccay0yfu0ib3w7Aicb3k1cNz96ErQB64djhtoyFA3J5sCLoj0gfiKG3Llm95Fl3NcqOnXp/Mg1mWdKQNIPfQzG0zVdB4R3LeZkwinRkZAk92B/NMMaIAZCD2IXIepxb7WkRcxrGWCG/L+0Q0DbKbaVe2bTAQfHE/3KU1FzviNvebcHhPwlIssfF1eJbugEKhFEsJVBWtY4Jw+yhLy7g2IEj8VJeK+SUsGK6R7xHKuWkwXPMt1bppOYCMAs2la0OCWZJTAFJkZQbsGbsVpcM4jFr2nVsQ/c5jPpNGJnHEPTXgpNqXO24qLYomIYt8a8uOfz7aNo8EnX/++Tmyc/bvvvvuExGRD3/4w3LkkUfKC1/4QnnXu94l3/jGN+Sqq66SdevWjVj/ueeeK5s2bTJ/jz/++Na6tGDBggULFizYc2jbPBL0/ve/X9761reOWmbJkiXe7S996UtFROTvf/+7zJo1y1umUqlIpZJPj1GMI8fjggdR98yksaXqcBNSPwqOkMOnAGdCPGiGnqfkJfzGTltESLq+xR4jiLLqSRHnyHj4RevnJcUMksPtaXoIOfD6PaiBSdWh+5rEz2lkyLEiIvBR0X6nLnB1PGiPWaNnPpInAaLxzg0Xwp48ynjgzCUa0jhpJqHDi4eHmiWZivh5FN6I9Mxn2h7lISTgZPD1jMbtST8bdD0YDi2zj67bQ+4dzcE0KVB4Y4b43yL0Deeqj0KE9yEKSAHDSBvC1RkFAGl42BOSjmeEkZ3OsotKuLwW0XPadiC9RtNDQDYpMuiAhiIOGGPMXSll0CefzAAHNWCM4dqyqSZy7VFODAQemTSNYx0eWeZ4JjPjUF+yVIuY0bmzvEkfuucJLjH8SiL5t3vS4ECEEmlRCiQ4izHCQpPVhqta6COVm+5kpN6MLVbd1HctnqlsgmERSVToNSn5SIuTb3EhlngLOUFxss3jHlvdtvlJ0OzZs2X27NkTOvYPf/iDiIgsWLBgMpsULFiwYMGCbVWbjBD3KNmy45+Pts1PgsZqd999t/zud7+TZcuWybRp0+Tee++VD3/4w/L6179eFi1aNO764sj1hLI0EJ/n3PSE7hjhO99JvCHpLXef2ESUNnSXz6nFPTwHeNsRIUE2gSrd+owamRsF1HD2ORczSig9ihTLFiHwef/mMK2eozAi/Z5w5FEGgXBQLCBsjhCkHuuLRsp4+g5K5OHsiPG2008GOnzpGsAF8l21j6uT5TkxgocxUJe8JR7EwogZetA3o/LAp860gflR4K7xvYlbrtftCtm5/B+R/NjlZLXoYpPVgrscET90OhPRrO2qFPIRQowEZSPR+Dn1/agAjUCUl8/5dhLxQjoBYd7UGZXIRYn42uJiHlE0YEbDvR4+JwsE9ml49vQ2DT+nSFC0Y4hQKyPsGrnXytvKRqSQ3n8owwFUgjYq50ryxn1REqCyehzflxjtsZuAumMszyBuE/r82UGL0NQz4pDTKnlkeMhwEO34Bj+NOXVR+zQRESkObkj/rw2ZfS2Npm0hRN6DQAfbfux5MwmqVCpy3XXXyQUXXCDValUWL14sZ5xxhnz0ox99rpsWLFiwYMGCbZEFJGhq7HkzCXrJS14iv/vd7ya1TkYu4D2ayBryGnwAB7aZyC/mtUBLBx426X5EGQ9bxHrp9jzsQeWVS0pm7V03eGgFPo6SN+IKfIWEon88KTFMvaqZEdXSyAmO9pqhCVE57QeiPMBNaCPkKFK+jxPz1MxgIR6+UBYtSjd6EI5M4kS+pxZloKSKuhtjwacO4oskwv3wRYk5nrVBC5RrRddqBC+pPTXDoUGbbV24SptawsNfovLYWzV15dUDGf3Ipl9xtK6K+cjIrLChk6Yicz3cS4h+qlBj23X8+Xg2NlWJ3VbO/HD4Ynl8UXqIruKIK6ALXZU8PIT2+86dTYLMljjoio4ZPc7R2THjiKIYMyFWjvghIsw82kFedNJEY0VOWRGrc+QkGc5yiCgSzIeMZpHgxLOPOXVtEILVscjI/LDhO1kUBhFguEfcF+hXHFemfoOOmnO9QHmK+g5y0PEUfQJS7X3fTIEFTtDUWOiRYMGCBQsWLNgOac8bJGiyrdlKHG/VJOfU/+Mkv89NkAnYQD1k1qBQ+WUgEW5kl8q0s8fVgkekx1M7bSSY3ZbTPiFCRdRQpIYUo63uj2ppMM+mkEd90G5EBMU+tWCch5WH9Zxd3XPp1K5r7IAlSZ4fZdCqTIQaG6M9JrIM3hqVR0LXmicayCpM23qzCR0ZBzPaTFSH1V3J3yOg0qMlM3U2KQ+hRFpU6HW01RdIhDZuLoFq1Shru+0TYQSLPGVzHzzN96CZGNcFw/3I91PDgzgZvhDVhToMykL7ap4Is0Kmr53UEh4Eokt1uGrNdJz3Vq2nD0XnTgehiUY8NwzbHGqdhxuD4NNGkh+TWMrwJcH06ReBR9ZJoaaIkDPInIcTBIs9330IktHe8aSM8a3e+PSBsvdIxCI72fOIiNSG0zFWohN0lhWl0/vHSBB4ZDX9wv0F/S8vZxF8M07nU3cV9k0aoam2ycj9FZbDchYmQcGCBQsWLNg2bnEUSbyFYomxZ0l+R7cwCRrB6i3XSxrN4CmzJxFniTgOx0K5KxE0TazHY5AE5gkgosajdeMzm7MqH+0FL4YRGouc5NEVkx+MIiCMno6P3wC+RkMxCNbXQEJU8pzaWWVbMurZBgnKu8/IV+bjJTntwWFAqFiRWuuCvo5H0sTxJuGl1vNAh+AqG6OMmZYHBWDLAS6sZYLGUfuhLxMbnpq1JPO5uVefiWTzRJp5IyFVw8iXR820gfWsMqq6dQ8SBOPnCHVw0lrwO5AslVWJcY+cCEogtfo/c0uMSjWFJQGZmdORjv1phEigPaxBg+pw/yIaHwbl8oyZdkVoytQeHJuNUBNx9ZBs+9Nym4YbuTKIFHP6BznGgDQ5gz7hD+FRg35qUsdm0a2CZwwwD85eJlBW4mGZqFjbfoP0KQpaJxV9o9lF9bfrdSLPnMMv0luIZ4bHU7/2MT/rlQpU/ZVTR/kV4+E0tVJLenL7gm1/FiZBwYIFCxYs2DZuUSHe8gSqrS07/vloYRI0gjWTRBrk9WQzfLvr3/gkj05z0/g0JLJZyyOKpvGt9yfiRtT4vG5eGzcq1YrCuLnAEBHFpA+NnCq62e3TBilPyFFYRVtBlMq7ubhuR+3Zw+MxdIXR+D9cr8lc3567NnhkTt6fjC4Sl48zHil7ueBmsDeJtmJd3tXeyXvW2QzffkVd4iFlORmxRzOJzon2Z6Of0m2KEiUeCAI0qSgfxTWaujX3BRAOXyZ0n2W5PX0UcQVlYERCOVwOw8XLI0cJ0L0ojx7w8DYK1giC5H1a1wAhQcjcPl3hg04ic0HJ2Xe5vj6wmdN9+9DWPPKFiC5+rn332UaANZ32iYi0lcBt4oa5yBr3a6IDEG1wo+48yJEaEJiyp62sfI9oWPM8tPKob41zJiKHmck7x4hf+tlB9wb3Cf3pIK/6iXd0k55F8ISGCR0a1Pb3gBNZs7GgUfYdupWWmCYjAWo8ztxhv/71r+XSSy+V+++/X1avXi0//vGP5fjjjzf7kySRCy64QL71rW/Jhg0b5LDDDpMrrrhC9ttvvy1q59a0MC0MFixYsGDBtnGDTtCW/o3HBgYG5EUvepF87Wtf8+7//Oc/L1/60pfka1/7mtx7770yf/58Oeqoo6Svr28yLnmrWECCRjGHY4HcViaig0t60Bt4pz5VZaArQGA2wxWBswZPlrkWRhWaW5PN+s0cH1VCTZx8X4Z0lP7rqEl7IpVwshYUmj2aQz50CPXSReba6slD5phmtW/GnjxhQNZI3RWIlMkCHbMmU1q+qO1iTxD3u0lEhyL4FpmM6CIc3WK3jeV1wxwifDOcLvaiwclweDZ6Hp8acZYPRseZqETals0sz3X5XhIYgyZrOyNUHgcZbWwoUjFAxCqgF0APGB3DCCh5ICqcu+FEgrlog4hIU5JcORi29RMyNRQDYUr/ZyQomy+LDRwZX3vAU/FFjvF9sBFmaRs6y7b3we1hZAfoyDRVQObrBvrkqHkjkkuLtVHesmwuPL5/QIC4rbhf+GQul3kvMccv+/x73hHe7o3zMFrFA6vinFnkT8Si9SjDEXNt2lGsX2aiJH1587Jcxc3BoNuxHXvssXLsscd69yVJIpdffrl84hOfkDe+8Y0iInLNNdfIvHnz5N/+7d/kPe95z9Zs6oQtIEHBggULFizYNm7gBG3pn4hIb2+v81etjp/cvXLlSlmzZo28+tWvNtsqlYoceeSRctddd03adU+1BSRoBCsXIq83afQyeJ86AkO0Hg9OhsErfKiGqcuzjbwkZMb2aYEAnOD18kSwNp7R1BGRegRujK2jYNbQ1bun+o1SLHs7iQcBGskYSYo9c+4MAuRmjPf0mXpmaKujeaM6RNAo4ja2cG7WO9K6YkWXfDm42LK72fOFNgl7n1l0xVc9+8IQdTY6T8zn0X7k8tn2suI17kxRr5fvFfhdTRqvWQ/cC0hSmbHk0vOZRXaIF1Z282sNe8Z5G0GvQAGASvCo8ub5aqHevEYMEI46jTVEC+GZ4kgio1HEmmAZBIJ5M+XMG9aX+83NHIgx40GMWvlIOXCHOrUPWVnbFw5dz4AYDnKZ0ZDxoW9839uMGnlajt9/Te3zjmL+JwbRXlG1327UZ7Dc3mY2mS7QDuWoWCA5Xj6VNqNKN6Kh7ekqp58c3dc0yBHdU/1qOJ3dNok3WmE4nR5EayosLsgkcILSz1122cXZvnz5cjn//PPHVdeaNWtERGTevHnO9nnz5sljjz024TZubQuToBGsFEdegqaF221ZH/yKl0VBcdiCZ5knyqarGKO5CSbzRFDzWs0su/F1OOHLozxXeFc44ooI8df2O+RkQN5YhuIXRDyG4caikqifyOVJseIUjyk81S79UF9D4r6OUP+86KNXYM/zA5ANYefxEWv/VCjtB35MUf/mloxyon70Em9h4tLMT1xGm4BgYhRRH/qWdEZ7t6I0949PmDHbLmc2jfBr/bejlP+xrnt+5E2qCPrRwtJG2UhM2NPgqy8xaK59Yu/hjHY7NrPh7Dxp8oWBY1vLN7HIpKBoOjNJ/fAse/omML4uh3gj3ksNx2+Ao5A/zrSDf/gzRH6fVEGZKssuPzEpO9H7xSH7IEJH9XS5Oq4N2PJwSEgywzyrWMKjZ92Wsm0EqRqSF0N1WsrWm9ShDiVLcSSepXVDyO+clZbBcrpYccS4PpQ7bnuxxx9/XHp6esz/lUpllNKjWzYdUJIk3hRB26qFSVCwYMGCBQu2jVsUR05U8kTrEBHp6elxJkETsfnz54tIiggtWLDAbF+7dm0OHdqWLUyCRrBSIXJTUUCyXsegzxNmj8smTFQPmFM5ZBALd6kC5EEO5dY2Zch9IhQS7CMim6ShRCxEUsJRoG7Hs/aQ/9BeE65O6EwimkrDE/JuPDtGvrIh3L5lQ0rj0VJEwwi6OaxyNxzeVx+3dUBDgoHYsBdtZAl4FTDjpTvCgiZ5q70eIzBnQo7zfe6kJgAEDy90M+hNri5GFPTTR8SFOUJ2mevlwxIPkpUlGfOl4Zq4SDa0mhEFoAzDEF4kzKMYuWiDCCemdYm5bHw6lIs9YoM4lp8H9NmQQrtVlk7w9E926argWaLxiiYW8mMMdQFB4Wcd33zih7FZSuQlKT3OM+5QLy952SSmaLstb8Yyo4GZ1BvcJz5k0ZCMfcEWeBcykTpTzheAwUEcBdxL37mzjwE9p7GnPVjaqzXRT/a90d2lqBBEE+tbh1obx5OQQLU5eW3dddddZf78+XLLLbfIgQceKCIitVpN7rjjDrnkkksm7TxTbWESFCxYsGDBggXLWX9/v/z97383/69cuVJWrFghM2fOlEWLFsmHPvQhufjii2XPPfeUPffcUy6++GLp6OiQk0466Tls9fgsTIJGsFLkeocgrfrIs/C0yh6uDkozaRWokJdYbDwcSqXRwno8PF/i4IDM7AkjNfs8HhpzDgwh2pOIE/Bp0SP6CFRl0OFwpOXbiinB0RUuHBnKjTwIkBFv9KTG8FVlJO65HJIdGlTMDvmBauoNthK3f0eqP7fNQ9zm+9DMoHP+kHo+p8uNccvnUQ9wMMBF84XPm+SW1Piyx2OGkF2z6Y4FERFQK1g8FF8NeuDpL24/UANznOdZgUhh2eZtMOOUeTlAO9o8XrGPI5dtI4/vmoXrzLYog65Ekd1XMgmLPc9P5n+uFueJPPeUn08QxlHOQWP0k/vViGKabRTyHudRX+wtmjGQv3FWGJHQNw/pG+UwXn33g5FINKMModOSDWAQD7/Qh4obQ9953g0IUmAD2d4IbbZZZAfv4QKJhw4pZIfr5ecOXdBW7BIRkcHiyEEvk2kT0fnx1TEeu++++2TZsmXm/7POOktERE455RS5+uqr5aMf/agMDQ3JmWeeacQSb775Zunu7t6idm5NC5OgYMGCBQsWbBu3SUmbMc7jly5dOmrUbBRFcv755487smw89pKXvGRc5aMokhtuuEF22mmnMZUPk6ARLGpUHUQh61EXNzOhNtE/o5QxyAUnOPUgQdlz+xKoOtEw+ok2cvlsEkMR62GaKCaqtwREgR6ekiJAQLfciBcQZ7T9nKvGlBuj5+RJ3gp0y4an5vuO0ScOl8/uSxIXPWunm2oSinqa5Q2Jxb2kvgCHK07y0TY+flc21Jo5FqUI98aWz6IMDpfL3Hutmzk7HhTKhEzreZiAac5DY6aVQRmbFGU0mlhiq5VPs4F2oP8jJ5oxcT5FRNp1f7uJQBr9YUQ/ZvtLxHI/GOHIJjZlhAPX5ESOtrL3LY/I+fpkNLPRW3abuW9USVULRKYMI34amcrcRk90q6lL+wUIo5uENv/OMdcmLpeIj+W+Nn2Gdxxx/QzaQ886AObiKOlzCISWoo7dds1CW2yzP28bh5t6jem5ewmg7q6k5ywQsotrSiKXf8YGdIk5Y8Em31asWCEf+chHpKura7NlkySRz33uc+PSPQqToGDBggULFmwbtyiOJfJprY2zju3RzjnnHJk7d+6Yyn7xi18cV91hEjSK8fy+btaG8elZS/fozECPIuE4oGxKDfZ0FGVgHYuCEQjUdnncyZYnCsgkUt1MVEW9CS5K+j87PcaL5mvLQKo+lMHUHxNqYng/tO6f4RpFdUJufP0DtAeaIVQe25yEscpNggvO0SeRcgB8SSGN00rb0AfoOYfHhPqprysqFOcTufQhimhbQXVLIk5uCb4Q1WXE+TzcL3A+TBTQZsZrtoW+SDO+69kxmHh4ML4IxGwZp7zhq3FJoER5fRogQL6oNSe6LZMqot2JroLIJSMWsVPOh4i4fSFO/ZwEGY8KrslBoSDeyOKHGZ5ZR8milYgKc5LJZtQXiyRkVNaGlYVRXLTLRa9EGLVC+xnVzP94NmOXJ+TjF7GZd2YtfSckRSuMaBM1U7QXnimIK3IUraLRo+mbFglGA08IkaA+LJrHq03Emx9/FpHTy9lCns5YLS5MQnTYFh7/XNjKlStlzpw5Yy7/4IMPysKFC8dcPkyCggULFixYsG3dJoET5FXO3MZt8eLF4yqfVcPenIVJ0AjWLLa5nrJxOVyER8QiD7x2bbwXlCPEo5VRPfb6EYQywKuvZSIcREi3yIMEIVVEwae9wzpEZt1bm+rRDmFPv9ZEgklE0dhqc94/R60l+YgORB4VS6lXWHCiyTSiixOuwqvVa3JUW3Es1d8qd+qXPI8HPeBT/Abi5yAKaIMvks0TyVIwnrWnLqA3PGZwnCrrsn5JIkCtPJ57rjWje8i+sZLVkmH0AyiJz3vOaiFxu0qeNth6ubzLU+GWGCfbgypBx2dzaTZwbaWMBy9C0WSN/DOVZP7n9tdHobX5NJPM8XTccB3RfXYjkD6fthSilxgJQrcXPf3TMMhuvq9NW+k7kLUIfBjah3taJTEt9DuuyZVhynOPTLSqRodRzlrTxyV6tuKm8v6AptM7FMcykoU3clO5fqzzVsmk+PDpHfG1YcybpL7O+0+cfY1RxkKwybVf/vKX0tXVJS972ctEROSKK66Qb3/727LvvvvKFVdcITNmzBh3ndvftDBYsGDBggXbwSyKJyGB6nbKCYKdc8450tubilT+8Y9/lI985CPymte8Rh555BETvj9eC0jQCDbcaEnBM8M3HnxhZFViLej+z1698eBB8vEcz4qmiioVTG6cPP9izPEJmegqEZFKMfWwirrG7wTbaNuqNF+2iRLVW+K1dCNw4lGwVoSGI5wQSQNvjHMH+dvf8n9yEeIVJIow+cqZdX/tCvb2EKHE3qRhSphIMFLDBqfBuRHanx40zeeRIu8aItiYv4TcRVmlZhGLZowmKu2oNyfu9YiIQFolqxfE1+QqCLvcGx/yxFFS8ShRSTBch49vx+gnonGGjE6S3ddmIqIYPRQtj2gee99qGTQjPTb97NCbz+2xfeG5D1H+PtcNyujyktL6gezYQdZXTQdjU9s6WLfPUZYvJCLSpRlafdpPVv2b3xf564Vl9ZQclCVzHSL5HGtsPh0sPPeIPhskOM08i/TAFcD7KVRy56564Bfcy4FGXkdqZuYZrLXy46m3Zi8IKGNPJf9cD+g+RIz1V7dOAtUdmRgNW7lypey7774iIvKjH/1IXvva18rFF18sv//97+U1r3nNhOrcvnskWLBgwYIFC7ZDWLlclsHBNIHtrbfeKq9+9atFRGTmzJkGIRqvBSRoBGu2Eq82BrwrV5/CM5c0OjkKMzCyA6TCiyBlMsyLSJKAc4SqSRUWHjl77rk6CW1A3i9n7d3loPhymSWR5dkgy7fxMMl7K4HL4Ls2nI9aWIkyub2YI6PtiDVrswj1i/IFnMgxk5vMAzegHLWrS708X/QWPMaC13NSrhJXj75w8nFlomw2kxkcYyqvzZ1XXOY2QtOn5LlsFPdFAY01qAXNdngnyIDuQ0S0y5y8VOBWZDR1RBhVyjfIIEgc8JfhwTBvpmJ4Ldbg9Q8aDlF+bLrcGxela3pVle137M5rthNSax4V5tulnw3SWBrW8VYHT49ukkXT8py9LI8pLZc/p6/9sAS5wEbh//DtthFU+brwTBVI/Tur2O3Pa9fKfcPtYoQN48lR7oZujz5I/J4Zbow8BtCf/B6wPKc8OqmSQ150bCotXdLyjbLx1LF1UKupspe97GVy1llnyRFHHCH33HOPXHfddSIi8re//U123nnnCdUZkKBgwYIFCxZsG7ct5gNNRnTZc2xf+9rXpFgsyg9/+EO58sorjSr0L37xCznmmGMmVGdAgkYxH08A3mGDI0wQeUBoj0E0fHnCmm6UFHNYLHZAitGxe5viJJ8BmdtjOB+ItvHoBG0uIs02KC3J0TBZ5IT7CdEtxZJq3ZD3Br4JR9ZFGt1lrpHVoVGOI8ZamWzTfG2j5hqKc+WLwxtFRGRWx3QRcTkK4DIgUittZEZjyZcNm8YAeEUug0r35Vto+RMeN93HqYkKeWTANNWT/yl7HuZrmCgpoEscXaWfDVYZH4Pzy6MpCxg5PBWjM6PogRO9Jblt8MoTRY74POCncfvA70BUFWu+4LvL+1FEJBOpxdfhoMRAe/C8jcp74usAomivAMhPV6RcnyK3K/1kRA5aRmgNP4tAxbyaZh69o2waNY66A7rith/vBqAshNR4xlg2go3VrX0K09l9bAXPttEiIoFqQSdomFCuGe3pu7aLEO2mPuJlzzNmxhiQtq2kE7Qj28033yzLli2TRYsWyc9+9rPc/ssuu2zCdW/f08JgwYIFCxZsB7A4jiflb3u09773vTJnzhx5y1veItdee61s2rRp0uoOSNAIlsVE4An4NV/STyeoCpwgoAUMpQAtKGTKjtQW6IPAe4vy5dlDgyyIQWEY4QESwuiS0eMZ+QFhbxJRM/CYOYIK3QLv28lgDZ4D834yHCjmKnmRqdgQKdLj6jZHTIJszqxCDe4Qovk4P1B9IK2jlqJRXe3T7HGtgtZPOkRoT6lDz2f1noByRayGrdsa6p47ucAyis4iNgrQ5DtjLSdE4nE2a9xeXCrzfsQ1H4+E64pVeRvnLvP4KKVaS0ONPDIAFMAdf5FTRsSqC5c90VvJODkVRk8Iz6QThabn86EHkee6PZFQ+Ipr40AkH8pjTq/XSLI8+WgsenTRZ2XiQrWX3GeQkZ2aGbt5BM8gVGOPE3WOF7HjAn0x3PAeYtujnbxRC/ZTdNXcznx2d4xPHOfj0hTo3mQRLJ8202hDh1EloICItos9yE6FEEJEHuI95lcN9xCxptCeiwSq24o98sgj8r//+79yww03yGWXXSbvfOc75YgjjpA3vOEN8vrXv16WLFky4bq3zx4JFixYsGDBdiDb0TlBL3zhC+WTn/yk3HPPPfLII4/IiSeeKL/85S/lBS94gbzoRS+S8847T+67775x1xuQoBEsSdxohNF0Tiz3hiIbVLXURPyQ/o3JZJ7Ay+CBGTvnc9qkn+xB+TJLG4dGESeHcwQkyIOyeFe2G2n5NsoBVm5PkZCqJ9s02mZ4HhQdgkiOIuVDykVtORnpoRjLOYPUw4QuT5FQHxN1R/0DzlEjdo7j+uPhvvQ8lHE+8ekVmczePpGVFBVysrxn3FSfds1Yzej3OFwajarS/xuO55sahgIPsWzuIxGRGP0S518JqLVGsASia0wGcRp/uM8+T9+oklMPZLkcvpRjoznbvjhERhHaivn8YDCf1lA2Kzo/ija5uwfFGMNd5RLoJ3766yZ6Lv1/c8gO2mN1efL7+Pk0+dk87cmqc7ucMUW5mHuYyRk2o80+i8jVxeXBuYOOD6NchnszSv6uyAPv+fLAYWwOOdBRuq+zDDVpH5qWf7b66/n8buBpoQ99PKZgU2sLFy6U9773vfLe975XBgYG5Be/+IXccMMNcswxx8hZZ50lH//4x8dcV5gEjWL8COElWfQQKQ3RlyYWePiN6Bw9dKWCCxXzywBQNEvQ44HFy4ZJpaOFO2MZLaZlGxtiTmRjbPMlLG2k5eKWDVM3FqdChG5oqfvDLBT+iyUdnhzEhTxsbi9Al7waVdqWCfH0LOsxETzS8HqIhHHKDkMShzjhUI12qZQAJ3lE+XpaZ0LtanXMSL/oUpmIvTcmbQNPgnz3S++T6X26z43MUoJIvq+dfZmZReL8EKYnn1ax97lDM2sWy3n5BjPGeAyPkhzVLtvabaXsD6snRB7PCifr9Dmu2USrvmSsZToOP5TFVv7Hrm6WMT1h855JiiXw+trl6xN3udCZWGQmHWx43/CuTnUe+DToa7PU54gToowtn22ir+9MYl5OmuyTCdBrw8SijSYkWFrjYIOsMGXB847j96oN/49y7YGxs4jzd+rLk9+rqB9jgdPEDHucOfO8mWVfCppopfUPqFrkQG0z64aTZFE0CWKJo1Aetlfr7OyUN7/5zfLmN79ZWq2WrFu3blzHh0lQsGDBggULto3bjswJYrvnnnvk9ttvl7Vr10qrxcBDJF/84hfHlXFeJEyCxm1wtDjMO4ekiCUlw/Ork5uB8GN4MYnH6/alWED4dZkEs6yIHpXPLS94Bj4PnpYrPJh4iMs+84mewWNsQ0T6KMeJiJSwDONZDjPnZmQHqI1BtMgl135x0mZg+cwXzp65tqRml8NMqHuJwvmBDikZOy5RIlz0HZOlEcLtQcv9Ana65KDpUYre3rNmxeRA4OUx45bdSCxXiwRZVKzUSJcNzTUSYlbRa+LQcnzzkYdrhjCfX3KAo9+iBrYyCMQwLaECh4uiPEIA4GFzvGqcG8t5Tki9Ed2z1wbwwtwPPrc5pz0pvmXFAMdqRQ/CVjVyAUSaLmJJ1B5rRQnd6xGxy6P8bogTICH5dhhkUYu3FfPPzAAhO7hfJhSfrgMk+iEaGGgbPn1Litws9HXUrGp77LOFdnCqiyya1F7MXyRaU6Xr2OhhgOPdvGE4ff43Ddv3APq/V7cN9ffnjg82NXbxxRfLJz/5Sdl7771l3rx5zrOZTQI9VguToGDBggULFmwbt4AEiXz5y1+W7373u3LqqadOWp1hEjSCNVuJ48lmPXcnnNzDpYFHXYhTsmCNvB4k7Ksgit6R7HcRJBESsANRmAUC1TtiPggOhYcZeVArBwUxofRNbQ+l7PAIA+LYivG0iMORmYzXndOM7CKbNtYJjQHnhrlWzYZbngzkYSnaYd3KEJxjDnlvZRA84hu1+ga0rgFbf/Y4rreWeoPJoCWHtilPaFi5KJyGoAE0g+5zlvMQFy3iZ5BFJqairlxrrFeOcdRLYwz8Bg7HLj7zuHN8i+QCwHcqxfbaEoT46+eQgxDkkYFKhuQaR/nxCg6HkyQ2gx7wdyvESeiHh88CQxOZ4I2Q/ZLnt8HUwaTyfLEcHXo0h5QfAbSnTFx9XFulla/EoMo0jkxi1ma+fT4ieJtHmgFmUG799CFBPhIw7nOR7lFdRQk5AWy7BjHgveHjVbGZ911tQNtsOXilYldaf5XaU8R5RkawIJb4VJ+ta7V+n9Zm3xtdelOe7E3fR39Z02f2bRxK3z0m5H9w6yBBcSF2UiZNtI7t2eI4liOOOGJy65zU2oIFCxYsWLBgwabAPvzhD8sVV1wxqXUGJGgEa4nr0eErnKuWR+CQ01kIkpIqkuIId+nX0bwx5gJESN3gQVJMGCx7fZkUCE44PLgrBbr1HiHB3D429dBKulZfpLV6hIjD2/amHKC2JoraRIlyUjgSDO0mfopNR+IReEQaEhZLBNcD18YoGpAfvVdJlULkG+m2iO5zpKlApJSeJ+Lw/GrqrRYaxCHSa2nvnpuehuryCcZlb68v+aTPMFaiLBmM9nWQLEFLfR8n4aqePFGeU1K2UW7gB7UoTBioBEZHg8YyvrL43GipBbDHm/c2I1IqYvlaFm2142MIvCJPyhvDm2FBS0SmkWAhxmzDg0zhkrinTfSc/s+eJfrfYFZ0HQ0Pnw8GlI7rMhwwKm4ecf3kVBeon5ERvHNQjNFJ3FNwafgd1PQgkQiDB2rCSC+QQUaCZrSnowX8K0b3fNFhufdRw0ZvtpX1XJX8teE6Gh40De+ltf32PfP3Z1IkZ/40Gwm6U0+b0/61hBwNaTRYV5sv1fHUWRRHWx4dNkpU5/ZgZ599thx33HGy++67y7777iulknsPrr/++nHXGSZBwYIFCxYs2DZugRMk8oEPfEBuu+02WbZsmcyaNWvCZGi2MAkaxdhBa2T5Gh6UKPbwhICM+NbnfahPNvlp2pCMR+RE1qgHP8I1cFtELMfHG/XleUAsJ4iQKUVOWFzQ7Cu1Of9zH/qSzzbUAzfaSYQqSZLO8k2El4hE8AYVZfFxsxy+UAY1iMibNP1ihAItWhJ3ptcRtXdTezS1B9CerGaRiERi6zfnVB5SR1sPlVMRNhoXGCM2UabdB84KowB4AVhume2LhonaSj87CPZpU65RRFpRzZ4UrWq1p/yfOp9Hv/vQHEQ9+uLY+BnBZWIMuIKfGlGoQ40RUl8Kh0iRDfiATmoW/ax6EDagK8z/GaqjfnsFvqhHWMHjSWeRo6IHFRPPsw5zEvfqfiM26CnnIFN678Gz8aX/cNuafm4cTsfumn47BuZ2pT3aXU4/C/x8q14W88iAFaJPNhL8BgSFo+6A9oAfxnVFPpQb756KPoPMDdRnixl/zSh9d/RV03P31vIaRRivjFA9sSF9PvtokAE5RZvndtv3UrWR9s+srvS9NNw2ehRnsMmz73//+/KjH/1IjjvuuEmrM0yCggULFixYsG3cAhIkMnPmTNl9990ntc4wCRrBYvErrcKz84FwnDIhVl6KTSPBXr2iHxkdDBERKRASkjWjR0SIRYRoD6oiypT3eFC8vm4P1OHAKsyKjjQpMgg8JxNp5dSPCDPI5ud5JA4XIAFCM+y2T/yRaVlzEC0cy7pCJpWGojjMccqgXHGn9Q6Tcpo0tEW8H6TXMAhQ2fqhiSdCEJpBuI64ZlW3O7Vf28r2fkPzpK8KPhVH1uRTP+BM5RgIh+3X/prrnbLX3YkEuJFF2IZVM2hQz12he9ShKEPCiCVQq0xbRMQ8HPz81DKaNazmi2rbkVyVHi6AJMxdAeJqlNA5QMgkw5ScZfWIRCyHhnk5QGNKhj8zOrpiUmnkg8lyvD8e+76+MElYTRm7y6RwoI3T29JxhHvKOj6xhyNmkDU96aaqfVZmdaRjHZpRhQGrvBtptGAXR1vqM1XTccTaSaiLtXp6FLLEeIooEhTPSt25lybDdO46wLdjXa5nBtNrWTugfEzWWPKF/5l92q5y/r1a0jHZXs5rs2FbVN86E4ugGC1y/vnny/Lly+V73/uedHR0bP6AMdh2Mwm66KKL5Oc//7msWLFCyuWybNy4MVdm1apV8r73vU/+67/+S9rb2+Wkk06SL3zhC1Iuj5KaIViwYMGCBdvGLSoUJC7kA3LGW8f2bF/5ylfk4Ycflnnz5smSJUtyxOjf//73465zTJOgl7zkJeOqNIoiueGGG2SnnXYad4NGslqtJieeeKIcfvjhctVVV+X2N5tNOe6442TOnDly5513yrp16+SUU06RJEnkq1/96oTOycih0cLwJBdMjAfoi97yqKLCQzGKyNbjj/I5QEmHKHH/p3NWPBN8k9CVuStQXPYpXiNKqpBPStqK7FAx0UXgF3EespbmK9OIHccrBhdA7LnjgQ1pHR5NIBMVxtsy+kDe5LCOYnQGWeO+zvKiOOLPZMX16EF1pryZJvKFidUyiQfW2+oQGYT2kBcHbhLzyLo6U7l3eLQDQ7ats9WzbvPwcgAM8C4gDvBa+T4ASegnRAGcGKObQ5UB4RwmlAGHYnwzwuEjK1YziUrZSzddbT6ZUwPOUR6FAnLW8GjXsGYNrh0oCKsYoy+4/UBVcJ4BioqrNvLnMtFn4P04Gl+4jvTTASQ80UvYYlSuPZpAjC5lx8MoUlxOG3GN8zpJNTz2jHm0C6gNPTOIGjSPBV1cTwURZrYOE1nrSbprUEZHMV5RMV/SZ/0+SPdjtfKbwPdZRNFebRk9qy6CCl+2xywREVnQZd8VGP9P9KbvpTJB7bg3TQ/KH2xq7fjjj5/0Osc0CVqxYoV85CMfka6urs2WTZJEPve5z0m1Wt1s2fHYBRdcICIiV199tXf/zTffLA8++KA8/vjjsnDhQhER+eIXvyinnnqqXHTRRdLT0+M9LliwYMGCBdvWLXCCRJYvXz7pdY55Oeycc86RuXPnjqnsF7/4xQk3aKJ29913y/77728mQCIiRx99tFSrVbn//vtl2bJl3uOq1aozYevt7RWR1BtlxVuop3ocllHNl0Ec3nNDlUVKjtI0pF89sCWQBY8ytYP2ZDxxlzeTj2TI5uhiXg5Kc5os1I9s6pGHX1RsSw9grRigVdGQVWEGIuXl//jCHxWlaqEcc3zQDuoLU6+WYx6CIFfYUHrPW9SueFpaniPTWm1plEqze156eNHyI9r0OhpPk/KyIj+FnfZKj++Ynr8eQrbAj4rVU+YIFsRCMbchnzfO9hc88MiDHMEbHiIvGnmc2jxvhH5FXJhvAsNzwegETlkbhXvDiEjR5NDT6/IgqkytAfAD9KrqQ4KaeQ0anJuvA31YivOcD7R5yCmffpaJ61LWsZhFCETs8xN7xrIPJUY5o95M+9oKeX0dmxctH3XnzfyOSDm9b7M67A03GkIaCRa1UWSkKrWbT7H8EqMvxNFe+sn3Bv2ILV1x/r1XpPtgIgoVhXbQPX1uqvV8H85sT58V7qdNynV7eMNgrvyL56fXOb/T9sV6jZ57WtGlnabZZ323WSlfEOjmUJRXr58KC5OgqbEx9cjKlSvHlZn1wQcflMWLF0+4UROxNWvWyLx585xtM2bMkHK5LGvWrBnxuM9+9rMybdo087fLLrtMdVODBQsWLFiwYGOwmTNnyrPPPjvm8osWLZLHHntszOXHhASNd0Iz1onE+eefb5a5RrJ7771XDj744DHV5+MiJEkyqqDSueeeK2eddZb5v7e3V3bZZRcpxa4nATXolqI3TtZ2fDLaA/1YD2cCzpHJAE3aOrHR4PFlhNLzeNbGXVXoTDZ1biu8r8R6XAZHALeHo72Uq7PZ/GMwRVoK6iVy5mfjRhPa06qkXpVkorjS8toHhPaY7OaIPuNoskiRLGEEJWOMomn9yUCvnjqPICVFe2/AlWqW0qgE5sgg03rURkrLUJ1GGzlyDPecUTSTky0t1122143hw4gLvmc1rNJzKe9C/3WLjAxjGh4MXdugJyopyzniR8ygGVRvNsP6KE32tofBHjx7qMN5tkw0mT2gFoGHlP7P9w151JjHU2+5/JE6oaedGhHURh51NlUVt7VlkK/8xVkFaHsAmgY9G77fiLQq+nhhLfcauVzsKYc+m16x7wHwYApGoT4fVcrvgUS/41mPNKJSxEZ5MSqGPkbzmc8H47GMMYj7wLnM2lUgie8NnheMo8c2WoT/d4+n3MP1iuwcutjy+RBhx/wqIGpAQecSd2q3GSkqhOzz/ZXNJEGbJIviSYgO28LjnwvbuHGj/OIXv5Bp06aNqfy6deuk2Rz7PZlQdNjGjRvlnnvukbVr10ors7zyjne8Y8z1vP/975e3vvWto5ZZsmTJmOqaP3++/Pd//7ezbcOGDVKv13MIEVulUpFKZZSw9GDBggULFuw5th15OeyUU06ZsrrHPQn66U9/Km9/+9tlYGBAuru7HZQliqJxTYJmz54ts2fPHm8TvHb44YfLRRddJKtXr5YFCxaISEqWrlQqctBBB427vkIcueqwqlWR9UJFyLPxeIDZjO58sOFMkGfariF/sZNDK+s2e3KBUeb0XHSH46YrwsFlgLjoenziyRcW1W17ssiG49EBTQH3xhOplVAusCynCTwjEeYLUVuzXKmWBzHjfF/QB2r6Ikzcfo3brSebqAaQEymnBk+5zAiV8ifihXva+rTPWsjH5dPo4GvT9oCv0SAv3cc3gecOTR++mizSwiiOQWM8iBDGJHNLgK4wxwTffQrKOJTfDaacN1/WyBFOuFvcnmwmc45KQgSww43R3eD4tUjzpdbMRyplL4kRCB8vJ2u8y/STJ3IsbubfJUCwgIgwp65o0Ddb3kSHgpvl0TvyNRVjx1G3bmaU0PnZjT2oL86lz3pEz0qk0aG+qEGgYlwjxkPNwyEarGPMMDcrypXHfca2R4j/88gzKd9vnwXpc/qCOfZZx/PWR/yiDUPp+wJIE48BqHkXtH/Kze1GaWa7tCzQMtk27rv3kY98RE477TS5+OKLJ02saCy2atUqWb9+vaxatUqazaasWLFCRET22GMP6erqkle/+tWy7777ysknnyyXXnqprF+/Xs4++2w544wzJhQZlg17RAhn0yQG5X3pJ0+y8QLKToZEaCkBkLHzEtSHjicK2fBxEktsYYnGEdFzYW2kbXDq4ImLLs1YsnEpX55/wBujaE2MEnZexcodvajLeq6Cb2nNW78uvyDUn5aTMMlwJnF4gMwyYJ54HVVABLUvxlYhry1llgI0HL7cPt2eu6WTS1oSyIb2OkuKzfySA5beTAJST4JJ30QH44knDwUz58hPOoxwIXU56s+GaHN7nCVgjHnPj7tPlDD7PDmTDlMG7aM+ybSBv2Oiwz+E+K3i5SeklMCPXYF+0JEXk+tH23wCe9lweBH74459ThR8rgZrmLi0FW2pgczSI4s+ovs5xB8XbEPS8/IZ3qTEmpJmmH7Ahxr6/Ogz0k5BAWWNamAZELt8nm7zLW/xRBjP/XAj/04czUCA7yMBUKTjqNKyRz1DvufxunhW+lt1wLx0EjSr3bYV4xTSFCIcZp86QzM77DsR7TEh/yOvLk+qRXG05UjQdp5AdSps3JOgJ598Uj74wQ9u1QmQiMh5550n11xzjfn/wAMPFBGR2267TZYuXSqFQkF+/vOfy5lnnilHHHGEI5YYLFiwYMGCbc+2o3KCptrGPQk6+uij5b777pPddtttKtozol199dUjagTBFi1aJD/72c8m7ZyRR1ivCPHAZt6zLrInXsx77jAj7a+fnBIAXkWSWWZ0KvMIirFlPUAnLBxVlJlsrF4OkBRfyD4fm10uY7hSvcdE5fU53YbPZQJS4cWWPDIBxvscLe0HEzqxHBblQ97xPS63OW0WsX3CxOu41q9tBpmWEScNb++3UQxJb/o97pouIpZQ7RhdI0Lue/tV9p+WiYoZUikbhgCvepr0JZ4+xDKYDy0pZEK0RWh5yzOY0dM8IkZzNnFOJ6Q+s9THofUNHX5FugyDsgLtoqcs0T7jvoCnD4L3MCFNfbX0vnHKhy59NoCw+ZYBeZknuzTGSgKJntuji2iO6yLEqZ5Zjqx6xBKdJaAIqIQu07Vo2VoRS17KxnhraRqMIeqLdYNNPY8KCtKyYVfZXaoVEakYsdR8iDgUBFgaYKDutt+HnPtkAzYMp/U/tM5KWJhkrDQwgN6g/Sw0CXt2MK1r7QDLgKTnXLlhKFd+j5npM9tTto1F+hIkau0fGjmIJdi2b2OaBN1www3m+3HHHSfnnHOOPPjgg3LAAQfkZKtf//rXT24LgwULFixYsB3corjgdWrGW0cw18Y0CfJJVV944YW5bVEUjSs0bVu2XFi9etYlDb8uUug3nAqPZpvxcFgAzoQQqwdVJETBpiPgxmTSZnhC2FnsLQs/+dbqE4f06O5nz84IIpJImkGC0C4iZWcRIOYQwPOt0RDB3shIA3gQHkaaWrpfYd1WMY+uRJSo1HBvTFsJCVLeT1Lp0rbbcHggSMynimrp97gJuQQ6pyJUQH9ERJLhtB1JT0r+TzjhKs5N4+hpHUhPqlT/7A7b1m54+hxmb7gPemmMHgIBU4yNxxMQJg7tHo3oa0VDbRmgKwASSJvQ1MXAX5zlyFH9Np2C2z4Rkbo+d82EkZf000ePqGfaJWIJtuCP8L66h3RZKaR1dJTAjeGUCeknI1lINWLRJCKvZ9Ls8HFAcZn83JkRPWTUB9U7wqv6CcSoUuagg77cteHZxTNfIIgKw8cgKg6ZPu10py961+h50nELEVERMYhTgZDkkpKlQf5u0rnxfnRSFek/db1h//vEJrNvloas7z3PCjr2AjF6OkVsOTUG+vgvjXyfTNNyzw7m3z27z+jQttAA11fK+qH0y8DwVkKC4oJfRHe8dQRzbEyToKlmZwcLFixYsGDBRrE4dqNJJ1rHdm71el3WrFkjg4ODMmfOHJk5c+YW1TduTtD3v/99ectb3pLT1qnVavLv//7v4wqR35atmSRSJ3+1pByRuJp6EhzK3dmeCm9xMj94hVgbL3qIEvDGYidEWPk8HJ1vorZUlIyRGhNi3siXhzGHByHyxH/J5oR0UCVMgHnd34MAmV2KTBWTFDVhVAYcnELbDLstV4M1w9+hSbgJmxeXx5RuzEdhGQ4Rwv+FkCAVamzpPuc4c589OfAQVUZ9DgQr6qRIRHCBlH/B0gCIwBsmbzgb+t3yRHQx/oQrL3o6saj1A7FxJB30QDf020VvuCklD/qhdAibCsGD+ri8opHvNKLBUIIRKkRocd+0MoALR5M1Pf4akA18cnLYjpKmrqEfB/QLvP/RUDI286xzWLjhsGmHUeSl5cvl0VIrpGjrR7UdxCEyOU+1z/lZLgHhpDa2FO3EuEgIVTZRd3rS9UMWGdlUTc85jWQbuoY2OdfY7Jlv9tWVg+cE2GXGVpHfcUkeHTKcKeVotZfsuXdSwcID5tl8lrivCIef1WWft52np+UR2dVBdQFxZVmF/pqL7vDKAJ4DnM8nhBlscq2/v19+8IMfyLXXXiv33HOPk+pq5513lle/+tXy7ne/Ww455JBx1z3uaeE73/lO2bRpU257X1+fvPOd7xx3A4IFCxYsWLBgo1tUKEzK3/Zml112mSxZskS+/e1vyytf+Uq5/vrrZcWKFfLXv/5V7r77blm+fLk0Gg056qij5JhjjpGHHnpoXPWPGwkaKQ3FE088MWZZ6+3BksRdE4c+QxkREUN2IhgrGlGujHz9rKMCpxgRYNybhQxfKC0HUcKx6fOYdBbN/Bo3op6G6drw3Yirla23WgS60rARZqi/Be+5lecooXzUsNeBBKTFNttP2WtKypR2AqkomJeD70bvKJ8GI+Lrzgg6OmgMzo17OrDO7qrlI0VMig/U4RFqbFHSSej+mOugdqH3yxRYMKMNqITlJsGAhLD2TjnjgfoiuqzHz1o6GllDiEVbDK2XtA2DFOKURahE7JgtetCScpJPd5L1ln3oih2HVM7jZQNUAZ8HUTq8jVOOsNefNaA+jAQBKUOXuRpC+TrAe4trA/mdmeTEznNaKel58v1rdAhdYpWIiHQQhAKhSKT1YdynXkjHHSfKrQ01nXNyJJ7VJtI6HbFLt11pAe3XFvS57LMF3k9ctOO7VgO/S8/j3NvIOU7Ejl2ce+/59tl6kX5f1GPPCRTwqXnpu2dhj32OdupOvyPSjNG0HkW3Oomzh76AMCI3FWPZJGptbCWxxB2UE3TXXXfJbbfdJgcccIB3/6GHHiqnnXaafOMb35CrrrpK7rjjDtlzzz29ZX025rt34IEHShRFEkWRvOpVr5IiLYU0m01ZuXKlHHPMMWM+cbBgwYIFCxYs2Gj2n//5n2MqV6lU5Mwzzxx3/WOeBCFCbMWKFXL00UdLV5ddiy2Xy7JkyRJ505veNO4GbKs2kgqo0Y9hLR3V4SlxAkFdEzeOjcfbK3gQNaP749O6wSyeeTBZDaHMsdny8NZqpL7aUK/H6yRodEdctV5uEiva41OYRiWIfiLvkKOjTPGMcrITqYa+oMi0rII1R60ZuX8nmWwm0SohWmYfdJRYvRnXxp2C8kC5iC/kTbgKBEjP7YwA5WRx9Bz4FkiU6XjwGTXc9Hv66eOPIKKmkYk2EvGnusC1wfseds4NFeO8dpUvLUw0nPKpKjGjMV3ONfkjKfPbIPXCaNSwJ7EpDIgO9xMQDaA+Th9qFSSJk3sufSlyHCXk7HNMiJ9BJ+t5ZBHoULltutlUQ+Rhkkf+0MVOWg5Ebyr3LiEkcqiVPpd9NUbKXNS36XkvAUXrKNkTAf3oIr2clnKOIkVvW46ulbaZFaYjN0LOiTTTQ5t0T/vrbjTfToTszFYFZ0YUcX9nKceH0UdEfq3alN6HORR5ubA7fU5ZrwlC2qjeeX4i93yNbAbdqbI4ngQkaPsnRk+2jXkStHz5cmk2m7J48WI5+uijTX6uYMGCBQsWLNjU2o6sGL1s2TIvDWfatGmy9957y/ve9z7ZZZddJlT3uBYzC4WCvPe975U///nPEzrZ9mTVVsvxwkwkjUeeN/EkJTWxPAAzPB6d/Z+8aHx6VFhjj6KzSTzqTSSa58HAW2M0oGISG+q5PSrR4qhIu9ybFiM8OGe+BhOR1qLcZxDvig13glS6kR+MI9+ALvg8IsNfIk4Qco0B7SEul22zyxsSsZFjriZTzWkjJ1dttfW4x9E5wZNK2oi/UHCjK0VECs20HPLGFT16MA4i0gDfJ/2fvVVwK4yaOQ0ZXzQLIhutqvLIWjd8LsMjYU4QEDNCDzu70ns/qHo/G6q2X1G/zanHfLW03EZS5UWUF6ybIpaABA07KuxNbaOONc/L1NWnUa6eFvNp9fAIR0RTB9A9UmhHlGE8uDF3ToytAj2fxQwfjFEp8KM4qi+qar9oJGU9tnUNKQLk43SZCEG68FLsoobcT4jSI3DIjHU8N3zfwDlqkL4T9vsCBUuNFKGZ2W45gUAggfgxAoZrWj9sxwLUv8Fp6icEbG1/+mw9sT49T+dOlH/RExGZVbXmsQ8eXLGZfy6CTY29+MUv9m7fuHGj3HjjjfK1r31N7rzzzhHLjWbjZnQdcMAB8sgjj8iuu+467pMFCxYsWLBgwSZg0SQQo6PxHX/++efLBRdc4GybN2+erFmzZsvaMU677LLLRt3/vve9Tz7+8Y/LjTfeOO66xz0Juuiii+Tss8+WT3/603LQQQdJZ2ens38iGdu3Ras2En9UTCOfhwtZ2KuUoRwoEnwErgrf4WU4jqlPmNJkflakg9EJj06QMcPLIcRC3TBfdE4edxBJSiliwVFPvlxkprzJJ4QM03Q9UIVmrRS4YcqfiTnjNbg0pPKM/jHX7dME4txqngi5XJvhiTOfB9dB99uo7XakOketDtI7UvSDI4RyuZuoD+EVs2dtyivnqkQIAdpRZtRAEThkFW808wgK+BSsSgzOESNN4OoAAWJvHXnF2hz9m/QTvctRRi2N/isQIhcPbhARke6OOSIisomQIJsVXRWCqS4gQIz+mPxaTeRws+3qKsM7t+3PcoLYfJwYsw/q0/w8KLLBWkCG9meiDZmzpyij8gUTipbCNkZZCwYVQ9SaPTfuoaMhhvGg53Z1hfL3GQhh1YPVonxdMBbsPSo38zyeCM+L54cZwYUDFGWYzd3Gr6A2RZoKw732nIW0f2x2eFse942jyXB/ofsD9EfE3svFs1Okac9Z9ncLzwOPBcOd8uTsQzswboc9OcqmxJ6j6LD99ttPbr31VvN/YRsMs3/Pe94jRx999ISOHfckCBFgr3/9611yoIbOP1/SZgQLFixYsGA7uhWLRZk/f/7mCz6H1t7eLsPDIzvno9m4J0G33XbbhE60vVkpjpzcUK1s1Bavf6snx7wffIUT5q6X6zatitf9EXHF6I2NevJ4rUYl2aNZo1nLWfm63nQ9HDbv0raJespzWGxOMw/Zzmj25JWm4yZ5w5xlfiRzlJb1U6NhIsqabe4NeSpGIRp9TF56TlmbzegQ2UcEOkFDlRQBYqSwR9IHsLBptdlmuEDgTFFdRg9KM9OLiBRUpwjePTJ9p3UpP4pQuLaO9Dob2odD5HVDS8dDf/FGPsLTBT+Hrw0IU4sGCFChdqMpY+uCcx5TLrZC39MiIgLGR3fFSt0/3Z+OEYzNKjlSUO5lfgo8/qpeZF/Vjv2KIiisDQRlXyQcZ4V2XKa7Ta838wyL2Agn5lWBD2UiHXnMKFqIqMEmoY31kUJQxaITPnyW73Ob1mf4ZBG9BzTKixW1wa/ZVHV5UiLUTxmOlogdR6z8HRfcZ9f3+nCjGd3r5es3UbeEvIKjCD0eRjN7NJyPx3dZkdpOjy4U0KcFXel7bNE0+z7DeGLUKvsuZI5cn6KYyDo/2D+xH9/x2mQSo3t7e53tlUollwUC9tBDD8nChQulUqnIYYcdJhdffLHstttuW9SOybabb75Z9tprrwkdO+5J0JFHHjmhEwULFixYsGDBJmiTuByWjaRavny5nH/++bnihx12mHz/+9+XvfbaS55++mn5zGc+I//wD/8gf/rTn2TWrFlb1pZx2A033ODdvmnTJrn33nvlqquukquvvnpCdU9I6nLjxo1y1VVXyZ///GeJokj23XdfOe20055XitHtxdhBaMDxKSm64uPulDwLx/AfmK9hOEFGcyQfOcZZ6hFt4uW3eKKqTJ6sQh4hwLl5zg9UyPiezC/Cd4/WkEVXPDnEslpFmTpMU6F0a4gV5C166jARXCavGEWTAUXj8qUMWuUQKpS3Be+T+1c97BblWEsqKacHKAnnRSr0PpN+GdhgtrWmpVm1kV2b0bRCS/lRw5TVum+dNlWjmPg6tM+dfGWqPdPUPumn+zygkTGd6jFzpCO4GQmdAV4/lHRbie1X8H3KVAcisjA2Hd4ZyJeRB3Xz3NNNVRfFrBChpzKKonO9mZ6HORlAOloJ9156bSawk++bB7/I5h9zhwxQopEjghxVcjXk7HKexQzvRMTeh0oxX/9AJoJPxD7P3SUdH45aevpRc+695k+Lwb+ydW3QSCuMAdbSQd85kXIFFwF3criZd5y9DuhgYZPLMcu/2xCRtrOqQvPrFajNswN27AD9g5ZRF4k/Yd8MqDzTGBsFkDPXyyhRlqeWjVacMptEnaDHH3/c4e+OhAIde+yx5vsBBxwghx9+uOy+++5yzTXXyFlnnbVlbRmHQacwa93d3bLPPvvI1VdfLSeeeOKE6h73JOi+++6To48+Wtrb2+XQQw+VJEnkS1/6klx00UVy8803y0te8pIJNSRYsGDBggULNvXW09MzoSCmzs5OOeCAA8adn2tLreULGJokG/ck6MMf/rC8/vWvl29/+9smdUaj0ZB3vetd8qEPfUh+/etfT3ojnwsrFyJnTdx4a4miLJTjCq4lR/rAbal5ODgtZPb2nBeeU+Tj//g4LL5tGe2gIvFu4EeMmhmb6/RoIGX5MqyvYzw6j86RD7WKRL8bNWwmYOTRA6OeDW+7QmiDL0Iuy1tyNJaUt+SLsAOyQbwWtLtdxz3zVEx7euaYbbWZqYzEevUcpxOnoTyUIkaRKv6KiCTVFFVpbkoRoSJFV0Wdyi0pkcem/d6r6t+PbcxzE3wRUT7DlWBc8HHw9HnMmCg+vW8NQpV8Z0TEWKszhdAHe+34QP0lz7nbRsnxbDLAk1ePY5k/Ao6LEVenR6uluCGjP+CumFx69OwC4WBkzQa3pfeDUwohWrBQTblfnawqn7gILJ8r4ihJtQq4YoRy4f2yVhtRpnxtDeVWre23fY3cWUs0qzojTkA0Ng2n47WL8q+hi1ueCFhEFg4RIoe+7iJ+TrciNKVWPooTSGKN9LOgg1XxvKue6E3ruPWhZ8y23WanfXvwwvyKBNBFjI/E4Srlipux7osQBgo6o47cYWPgNU6CTUYC1C09vlqtyp///Gd5+ctfvkX1bEs2ISSIJ0Ai6UP/0Y9+VA4++OBJbdxzaXHkwq9mguOLfjPkZPujVdCH2fcblJXeZxIeloec5SQsb/mg0JbeByJGg4yMkOtOImOauujWY/nCiKTxpKmIa8sndJWC5+GvKoEXS0ycNiObwkLETjx8gpMIU/els8DSl0PY1u/8K4e3sZe87ZLQ+VWLcHieGMW6dFVWgnStbEPeW50p0Tdq2B85QOg1z7IHfhwdQntF75NOthrPWi0O3K2oeza1UZc79cend9jeo6K+9EE25mszYoC0DT9o+G13SLEmSSpPIHUpRMdKg2YRbb5hqpOfZzWBJ5Nip7W5ryFeovGFH2MpB5NQTu+AiVHRs8SETfzDhnY4EyNMgkZxFJy5uv6DKjh9RJyRt+AJfcmkfuHEuq5jwc9dScnPhbJ9ntfqctCTfek+JoSDIAxyuYjIyg3ppBuTgl2m2brQr1V1z6rU93Y80LOok7iscCaX5yFT1GPxXkpK1pHEnHg9jWHUa9PJ8BJWuq9v2F7bOk2NgfHDk2mEzaMuniRzWhEY+qegVIUC0xlid9LuEx+dEovjLU97Mc7jzz77bHnd614nixYtkrVr18pnPvMZ6e3tlVNOOWXL2jEO+/d//3d561vfOqayjz/+uKxatUqOOOKIMdc/7h7t6emRVatWeU/e3d3tOSJYsGDBggULtr3ZE088IW9729tk7733lje+8Y1SLpfld7/7nSxevHirteHKK6+UffbZRy655BJvtopNmzbJjTfeKCeddJIcdNBBsn79+nHVP24k6C1veYucfvrp8oUvfEH+4R/+QaIokjvvvFPOOeccedvb3jbe6rZZayUu5A3ougw0hnN0miUgQoLUU4kVqWBip01ImYfiy9EoRGd4jh6UyFm2ATJVS4mzTqJPhGsT4bcVuxAxcQClAASFk0Kql9rKJAgVIRRK29AitMhH7jUIFkLqCc5HeW94PtpO9UeG6Mxh82DDeg4GmoS+c5bKgIDZumIVcmsh3UEbranrMgGHsPd0pH1cyJCI0/JY1qOlxPa0vrh7erqvQUKQ6v23qDzGSFcp7QOQPkWsF21E5ciTLagny/RddBMc/nZifaPrGL1pRkDpsFTGy6WaVoTuW189LYeluxqJ3AG9AGq1gdAAS+SlG6hd0FZ0ESER+yw1SWTQLmGln4xYtDzLztm0GkycjQzeQ0vlCGYA6Nj0CH4q6sGCqsBsHDw1uwTsSQbMUhy4JyBL83um3JY2iJE2HPtknyZ9JrQLaSZQhlE49Emdls9amYS0TooPLG3yEiqSveoyLwINRERq9fy7EIlyUVcPJW9dMj19Hg5eNN1em5E0gMChPffM9vTYHiBB1K4+vL6dpLvpJxBFJ9RfX83o69LWysf1HIgl/vu///uWnW8S7I477pCf/exn8tWvflU+/vGPS2dnp8ybN0/a2tpkw4YNsmbNGpkzZ468853vlAceeEDmzp07rvrHPQn6whe+IFEUyTve8Q5pNNIHvFQqyT/90z/J5z73ufFWFyxYsGDBggXbjEVxwUSObkkd26O99rWvlde+9rWybt06ufPOO+XRRx+VoaEhmT17thx44IFy4IEHSjzByei4J0Hlclm+/OUvy2c/+1l5+OGHJUkS2WOPPaSjo2PzB29nxohIS/9pKReqQpwom7iTEifC6wH5lsjDFUUemnocc++ADDgig9qOKKIGmQP0YEZXMuk1Ek94O4fxFjKcBvY0E/AviLuS850ZQUFdBsUhvMEQo33JXkcewKOJGjr0H3x6+iKJ23N1oT9t6gFGWfJpObIh9Szxjz5gFCpW8cPO9unOcc65mO+kkEDcPUOy1uqYrmXsc4b6pimXaEG3RV7WD7nEdEZxwCFC4k8Ri7QUEZLuQc6GCL0BaghuRUKjYrgJ77lAx2pqD4NcWKSzTdGRUiZMn42RoNJopH61mtNWd1/dQ3ZlIMtwYUx4PhHg9asjeaG3spTos67SBSKW85UoAuHjzRQ5ca8JjNDjaXxUi+kYfnbQjm/UN6MtHTwOgqdtnd5msaY9KF2Ec61iCdHoXuYSVRWice+N+/PhPouu8KKIiNSBiqXjtRYRCqrPYhehPdnUGIzIgWTN6OejG9N+f1a5QbM78u+4VgYtErGJabl+fMd4ZYQKKNKC7rT+Ptk6xOhgIrNmzZI3vOENk1rnhHSCREQ6OjrkgAMOmMy2BAsWLFiwYMF8Fk0CMXo0lfwd1MY9CRoYGJDPfe5z8qtf/UrWrl2bi99/5JFHJq1xz6UVY5E2Xv/OOI9OBAjxa2DG64fQIe0rKL+mU9fEKZekSTnAYomRR7DQNkQ5OMQ3yYXXEgQKnkadrgd74S1xwkiEPkeVLlu/J5Grqd/HrzHt0r4gjpJBjkpp/Q5S40GOkowwoyNkB1E8B5mKneMSOsAgZcV8ZJrleXHYvHJ7lGslg1YYMdEx4MoFpPcGXCLm/xgRxpjP6UbKcR8igS0jeGg/os6Ym5DlK8QeUpRPpA8oAI9vo4lJop4YP0AiGFGAaCPfm1ImFYMPzYF3zqkcsvwcEcvjAaLDYd7gCTGygyrgzTMPCHUwBc+mzUhy11HwtMegBZoctcDRmJnxF9OLxBdUhLoKGrEZ0XsAQossion2TGtDAlVbf3/NRd9ERGZ3uKhFX9VeuO0XIHm2XOxBRLIIm9NPnovDM9LUyNkNQ/bZyiacTtuf7n+6P30Wu8r2HdRdzgtlrtmUvl926kn7f14nvb/1nQbeEwNaQJ8q/B4GLyqTiFiEk9um/9e3UnTYjrwcNpU27knQu971Lrnjjjvk5JNPlgULFjhJVIMFCxYsWLBgwbYXG/ck6Be/+IX8/Oc/H1cc/vZohdgVS8Q3o3XBCAE8dp5lm0iuPP8l0eiIOEr1MsqEssCjTjjKIxsxMlZI0ydOaHhIFFGjXhLW79mLg7OXMNqlSJNBnHyIENpISGGUFScURmg8uj8oRy5n5OMTmZ2e+5ARjvRN2aGTxF40kLhCYSh/gF53TBSfFtrP90bRJNNmEspr4Z4zSofLKOf5degXXzQcOGM8XoGIAHHxoTKsu4JjfZFBGA8M3rQiV0yO+UI41kl1EeETvB973b4IrdEM6A3Ow3W1l4AmjcwtYVkYaMow+gSeU1ZfiOtilCQynJW0rnYaw7hbVrg0n0Q3omekpcir7UP23NPz9FA6iKzmGKfUaJjrprQiiEg1UYOc6iKzr2E7qqTCiT6ELYvyiVjtFUatSqopVdcbAKRKhBEwWwcQoDX96fO2aMi+g8DjYaHMOT1IjpoiQbM6bD/hXNDsYr5np0I6RYoo3DjsRvCyYRs++Tqm1CYxbUYwa+OeBM2YMUNmzpw5FW0JFixYsGDBgvnsORBL3BFs3JOgT3/603LeeefJNddc87yMCIM1W4kTJWXk7MHzGNpoC3v5L4qSQCeEuRzqzSPNQ0wcnkJcNueHmQgtj5R+kuEcpJXo+roHeTHtKth7l/V2ir71/CiPitkIKkJnMg+ZD7nxpuBQc9IvKHcAyUZ95b3IECNfmZQYjDRB56jWQNJNqte0gRSvlesRFav561DUJ6b2gftk0C4Pd2xzCWNH2wfeDlRtp1W479Nz+jxZeNs+KgO2+ZJK8jZ47g1PQUQo+XhI4Gb4uDWGn0N94kv7Uc2oSPtSZHBahIbx/l0uERtzlCw/Kh81lFXWTr+bvBnO8SIiZXDLkNZCIwVFKIEq3duy8psQTVejoQ+O4qz2fJ9YJM7uA/2nSOBBn/JssppAIjadT28VUWL2OqZphBmje6MBeAPa/uqwLQTuDSLMOOqut5p/jnHvEQHG42LAoySeVYVmxAyAV79GJfK4Rb38rAzrd4zhdgqXRL8M1KF+vnWQoG0hbcZzaQMDA3LJJZfI9ddfL48++qhEUSS77rqrvPnNb5azzz57wvORcU+CvvjFL8rDDz8s8+bNkyVLlkip5BLtfv/730+oIcGCBQsWLFiwYFmr1Wpy5JFHygMPPCDHHnusvO51r5MkSeTPf/6zXHTRRfKLX/xCfv3rX+fmI2OxcU+CRkpp/3w0dhhb+k/Zk4UxaihvhDy6uKr5cTSSKC6TQnP7tHSfyU9lkYtiMe99JlkI06MiK6THYw7F+jGXR2QXq+x6PCGYL8rDKFgD2eBxZxSm1YVlbRwU4cSg4BfVUl2lAvFhjKfsHJxBvjzJVTkZTPaKGJEbyub2cvok/eQoPURo2bZTRB7QMLqXlueUfzB9SVuNpoyOi4SjjMxxhHJFQFzS60BiR7ZeD18BQIWjAN1yeWGsN4OhzgkyTV407ShGBUDTcPLwmq5VpIb4F/WGqx3E6A+Qh1ZencqUY+Qyi/r42sioD/S+fOhnvu1+BWF8xTZGoXxJgM1xvnPpc9Cpz1YvhY7imljtGBxFwwFjcFJPQPlTjRYQkCBG0VC+5kFZDHpD584iavzOgio+l5mpEWzTFRFirSXce64DStdoIyMuQ/W0HW1OPrG0/qrh6thnJcs5Yn5bkimT/S7ijo9S5hlpenStpsSeA8XobcWuvPJKeeKJJ+R//ud/ZO+993b2/eUvf5GlS5fKN77xDfnABz4w7rrHPQlavnz5mMpde+218vrXv146Ozs3XzhYsGDBggULNrLtwJOg66+/Xj71qU/lJkAiIvvss4984hOfkB/+8IdbZxI0VnvPe94jhx12mOy2225TdYoptUIcOYwGOAJAIIDmiBAC4ckNFcPTZz6PycOlE0RymWNFUEpxHj3IZlAXIY5Lyw5uIAQ+T9PolXi8WxhHTljNFLutAKVXL6cEfJN8W4F+JBwxlihSppmlpWrRj9hcG6EryqeCTk1EsE9B17vZEUcOKTTV2aff4ZE2qMfQ/gJFn5TUO28pYlNwFMLzUWSJZpuXQjm3T4CGMcdC0bxEo8gcRV39LHKfZ/SaIor06SjpOEVR5/6ln3yfa1qgE9w36nPwtIbogCy6wtFkvizeWdSGKUFAC8xxdE8N8MqKvUVwS9L7zdwSoCVVilYzWeERxcRRawgo9MYNahvoO85VGIUPw/3aUG2bOMlnKjftI7QRSFBZ8491luzYQRRSlVC0UqxRZNBCotbifvF9G1LEZdDDZ8H3duXSdBGnBogcIzvgF+E+9FTseAVKMqPN9vXMdqjhp9dWa9l9zw7ivUconT43awfSZ2UDqaDvqcrXO/fYvsPwxxhgFBRj3ma3Jw2hBMeZTaYujGvuJxyLMdMY+dYGmyR78MEHZenSpSPuX7ZsmVx44YUTqnvKJkHJOMNegwULFixYsGB+i+JYoi2M7trS458r27hxo8yaNWvE/bNmzZJNmzZNqO4pmwRt79ZK3PVvg5aoh9ykHE7wNEtO5JF69aoK7SAFRr+n5f4vYlz3wiiRQhzhNNyCZ209xlJZs7tDQ6SVd1V80T+xQQjsTnjUPnXhok8fBArZRuNnM5ETWc5E3ZNfi2ADaPrUoaPCWk56HwgEkGH9J854giKsjpwa8wAKTZcjIyJSgHZQKfVIkyohNehjR6NIa4ZeUNNyoUTHT1KyPKOWIkCggXD+K9AOis71urnhWMEbXJEuPZCvDc68j9eC2tHPIjabd63FSFn6iXHBXvQmVSHmKK6Chipl1Zu5HeBr8D3FeRg56lSEAvouzOUaqOcHdpbXxv4ZvPmyR8G6ZXRz7DbDLaHfEowRoBhOuiwtD72fmJ7Fkt43h/+naCO4cqNxlbgcnqNaQu8G8BipsbvNTMcdkBfOD4bosLiU13Ky2kF5zaF6nDhlRETa9MeW1byBqgzW03of2WDfies039fcTvseA1r1P0+kP273PLzO7Hv9QTuJiMieMy3Xsl3PxdpEMIyBpomAI3RZPwfouPXaPxYxs9cGDap5XWXdt5V0gqJJWA6Lts/lsFarZZB+n8VxLM3mxCC5MAkKFixYsGDBgm2zliSJvOpVr5Ji0T9laTRGEdHdjIVJ0AiWjXww6rweTSDjaZKXBK++UU49/VLLogDxwPq0KqPZQ7cBmjKs+2OisVLPY5AQgiGD1JCnn/FIKyQUAq2hOKZoMuRiynBkRKw3WaLuKGbqjynTuomYGqu6dZY7xHCtXjerJCNyBc1hP9mo8lL5UpznNJl96v23axZzjo4bLRuM0f1hBWgcR5FvQA3RPwm1C1nFW6QdhP5Hv3LuOot2ENelkOGNcdCg9kVJ7y33CdBDBj8KGXVk5vigXxhxQSsQtcXPC/qa21/K8ig8y+WWT0ZoFxAnzw3BFi+ixdeGnHiec/rus8mVhraypowgSjSvtg0VYyeTOyLG8rfPPP9OvyoPpqU5+JrUr0ABHdRKITWMxU199scAOjbcnukacYX7xarQsVEGB7rHiLByHB3tIPfnY4CisYyYOaNc+n2jRqgh2zubr/5Fs1L06n8e32j2Pbk+RZF66ZzFTF5B7tdGBgHi8YpxAe6RiEi/6hahTxgVm6m6RZ0lvJe3EroSRWPPFjBaHduhjSUg601vetOE6g6ToBGsv96UDoJH8YKzySptWd9ykyGT6iQloRD2SkmXqzR8nn84E62YfzDrWheWR4ZpEoSHO/b9QHl++CMlIFcKduLSKqYvUBAv+eXn/1HRbSjD5OdM6LozmcOyjdglr6SReaipPI5lQTeE9uP31VnqwIualtTadSLV1P7kH0IcCRE3lzTt+cHENlwbTV4TJcpzcliTOBWrn209tv7OdH27LiO/1Ph1ZZZmPO1BXzgJbZEuBElrm7at5UraDh+MXzMkZbsNfcE/vibBpM7cNpHYHSZQXU56Byyh5q8Oy1sY3/zjZb7TJB+/2wiF9r3XmeicvZVOwlWkC6Ey6APfUlzJXEe+jaa8R6yzrk5HKyGyONJmkBOBMd9I8suYpcwkRcQun23QNdQ1/fZdsmE4rZdTiOA+PbYhJWCvp/JlvTnTOkbWWpnRZvd1lt0ff54EmfQcRVpC1XsCKYd9ZlsnYqUujbEgYrem6li2a5qhwF0qS693mAbqpsgVQnTSHulXELw7S/lBwyH1IGG3a9/xWEb7zXtja4XIR/EkTIK2T07QWKPSJ2JT1iOLFy+ekHBRsGDBggULFizY1rBxI0GPP/64RFEkO++8s4iI3HPPPfJv//Zvsu+++8q73/1uU+6BBx6YvFY+BzbcSJzQUkA/bSDTkueIpIdNIic3st4k1W2WUeJ89xs43ENMzSY4FLGoDXur2eUqJ/2Hev9Rvc9sq3Sn3uQgyjNkP8pyhCnGIfsG7cEJ7UQYyzfOckctIzTp1IUlFLo2TRFhSMbkvRkkhBGROpbI0n6NKFkt+gWeu5PyAsiRB06zQoc8PtLlC0a+EhCiFZlidA9IoSs9oO1KcGkeki+jEvhnlES5ueVGsd42g2itzDmZXIrbVaYD8A3oBHvKPi6vHadZREikRwmP9WL+eq03byutZsQfnKGpseujEa8ZIcASU52u1z5feaIzzJcuxPeMjGZ41nnMYFz4Unt4uNtGRmFYORG+ZLRMfl7dl47FPz2ZopR9wxaFmtuTjmEgQsNl2ydYHmJUCctVeN90epA/V4DURWi6Sva6m630HfTAWvteeljRqt1npMthi6bZpWMgWkyix6VXTRocQht1yWpaBctb9jqAKPIYnmVScBS1fH7JyyYFzu2aEkui2E3VM8E6tkdbtmyZI/DrsyiK5Fe/+tW46x73JOikk06Sd7/73XLyySfLmjVr5KijjpL99ttP/vVf/1XWrFkj55133rgbESxYsGDBggUbxXbg5bAXv/jFI+7r7e2Va6+9VqrVfG7Nsdi4J0EPPPCAHHrooSIi8h//8R+y//77y29/+1u5+eab5b3vfe+UTYIuuugi+fnPfy4rVqyQcrksGzduzJXxzRSvvPJKee973zvu8yWJw3PO8QoYzYD3xdpIxkswqAx5RJoYtBXnRfRQzuXlpN+BLjE6AY/UFcNzPS5GFEqa+iEa2mS2gZNQiEpO27n9Pjl+fInogBKSw3o4QWj3aI+hg6R4+EjgT0FywOFTgaNDdZj9ijgVKEw9Rpg6UB8SqDQoEbdNGwKJAnefXhWTn1FOU6jEw7bPy0COmNyM/tF0GT4kiM0kHFWeQ5sTnu8m7uXkreDeMJiRRTv43DgPE2xBem5X1KDcSeT1Zv61kuXNsJAi0kAgBL+fRO6sREOuSmNODtokv82E3nsgHfNMcV+YxLT6Pw1A+1wSYRnljdAkJ/zVZzHJR680Nd/MUJPeDaOEWxvyusOudq+NycqlQv7dg0SobRos8dRGG6YOkUR8ukKKQC7z4wLG+0o6Pvg+bBhy0ao5Hfb950uUu1KRIKT64PpxTQ5HSXk+w40o175WCfc53bd+mPk/IGrb+wZhx/kaBu886/qJ35vNIRSTZlG05cTm7ZQYfdlll+W2NRoNueKKK+Siiy6SnXbaST796U9PqO5xT4Lq9bpUKunL/dZbb5XXv/71IpJKV69evXpCjRiL1Wo1OfHEE+Xwww+Xq666asRy3/ve9+SYY44x/0+bNm3K2hQsWLBgwYIF27r2gx/8QM477zwZGhqS888/X9797nePGD6/ORv3Ufvtt5984xvfkOOOO05uueUWM/t66qmnRlV03FK74IILRETk6quvHrXc9OnTZf78+Vt8vnWDdemLbJTRbI2Y6NHIgOlWk0w6lIdQEuvtAe0xiQTZS8osIrseVZ6vYT0Oye3DMjavvcNhL3jKQ6I/omi1qJ56XF3taRQGU6FwrBMNkw2RZ5QrcqOw2LH1rp0j/F+PY0/FJ/YI1MogPByer5/eiLSmpucYGDS7kmKK0LQ6ZoiISL1ko1VwTzj6LEGSUe3D2IEgwEciBA/t0GuMGtTWYeU+EBIErlGkSWQ7KzaazCfchwgZbCyTV1yA/IKeu+E67SKSiXAEV0dvUsUTns9oTGT2uWV4H48LE1Ho4eXgeUAkJUfp9FXzSVXjjDfrQ4m4jI3szJcD+sRpNiLPmDdtjaPcPoj0VVB/I4/UYJxyBF+rBD5P/uYY2QqHe5SeoF3sOIqRxkf/d7hQ+r1E9xIcl52U/8PvInBpkFqDE6lOq6Rjq6tsny2MSSAp3Ofg17RR/biHT2tEWkepmdu3ZDrzfkpaLq0LwoXptSW59mdBDuZOoi/69cvqfrt0sla/t5c4AgxcoLRdPHQ2A9BOncWxKyEy0Tq2Y/vlL38pH/vYx2TlypVy9tlny1lnnbXF+UnH3SOXXHKJfPOb35SlS5fK2972NnnRi14kIiI33HCDWSZ7Lu3973+/zJ49Ww455BD5xje+Ia2tpeYZLFiwYMGCTZGBGL2lf9uj3XPPPbJs2TI54YQTZNmyZfLwww/Lpz71qUlJ0D5uJGjp0qXy7LPPSm9vr8yYMcNsf/e73y0dHR2jHDn19ulPf1pe9apXSXt7u/zqV7+Sj3zkI/Lss8/KJz/5yRGPqVarDqGqtzeNmvjb+gEZWEdrxKpRsZtGKuw5y3osbcqHKCS2PLwQTuIHm6HRMGUVUCxwGgz1vnxpKgoRosQ8qA+Vz0Y0edesmxa1iqspKoHB0F6abvZVm3lkypdiIHvuZiYayGkjuVJJySZMFREnwgnJJDndRBYBMpFaQrwc3lbM8K44fQnKIYqLkCBwrTgKCN6/QT2cfo1z7TEJYwsjP2asEeOk1RCRAiVejcG1opeYr49hKGc4QTQk4D377iKQjnZCXhJ1kH3ICMY5c4hsNBZfi3ssD9Fmpq9ZqBFW8XBGbEoDuw2IAiNTOJdFSezJgcIwypBNAsynLnlQJTOuTUQeoYeISox0LBAShOv1iT0ihUMv6S8tUH5KD0VV9erweaovHTuMKkPPhrdBoHDtQPrO20hJSWG4H2W6cIPs0Db0WZ8id/NIxwcpTfhd0dlI6wCyw6gV7tGMdotmzgT6rufmYT4E0VQaR9mIPW4r2oHyHAnWVG7SbOIomXQz4N1RvRgDiYcLGmxq7KUvfam0t7fLP/3TP8mSJUvk3/7t37zlPvjBD4677gktoiVJIvfff788/PDDctJJJ0l3d7eUy+VxT4LOP/98s8w1kt17771y8MEHj6k+nuyATX7hhReOOgn67Gc/u9k2BAsWLFiwYM+p7cDRYYsWLZIoiuTHP/7xiGWiKNo6k6DHHntMjjnmGFm1apVUq1U56qijpLu7Wz7/+c/L8PCwfOMb3xhzXe9///vlrW9966hllixZMt4mGnvpS18qvb298vTTT8u8efO8Zc4991w566yzzP+9vb2yyy67yJqNwxJV7ICZ3ZWiNfAu2OmA11YuWESnqtvgnXB5eJ9IbBhL3pPg8iXVCe7AucmHLyAShfgmSO5aa+Y9auO0MEKCHIwaQVVuswgf2s8oADg6Rsma002gXZmkkiKUXoO8YfBmwJXwoj6syO0pl93nEpEUESkjYSkhT0Bt1FvPck1EXJQBjiXuV52i+9BP7RElMe1dIyIizQ1r0+O6bb9G7aOgRImiB3yN2rYWaVEBAfIJ1mIM+FAVgyx60EOvyrgPSExc9IYt9mBM4LbYxKt2XyFxOW+syVIopxu7K/mLBNrD14hnyqturc9DoZXf1/REHuHS+BoN6JPk+w7pE5j3YyIKFcljfhvyPTKQgH7aqPo9HLE0QyOWhlt2zDyl/JoHnk7RXCRIFRGZ3V7Ra+P607ZBZ4cRM6Bt0ALi8YEoLI4YQx3oL9YJQpetH7LX+1Rf+qLpq+UV9oFObiBkCvWDj8nRZAYxI6QdHCVchw+5xOV2E7fJqEiX7RgzCVf1PPyOa6h6OfrJk691amwHngQ9+uijU1b3uCdB//zP/ywHH3yw/M///I9DhD7hhBPkXe9617jqmj17tsyePXu8TRiz/eEPf5C2tjaZPn36iGUqlYqJdgsWLFiwYMGC7Tg27knQnXfeKb/97W+lXHa5FosXL5Ynn3xy0hqWtVWrVsn69etl1apV0mw2ZcWKFSIisscee0hXV5f89Kc/lTVr1sjhhx8u7e3tctttt8knPvEJefe73z3hSc7MLnuNC7rTOuboujdTHBDNwqgHomzArWBPAp5QEyrUBeZTpJ8cmVFSD6vQRMJFFu1BtJSNZCuqJxqrNkyUkOeFhIusx6PlsM2JrNHrKDUtb8ogFJocdshRF8Z1a9t93ljiQaiyStMirvKzORhwjGfowtt2FKNVrRnlCQlKVI8HdTIiZ71Iu82gC1p/HwE10LZZREBT9cF70nJ/e1hERLoW72T2lZbskzZ5xlyzraUaTsY4GatJrJtHJYqGo2CLAwX0IXko5iQGzQA67C/iniZOtI2LHI3G//EZ12/QIY/KMBKWuro/+gkKGLcro/actl+cOjh5K451+SPpd4zdFo0B35WhHxFdVSnm9aZQQ4GU4JtAVD1oGtCwUmw5QYhgY57hekVOUAfzf4Y9YUyI8tpndp4vZBGwkblZvA3lEUHF9+gZRbBW99n3Rl/mPenoEBm9JlvJqk0pMv33dWkU5wvmWLV3RKlxzjrcw7mKcjMSvlF1gWKDntr7jXZQ/lTzrAPt4TFWM2Nfo+k8iPuU2A6MBH3lK18ZU7mtshzWarWk2czDmU888YR0d3d7jpgcO++88+Saa64x/x944IEiInLbbbfJ0qVLpVQqyde//nU566yzpNVqyW677SYXXnihvO9975uyNgULFixYsGBbw5IomoS0GZt3ULZF84klZm2rcYKOOuooufzyy+Vb3/qWOXF/f78sX75cXvOa14y7AWO1q6++elSNoGOOOcYRSdxSi+NInum1XgwiJeDFcBQDvLYuWlPGunSbUTG1ngS8kj7N/Fxos94h+B0NEpiF99Xh4Y9EUAlmHkwrRT9iRD1RJJgvRxe+gzfDHpRXE0MRipICbMwdgFPry8BtuD2U5d0YODtFglK03RxxBXfTvAxIJdmgSRyhZfRy0nPz5UQZhekksfe0BL4WtR9eJDJ8D9FNAloQ1awOUe2ZlAs0sGZ9eok9NvqsOF/LMd8J7YB2EPG2oD7NxQ1KV3A9eBF730xEm4f/w1yGbIQLq0PjPBx1CE0fIBB8OMrxOQ2qouXYd7ZyR4jEITRDdzLPKBudyMgl2tH0ROwAYfLtczSNMr8zvuAfHtdZ3kgUEX8kh5jl+3CI0BUgx9NMZJcdA2sVqqg28nwWRK2ybs7D6/OZ2YFo4/4W4nxf433DKAuMc251K0KNvnui1z7X6zQKrUidudesDqfNiFQTsZFmzAeb25m2FbnPWKNoukLNjCaZseVBstarlhHaP7uD3rmFfF4w9CKU0QuEHDWqbi5HX762YJNrK1eunLK6xz0Juuyyy2TZsmWy7777yvDwsJx00kny0EMPyezZs+Xaa6+dijYGCxYsWLBgO7btwMthf//732WPPfaYkrrHPQlauHChrFixQq699lr5/e9/L61WS04//XR5+9vfLu3t7ZuvYDux3WZ1yMO9dob/0Jp+EREZ0nXtBT0WsYAXNo24R3DI4Il3F1nMJPU84AEy2oDyrE1iOBwCdIL4DpoDKC6TqnLL9eAS8pZMdArnNwKaop8+9MfJcQXUxnA48u0HEhYT6mMUkT3aOGgh0Ki04iIuwLZDPTLwfpzoKmji8PUD5crqBYmNPksKGnFGek1F9Q4dLo32C7STeB8897jXZsEuz1sgIiJz2tJzF2dZJfO4Q5eO6ZxAexLNdN8kVAzoHN8aqx8VOWVErFecVQ8XEWlabW2zDfwRXGN3mZCXFvop34ftWhfzT/prWhchR1kUplbPDzI47oz6tJUQEUmcDB3CeAw4qseoqlMdBqUDl8jDF2IeUratzNnx8a+wG1Uw1wroENAx1jtC/RuHaLwqwjFDx1MbIS8rNyJizCIo0LaZqcg0ox+D9bReqESn31WhXf9f25+PxrJaSzKqoV+GG+kN4ciu9UNpGznzO/JxwR7eYK8bqs3zu+2YB9KEz1kd9h3UUwaPzz4/fbWRo9WAPuHa2kt59JoNvDAT7epRsgcrZGtRgnbk3GF77bWX7LTTTrJs2TLztyWR42wT0glqb2+X0047TU477bRJaUSwYMGCBQsWbBTbgZGgO+64Q+644w65/fbb5f3vf78MDw/LokWL5JWvfKWZFO20006br8hjE5oE/cu//It885vflEceeUTuvvtuWbx4sVx22WWy2267yRve8IYJNWRbsyN2mSZ70nr8qk0pooH1X456KhmP3B4P58LkuGlYflGPoiqxRoo46rmeaJvsvgYhO0aPhxAFaYEnlLoqEd3lxIOumAdDr62TotViZGsfppxbWgdUjCuUuM7kE2vmlWiBdEiFzg2Noox6M7erVbFRISbXmCfFvMmLRm664QQh/xrdBxNZh7ayQrMnF1hLI8twvzrJS++SmnsdIlLe44XpF0R5EX8pqqSIV7PDage1OlPJiSGVaK57BEgYNTTq3DraHL2mTIZrSh8lRcXdCoRKgP4x7HOLgYg40WfpP+CWdDqco/TTpyGENtdon+HxQOaJUJ+Cx3PN6l9xpE8RQ1/y9RuemvM7gGghQr70O4KwGixTZdqavzZoB/E+H2fKtNUTObleo6oMGkV1gS9TpQYB+WkqslulvsE1Lei243p+V/rMgpfIvB9wb2a2p+O8ixSgEb21Ydg+10BvYj3PbEJqkM2eOT5ZvhYjRw8/M+DUldZXdvqA1bPL+u4pEp2nlMmLxdyxnrLL+6l7xp+TLw/czFb+2UKUHiLzBgbz3Klgk2svf/nL5eUvf7l88pOflHq9Lnfffbfcfvvtcvvtt8u1114r1WpV9thjD/nrX/867rrHPS288sor5ayzzpJjjz1WNmzYYCLFZsyYIZdffvm4GxAsWLBgwYIFG9125NxhbKVSSV7xilfIOeecI+eee66ceeaZ0tXVJX//+98nVN+4kaCvfvWr8u1vf1uOP/54+dznPme2H3zwwXL22WdPqBHbos1JNskuC5aY/5dMT70jeATD5HHFHl7EsE4O4YzM7rBr4+BYdJRSb8bnMYvHSwT64XB2TGZzQhlablRVRLycJBMRxQZ+TlTtt80Y3qR1EIKiOigt3dZesVFPBu0xXByLUCFALqbs6AXVKDKoVSsfycZ1tBQ9i5O8TAPuDaNo8E2BAHFfsLaSiEhSt+cxrBl6aYBP5ctPhRCnZrtFdqJyimDFNe1PQvCabWkfNKYtMNvgnSPihfN3IUqFkQGMN+Q3cvLNIXgOGjnU1ljVxUuETCH6pQDla0K5osEUBWzFtn8GMigVRw3ZtkrOGqrW7OgQmX8UcaJISqBc7OUXMrwcRn0AFnDEDo6Fp++iadoGag/qxxPCIIInhZl9HpHLzQPj+qgYGD/I8SUismk4vYB1g3lkB+OOuTW4NvBh1g7kkR2OZJ3TUdTriJw6RUR6h92oqmkVGk/KERusM6cp/exStGcxZYAH2tNH6A224dxOnjDVZOMIMHCZ0J4q8Z2qDc87Uw33PqZRlr0lw6wQ7kEDYYjg4/c92tPa2tFhUbzlWeC340nQ8PCw3HXXXXLbbbfJ7bffLvfee6/suuuucuSRR8qVV14pRx555ITqHfckaOXKlUajh61SqcjAwMCEGrEtWjzcK5X+p83/83WpwolRVhuK0of5aYJFH93g/sA2E/uCWKgpOIrDvSIiUuCEn5WUMDtMtyYLvfO/eLidMjppKOCH37MExEsz5prwgPAbG2HbxIvGNjNhobBwiBI2NX6ely5sok9qa4ylQSUi8nKYLiNFvEyV+RVKOEQeL0luv0ml4YGscU49T1yz47eFl03JErVBxi4n+bogONmk8oX6oFuGyOW1jnQ8baQxM+yZxGWN5x74IcDlttOB2TBynmgXlHBdd5ZtXDE5Tu8AiQVfu9AeXi7whcGbCUvitpnb6kvMW/Ow9NszchUc8j5Uz/8wWfJz+smBBS0NWeezoF/QZ9xWm0CVlv+M0J+er+Upj8kotQv180SkoEtKz2g4/JMUdo7r3InIwzv3pOVn6eSG6/r96vT98tdn7bhGEtbpGpyxyzQ7sa3rswrx17aiXa6armkzeHkLS15IRspjDPSBXlo+A3kbyUk5iWl72U2uKuJOkkTc5cN2TLT5XRi7KVP8CX+1LDsFnncoxsAgxhONkK4KJqNp3/XF9H4NNiV25JFHyr333iu77767vOIVr5APfOADcuSRR46YDms8Nu5p4a677mrUmtl+8YtfyL777rvFDQoWLFiwYMGCZQzE6C392w7trrvuktmzZ8uyZcvkVa96lbzyla+clAmQyASQoHPOOUfe9773yfDwsCRJIvfcc49ce+218tnPfla+853vTEqjtgWLh/slHiSyMSBWRW9kYIPZ1d0xXURE6jP3MtseUCgaCRDhNYnYMNUeEHl5BUiRlAbBvfBZzNIGtTMLxfO2NqTDIKTGoD6tUULqeakMDw2hMTmhQs+DZcOL7TYIxZVp6STOoFXRsA0xN0tqTOLGElkMkihJ7+tXRhRMCg2TdoJZ4hoa71k2RLh8wkgQ2qjLhRx23+rQZJWMuIDErekwaiW7bLhOE0s2nWUbkJkld22IovYtA0xTz5SXz1AHSOK8HDaoHcVLWkBc2rTvGuQfRe3T0jronEAcTLgw7fSRSWHYwisIWWIqp5ZAW311GTkG8vgxxobzgK0x7nO7pGYN58oibSJ2bJHmoUGd0MSW554WPelzhjxpKUC2r2l6i8fFjsmNSsRt0RjDfdhrVvqs7zbDokQgM6/ut0gF0rt063opE4YRzo6ltSzRWMQVkgSSA1QF6I+IyO+f2Cgi7vOw79x0eXi4mVaylvJUrNdEsEum2+cti+R0OkKN2k9UfyND1mdwHOiWp8ulnuTHa5ahwO+UNu0Eky6k5JKup8x24OiwjRs3ym9+8xu5/fbb5ZJLLpG3ve1tstdee8mRRx4pS5culSOPPFLmzJkzobrHPQl65zvfKY1GQz760Y/K4OCgnHTSSbLTTjvJl7/85c1mhA8WLFiwYMGCBRuPdXZ2Olkh+vr65M4775TbbrtNPv/5z8vb3/522XPPPeWBBx4Yd93jmgQ1Gg35wQ9+IK973evkjDPOkGeffVZarZbMnTt38wdvh8bE2aiVevHNnhSCiykRZ9SbpkeY1rKEYqxnAwmCLLyIyHolPw6qIF970SIEBXif1I6OousRDRIaAE/IdXx1v4aut1OIuSE9szcMlMfD3jRZNjgVhQlnxwZCdhRhqrSlBxbp3F4COKpQFIb73KAwo3gvXKUJz3cSxtacOhzBPyNKqNuIuGxEGwmFQt9FtTz3DZIAhdjyGJIM+jRIyAuIlizqB6UBeM99FJOO8cNpAsDTKGQQJLZIJQ5iun+FYpdzHhGLAMGLHqIxNpgomZbGTJaTwfyibPoCEU4gqm2N82MBxcnhN+gQczIwjoCklBwkKP0s0zZ4/2irk+JD/yl4UqMaNJP6Ipu0NlufiEjN4f2gLjfVgojtM0eITz9xH5YQ2XiuhqwjEamIFU6cr2Hw8zvt+FukfB8WUERqi2aS7uOwcAgIdmlybF8aFhDbRSwKBY4VjwEQnbuJ6NxpQvzTck8R3wkitEz6BvID9Ir7DmM+ZmHKlhmMTptF8tweRk1x7/k2Ynz7UsbgOoEu9ddHgR0n03ZgJChrnZ2dMnPmTJk5c6bMmDFDisWi/PnPf55QXeOaBBWLRfmnf/onc7LZs2dP6KTBggULFixYsLHbjpxAtdVqyX333Se333673HbbbfLb3/5WBgYGjIr0FVdcIcuWLZtQ3eNeDjvssMPkD3/4gyxevHhCJ9xerNk9RxJKddFSXsdDw0An7Nr1XjM1GqvPRpMtmb5ERGzIK0dtYO25Bt11sWvKSFfA5aOmG31QiC2aUcg71MZThgcVUwh7BTyYah7NMBwXDyeIU1HgWIPaMFqC+gfy4fYFRc8cNAa8GZy7SQlUPQ+s4e8gUsuXVJYRPI1sSjzcplY57ZdGoiifB1UqN4ZsXXX7XUQkITSwqQgQR8OZsHMjXJgnJDg8hIzoIadTABLE4yIfeWTrhRdfwL1pWP5FuYIomjyyAwNaKWI9d4RXi1he25AR67PHgjfSFuXHPG5pG5FLsgAh88h86GE2PQWXqRTyXj36NfHxQUzGX7sN3r/lKFE0mRZnbhYuBeeOPdc97NELQL3MswGaMaSdwCHjQHv43Kv7qs55OPqsR+/RvC475h9eP6if6XiCIKGIyBxFkRCxz32IahkB69YQdhtibi9k3zldWqetHxFpQLI66drKM9Nj51B7wPvBPeIutP1qW7l2IEVjwYXiZwVoFRA2RoJwv7NJhEUsV8yXGSPJfAabOps+fboMDAzIggULZOnSpfKlL31Jli1bJrvvvvsW1z3uSdCZZ54pH/nIR+SJJ56Qgw46SDo7O539L3zhC7e4UcGCBQsWLFgwsh14OezSSy+VZcuWyV577bX5wuO0cU+C3vKWt4iIyAc/+EGzLYoiSZJEoigyCtLbu7Xap0s09JT5Px5KRQPriWqscIqCZoqMNJ/4m9m28MVpxtuBWSlixNEF4CsgSR+ie0RseoM6eyWFFGkC16VCfglyI0bk5taVXGKEvthrVaFCvvGRRo9BL0cSQp6A1DiJSlOPMcmUEbH8F2+yVCAp9CBCX8fU73tIOYFqMS3fkjz8gb7jvrCRbJmINrFpIOqeyKMYUUCkW4RrSlRnJylbBwAIEKMYBo0puoiNiPVqORkmDBwO5pHBq2XtlK4yRAA1Uosi/kwvZoQzRUQKmmKhrZiPaulT9PChdRb1gujeoTtZkcsZOmaN8hPzNbTPm+QjW/5L+r/vebBRZRQVV0fkla0LxwKV4X0AbXzCd760HDV9NpoORyltP1CPkitXIyLuMzUK1S13bkZ9gL6x5hDQW9+4KOl7gLk60NUBqsRtATI1gyJTEX0Fbhnr8uDYTdV0HDGXCOOvh4QdK8pprHrGPrhAfB+ykX7MdzLPCvUP+gXjnFFTIxxLF4znBVwdTuMB/pztczoPkEXqu15zH+pO+0Ss3lG7TzR1Km0HTqD6nve8Z8rqnpBYYrBgwYIFCxZsK9oOjARNpY17EvR85wLBovqQ1FdZZCfRVAP7vXBpuoE9qIf+JCIicdd0s23Qgy7A4B0BASoR7wSKw/0UAQLvpT3RhJ+sMA1UhrguRUVCegrK16CIJcOB4NQVRq8or9UTD6smDj88sYvaJAnxl9A2o09D+7RdMfGREv2eqMI085Fs1JqtAxwAXAcjCiUoOTN/CaiQequ+dX8kwGUfyVBkmh51aE/KEcuVGDlKiofEgN5f1lbhyC8R18MsaV/wNlw6ECAHdVMEK8a9ZERLuUzF8jSzDZpE4K5wkk7sc/lL4L+A68PRWO49EqEoLI8nCl6RUWimfSYhKgHMWeTFifaCVhQNVzxv0JGpkcuPPmcUA3WUPErWaL8v9QaQ1yTJ1w9Uo414M0BX+HpMhFwhj+wAkWPkMs70Z9Xz3uEIsDmd7tjlvsN98KWpAGLUTbpCQGjW6+urSTcJ6CSPgceeTRFnIDYzCdVE+XWkoI5D2z25SgY8EWCoD22dQZFmXRktH4dfpM9sgyrD+/fRjenFcV8gSg98qv6BfLLo55N9/etfl0svvVRWr14t++23n1x++eXy8pe//Llu1qTZuCdBN9xwg3d7FEXS1tYme+yxh+y6665b3LBgwYIFCxYsWGqTkQB1vMdfd9118qEPfUi+/vWvyxFHHCHf/OY35dhjj5UHH3xQFi1atEVt2VZs3JOg448/3nCA2JgX9LKXvUx+8pOfyIwZMyatoVvbYopqEhGpPfmYiIgU1l0rIiLFBXaiF+97hIiI/E91utl29x/TSDF4JXM7rfr0zj3Q6FAkpWjXxp/uh66Q9TxmalRFsS09rhFZ1Ge9SuOuG7SIAuqdq15fZ8kT9cA8CkWCmhp1VtT8ZSIiiUmgSrnQcCwiwShHVlxLPadEP6Mi6eYA2eEwHUWaoqp6apyMVfuMc25lU7cx5yCqQX2a+BS+XGmoC5eR5NEMWJkiwFrNNOIl0TYyImT1fvK6JXAwmbtS8Xi3SDYJrk4bwRm4X5uq1us0XLIS+FFMSFIuEJAgUjiPtd1xxSJBaCP4Oazcu0HzP7H3DE/cQ70RT8CV8eah/cKcmr8rlIBIyr1n2zEws72QOzcsMX3CytfQDrL3G11tcogxSqS8FifdXIYrxihA7InowjYoOQ97ZInBkeHuQj9xdBv4SkA1fKrNjBiCVwi02EHfPGQl1Iax3vQglxb1ISRFx2IXjUmovVdVAZrH5sJuUttX+8uz6bP+0Jr0c9leVmIFXLfHCRmFIvXuM9OxyBw5vB/nUvQZ+EqIXHT0o7TZQHucO9SKcttwT9EXfG4oXW/S53Ww340anTJ7DpbDvvSlL8npp58u73rXu0RE5PLLL5ebbrpJrrzySvnsZz+7ZW2ZRHv66aflm9/8ppx33nnjPnbcPXrLLbfIIYccIrfccots2rRJNm3aJLfccosceuih8rOf/Ux+/etfy7p1655XGeWDBQsWLFiw54v19vY6f9VqPglsrVaT+++/X1796lc721/96lfLXXfdtbWaOiZbs2aNXHDBBRM6dtxI0D//8z/Lt771LfmHf/gHs+1Vr3qVtLW1ybvf/W7505/+JJdffrmcdtppE2rQtmJJXJDSIhuO1xpMPermpnUiIlLaZU+z78Z1KZLzmR/dl6vnsP1ShenFs61n7dN8gd31+EYREXlsnUVXFmuEGXL7cPZlIATMLdmgOYbgJe05izxrRZVmkeZLQVGvGIhQROEwbSlaEBVJIVv5JQYd4misOD13Uk29o1afRSCiclpH1O7KKoiIJEOqPcQbNWeVE00mbpSRow6N9hA3xvCWVIeIUSXU2vKoBRsNkAL3hZsDjPVaynmgKafdwtwMaKAsII8ZHj60YaZV7D0CH2Q9aQftOTMdD8X1nmAFoG6KADXWPml2FTvzCC3aCg+Yo4DgRTOSBU8cCEQbXRv4UYwWZ6kqiEASEblHx/wTigjxczFNVb199WMMcP6oZzepd06ee3dl5NfcaBns6xnNHhGLVrF1jJI7KptjzQWJlKdGWwznKM63CyhRgdAhZGSH/g0jQSYvGnOmkAPRE12FfXindJB0N+5zRPe0pe+LDUPpc7emz/6Qzu+qOMeJiNT04jcN5SPf0IeMouEeVop5NAboHEeAcXtFXA4bxiv6x1Fq18jAqsMJcu+z7x5X9MFoFrYQnRmjpWKJWxbdheN32WUXZ/vy5cvl/PPPd7Y9++yz0mw2c4lK582bJ2vWrNmidmxLNu5J0MMPPyw9PT257T09PfLII4+IiMiee+4pzz777Ja3LliwYMGCBQsmSZJP0TKROkREHn/8ced3vFLJL1/CsjQB0F6eLzbuSdBBBx0k55xzjnz/+983WVufeeYZ+ehHPyqHHHKIiIg89NBDsvPOO09uS7eyJZVuaRFXpzgvnTkXps0SEZHGDHt9g0+kHsq0mZTnR3k/O+s29rjgZWxUr5KzKf/496nHvuoRi6C0qbezYGGKRBx7wAKz7+WLU69+FnlE0HhZ05d6aA8+Y/lNi6alaAw7pNOU44I1dEZXTMSRg/bosFFtH0dDSOuKNdor3mC1lpIq8YpQf0URMiX7AEEScZWfYYZvgmfQs8bt1QnyRJqVwGnSqDJf1BdHXGE/PEwnY7x6/Oww1tSLR9RQwxPVUyEvEgjQPEXw2PvkMQJDrrr6fTendVJ0YnHnVKequeGZtO3DeYVwXz6kpi96LnbRDDb0NPcc0AsKcJReHevQIVpNqEEtw6EB1yItr+OCIhCnKZpZUiX1Lo+QD/Rd2NCf2YgqEX8OOhsJ5tEc8kSAwUqeCDBUwUgNfkjaGIXSjjRjbDO5xgoZVMxL0iKrZTh1jNBhPPh0s3CFrKWDc3YqqjmL1J6B3LUTOrOL6gLhfoPrI2J5PDv1WMQZyA+eB9/YnEaIJc7kez6z9CgGb7Crj9DJJ3rTsdWrfLgSHdCjyKJRzK6P+2f0Obeenh4vmME2e/ZsKRQKOdRn7dq1OXRoe7Zx372rrrpK3vCGN8jOO+8su+yyi0RRJKtWrZLddttN/t//+38iItLf3y+f+tSnJr2xwYIFCxYs2I5orSRxAlomWsdYrVwuy0EHHSS33HKLnHDCCWb7LbfcIm94wxu2qB3jtbPOOmvU/c8888yE6x73JGjvvfeWP//5z3LTTTfJ3/72N0mSRPbZZx856qijJFYP6Pjjj59wg7YVS4plIedTCjPm6vbUU2mS9/fq3WaKiMgL5uxvtj3Vi8gJV3tDxGptwEusU+hLn3r8G9duNNuKZReqfJA4PsjRs3i6LbOP8o+wXs48BnBKeBscP7QH0WsiIjMzmcrZOjrS88R1D2KjnwWK1IqKvXpBtv5WOfUOI0QskZ5NK6M+LWKjfkx7OCIKvJ+mR7cDqE8rz+nwmUGA6NrQA53KVWoRAhFlw9bEesEt7Q3mliCrtU8VemYHIoNsnyOajHNJxYMpWji0LuWplYvWEwfHKlEF98Kcncy+5vSFIuLmXSpk0A++3x6AzKAY8LoZ5cLXqpO9PL2vj29Kkb4iedb7zU8Rzn3mpZ8Luuz4AOjB8DuC4eLhdDx1d881+zgXlimv7yV8umrB4C/ZbdloPt8PB/OWoJzcMtwv3uf2p5NzTK+j6PB+9Nz6hUEocKH4UcShVpMqv89XHkPRh64AMWOECsU4arVbUZj5GoXaUbLIDo5l/SXUu7MiQr48ePMo2gsI3Dyt38fbYkPEIrg9FVYlN/nBMsiZ2PvtQ/xsmS1ch5oES2TL85SN9/izzjpLTj75ZDn44IPl8MMPl29961uyatUqee9737uFLRmf/eEPf9hsmVe84hUTqntCOF4URXLMMcfI0qVLpVKpPK/WB2Hp0gf9IOOHryNdfuKQ8a5Nafj8HrNs2LxNbqmwMBM7C9imqRBI1v4lu6XLbU88tM5sQ/+WVfzrsXV2aeOH/5MuNy3d04ab7j83nRgt1ISL06n+9Uqa5uUCSPQDBucfZkjbM6kX1wZ4vqtkf7SMYCEIyRRiHumPUIsTqKIcPoWk9DUtBWtbYPnICAQ6KTW0HZzQ1aQCyYctQ0TSkiWtlX3JW1FHNSXJx0QWr+nS6QC99WNBuLaGI9Ovb1UnJ90E50+LIGmQl+PHMiaHLSdavm33F6TldalWRCTSCVqhe3q6YaEl+W+I08kG/yCbc2aXV8iYaGomP57klpj0+X437HIQSUDopAdEcB6vSLrZU6CUIL1r02uEIGTDLq0haKAl+SUyEyJP/YrfYf4BxFdcU7NF46/oTqhEyJlp5ceYabN++ji03HdYwrGJZvNLX2yGJI59NAsyy3ocKq67h02qC5qUxQgLz5OyMa6HHKHJ9LOz5L7rRKxswUZytuB4VTwikTAWOCx5yOEwszznkJ/dJURuT60FAUi3f0UsSZrvHxxVO2nkpTV3uc0nRfB8sbe85S2ybt06ufDCC2X16tWy//77y4033rjVRZNvu+22Kat73LT2Vqsln/70p2WnnXaSrq4uk0bjU5/6lFx11VWT3sBgwYIFCxZsR7dWMjl/47UzzzxTHn30UalWq3L//fdPGHGZSvvjH/8oH/rQhyZ07LiRoM985jNyzTXXyOc//3k544wzzPYDDjhALrvsMjn99NMn1JBt0kZJFcGqfVE99UTZI91JUZj2javSff02FUVT4fuoP0V0OGD86H3SfT+/9e9m2/BAGi5faU+J6LNouaBfSaQQtBOxXg68e/bIp1VSDxkJBUVEXjDbDVlnbxXIC0efZpE/Di2NVRyx6EFeWgqXJ7QcZtNawCUnZjGhSKY8ECDfspZJlsqpNzLt8LTLHO6U0/D2soX4m/Q9bTuR3dXz3TBsxwU8WJA32aOFp8lhvfAo4ZGzhzKvM+3XTiqfNDVEfvcXphsYiRhKl4ridkV9ZtiQ2Gc31nLtac/IBLhh1emnmzYjNSAREQHtBvWg+qerh1/pS/dyglCgEpCAWNBlx2aPpIhroZeQUSXMm/HEyKLo8h+NUSAD+GRVBVwHp9koY/lM0c8mJydu5f1GhK4D0RmkVCv1prv0zYb+L1HyVhuckCvuRRwamSUvZ+krziM0kHKoq0Bgo0XLnoL25Jey+ryJXVXMVHkDSDoqIvKUEt+5PBAUCMfyWMbSMasZQGKhXxvSS8Tl2CDstg6kWCkk7lKtiEXAQbrnpWbcG5+YKc7D6DiskEXhptiSJPGm/RlvHc8X6+3tlWuvvVauuuoque++++SFL3zhhOoZNxL0/e9/X771rW/J29/+dikU7A/WC1/4QvnLX/4yoUYECxYsWLBgwUa25woJ2tbsjjvukHe84x2yYMECOfPMM+WVr3yl/O1vf5MVK1ZMqL5xI0FPPvmk7LHHHrntrVZL6vXnTyK5KGlJUmTia+pBxEObnE8RMSkK4n6rjdSppNXhP9wuIiKlnW2fNeenHI5YQ8uLG20Y+cKelLRaIpdoQEXk2tWNO3TXmWYfuCKLp1suTY+6tSaKnByVsuEjkZfe5pKN2YOynA8mvrpPEv9riKyKjkWULBVigwkTeM2BQHEI6fCFrMMr9xCRRZN5OvlxwNvxpM0oaLqPAsozl0j5Ji1KIbJ+KD0nUjNw+K/hFW2GS2POrYd2FriO9BPJGxnrAiJXpBM0yuk4aKmgZVwneYG2NPw10T5f02+fzY2KGjLJGqAN0jA4IcQg3XL7M4lEeQxAvLBOxGikBAHvbIhitREyDUI0I1RAffieJnq9LRVSpKwZ3tQYSItgr4O5Temnw8tBol+tq7GZXw70BRQNOI0HeDDT2tyw6rSteSQB99egV0678u3Iji0eHzhTzCid7u7y8M5QVzbFRNrW9JMRLdQ1Sq5ohxwPA0GaqT5Io1KlC8ZXIECr+y3SDiS1a5pFlbsUCsJ1MD+vzUhYlDzXkTaECfAG1fMgQEhu22bSHm0dscQd2VavXi3f+9735Lvf/a4MDAzI2972Nrnjjjvk8MMPl3e84x3eOclYbdyToP32209+85vf5IhR//mf/ykHHnjghBsSLFiwYMGCBRvZngdAzoRs1113lRNPPFGuuOIKJxJ9Mmzck6Dly5fLySefLE8++aS0Wi25/vrr5a9//at8//vfl5/97GeT1rDn3Jp1STqtmFQCtEcjg4Q4KeAkOJFKmhg07tZoskX7mX2P96flKsW0/p65082+v63cKCIinT0cFp8KU3Wo98NS8fvO6dS6rFu1QT2nhjox7SW7D142+2dY7wfaM+yJAuLwbnhMPYogzaaIDuZFidhkoyIiLSQeJQ4HEBcgQAlFXLWUE8QOcMEIHGoEEiEEKM+eO67cJL5s2vZFtcERz402JoQgNfSeg6PA6Rqy0YDpOdNPw0Wh68B3Zligr8GxYgAiMhFXtn7cN9yPUmzbX2xLkUHct2cH7Xi1Yc52W1Ej5eIIJ81DWk5Cysht8zB58IjAYT4IohHBtdh/nkXYIESHcc1jEygX0reIiFSVg2Ii1Ghsol8dQcEMCMh92PL8rOB+QbPRlxC17ImWxCdH8LUScFDSNjs8mCLQGG6b2x5GFlE/c/JGK48xn+RvpRT1utud63DLNKmypqdfgX4OK9rFEXYzlHMILo6IyNqB9NlDWh9+jwFdXUNoD5AWIEccPt9ZRpJXe3PR/mzkIretLXuRYrlQjEDi2hBE66RyUVQPCF5UGzltymTaZCxnba/LYYsXL5Y777xTFi1aJIsXL5Z99tln0uoe93Tqda97nVx33XVy4403ShRFct5558mf//xn+elPfypHHXXUpDUsWLBgwYIFCxbsr3/9q/zrv/6rrF69Wg455BA56KCD5LLLLhORfKDOeG1COkFHH320HH300Vt04m3dovqQiJCsOHRslKeStFvPFLwRjiSKtXxJk1U2qfwcXbuG5sbv11jezI/+8KSejryqeSmC0qceF6+N+zzxP6xO0aqWTvtfNN9ex7RKHgkaakDQ0Y2iEbHeJ3tC2F/26HgkOqSaPfNFxJXZh2fG2icQvIO12iwCBj4BD3L4XECAmiTQtkE5O+wNI/rKG8ABSFVRH67L9AHrqHh0Zky7tRjriQCggOxNOWYEIjWOqKlm+t/VOYF3S+fMoBgcpVev6rio58U60Yy6g/il+8EHSYiQhHZMq9gxYFNjKBfKSUjpHidixw84bIie5Pb01/KiktDoYY5PTTWW0F/cD757kz0Pj/04AbqSL98wCUtHrDJtI54H7RPWfoKBR8KniTztydJ+uF1AHorOYAbfKdHyeTSDERF8BSDi4yNhm5N2ouSibyIiT21K30NIgcLJgBfrfWbhy9WaxgepUJwILaSYqVh0CP2O6Epuq09DCO3t1fofXm+TUINrhHciP6dI94GxKcJpTvIoYCGD/JW8L5fJtx09OuyII46QI444Qr7yla/ItddeK9/97nel2WzKmWeeKSeddJIcf/zxJpXXeCwwuoIFCxYsWLBt3FqT9Le9W1dXl5xxxhly9913y5/+9Cc56KCD5JOf/KQsXLhwQvWNCQmaMWPGmCGn9evXT6gh25rFtUHLVxFPIs4CKdIqFyWu2kSl8bDVBRIRKa5fZb53rH5ERES6NOFl74KXmn1AP9q7rKe8QJOwAgl6cr2NAnpmQdpGTraJ9e8ZuubOnCDcR9pkPJmW8mwYbegy+h15JMhwFOg66zqvHlb1VvYc4dm1C0URanoKcIeqlKsEXBcnwSSCwxR120S6POC6dBNiUYkUTVKPrkUaRXEm+aqTrFLb7fObkByy7PEAWYUZfAijkUNKyLHhnTBylLYRqsftnj53+FGZ6CL2bvtr7uuO0YxW4kYgidjkkYhm4iSmUHLuKtsIxEomIqZAwjYWQbBjGJFoM7Uvuov5nq1rv/bX7D548BXy1/DNF0GFXL4lh8/iluN+AurE/QP+zmjJZJ12Z1SeGZ3Ac9lXy/NmUDsn0fUhNDBscfKtGjQJqtV5Ph9HaOFbopVUqD3msUEyY+rzJIN2idhx6rMujVCd38VJVdPySErK0VgYFzxq8Wz49I5wmT4V8wFFgvopAtGoPOsno6BIW8T1g2M5sz19hzKSimbXPahSsK1rL3jBC+QLX/iCfPazn5Wf/vSnE6pjTJOgyy+/3Hxft26dfOYzn5Gjjz5aDj/8cBERufvuu+Wmm24KSVODBQsWLFiwKbAk8aeiGW8dz0crlUryxje+cULHjmkSdMopp5jvb3rTm+TCCy+U97///WbbBz/4Qfna174mt956q3z4wx+eUEO2SXOUh9WjgSdIKEKkCFD0pBWLrK9emRZHPidaW376pltERGRgTaqCu9fHLGfnQ0v3FBGRJ/tsbjJ4tQ89m3KHWGMFCVEZCULusBltQBSshzM8iqgHuAN9pMzqTWBpOB/pZ+x4aIlThnEibItYz0bRJ+QJGyKPCwhQoWWRI3Cy0MZe6gtfZFCk8sDIE8Z8k7LCBiXJe4J19dOHCakBh8t4fvT0lA2fwm4DsrNeQ0zaaKdPWqTN5JJL7xsngATfp+6JSIOxQ2qUhyPwO/Ln4+sF4gL0agNF9cALXkicj2719NsUAaq02fGHPnbzUrkX3New5zZqx5JH/jBcmcuQvRSfDhb3De6b4c/RGNtUzWubGQXhFtpu93VX8qgEgkJ9/CjDLdF9Gxr2fIVIo0rpioBOojf5DvtygUUajRnHVhXItMvDE4ozv4KMKjHyLSLSiiyKg/vAfCTk+UKUF/crkEiXr5V+Pq0coqcHbF9gzHP0HLhf6FcaYqYPmO8ElKdHkcsD5nWZfdD0wrhgDaFhDxqIcYS8jsMe/SJ0ZeyJpJwK25Gjw+I43uxqVBRF0miMLUE227iJ0TfddJNccsklue1HH320fOxjHxt3A4IFCxYsWLBgwUayH//4xyPuu+uuu+SrX/3qhEnf454EzZo1S3784x/LOeec42z/yU9+IrNmzRrhqO3QkpajBRRl+COS/V9EkppFb1oDKScoKqvWDSFBtb4U0dn02CYRERn875vNvsNemypfDs2zqtDgusCrv//xjWbfk73pOVlzw0RT6MSZ0R94MW3F/KzaN9FGefa4oCoMjx2qviIisXKlmto/DbpuNKOddIJMtJ3xZEm12eickKpy4l6TjyPDAIlBgNRLZQ4BirUUpaiRJ4s+Z6QJiA74MoyAIQqmhyKDZmvUCVAVzqgN5I6jT1raIiAprSTv1TtCyHopDV8UUIbNVCKXH9wMBxEZqOm5kXvLHtvQQfAM6f6A8zGzmF5TRPpQseoVcQuAlKH9fbW8Ei8i+Yp08pone3lWzbfkRAjlB/GQDhrwcpiLMlo0GazuPD/KjSFSHXSHgCoxGzCrRhxv5nyovw5+EaM+vmMjF5nm8YHynPvMtF/7jF8DEfh5iGwt5c9XI0QEzxLuJXSARCzPZh5xgmYovwbdyf2KocvoJ94vOCNH3aFYv0cjCor5RRKIcniF4t53cIhY06iVQFk6jywa6pSO8OLWkQnaoaPD3vCGN+S2/eUvf5Fzzz1XfvrTn8rb3/52+fSnPz2husc9Cbrgggvk9NNPl9tvv91wgn73u9/JL3/5S/nOd74zoUYECxYsWLBgwUa2yYjuej5Ehz311FOyfPlyueaaa+Too4+WFStWyP777z/h+sY9CTr11FPlBS94gXzlK1+R66+/XpIkkX333Vd++9vfymGHHTbhhmxrFjVqEg+sy+9QxKJFuj/QByos3N1sq3R2O4c1Nzxjvs/cZ4mIiEzbfScREWnb5yBbl+Yk65BNZltpWloO0Q4PPW19zbLyF+pz7Po3+CNVXVNnB7KrlI88gnViGyVvx3o3e88GeVAPuEiRcg31kxCRwhwfeHtt7fYE7Z1pe4CCsMdmvjLqpnV0enIfYU2feQvgpfgycEN7Z0j5RYN1WwZe/aZhVlp2o06ALKTXm27bb669D0A2Ng2n7WFPE/wF7lcgMwOqQDudosngIZcd0Zo8AgSz+azwad3V9gznRUSkX9EttAFeu4hV5R0krxsI2XTVdYrrFg0EasN8qs5MlGHE6Eom8o3vFepgLhfGNdrKfDhwP2K6NpQD8lByorcQVeXTg9EvhC6hDg6Mahn+WFoH91NWZ4v1thCBxDno8K2QOU5EJFZ+m3AEpT576LuI8Dd4/RyBaHkziuISP8+Y1snvjaLh4NhtyAfX8qALGzQCbBqNYWSPx/3i+4BnkbehD8q6CZGeIiKtKK2DoyCBTAGl5Nxna4ZdflHVQX3TfXUPXxJRjRWPQnhR8ijRVFoik0CMnpSWPDe2adMmufjii+WrX/2qvPjFL5Zf/epX8vKXv3yL652QTtBhhx0mP/jBD+T3v/+9/OEPf5Af/OAHUzoBevTRR+X000+XXXfdVdrb22X33XeX5cuXS63mEvlWrVolr3vd66Szs1Nmz54tH/zgB3NlggULFixYsGDbj33+85+X3XbbTX72s5/JtddeK3fdddekTIBExogE9fb2Sk9Pz+YLqvX19Ul3d/fmC47R/vKXv0ir1ZJvfvObsscee8gDDzwgZ5xxhgwMDMgXvvAFERFpNpty3HHHyZw5c+TOO++UdevWySmnnCJJkshXv/rVCZ03ruW9pBblwsrto/xGUk4RAfBlCpQ5veslKRJSmJ2KOzW7rMplQdGnhmoJiYiU9ko9s45ServmdFskZaGqnLLHaLJBqyvXUcqjJcx1ASIAb4y9jaGm60WLiJSLQHl07d3JKeVGWnSQl4vzDBDiMoAhqN5Y2Vm7R/gFeWH6tVRElI4tjSY2fEiCen58bUCJ1inXp5+QHV8Q3TTNhwSUBPmw0ibmo7BwS+ApO9FSUd7TzyIWXFeiyANzMlAbusDRxsk4p3yPDALRYlRCERQttzPlroPnzkjWBo1KBLLYWbLje0DvpRuJ596vThqTGIomTx0hF7iXPrQBmj0+Xg8DZp2KDJQ9PDigTn01RgZaWr+LpomIDA7lUUCcv2ruHyNBLmGEtYdwvY6WltaFS+LIyAh5C4lTh6hKVMHjFq3g7qnoNQENjPuttlmiemf1SFXf+Zkv4F1iO3a6Pg+4D3Mpt1e/R6unUkicNvK+jYrU8Jg3fQUUinx2RIeu7rNOLu55Vzkdu/y8PaURaTgnt3W+8vn43uArnhuO7MTzk33PTrW1ksT7HIy3ju3RPvaxj0l7e7vssccecs0118g111zjLXf99dePu+4xiyWuXr1a5s6dO6ZKd9ppJ1mxYoXs9v+3995hllVl1vi6uXKu6qruru6mmyZn0LFBCQ5CG8H5xGFUwoj4qWREFPEjSlDAMDgCIklHf6gjjAFFnAFlULIgOTR07qpOldOtG87vj73X3u85Z1d1daSb3ut5+qnb55x7zj77hLvftde73rlzN7pBLixcuBALFy40/587dy5effVV3HTTTWYQ9MADD+Cll17C8uXLjXPkDTfcgFNPPRVXXXXVRg3iPDw8PDw8ticE2PzprB1zCAScfPLJm10jbCJMaRAUBAF++MMfoqamZsMbAygU4t4bWxr9/f1oarIZVI8++ij22WefkHX2sccei3w+j6effhpHHXWUcz/5fB75vM1qGBgYcG4XcO6dlcalT5CuRi4zZKyvUFpvLrbXGWN0S06utazP2MtPAwBGV1sNUUOjGnweMv0QAFG9hvbNEZHpG70qOpqhGaNKEaW/2auYqcdEhhlxQIcaKM4IsQC6Zpq4U0heUJ8ShKJbFcplddQmmZ2k9pSRGR1kakhUyO0ZhdWI6DPDuusJRmO2YdyvjCYH6ISsNT7S8Zc6EDI6Mkqii69kampM5ep06C9g+z+kLSmGnYflvljNWnqMkHHh35yDuXBVrud1CEkT9HZpE/nblS492LwmpWtj35E9ASxDtWbYRt1kq4y+Q3hqUZMh28NouRhpFyB8bxzMiEvHw1l8Vrx3ZVzJ6JznnijFMwSNi7RYNhRxdw55DmmWS/rGkCUgi1Z2aLTISkg2bVm/ehZd9xjZiYo6+6zn9L2VKFr2hlmrpZRy85Z6JDajRlxL471VUu+qwJHlSkhtVspxH5W0NokkiazQnkqo81wt7hneR9SY0YkckHXL7PFZ1y0Vvj0AhK8hURXRO0pmpz7HbC+1rlm8Q3lOkjkymax6e1k3j1hbKMaO47F1cOedd261fU9pEDRr1izceuutU95pe3s7MpnMhjfcRLzxxhu48cYbccMNN5hl3d3dmDZtWmi7xsZGZLNZdHd3T7iva665Bpdffnl8RbkEiEGNGfRoejsQL32j3xXiUKbXJ7Q5WnH1crMqv1iZKhaH1fZJ8WOaqlADlpo99rK7auoMNU0KQdfptOXHlvaaZa90qYHce3bnNJtlwZ5c2QcA+MX/LjHLctr0rP1IJezepUEIlx0CZPMjpwd/ZVE4ds2wOm/S2/L3ySUgjKbqSzEtB1dSLJ2A2j8HpdL0jAVUKZwFrJkkhcuc0pLtMenq4oeNL/1QGrkWSfNFKn98ObgKiyvDwl3Zhxz8UJSp2lgO7V++XFnFIixyV9vxesgfBjOAzIanP1Q7wucP2NR+MzUq9sUCmcv77PQw+6ccqMCoTvzQJseVBURdtQ2aOB3J3xnXdCMjvVAJi1T8nokODmWfuH6PorsYF/cYB74y/ZrL5LUnTKkEcQI08ePgR15T+RkIm1AuXTeCKOa3qz7jPSMH+Tk9XYVx+z0aHCbTahDkSgCoFDncRlysBzCy6HNCv7PYvaOhWzkcrAC2r0cjFh6AtYeoycZ/Ymr0gKIuK8X6nAa0+3AJ/s156O1bq0XBVVpqOG6C+go+g+qvTDAwwnyxPYMxTtumRV4VS/sw6JLvoK2JndksUaKvrw+LFi1CIpHAvHnz0NDQsFn7m9IgaMmSJZt1kIlw2WWXuQcgAk8++SQOOeQQ8/9Vq1Zh4cKFOOGEE/CZz3wmtK2LLguCYFIa7aKLLsL5559v/j8wMIDOzs4Jt/fw8PDw8NjmCLZA2YsdeBC0ZMkSnHHGGfjDH/4QckNfuHAhvve972HOnDmbtN+NTpHfkjjzzDNx4oknTrqNPLFVq1bhqKOOwoIFC/CDH/wgtF17ezsef/zx0LLe3l4UCoUYQySRy+WQy+Wc66T5YYIMkBY4S/ZDmgXaZTri04VUS71rzLr+N1YCAPJ9al3LfruadZWHfggA0Neyh1n299Uqsr7/5aUAgL8J1qfECFvS85rqJU0vixi+d64ytJTW+yzDUamjT2lnz4hXThXRAK2jRkWfSYd1PaNoVyQvp7w47cTvDY/HU9KrMqJcg56SNaJSIRwlAzTiiMwYWcuij9X6M6cXZdosp7dk5M5pktRIfJqEUbBraoYskZz2MOUUxPRZ1PxP7sukZgsWhMEsu1N2daVJyeaUgrjeFPCK6xZtdcFhclkjpi8opK7W/Ur2R31hPHSOgGWm+PIKTUlFXszSMI9NDJlimunYRKzt3Je8XxkEkX2T9yTXVTgSZZN5MovxlPdkKC1fswxkD8X2TCMnQ9MzZKeHVvTGmaCDZjcAADr1lHRtWWyjmZpAJFkQWT29VV9hnxWbzi/OdyOkCpKJZL9GTQcBe99K1qdBMy/JhO0nKyRGrF2ugrG89rxfXUaQkuHk/TwcEbYDlqnMGXsIe260xpBTtNwv25UP7DqKsmmyOOIw/vTYsli+fDne9a53IZPJ4Morr8See+6JIAjw8ssv46abbsKCBQvw5JNPYubMmRu977d0ENTS0oKWlpYpbbty5UocddRROPjgg3HHHXcgGalFtGDBAlx11VXo6upCR0cHACWWzuVyOPjgg1279PDw8PDw2CFQRhBzgt+UfeyIuPTSS7H77rvjD3/4AyoqrFzjox/9KM477zwsXLgQl156KW677baN3vdbOgiaKlatWoUjjzwSs2bNwvXXX4+1a61ouL29HQBwzDHHYK+99sJJJ52E6667Dj09Pbjgggtw+umnb1pmWDoDlB1RUzLeZYmSZi9k9MmojV+raTDraJJYGlNRYeVeB5p1/ZoBuvdle47/32PLAACvPfkGAGDNS38x66qalRB87j8sMMuO3Ef1yYLORgDArEpREDWtIst5B3aYZSsH1Xku6lGaj1fX2ag+qmlQyxQDlDbCXMFY6AirqVKLFIVYksZmMjWWn6m3oVgUcBdo7c+Hjc3GHKZnss2mKKlme6oFExTVKOUtCWXYJMlSsD3cv2wXRZ4hYSfXa0G4XGftC2x7ohoUyd6kM3G9DM3g8nr/8myosciU1T0WhO7bODvEmMKlw+C55UVaMa+zYeQy1joi0J8HRuV1iKZY23NlSjzPrVoEOBQ/S9NNNpssorz/Rh0mnaQUbJ/H9SBOsbTR/8RZMWrMAMss1eiCvJIRoU6I3xutECnj+t6Ufd6oNWstafVMptfYpIlyhbIdKVeL8kS6JEZyRLHDFeKaZivUey8IKu32TNnXSRkJURooChlmulLwo5BMqmTPCJYv4XWWMgW+S6T+uKQ/99F8U+zTMJ2STYqU2ZD3BRlgWg6MieeBZVoyDiaIkM/mZEWotyZ25iry999/P37+85+HBkBEZWUlrrzyyg3OKk2EHWIQ9MADD2DRokVYtGhRjO4ivZ5KpXDffffhC1/4Ag477DBUVlbiE5/4hEmh9/Dw8PDw8NjxsH79+kk1P3PnzsX69Y4KD1PADjEIOvXUU3HqqaducLtZs2bht7/97RY5ZpBIIhBZRhhT7EhCl7UIWaDpaCwQ2hWU1RYJvS49fRezKt2mmaB+ddFStQ1mHVOgn13eb5ateF1tN7R6sT6cbVdRt6skoqRWrSeo1OzBaMJG8CWdLj8wYiNAGokt71dMUE5EQXvpchytggVggVZmTvTnZYFG9bdah3Qy6mbG2Bs9VufAaJtM0Lohm5HXoY0g14nCnS+tHdffUwdiFgpgmZdRwQRRT8QSFFKnwnICTP2W7VqtC9O21tpryrRl03bR564CmWQeXGZqpKWlFiKaRRaOZJmlJ/ehQH2DvG6ZIMxOlhMy+4maCbuvUsAoOh7BuzRKQ3mmQOdD7VP7Z5aUDTupEalJFnRbbVbPWIlFW+Np2NlUXJMWTdqSfcJWSKNGsoZ1ug2yKCmD+rFCnFHkMTOCfksV4wwh90/WsSqUKs59qu81yedI37trBiz7aVhSahBHbYmcpM5QlSV7jAUHdVjS4FVvn09bJmhcv5cqs6r/kzIDVr9XaPVRKd5n7M+QjkyfG5kvycC6MjXJpjBdXWpw2GXJjLyPMCFS5thSZ6cWlhyZbGXzHMSNIO1zarcnQ8hrK5lFvjfIfMmyJFsTO3N22PTp0/Hiiy9OqPl54YUXjAxmY7FJZTP+93//F5/61KewYMECrFypRL4//vGP8cgjj2xSIzw8PDw8PDwmBqfDNvffjojjjjsOX/rSl0JSGGLNmjX48pe/jOOPP36T9r3RTNAvf/lLnHTSSfjkJz+JZ555xhgNDg4O4uqrr8bvfve7TWrIdodEEglRdLI8qhiXlJ57Lwk7/CCn2JJyhdUeMWMsmVDbJ9LxDLTEsIryxpe8YpY1T5sPAJjbZjUWGa3JaNtdaYeyB7zTrCvq6KtCMCKMhKjBWS9Ynzd0RoosDEr2hVli+0y359Feq/bbmJPZMGFPnDUim6xL76tSt1+yE8PjjJxsVMWMI2onhoVmhxFmrchKImszzowRwU6Y8hQOPQIXyWiVbV2mGbCnFtusu0FdAPIdu1hDzhl1ipky5RQcGS3y3HjuaeOpY7fTZExoH2SrHM03+5DsDbUJ3DyUuKOZMvopyQieU8gu8zke2+WBJPVLhUjJBLl/7ksaeNLXpaS/Jw0FqW0a1+yYNLSkn4vw7zTZPybTTPQXmVSp4eB9EQTMWJIdFf9VqIhkBslMohKz4ZKSpVPXraUq3Cfq2OrvSCGv19nvzWyMe/v0jKr7u6egS1HUW5d+MtNGgwhhdpigqall2JhFli/Fr01S+wVViBIcibJ6DhIF9Y6QOWglvZ3UTpGpJDPsytSSWYa2L8JMGwAMjessPVlgVu+fi+qF3xEL8kq/H+6PvSO1O8lIppw8Dr8nS6fQX4z3sGwr33v9WkQ4Mj6xrmpLYmcXRv/ud7/DvHnz8KlPfQp77KG0sy+99BJ++tOfor29HZdccskm7XujB0Ff//rXcfPNN+Pkk0/G3XffbZYfeuihuOKKKzapER4eHh4eHh4eLjQ2NuLxxx/HV7/6Vdx9993o6+sDADQ0NOATn/gErrrqqlAFiY3BRg+CXn31VRx++OGx5XV1daZhbwskkkDIj0NnTDGbQtjNm5IaMgOHkVlGRYCJQFjd66iQ7NLYcusmXV3/VwDAB3f/gFn21H49AIBV61WElhYReV772FQJrQG9W+hrs1p4k0h9zUSQUTqLi0qNBffPbI0/LbaCNLrgtlWruVsZcfHYko2JsitrRfuKpbjfB7O8yErUZuPZVeVMSLEFAFihdRev99jMt2W6rXmHM3Cbble9sNdnxM725BzlJ2T/cj31VCHmyGQ4xb1SXBlOpdFwhhNgo21Gt5UhTVA44pMuuiYrRyxjpGsjZaGb0c3ICjZzWjmrt2PpFHssV9FTMgjUvMjMoHHDGoT7FwDSOvNNnlsi8r1xB9ORcmizzPmIdtE7SLJcvG58fmShXOrN0oKBiDJHIcfrCFuYE2zGri2KLZW6M7aDWZBNjbNsW7UeMeQTFIQZP4hrFOjiqmnI/gxnYVFLFIJ+d8nMsQpdlFSymczq43WW5807V94DfO75HMl3g7P0SbTYq9Ts6H3IQtA8FO8jybBlIpmsycB+b1RXG17cZ7VZLCs0pBlzFqoGgDqymUb7tm18gnbm7DBADYRuuukmfP/73zfTYq2trZtdU2yjNUEdHR1YtGhRbPkjjzyyxQqmenh4eHh4eFiwivzm/tsR8eMf/xg9PYoMSCQSaGtrQ1tbmxkADQ8Pb/JM1EYzQf/3//5fnHPOObj99tuRSCSwatUqPProo7jgggs2eU5ue0SivxuFvnjNsZQuZhqKxnRWRbIQz8wwvhxFG00GY4oVStUrv4+qPfe1X6tQTtSz6uz+j95LOV7f8ZDyCVoqPIRKOhukc48ZZtnyXrVsndbPLF1vs57obttQZRmOFXp7Rl4yymVkKufeWUxQW5mEXHBf1BHUkl3Vuckio891q5pmr6+2rBj3z2OuHbDZKtQoyfaQtTH1r8S6nMnOEV5AesPl2n9I6n7Wa03Q7GYVMe/RUWvWtenovFHUGotGfjJ6zeuIXDpMs6/JBGUdbrtyH6UIsyF1WylHuEJtQpO+lq6aSYG+/wqCVbKW83Y7Xvuk4x1Z0joCWew1FTkXV0FLqeVi+4cddaYIl8aKe00KLQP7kUuK4tjGminEmOkaT1rzUXAUppXHTkX8s4eEgRSvfWOIxVB/TYaZEG5RL1RfEc+gov8S2VDA3q9s/nBg778q7Q8kCzUnRB0xAAgydl/UC+UkAUl2xyE8CzSLFGQqw9uKz9IBelA/nywK63I4Z8YpYM99ri7WO63GnhsdnUO6ObCpWi8osrCod5SsXjbi9yNPkexkST+nNvfWagP/Ipz4n9Gfa/TzXy/el3znUHs4mt82mqCdGaeccgp22WUX/OpXv8I+++wTWz80NITLL798k8YgGz0IuvDCC9Hf34+jjjoKY2NjOPzww5HL5XDBBRfgzDPP3OgGeHh4eHh4eEyOUtmdNLGx+9hRMW/ePCxYsAB33XUX/umf/mmL7XeTfIKuuuoqXHzxxXjppZdQLpex1157oaamZsNf3IFQWLkY6F5h/p9rUaKrQGdJlCusV4eZV5dZAmSKmAaUF7WV6PPTNlt9f/Z+ZhXjmoSIcPafprK1GvS89EsrXjXrxgbWAQAa262L7OurVdbZGs2qjInsrV1mKLajXzAWS9YoZmbPGeqcdmmwviLM/JB+NvUJ1ilS6/afaftizSB9Y9StJTOEXulS7VoqHKn361TfJXsj6/DwmEOO7IuM3j4nPVz0R5lBxci6WWfPSbanf0T1Z3uD+ttRa6PoJqEFIlgHioyQdMVllCuzpMgWuPyCTCab2J5+I2QUQpky+rMkUKIaJVkyrUJ7vORdDsoaklwik+NyjOY6qZ1i1M/+ledWZTJ37DLulzoSeY1ykfpmkmQioyC92617cbytxmNJsD0F/XjyPkoWROYbq4VP4iQ+5vjlkP5U/ExNmtSiVETYyZXCE4j9uXuLzQRlhllFhO0CLKsnW5eg8zPfQUKrmKBGUSwjM11KueslAsC4Pt9Ewv488FqWxE1WMsRXuC4XAPRq5lv2HTPqyA6H9W3qr7xP+ZmXWV4GsnvyvUSmsuy4P0qR/TPLFLD+YG+uFe9ojQb9HpDH4TuNDPjYcD72va2BLTGdtaNOhyUSCfzHf/wHbr31Vnz84x/HxRdfvMHi61PFJpslVlVVhaq7e3h4eHh4eHhsaXAK/+KLL8b++++PT33qU3juuefw4x//eLMJmCkNgjaGerrnnns2uTHbE1INLagU3jjpjl0AAKUGVatLmOEiy0jLUd05oatrB3k7N846YqWcYiWYxQHYDDM5H79Pk2rHtz+q5kJvm2GZl8deV0zQfrMbzTKyHT062qmpsJd57za1blDMY9Mnh+s6xFz96uFiaBsAeMd0tV1zldrvXq32fBkV79Gs2KQB4b3BTKvZIvKleyxrMUkXWbZb1mKy36OHkPCuMV43IpNNR/iMsOc2WpZrQPcBM5ZCNaIcGU6M6hnxFoQWhSxAo2CQOrSuyETRMkNL/5WBmfRUAYAKQZdE9Q4S1n9Ffj+cUSOjbrZDyniKET2SK+FCVl8nE8TrJbPJpGMyYXyImEkUaunE+iKektQ7mewfR8TPkl6SjUlFWCsJrks6MqiiDt4AkC/HWSFemzLivkJkJ8lYSjdzsrGdIvMoldBuyoZhix3OjSDeLvc6dU4uh3NmTKWT8ZpmDiLRuDXXao2gK8umbdwyTszk5DMr79e+Mc2CigOx76hHpAM+ANRolsqVGVg2flN2e36XMjv5rA+MxWtEVup3Dtk6qVUcN07R+u9o/PtbA+UgcLKfG7uPHR0f+tCH8Nhjj+H444/Hu971Lvz6179GdXX1hr84AaaUHVZfX2/+1dXV4X/+53/w1FNPmfVPP/00/ud//gf19fWT7MXDw8PDw8NjU6DKZmxudthbfRabhmga/B577IEnnngCc+bMwTve8Q488MADm7zvKTFBd9xxh/n85S9/GR//+Mdx8803I6UdlUulEr7whS9sWrX27RSJGbsjXWtptlKdqsw+ql1nK8t2TjkxprQu5SrLxrBWU0avS9a12H3p7VhXLDm4xn5PrytnLGOR7X4ZADCrS1WUvuId1jF6yTsOBBCee2fkyrl9Wcm93hGF7aazo1qr4vqfNXq+W86hs1ZYNqUiRxn576YZINaKWjdqGSdG2DMFG8Po3OxT6AratUanyeHVw2wbqZtJ6dQmyaC0VKrtGnW0GoiHaf2IWrZiUJ3buhFRKboY1/iYSNbBTPE85Lq6XCq0TcHBTrgcXBmdy6DNlX1VkWJGDfU2tv2mrpNDn0PtUSGIt4cJXZIZsW2Me+8w2g7VXSqzzbY9Uf8eWb8rYc6XkbwFS0OF26PPQ9/Dg/l4faqwV088a5BgX8v+ifrS1Ai90FKtH1ki9kX2j9qmIORzpD436PtwZr2998kKSYdpXmZmvJVkPzGrz8X6GF8yyyoVdM2wkG5Ga4gscSfYSb0uo3VDyVQ8M1Lew8z0c7ETzGyUPl7TNTPK7FJ5T/N6yWsUZfrkDziv81rxXmKWGrMSO+stC8XnIJXQLJEj3dJV44/38OBYXJdYcvgReWwduDJf6+rq8Jvf/AYXX3zxlGqLToSN1gTdfvvteOSRR8wACFAV3M8//3wceuihuO666za5MR4eHh4eHh5x7MzZYaeccgoqKytjyxOJBK6++moccMABuPnmmzdp3xs9CCoWi3j55Zex++67h5a//PLLKDvmy3dUBOksSrW2bs/qPCNeNSKtSop5YB3JrRdJAqM6O2JmvdIQBVl7AYO0itboAJsQmWOBPuZg0UYljTnF1ASsX5a3laXTlSorbHjURsPWz0b7okitC11VxbJpNUrHQ/ZGRoe7ak+PvUUts7ZKOkaHdSSAZS+6hlTk9LeuAbOOmWOSCaKvDufZ57ba48yoi2ewjEWiLvnfjNFyxJkv1nIriqwYtt/l+EqmqRCKViMZUSF9jtpeaiyi9bjCnibx9ptsG1MzKZ5dJStW0zuHh5SBLA9FV2XppTPqqHptM7TiehCShvJ0qXGhFkhGw0P6C8OF+PuANZ8kg2cNrDUrI46TdfQ1GT/2hexXU/ldZERFtUDyh4A2XpKRY9RJtqqt2t4zb2YVE9QndCQ8ZlNF3K/J+CJpJqujJhf7HlkieS5j+paUSYrGH6hgM8yoHTTZYUXLjARaohiuZ8c26u9LD6FkmClzlViT9xHd5OmSXi+0h9T61eTks0htD2vqiWerFNcE9WoWmT4+8p1FRko+u2TUqEuUbCO/Oe44DlEr2p+NuMHLzDfj50WH+m3EBO3M2WFyNsqFj3/84/j4xz++Sfve6EHQv/7rv+LTn/40Fi1ahHe9610AgMceewzXXnst/vVf/3WTGrE9IpEfMoMUAKjMqemsvCnNYH/IE5o2TonfUpPiyjeJLFSoDc6SuhhrQpgsUkhdK1LwifT8gwAAPfXzzLK/Le0DEJ6uIqXMl8aqfvvSZNp8c41tz6FzVPo/3xmh6bO0fokPieq9+v1fqlImjvIHczhioLZetIsGhJWCIqd4m8vkj4QrrZgDOw505FQCGW5ZYsGkLetfhCFRTJaCaF5T+cPsSpG3tv/q/3JQwOPIl3LvWPjHV6bz8wfDJUBOOaZo+O7qz9sfX3pUsp9k+0tmIMyXvhS5qs85IWbmjzSbKH8jXD+Ylfq7VSk9TSLObcgUOLXbU0RrLBfk9Bn3jzi4rix+fPkjZB4t0TD+WMmUd65nn8jrlnYIzTlw5PeahVHernrqWNoj8Hmp1eLbfNnuc50OTjhQkAM2Tp26xO6uKaCEnoLntJXaQN/Pw33qfEZt0GHOp8raZ/BeTzjuMQqoy9o0UZbKSTkCjBna0LW1WvVPU4Xtc4qf5eCYAxAGFuNiHcuErBAC5DV68MNLLwdZLVXp2DJOW1Y7hPk0V+zT01pMxABsEWcJGrXyrzyPvHmnxAfhWxOlLSCM3lZt3ZGw0YOg66+/Hu3t7fj2t7+Nrq4uAKqUxoUXXogvfvGLW7yBHh4eHh4eHh5bAxs9CEomk7jwwgtx4YUXYmBARR1vJ0E0kSgVkepfZf7fUKOirzKt6wvCUl4zRq0FYWFfUhFEMKoLD+asSZ+htXXUxkKqAJAqv6H/isKA2u0taFNp+pLertcUvNTNMrgrlFVEJFPkTUFAYYg4X4uZm5K62OtI2IofAIKMZWhKVYo5GtNRLqN8wEbWZILaBLNDobNkS17tVlN7jODbxfbcjnQ4IMXA6v/5kqDDA5267piaMWLgUPpyQrdfp8OK6N4IbENlLdTfQkJHzIFdx7ZKY0eKL8kAlQX9X3AInXkuNlXeXjdO18ipnH6d4k92LFTiIxMubBpKz9fNdomNi6V4dGvT2mWavfprDPxEv/IekIwcBbLVmjkqi/IL7GtXCjunk1zCcMvs2O9lHFYCRsQdYbsAO2UiJ0eiTFOduL9pbChZEu5jpBiehgYs68Z7LCzk198X581ujFoWALZUTyKw0+EJPf1VHlSscnnYrsuwDEalZZXzOrGDJGCiHJ8Ktgab9tg1eo6yGoJx1gxZUScZZwJ77wf6WewZs/tnv7jE+uxryTTt1aYSU8geSoE6p2Gz4pg0oR1Pqb5eJ1hfTq2RkZPvUN5H49KoMcISjxfjrBhT9wNXTZutgDKw2dldbx/BypbDJpslAm/PwY+Hh4eHh8f2hlI52OxMNJ/JFsdGD4J22WWXSUvXv/nmm5vVoO0JhRVvmM/B2HMAgPS0WQCAZL1NeS/3K8PC8eWv2S/rqCS7m0phR5tlgiiSDuqUy2AyV2W/NtSnj2fZmKQutFrWRootlTYi2rtVfXe1KI1BFob3u2QdGNG0VVtNECMzo1USGqVA653KuQazjNGRNfCzkVBBnzdZFRmRc+5divP4UFI0/eoaW1yVDJZ8cGtFscnosakDkREm1zJYC2tAKAZW5yije7IxsuwH+7GKhnNS2Bkx2JOfyU5IFoeMkWRcXOwQ0aD7ok0YWVJ3QSZFmi0W8mEmS7IsFA1LMbBpm0Of4k4dDvR5lGNfY59LbSnXkzmSfc3PNQkyBELUnKTdQ/yeMds4GIWQ4DcR3pe8P/jR1fUubVZrOp7ezWu4RjMPPcI8j/dAew3LL9j9D+prNFqIH9wl3G2uUMxOUjLOw4oBMu8LyexojU8gROKx30CxrpBU74SCo7QJ+y5I2PuPyRt8RuT9PZBXz/PrPZblJmO33zTF8LRl7M9PUwWtLOTzo9Pa9bFD7I0+kTFR2mOoqLanseG6EXsdDFOr2dNuwS5ze1fJHiIqlAbEu8SxzmPL4oknnsDBBx9sstKDIAiNQ/L5PH71q19tkjh6owdB5557buj/hUIBzzzzDO6//3586Utf2ugGeHh4eHh4eEyOYAtkh7n8dnYELFiwAF1dXWhrU9nT9fX1ePbZZzF37lwAQF9fH/7lX/5l2wyCzjnnHOfyf//3fw+5SO/wKJcMKwPYOXciOTIg1qntSoN9iKLYvQwAkBFsT0nrimiMyJR5AEjpzI9A+DChukH91ZGd1Co16hT8gXFhEJhQEZ0rgidkVgWDcrYnMSxM93Q6flJEmJW6/SmtOegfs9uvGSroZfEsDOpxJLtSpdkbRmhdIpOtuajOgwVOAVEstEQGwp5j1qEpYcuoy5GRuEn31V1Rl5V9otatGxGZPtQT6GPnhOE6918TKsRJjZLafkz0oYuVzkSYNakfYdQpM1+q9foBk/liI18yCSZzLGTIp3U/Qk6RylA3Ez6e+qz+So1PtKtD6fPcriiZtbBeRqbPj0YyllKCYbPXVGb86bR/FtEUx+b1lXonti3rsB5gX0itmGGazCHt9tUmE8xuz/5fNcgSM/YenqVLYiQTLA9jv7dUb7dGsBI5Y9SojjlNZHHOqFX7yI5bprbYvx4SqXqbCVbWWqB8YPuOfcbbSLJEFJAx8y+VjDMcvcIGZLXO7OS9Jo1CWcBWMs6mjY73EnWFyaI4gG53b15bkIyI5wfU8dj+fGmtYpEX6b9SC0ltIhmhFT22D5mhKtkestbpSVgoqqPGx+O6qq2BUuBmLDd2HzsiooM312BuUwd4W4zHe//7349f/vKXW2p3Hh4eHh4eHjsI5syZg0QiEfr3la98ZZsdfzKZzmTYLGG0xH/+53+iqalpS+3uLUeiOIZE2s5/M8JKVisxeCAyuso6Ggscdpxji5VOqLS+2yzL7Xmw+l7bPHMsorh2pdpXwUb1Kf3ZZHKIdiUrlNaoOm2ZpppMNAvGZlyRSWl1RGhjZXq/2NsiWdAZY8V4kcBsjdJFjZXsWLpXsxFkP2SEvapf6RaGhAU9s2A4Bz8qWCLoNkqNCCMZRp+SHua+io5MpTqd3SIflNGIuaer8GdehE79+fB6ySqZYpuCZRjTbAdZMdlWZgtJDZFhMRJku0SWm442XefGZXJ7skiN2ohPGscZM0OpgYiUwZBt5TJZJDWjOTZmeZUd2WclkT3H1Wy+ZAPI2rBEwXjJriP7VJmWLzhuJ/8XbqvcP/spl4prfBjgyytbMn3AtsfPLVGQ7I16vsiEhPR22bCuLVQcVp+vLHlDpiJp+ty2jNqpypw1FOV7ie+qoNImqxRrlY9XvygrQiYqoRmgipS4ziV9TizLIViisaT2DnJkSU3TPkH07gHs/TGvwb57+C4w10hom5I601hqmsr6/cL7waWfWzlo352PL+4BALy+WrHX86dZHSbb2q91Qv1Ct2ULLk9siDjuKK5M5mhbee/sCGaJV1xxBU4//XTz/82t8L4tsNGDoAMPPDD0QxIEAbq7u7F27Vp8//vf36KN8/Dw8PDw8NgxssNqa2vR3t6+Vfb90ksvobtbkQlBEOCVV17B0JCa+ly3bt0m73ejB0HHHXdcaBCUTCbR2tqKI488EnvssccmN2R7QzA+hkCwHwnOj+u/iZz12Uk2KrFWSjA09OMvre+K71z7fTDSkiwLGSZ57OK4inbIOCXFvH9yxl5qHykbHRq34Lz6K7NVMs5omFGq+n9V0t4WstwHQYt+ulsDNuKitqfg8Juh90bfaJxVIgMkdQiMtGSGmdHNOLw5DMsgVtG528XyjJfCkZxkcdwlOFS/uMpsGA8hETGy38mO1QjNhMvl2ZwHqFMRJQTG4sVqrTO42l5a+9fpttZkbDaFbSszu+JMkC2fIc7NsG8iy9AU6VX7kO9W9r8MOrmefe2avyfJIPVC/J4ro4sMYTIRZ8fkPRDN8koL7ihNLyfRd6bkSInOwLKN6j9pUaiUGzRV0s/GPjPRwqPSpXsvXSJmF1FGZu1wuBRFxuHEXdc0x56b8B8DgCBrGeFRrQ0cLVp2lWySy12djFbRnL89cRarlQwbM7qqNfMsuTpmAabGLduTGVNsDx3yJZsGFuPW7BUArCuo/a/SmaO94r1Bj6y/r+g3y15YpnSbBc18rRVO34ZpLtAJuhhbN+7Q/USzxCZatqOBHn9ELpdDLhcvU7Sx+MY3voErr7wSnZ2dOOGEE/ClL30J2Wx81mFT8I//+I+h98aHPvQhAIrdj2aLbQw2ehB02WWXbdKBPDw8PDw8PDYNW3I6rLOzM7T80ksv3ezf9nPOOQcHHXQQGhsb8cQTT+Ciiy7C4sWL8cMf/nCz9gsAixcv3ux9TISNHgSlUqlQqhqxfv16tLW1oVTaNkr5rY1EtiI8Pz2sRs6G9Zm+q1mXYuFBqR3QOp9ERs/VC41Pgj5BmhEKxBx/evouoeMBQnOk3WGTlYL10fPm3Wvt3DijSEZLRcFOzNe1jyS7wgejrGO5QNQ5Y4aJrH0GzQQFOgrtXW+jKvpvMJKqEy7GzPKSWRjMBmMUVi90BczuyKWtboZsDLPbZHYYWYbKpGRL1GfjkFuyjrdNlSryYcQraj0iofURlYLdI1vA7LaxvO3XdTqrT7JEzChhGx3JayGvHoIamZC7sMvvJ8mMtyD0PfXdsF5IajlcTFa0jbJ+HG9ruQ9qS9h3aZnMqNuddvg18XujjswxU+NL+OYwm0xmdFVHHIelVsnF9scCd6F1YW2/hHx2A/pgpULtk/sPFw0OQu2R26/oV/cbtSvS1Xtek3oPNIiaW9Qt8f6W12ogH79urdXKayxbHI2dGyPjCgdryi6R7taD9N4pka2z2/PcpDaL9wiXhAvzqs+1acEuRH7Ay8LJeqxWTaH8rctqLe9/ZSkA4GVdhLl/yD67I/T2EcvKzIisV8dcL9YRLhbH6n/i7FBNRSb2vfGIi/SOmB22fPnykNnxRCzQZZddhssvv3zSfT755JM45JBDcN5555ll++23HxobG/Gxj30M3/jGN9Dc3DzJHjaM2bNnb9b3J8NGD4ImSkPL5/NbjPby8PDw8PDwsNiSTFBdXd2UKj6ceeaZOPHEEyfdZs6cOc7lLLC+aNGizR4Evf7667jkkktwyy23xNrdNsXDowAAlL1JREFU39+Pz3/+8/j6179ufIM2BlMeBP3bv/0bABVd/PCHPwypvkulEh5++OG3lSaoXFmPzAxbrb2sdTmpDrWsXG0z4VgNvrT8FbNsfJnKCutfpLK9yqLWWPP+alnFwe9V6yrEvL7REtlssvGuFQCABL1uZu5m1r3eq6KdR1f0mmXMvso66nG5XJVNVXT9f7pEq88qWiuKzInxpNIddGtflOfX2HpFjKoadRV2yeK49C8relUE26ezNppEW8kiSb0GNRLUw0hnXV1iLRT55o02Sf2/Jmv3nyyoa5rRPk1F8YKhB9L4qKgKPxr2QJJ6DS7rGbXRZ4U+945ata9GUZmejI7UWHB3RsMS2L4bT5KtE6wEwgyQZGMsYxGvvUVtUkNF/NhkhFzvWpmZFq3lFarVlUzElkUFmY5ESsPYyE2jGhbAslWNmkGRLBHbJdvKlC62S1ZhN47oIV8hrTVCmOEBLGOUKNvnuazZQmZhrRq098DfupRm5ZUu9Yy01craeOrZ2q3ZMrv0y6kXzslEl9bGjBREtXb9POeovREsaEo7TEsdEp/HlLnOtp/GymEGSJ43GSDJEGY1W5rUWp+s9Bxihqk0sNaMd6lWsenrhSTo6SWqn27/6xKzbNErSuw6qtnlgnDRLwyr7VNCf1XToljxQJ9HXmiIBvU7pKFqYmbH5Rht/4r3n/Y+47pS4LiZ3yZoaWlBS0vLhjd04JlnngGgCqxvLq677jp0dnY6B2719fXo7OzEddddh5tuummj9z3lQdC3v/1tAOqhufnmm419NQBks1nMmTMHN99880Y3wMPDw8PDw2NylMsBypuZ3bW5358Ijz76KB577DEcddRRqK+vx5NPPonzzjsPH/nIRzBr1qzN3v/DDz+MH//4xxOu//jHP45PfOITm7TvKQ+CKEw66qijcM8996CxsXGTDrjDIJVFMMMyWwkdMZZ0VgjZHwAovvF3AMD6vz5qlvW9ptibvqUqYikKb5zxQTXv3Tl9jjrUDMvslLRPUP9zz5tl+V6VBtj2nncCAIba9jTrHnpOMUbPLO0zy5q1T0mTdpsN6wpUO6TzMCNpagjKIV2BPkfBuKzX7MjTq1QEyLpfALCX9uag9uHNXhu90dFY+v7Ua3ZkDSM1wZZQFyEpYGZcuRI0UiZjSfrrhKM0+b1KzQAxgpc6Ffrq9AodBh1yyXC0iOwToj8fz8Sji3S1cJPOupigyDmNi/PmNZTMF9mwau2BJDVB/Cr3zyrggNs9ezTi5CxK0Zk+k1qXKFsQcvFx6GZ4mjxHyU4E2k8oHWGjgDCbRDACp3YltYFAnMdMkgEqyaxP7eMjs9tYmVxvlwi5Kmt3a5H1lMwpVnxoXF2PJX3WjZhtPXSumg6Q9wwZTnlN2S8u93M6ldfC3kdkaJKDimkKMpYZ4TkVxcnlIr5LSXFu0WNmHVqipGAiE9rnx7wLpYZSM+Uy26tXa+gGhtR23YIxe17rftb32r4r6fNNGy8tm/mW1HrKXKVl1iprwnKMotA7RbO9ZCYYGSDJVvIzGWqpY6TLfaVmVFPFLWa3NynKW0ATtLUy5HO5HH72s5/h8ssvRz6fx+zZs3H66afjwgsv3CL7X7p0aUyHLNHS0oLly5dv0r43+uo99NBDm3QgDw8PDw8Pj7cfDjroIDz22GNbbf/19fV44403JhRIL1q0aEoaJxemNAg6//zzceWVV6K6uhrnn3/+pNt+61vf2qSGbG9IjvYDolOZyWUqrQsmqKR1PI37WYamYb6iAEdWq3ltsjkAULeLmiNNt84AAJRFdliySjEpVe1WSFY7T1341EHHAABeXGuj0DfXKFaJtW6AcK0tIOxIS1ZFRuJkhQwjJCK6wDgC2/2RMenWGS8ygqJbLn1qXl1nj83oa5dG4W6dDdfokW3nOukPsnZYHZN+H3XivGU9NHO+keyrUkjXEmY/+sekJkD9XS0yTHjMJl3JXtZKoiZI7p/+PfTjySQtG9ikGa9A1MkajWgyJAPGjDR5HRq0GzQzilx+NlxX6XLDFtk8eZeWZgrgrSVMw80+pG1H9OghH6JJ1lEjI/dFhqlnNJ6V49KusF+o3ZFtMRmR8j6Jsj1pwTAk4v0YaP3YygH1LD6xxL4byLzM31U945319v6mY/eQ8Kwhe1jU7u2yZhXZ1XbBeGSKljlRbYknp6RDGYV6mfZKSggvqkpuxudfMClI8X4VHmIZ9RyX6hTbUxaeRevGVH+u67Es8aBmVcloyZppa3S2V1ncxGQEjZ+zYKaSOls1K5jjZIQ1TDp0anwHDUpmXi+TbE/UMVqiVl8Hw5Q5GLOtgR3BMXpr4fDDD8eNN96I9773vc71//Zv/4b3vOc9m7TvKQ2CnnnmGRR0ivff/va3TTYl2qFQGkdS2LoHOrU6OTYY2zQ9bz+1jSiEyhT5ilFF8wbjNoU9UaEFgjWteoEQMzaqF0rl/ofa7RvUspE6VSwVQiC4/0wlrpSFO1uq1AtiUL9kpSB5tn4JNybsCyiR1z/0rKgpymbkc2r/snwEDdZm6MHA4h7bnnWaPuZUjRycETJNmNt116kfEhcFL8GXk8vgkJADnyTCUz/y3uWxarJaSCkGBbQZWD9iB0E0QuTf1cO2D5f3qx8j+dKkMJr7ktOSfBnJlPee0XB5jXrRd66xSSoi+A2bveltMpwqs6Dp3voRUaJEwyWcJ+T70/R/pNwGYAfY4cGGghUuy3XccVwZzc3k/qNmhrJfg5z+sRaGiJza5EBbhgic3gn91EV/KITw1dhH5GxiCKfl+Ly9udYGPL3aAoIGoXNbhb0Fkwiq7MBlr1a131ZdiqJWCKSbtX1Eq7CRSOTVwIsDEA5MANtnWbEPJgNw5BmIFHbaBSTtArtOD35kFnxRmzGOJbUwfMheB0510aZDgs9PtxgErdDT5lLMXNTXteiwdEhn4sJxIkUTTdeUomNQExVBA1vfWXlTUAqCzS7Rsa1KfGxpXHTRRViwYAE+9rGP4cILL8Tuu+8OAHjllVfwzW9+E3/4wx/w17/+dZP2PaVBkJwC+9Of/rRJB/Lw8PDw8PDw2FgceOCB+M///E98+tOfxr333hta19zcjJ///Oc46KCDNmnfG60J+vSnP43vfve7qK0N27UPDw/jrLPOwu23375JDdneUKprt0wNYFgSpsYG0nAtq6K7ZN6yROXuxfqDTvFttvVUmBJP475kXhRjHVRFABOpeKSTyyuR9a6Ntu8bNKviisTJbEhypZ6OgDJAY0rwmNq/ZLSGEupYUmDcXqNumwWdiiWS0R4ZkWl6WqxDpLy/oSM6biNBKjoXMghEbFl7rWob084lA8bpp3ERrmb0dFMK8agwVVZRZ4OeIygKt8Se0fj20bT8LhHJLteCziYxVcHpOZYSWSdYJVuWw7af0348b7nOiJMFI0cmhFMnoaKkqfBxJANmSnyU48xRBftCBMxW1CzusSSFtTy23Z77kpYD3B2nUiXrRoYm63gbRVPxActS8dq7DDPFbAcSabZf/3+k36xL6uc5KcpNmCmfSHkb9TkR3kac3Fxd/uKjB84wq15fo1ghMgujIg2b93ytuIfJALVptkcyhYb5EwWXTZs1M1UW5TyMGFje+/rGKOvprVEpHiY7qbdJJOw5FmlyKbYnA8ZrOijeA2TFXOahnNpdus4yyLT1kAxPhX6HFPW+EuIdl9bTpCnxcuN3M5pBTYn3RnRaK+uw65DsT8rck8nY9m9V2YztOTtsW+BDH/oQli5divvvvx+LFi1CEATYbbfdcMwxx6CqqmrDO5gAGz0Iuuuuu3DttdfGBkGjo6P40Y9+9LYZBHl4eHh4eGwvKGELOEZvkZa8daisrMRHP/rR0LJyuYzf/OY3uO222/Bf//VfG73PKQ+CBgYGEAQBgiDA4OAgKipExFEq4Xe/+92kKWw7GvI104C0HehVVoQjB2mWZoSEg+vtIl3qIlGtxdVJR1dTa1C0jEJAvU/W9m9Sr0/1q3T4xmrLKFTWKbZKRmhmjjtBoW1cABukbSptbkSX5eh6Q32v0V7H0bT6LNPHc+OK8ZpeqfYhC4MuXm9ZLSBsEDjYrfrs9T4byc5qViP4Vq2LCBsK6mgvYR9dlsEgC5ARJmYjWrcmqwtUBuHr5nI8Z5kEaYhGLQZ1TxKMckORr45ka4Q4m5FvwcECkD0LpWbrALNSR7SyWCrZjoIQUkcNByukAabejNdNxq4Mnutz4tro6LxvtBjaBgByKabii2g4FWaAZPo8SzHI1O+o1Eu2ncyOSw/G9svLRuaI2jSpc9A+diErBPYd/yaExscU8xRp80xUIMMLR4o8C4SqL6hl0zVDetzuNqmhMF99plg8JJynEF6cb42+5lUptVTqEs37ohzX2RBS80L2Vt5jhlXVHSWZtsmKho5HWB/A3itkeyTrQy3dqn77rJPtYRv7HYWUM0K/VCqp/mT3SzYz7WABk/rcUiwCPIm+0KX/mYwJqpL2FhF2KHCwSh5bH6+//jpuv/123HXXXejt7cWxxx67SfuZ8iCooaEBiUQCiUQCu+22W2x9IpHYYI0RDw8PDw8Pj43HzpwdRoyOjuLnP/85brvtNjz22GMolUr49re/jU9/+tOhKhYbgykPgh566CEEQYD3vve9+OUvf4mmJls2IpvNYvbs2Zg+ffomNWJ7xGihjCoREKXzKssrqSPHwMHsBHVWQ5RqnBHaLhi3GSOJgmZ+WJxTZGgkKhQzkqizVuVGQ6SZoPKSF826qnaVip9rsyU+8plGcw5AOBJksJOR5zag9jv2pt7vHJFZ07SPOrbYnhkyo7qsw1qRJcW5d5PeGsSjK6mbYUmP2hwLosbbKsHomfoZeW7MOqmQKcSGFYtHtwWteSA7JrVNZCoky5XXxYELjpoPZCd6REo9I8tKY65mo0lGw+WyjYarDAMU/gtYlkSyHjRHdPXTmElDjkfbTZVxk0dqjZi+XCVYMepSZBfyWqYdGTiJBPclKDn9kf1ZETJvZHYOz8sicOyfrAr/hliiiBYKsGwVrQpqaizTmR5VGrzUwBq7vU6NL9VrI8UKa5VBVjYpDRcT4Xs3G9j7qCKj1ln3BdsukreDIYbQJIQDAOrlu2Fcs6xCy0XdUiGlthsSNg8D43EWbbwU7mvJ4NnbOt6vZPWkGShtIWjAOihS/bs129slmCA+D2RQWH4CsGas0uCQBVFJgCUmTggDYFPimUqfduh4eOy0g+2Sup/cdsju7MzZYU888QR++MMf4mc/+xl22203fOpTn8IvfvELzJw5E0cfffQmD4CAjRgEHXHEEQCUc3RnZyeSye3vJvHw8PDw8Hg7olwONjt1f0cVRh966KE466yz8MQTT5j0+C2FjRZG07FxZGQEy5Ytw/j4eGj9fvvtt2Va9hZjYLyMmUKLkupdEVofVNabz9QYSI8OFglM6uitvMyWwSiuVvbeqXqlFwgKtg/LI0pvk+m0x6Jtf/7FxwEAS3/7sFlXrU0Vp3/8n+32u6sB6zBZGRF91mqSRGayUWPADDaZyUbTOTkfX9CR1vJ+7QUyYqPDGTpDhpHmOrGO+p05bbafmD3Wq0tqDImomNF8JjS3H9ab5AUrQ/YpJzLrmCnnYoLIAPXq6FkaIzJikh5LUbO3BuF3lGpR+5d9wRdWtYPZYfQ/XJB6p/B2UrdgfNnEtTRZWPo4MmeI2Vc04pN9OGa0SlI/ojVNpriqOLdIYVf52cW0Vev3bCmwrxfDAtC8UfRrtIRIysE4hUoaRN7joQKnke8B9t4lyTAg7rFG7a+TKC6z++9VrBBLM0gmiCxoQuj4MprRZb8Ol+25rdf3wzKdESk1LLWOIqm8d20GnLgO9CgSpTFGodavG1bXTz4/5nuhArPqL00JSw4miOytvD9470u2lLqfHl1OZmgsrpFztYPHlNu4vICY5ZXJxVaZzC/5XqIWKGqaKI/t0juRFZK6H+oDJVvl8dbhve99L2677TasWbMGJ510Eo499tgt5le40XTO2rVr8aEPfQi1tbXYe++9ceCBB4b+bQ0sWbIEp512GnbZZRdUVlZi3rx5uPTSS2MDMGqW5D9f1NXDw8PDY0dHSTNBm/tvR8QDDzyAF198Ebvvvjs+//nPo6OjA+eccw4AbPZgaKOZoHPPPRe9vb2mYuy9996L1atX4+tf/zpuuOGGzWrMRHjllVdQLpdxyy23YNddd8ULL7yA008/HcPDw7j++utD295xxx1YuHCh+X99fX10d1PCaLEcivbI9pSqlN4myNpoLDmss8JEFgm1Q8mhtQCAsdeeNev6XlNMUFLrBUa6bVZZQZeFaDt4iVlW2ar0V0vuU46YSx+2UevMBSqakmqswXE6AqsoVGpAyGwkRm3WCTVH6d0PAQAU6zoQRb3w0OFjxOyQ6Q22L+brbC9GlW8IN+lhzTZIXxRGncy0khoi+pXIBzenRR90Ux5xRJCyZAI/0VPHESibchkjDlZGskqFtGoH2RJZr5HlOyTbw/25ItOMYT9EMUz9XV4jyeC5AlI6LScdLwFGt/RTkplXbM7a4fhOyU5ITQ1ZMfn65GpTXkBmGRm/GZG5gzDbIzUZacMmqf9LbxxeevnuTiDMKpWls7FD81DBUhounQdd0mU5CJ2hmRpWeqGkeB6ovUkJP55xw0qSQYm3gRoTmc3I7LxKIdBjRmAds58Ce43GUuo5k55dZGb4rEtmlPuSxyRbxXtTMiO8Xrx+klWi/qdn1Aaea3Wpi/WaCQo7ltOzqxRbxoKlQyNxvZp0t6YvUKC/J6dyovofIOwLJI8nP7sGAWSAsmnJBE3MHBE834LDhXprYEsMYnbUQRAAdHZ24pJLLsEll1yCP/7xj7j99tuRTqdx3HHH4WMf+xg+9rGPbZJh4kYPgh588EH86le/wjve8Q4kk0nMnj0b73vf+1BXV4drrrkGH/zgBze6ERvCwoULQwObuXPn4tVXX8VNN90UGwQ1NDSgvb09ugsPDw8PDw+PtwHe97734X3vex96e3vxH//xH7j99tvxjW98A6XSxk9fbvQgaHh42PgBNTU1Ye3atdhtt92w77774m9/+9tGN2BT0d/fH8pQI84880x85jOfwS677ILTTjsNn/3sZycVcefzeeTzlvEZGFBZYNOq0kiIOmH0DilrJijsE6QjAeHtQ0fp5LhihIrDVrExrgstjq1X+1/3qmWCUnQ9rV5qlq199nUAwKqnVRZX9TRbf2j2MYq9Kc85wCyjxoUZP9JvJj2sCrqaTBMASFH7oN2hk1azw+KiKcFyMZhgEEa2AbB1yxg5rhOuyoR0TqanDDUpLMAKiEywMRsxkgGq0loiKRfivsZFNMzkKEbAjsQus3+pNSGjI1mlLAtwajZD6iNYXFVqYyp041w+Kiy+Wl9pH8GqSD0kWQONEZx0jM5E9DXSJ8hkKmkmS65jv4a8gCJMhcwiGdbMg/QJ4mmauln5eMfKIr0k/1jHqyIdZ4LYZlfsLRkeXkNuL8+jVHZk/ehzN/e+eHYD7RRNhhcAkjUNAIDysHo+DdMLIF2nAqyxoj0OM7r4rEiNUnOVOvGOmmrd1njWmlzG2l589xQrGsy6bq1ZY10u1Q56XMXP22R0Fe358h7kbSQ1b2SC+L0BcX/36WdEat4GI0WDJetDtsfNDmmtojxvOlnLunGlcmzZZJiMvZmKy3NYg5eYeN1bVDuzVN58Jsf1/tsRMGvWLDzzzDNoblYa2O9973s4+eST0djYiLPOOgtnnXXWJo8/NloTtPvuu+PVV18FABxwwAG45ZZbsHLlStx8883o6IhPo2wNvPHGG7jxxhvxuc99LrT8yiuvxC9+8Qv893//N0488UR88YtfxNVXXz3pvq655hrU19ebf52dnZNu7+Hh4eHhsa2xM2uCVqxYEWJ5vvrVr2LdunWhbbZZ7bBzzz0XXV1dAIBLL70Uxx57LH7yk58gm83izjvv3Kh9XXbZZRs0WHzyySdxyCGHmP+vWrUKCxcuxAknnIDPfOYzoW2/9rWvmc8HHHAAAOCKK64ILY/ioosuwvnnn2/+PzAwgM7OTjTk1yIpoxJdm4dRZELU+4KOnqmtAUTGmGaCso0NZl3jbsrbp++NlQCA6l7LElW1qHn/dLXV2ax9aTUAYExvN+/9e5h11UefoLZJyjIm6mYhK1MnIniM60i/3tY3KulaYayoLUtFMwAfLcYfHlODSoQXZIDI7EhvHD6AsubWyp5wHTHpy5PR20sX3JImihjRSpbIpQ8iC8boVuojjFdKiWxX7OshrxRGgKwJ1u+olSQj6zpmWOk2jol+yplaaXF9FNsaYoZMW6VmKswApR1sD9vvstuXfZ1Lhdkh+a50ZYdNFj2RAZL3HSNp7iHjyOgKIn8lZCRutFCOdRlH+22jtR6uYO+ZgLUAc5ZdTTbq6fQh7fouXJvL1AkmhWO+7mTr2h7XpPG+kJo3c01CWhd1zQOdASYz2ej5tHLAvi+oI+M9Ke+P/vGwQzNg7wuXjmwkCD9v8nmi27nMACPj6tLbuNyno+yKa3vZF9QEZfU5pjfg3RNlgqTvD9lGnptkqPgsutge44w+yXl4x+htD5f2b1Ox0YOgT37yk+bzgQceiCVLluCVV17BrFmz0NLSMsk34zjzzDNx4oknTrrNnDlzzOdVq1bhqKOOwoIFC/CDH/xgg/t/17vehYGBAaxevRrTpk1zbpPL5ZDLOXIwPTw8PDw8thPs7MLorYWNHgRFUVVVtck0VEtLy5QHTitXrsRRRx2Fgw8+GHfccceUzBqfeeYZVFRUoKGhYaPblhwdQFBlHaBNNlhRzccnRCVneoeYTBMAyZFetW5UMUbZXa1/UsX+irWpmv8aAKBh3qtmXUKH3cNdVocwsELpA+jb0bKfcIdumQ8AGB220W218fbRzRL3/WCmAQDQPWTbWiirc5lVp86jOmH3ldQZLDL7ZzTiQbNmWPrrqL/ROlhqH/EojEiZSM1Gn+WAbElct0AGaI1glagxCDFTjFZ1u5oq4/W4TCV0h25AeqUww4rs0jShXzJ+PGIfrINGFmBIMEfcTjIDjOJzabbZkekkNEo12XD/FMULjl08WRV2qRXLa5dn4yguzsOlK2JfkQ9JVYjq35oJyont2YzJsnTGTXaVXWa1TVJrxb4Lt0W2W/arYZh0LbCgKKw19PUNhJ6vXK20hgn9zEuGt6S9wArS2diQGOqDvA7UTDEtUV4OshPy3ALtPj1OLx1RCI+ZX2khgqL/Ew85JFybXa7qUcj72yyjh5DoQz6zI4KZGqKWzsXYTlaHjPo8sT2f3Ww2nqGVTcffA65abNFj5RyO0YSrrXJf2UyYHXI5TJt9biMmaGc2SwSAH/7wh8YZulgs4s4774yNH84+++yN3u+UBkFyumhD+Na3vrXRjdgQVq1ahSOPPBKzZs3C9ddfj7Vr15p1zAT7zW9+g+7ubixYsACVlZV46KGHcPHFF+Ozn/2sZ3o8PDw8PDx2UMyaNQu33nqr+X97ezt+/OMfh7ZJJBJbbxD0zDPPTGlnW8rBMYoHHngAixYtwqJFizBz5szQOs4NZjIZfP/738f555+PcrmMuXPn4oorrsAZZ5yxSccsV9ahVGOZIHoAkQEKhGsrq8inRnvtsuE+tR11CE1WNF6sVJkoqaoGAEBts11X0tXnC8NPmWXMGKtvU5FsdtZ8s2619uqRmh0mHLkqP9OvRVb4ZgZUFR1Xh/rtOp01UxJVsxk9UgezdlCwMfoeaHTUp2JmiYzKWEeM2iEZtY7pqFZqUZiFRW2D9GRp1hocqaWhbsfqbCSrpJ24Tb0s+z2XZoKBMdkG6fjLrLUxB8uVY+Ses4+ba//JiCipf0yydZoFrLLsk3VaVv8fdVQop35GtiqqdwBs1E8SLVxFXmc6iubxUMYBWnjdcP+hU2S0bY5nVxUMkxC/X4kacd1kxp5qs4jgdXsyIgOsnNL3IncrMh2Ndk9mP9INXt/7Y+I1ydpc0o+nVz+Di/uUvi1c8029J+h5JVmfav28JUqWmRouawdovc8BUQuM/V+fi7+2ed9Jb58xRypQlPWQupkKwyqFs7hC3wtl6YX3JdmSksPpOwqZHZZz1NeLQjJsk7k8lxzsFj2A+DclGLPo+cjPZJNc7ZqM7doaKAVbYDpsB60dtmTJkq227ykNgh566KGt1oCp4NRTT8Wpp5466TZRLyEPDw8PD4+3C7wmaHKsXLkSM2bM2PCGEWy2JujtiiBXG2J7TLTGqvBZ66WTHFXMSWJ0wCwray1QeUQtK3ctiR+jojq+bGQgtqz9AOXLVDNTzX+mdj3ArFutM0ak905bta4oPR5mQQBgZp3SPsyos0wNo2yeY1nURWOl9YTI2aEmg87PMhKiKzSjYcl4cDsZYcZrQ9l1Lu2Q0e/o3WYcehDJDlEfVNR/Q5kyiXAkG9YXxA5t2JixeBKaOV957JFCuP2yLzKO6JEZU9QQST0IM3Uky1DWtbmiehvZ/ozOT5IMBLPI5CmWtP6KfeLSQEh9Ec+zROYllEWnWQbRibQFYlX4MUcGogs8JdmvWf05EbkXwl8UDArLkNP5OuG4uIG9VkFaPfcjuo0yC5Cu0PKZYl2w19cOAQBaauz0+8w69bmhIs4E8XkLhFv14GjY7V1me9nMQ3ts3mPW/yfemZJJHS9PosvT25FtlZlgtvabYOR0duFk9bWKjh9dVz24Kse7JMq0hDO09H3t0P2MF+P7N/qiVPx7roFBtB9d2WH8Xtn1stgK8IMgN7q7u3HVVVfhhz/8IUZHRzf8hQj8IGgilMZDNLUpoaFfoPLFxRdoIGjYRE4NNkor3wAALPnlH8y6ntfVtFnj3AYAQLbODraG12iDNvGyrJ2lpuXaDtkbAFCubjbrBtfHBzr8MWUK9EhBlP/Qu5XTC/xxHgrUwEj+pnDyJToFAViTxJoK2xe00udLplakYfPHoVcM2PiiZQpua539AWkWUz9RuKaTOBXgKqpamZmYZuePi0zbNiZ0Mi1cf+Y7XzaBKcqyXfxhYntcbQ4Lo83S2Dq7jRCrmvOMX5tMRNApf3yzjh+VdJLTHdB/hcjaUQ6C6x2VD4x5Y72Q4vHHxwxKpf1EwDYkQt9X69TKCke6sy09Iq4RzQbFs2ueVaafiwAmZHqqwfEZy8/0jAoxsB7ky/RxCpB5z7dUiQCDJRkiFgEAUE7n9L7iZTA4AI4aaEa3Z3smE7xONgUifxSjg59RMbXGe0WKjZmT4JoWYl+kHO3KOwZgxUn2wcGWfIZd03OpyLM+2XnLwVwqExc/sz38KweN2UhK/baaDtuZ0dfXhzPOOAMPPPAAMpkMvvKVr+DMM8/EZZddhuuvvx577703br/99k3atx8EeXh4eHh4bOcolgPnoHJj97Ej4qtf/SoefvhhnHLKKbj//vtx3nnn4f7778fY2Bh+//vf44gjjtjkfftB0ARIDa1DsiLePUyVT6QES0F6PRef3kpQfDtg2RjawSd0JNuzyDpfvvSkMqJsEeLHXT+gjjXe2wcAqOhZZtc17QUgXLagoyY8TVIjip/WOWhnRroUpLZX22NnC2pabzRtz61Hzwf1R2zzAaAvIn5O1ceZFJeBooued7E3nNZiRCoFtgM6ZZep9YBlk8iMyAjeRLeRNGPAskpVoZR0PTWY4PnY7RlZ1ldMLSrkscviBJj2T7ZHMlO5iGgVsFMzGc3iSKaJU1ecxpTMYtLRfv4nMBGwXcWPkk3iDFFfPs5EtlbrwqCiNEY5CBcZlfdMOjafJVLGHe/s6CJZZNQwQCINXs/o2mmwlGVqArJDgtllkgGFxTKNnOc5KFgSXsL2WsX+zm+2z0pjRbgorit3RE4NktkxwnbJFEasKQDLqpiyJ4FkBfUUmWNayDUlFd0m60j9dk0L2b+u7WOLYm0HBGPpKGLKZ2syw0K5j8nOjYOAtINxck2Rud5L21oQLY+7s06H3Xfffbjjjjtw9NFH4wtf+AJ23XVX7LbbbvjOd76z2fv2VpceHh4eHh4e2y1WrVqFvfZSAf/cuXNRUVERqxixqfBM0ARIjA8jmR8y/w9SuquoCRLiShNFZoWQmuU1quoAAK37zTHrph2itm/Yc1cAwOCiJbHjpwQLkmtQZm00UKx49Wmzrn2BKsFRX2fFzCR+BsbjupZabbBH7QQAFMtpvZ0+jYItCcJze3mdFZz9vdsWlgXC0VKtZs/I9kiDQGoN6oVmgjohsjhShzCaVZ8lw8GonIZxIWG0I+zMRPQjhXxc3JtxsDJEUrBW1nyS28nIVP0NAruMeg5G84UNRGGMjGkAWSPYQBaWlToHI0527NamyCtUxjcJCZ1N5KuXjYu2Us8iWTGKn/v0bSQZC/aTjKGjDJDb4FAvSMp2RdaJfZSNzkYcybA9cc2eFT8LcbnW5UhWgpobSq6qZRp2gu2Jd3qTtoWQhWPZn2TCsg4Vt9SwUQtE01C5Oa+pZDOpBco5dG22RMzUTAwJl9bFxSDw/jQaHLFNtKQGIDU+ansXyxISOk9iuUIhtUsYPRm75U6CiDPU0SQOZ4mPbYyd2SyxXC4jk7G/G6lUCtXV8ZmXTYEfBHl4eHh4eGznKAXBZvv87Kg+QUEQ4NRTTzXGx2NjY/jc5z4XGwjdc889G71vPwiaAOXK+lCqeAwypZYaA7GMn5PVisWpnWVrl7E0RqpVeRo0duxi1tUf8k61rrbBbq8zzcrDioFJNbebdQWtTZKB3foxdexX19vCj8S06nAhWADI6vanGTmOW5ZoKKdKCDzTtcYse6VLtWN2i8qykdEJo6k2nTkmIw+aJYZSY3UUydR6mZbLTCLJiNBQj5F4JhU3OJSRsjFC1FFEkzBxZDuo15BMjWGQhM5hrBDWiNSKdjEVPZGQWU9hBqhn1KZSUdskdU+ZSEQqM4NoPimXjdNcMKk1ZuIeYCReoZkRyZG50s6j70YZg6cibBog9EgswYH4eRRlJpvRuKj/2yIVQEnv1mg6xIlwXSnENIVT4wN5dnwWU3GzTkKyuNSIjIWy7nS/RtLPAXvtZZYUDSxpninbPzQevjaSCeL91zsav19dmYSGAXOYYrp0ZKZoa0GwGBFFlYsRmoxtkNvnIpqhUCmKSVL1jQYnFdfgSHC7tIOpqXQwQcRkDBP/uowgXZlpk21PlNMTM1YeWwannHJK6P+f+tSntti+/SDIw8PDw8NjO8fOLIy+4447ttq+/SBoApQr6lCubLALNLMj/UfE1rEltONHWmcnNTbaXeV16Q1tqJia3ma/OHtfAMBY3XSzqG8sXnyRSGniJCF0Bd3aQPHNHsUEMWtFQkbDlSx9APU9yRL15+OlMZp1qYs6zYR091nmqE+zHSyHESoh4IjaGFlTCyQ1QRmH7icZiVzDmiCt1xgXkXKkdECVw+9oMuRLtj3Ua5DhkUwQT0003zAI/NsrmCBTBkO0n6xQvW6+LD3SrrVT8nyH9X77NHsmdSq2/IXWNkj9j/4o34csesqMRVmGhWxDv3CJHIroZupEAVX6/IR1FPqYIPNij80rVO0oVlkyWiK7PTVD9JIshgw51X0X8g4i+xE4nlP9NxNiODTzpU33egftdWNGZJsontuo69SwoG1e9B37nbuX69br+0EWICZqJymNEXoGTMkRdmicGZXnVgrC2hgXE+R6Ts33pe4nopeJMkNyG3msXMRnR24nU7ijJSsma5dcn3Xcf9nIu6RCsFBWWyd0QhEmznVsw8xtowKqO/MgaGvCD4I8PDw8PDw8tlscddRRztqk9fX12H333XHGGWegs7Nzk/btB0ETIBGUTbFUtSAZ/it9SEoqoksWhAanX2loSr3qb0KUyEhrDVCqVRWDLUt/IfqWiLb0ko3REWOriELp+zMsKIg3elU7yMLs3mwdcrMlzegIzYQpeDmu1pUr6sy6Nb3xrC06RNNHZb2IZLt0EUmyGm3CAZr7kBEgv7tG+yjJSGVQ64RkhEZWpcKRCcbIV0akZJPIvPQLPyXKJ7h9qKRGJHNMLqNnj4wWA7NN3FOG7aoVmoaxEjOu7DK6C7PNslAmWQbppmyy1fQhpXYl6qYsORBqSmQPJjQnwvOQGUvDmvUZK8TPjU7ZdVKvoZkUyfZkzSWMv8iiUbdkrehdJSUm/EzNkXw5snhwOiPZEs3iOtyhk6mcboM9AN3UrX7H5tatHFDvBFk8N6qBchWAzer3RkFciXVaIycZQrJ/vMfyjiKoNcKFPZXQBYUdnkbUs8msSdO1U3jzT8Z+APGMKxezIzV+ZHmiWWISG8oYm7Q9juc/Cm4TKmFD7Z6jr802jvu2xIzQdPw8tgZ2ZibogAMOcC7v6+vD7373O3zve9/DI488MuF2k8EPgjw8PDw8PLZzlIIySuWJB2pT3ceOiG9/+9uTrj/jjDPw1a9+Fb/73e82et9+EDQRSgVTGBUAAu0nQt+cUFTJ2mGynpjWkpRHdEZXva33hTn7AwAGa1SWVy4h2IlBxRzlhFdPo84Oq8movx3C0TnQEc0z3Xb7NcOKVdl/mmJ06CAt2zUaCK8Uzm1nVCZbz6g9t65B5ZUkvX3I6Ly5Rh1zaMxGsowGe3QbxkV05dI5mDpFmsWQGSM8jiszo6CjYemeS68hl3aKLM+AaCu9hhgVStdjOkbXiGi1KZKhJdmJUZ2BI4ueUqMTZZwAq+uQTBD336SJB1kvi0VrZXYRl+WNFkKuS+r9J/W+7Dp+kpE7PzKbyeUhJKNnMkD1mhEhUyX3Ly9EtIaZy6aGi1yZRdJ9mv3oKgHAGnfSB4vZm0EqXouO17xfXLeMuTZqX23SQT2lLk6oSC/vSf1/2XeTed1MVgTYFMAVvlN8fmQ0z+0HtB+XZDPIOsk28JjlBLViE/8ounyCpsrKECEfnwhjtCFH6qksk+8L3hculpiXhOcf1hbGtVMunVAUPEpxGzlH78w+QRvC//2//xfHHnvsJn3XO0Z7eHh4eHh47LCorKzE2NjYhjd0wDNBEyERHh+GWB4AiYJ1UIZeJ32Fki3qb5Y+NvU2A6y/SnkG9WvGpb3GsizMPgtEFlourTQ9TToyzax+xawrVyj2prmq1Sw7qEMxQHs0q6g1U7KZXf1ldSwZATJ67tJZZX9bNYAo5rdY3dKL2jH670t7AQBFoUWp0GzG+iHVfhm5NFfHI/G+SBnyWlGvbSqZK/3CkTpazRuwkXEmGZ+3J1PjcnSmvkayN/xMRqTHke0lq7xbDxddNyvkoxJrjmF+yECEqkDp7cnUAMCw3h/ZDMkccR912j48I7Qo1LDJlKuyrqxeNhGz7fs6h/8NP1KjJK8UGRpJMvBSMhKX1zYIGHXr74vO4RmFrkOS+0yE2gwAibK6boHQvI1p12lG9TL7jFlwg+MTMyKSfWMfDItryeyzqgy1Xw6GQ+9CshQz6ir09ybWlIS0K+a87fpMWetr9D5c7uqSHSIDwt4pBQ62x1Xwy9FE2//6+oWcvtVnl+4nWoU9dJgpsipsY0j/pzVQ0QxSwN5HbLPDuDvUsWmTQRn2YZLLtrXxYKkcILmTaoI2hAceeAC77bbbJn3XD4I8PDw8PDy2cxTLQGKzq8hvocZsY/z61792Lu/v78eTTz6J2267DXfeeecm7dsPgiZCMoVy1rIfgWZcEkXFqiSGLLuCQLFCSaETSo7p+lqV6nuFpjlmXd9ouEJ5etC6MSfGNcMkjk09R3pc1zIb6bPH0XqkGdOsr9AMzSzlhlarzautW/Wra1XmWJtgn6jnWKW9gP73jfVm3fxpymF6doPNkFmqnajXrVLnmK20t1EiUo1cRoLU9kj2p6tfnW+Ddt2VLA71QnIf1dmJb1lm1rhqiI05nn4yM/3QPjuhTBP1N1TFu8SoUF0/yUK5dD/R2WbZLpPJJpalHL4u5timurttT7EU3kYyFtWalcgGuo0l2+eJ8biTeJCpCu1fSllMNpw4HbI1rLM1XrJfcOp9IssC6WmkP7pqq5EZkOdNYmPcsX2JGUtSr8UsPf3/SlkDTX+UfRetnxZigpJsq7ifdBcza0vql9gORuCShaKeynVs3mtlwa7wHnY5mzOTMJ+27aKnUb5sbxRzj7k8uxJh7VfGSZdYcF9kROTzk6nQbtUOtsTlhj0Z2NfOmmCSKUtN/PxM1gbX+4IwTFDS9ivfG8wYK0/yfY8tg+OPP965vLa2FnvssQfuvPNOnHDCCZu0bz8I8vDw8PDw2M6xM0+HlTczK24y+EHQRCiXQhlgJnJliqGMZkaUhqb46lNmUe8zfwcAVLerrLDKD1jNTmVO6YMYCUJoSwJWohc1q7JFzQ7pjJegocOsKzYor6E3++KuszNq1XF6R0S2l2awZPDCKuErtVfPih7LFHDuvWfI7v/FRYopKuoMqpbptWZdg3aKZp0wMjzqmOo4ZH8Ay/Z01KvzlplgdJ/uqLeO12011ncICEefNa7sM91GV3QYjWDrKgQ75tiXydhJMsqNu/NKfQfdpqvKapn0lnFVvC5H6zqJJqfo+yNYjKqMZixKcQ+hykBdr8SYYg8TIjWWbKbUuUV1UWFfHmp84loasiwy4qc2qTLENuhsJH2OWXE9TLYa9RqCSeHpSi8gskKu+JvsjdQVsWlsvuxz7kMyNMNaH0R/JNlWsmK1gpHsz6v7dGhc66OEnpCfTHNEP9nsQaFF0V+w/k7xH60QC0UXZjoii5vGMkdCEzSZl04x7Ewvny2jJUrGv2d0NkL+Y13JJZMadrwO1YibRF+T0v1ZEofmeYa0YoaxdDzrkR9/yf7w3VB2sJOWFYuzuEYbtA0do3fWQdDWhB8ETYBEYRSJcfEjp294V9mMRIWaMioPW0HxuucWAwDG1qtls44eMutSFWpwwgKNqVo7lVV00Oa8cfu1nHEoYQcdj7+wDgBwx4Nv2Pboh/QrH9kLAHDANDu1NksPKJb1WyX9Cj34WaZNFue21ph1LJLKdHgAyOvBSa3O5d5/dqNZFzU7my2MGjmtNb4ybqVPU0X5fabIy+mwZj2oog2ANJrLRFLeAStw5vekASHT67l9k5jWcxoQJilcjos9+UPjKl0R/T5gx9CuKZ20+cGB2F6/9IWdAsWqYyma+4n9j6praUTQ0h9E38OTTRrIH19qhhOOH2Ser7QGKDhU39EU+YxjEMSpIPmDWDQ/mBPvU/7mjZl9xM+JvVNwBJXymL3aRoGDiEAMwl1TWDn96897oCgGi5zyTundy/R53ury2OZc9N9EEL9K8pZhG00JB8dgQt531kRTt12msHOQ6BjAuKbIooMB+dzxSZL7iAYi8hpFB0iAFZGns/GpNWP4GSqZkggtk0FEJjJNGgoweI+JJyI62JD/jZ73ZNNpHlsGjz/+OHp6evD+97/fLPvRj36ESy+9FMPDwzj++ONx4403mirzGwN/9Tw8PDw8PLZz0DF6c//tiLjsssvw3HPPmf8///zzOO2003D00UfjK1/5Cn7zm9/gmmuu2aR9eyZoMojpAjJAFDzLAqSlajXlVXHgkWbZrjnFkqSnqXomQ027mnXrdEFGBjbrRiy7xMiuSRTPXKGt+p9e3gcgUnZCT1Ot7xqMNZ/RT1vSTm+VahQz86c3rfj5zbWK5WEK+yGC2SFzJI/5vGaAMppVqRJMTb9mZsjoSBaHn10PIktxhMpm6KkymVrPqRayDbKch52SkpGv6seWKhoR2n6FJudcglxG9bJsgWF7dOwgWSJ+lixRVAAqpyW4W1mgtU5TO64ar+yXRMJObZLlqcio6yHLvFBg7yoVwamxskgjN2Jg81cYR+qPLjPG6PUA3KnrUYJCrqPQdMWgupe7RLHeVGS6B7DTis36msq0cyMsdoiHSXpIQsKVuj5NT+nKUjQEWRvJBDVVpkJtrZAskbFVUP8fFTSUsWgQzJSZugvC/5eQKe9kMw0z4pgKks9DLlLiQe6LNhI2BTx+bLfoeOJU9xBTE2Ga5PPDZ0NOkXFKmtdebj+qxd5F0X6K4jMsgOuY8uL1c7GVoSSFTHidy/qCz2RxGzFBO7NZ4rPPPosrr7zS/P/uu+/GP/zDP+DWW28FAHR2duLSSy/FZZddttH79kyQh4eHh4eHx3aL3t5eTJtms5z//Oc/Y+HCheb/73jHO7B8+fJN2rdngiZAkM6ZUhkAAKaZ6ihaxj5BRutZ2vc0y5LTdgcA9BbVOHPtgCwtof4WdFTSJdLtGe3IchCvrFGURZfW8Ry3nxVG76Y1N9TuAMArmhWapxmbRH6dWTccKGaHBUsBa7TW3qDWhco76MisQYiG62rD866SJeK+uEwWUOQyyQ5R11FHVkkwKUyXl5qGfq3XYPmLGmGuOEPriupztq3sTylKjiJj2AaXoaL9zLa5SiEw6mwUTFM6En1KGA2E2BfZBX5P6kfMJ5HunMir+4LWDAlRKiI1rJi+oCCsHPg99mdFvVk2pBkKW35BRr46JbhgrwNZGN7L8p5x6VKikH1C40EWJ13aZ4XzrsiXzOC8RnXPtwjxvSvSL5EZCOJakWifA0BrlbqnWrRGbMxhcin9EOsj95a8bvxMMkY+K7zv5Blye8MIibUuUXNOv18KDs2U1f3Y9pG5s/0aNxaNtk+2Wy6LkimyX11p8GYfsTXueyYXYRvlNkx4kMtykX2ETCWpRUNcY8Z7RhI60XdBUmrxTGFkve9tVDajVA422ydoR50OmzZtGhYvXozOzk6Mj4/jb3/7Gy6//HKzfnBwEJmM687aMPwgyMPDw8PDYztHEATGf21z9rEjYuHChfjKV76Cb3zjG/iv//ovVFVV4T3veY9Z/9xzz2HevHmbtG8/CJoAQabSZtYAJqPGrB+30WpypFd/x7IxLE/Rn1dRAy31AZuFRKO5ekc6tmREmCI+T5euOHqXBrMu26cowA/ubqnCTm1syAi1DBvxr1+nzmn3dpthtofeL+e6X1lnM9lY2FRGiYzoqMeRxVVbmeWlt5eanXZ9Hvt32vYTZFDqBeNEfYOcx2Y2GCMamTLfqhkCl7ldNKMDsNEh053rK2yflwL1xZqi3Z6mksYkTpw3lzVWxNkklroYk+UL9PYVIb1GWEcRCBbARHAiQg3S6nxNYdBSXP8T6IzF8rhliZIV6noHrZZBGdL3KQ32QsVbI+VCXJDMC9m3VDKeWVedJVNov9s7Gm53u7imLv2IOY9EOONMgZ9tX4/p52yQjJYjW0oui8hmTN8AVsPVJnRq9RG7g2FH+lm1vs5yjSmr4jCCNPYNjpR6iWimotyX26hQ/TVmiYLlinax1NTUOspfjEXsEcKZZlNgR0LsYVwvaPRgjhT0qoxqbH4SC2TXeIEMT0aYUJLpDGeaRb8p2qpT/UrFbTugKJeDzdb0bE1N0FVXXYX77rsPzz77LLLZLPr6+mLbLFu2DGeccQYefPBBVFZW4hOf+ASuv/56ZLPxkkoSX//61/FP//RPOOKII1BTU4O77ror9J3bb78dxxxzzCa12w+CPDw8PDw8PDYL4+PjOOGEE7BgwQLcdtttsfWlUgkf/OAH0draikceeQTr16/HKaecgiAIcOONN06679bWVvzv//4v+vv7UVNTg1RkuvIXv/gFampqJvj25PCDoAkQZCoRJESpgcj6cr/NrkroaDspmKCSNkRk9F8jIs3oFLKMdBoTzGayo1xGe/Va/5Iq2GwvZqlVC0Zh3zbF8tQldDHWlI2sy7rEx/6CCZrfpBiaJdpwcdk6u3/qhGR0ziKn/UNxz6QmzeRQtyHLYLBg5BxRgoMRPksOhObx9X9GSpK9Ufuboc0VqQMCbIaPDEJNlgoc2g/dxkqHuR9NACXJwI/cR6XDY0WyEiaLREfKrmyjapGByPMtOBgFRsg1WXu+6VS4+Kw0RCQ7lKxXmYtJkc3IorujWcsQ9vWra85sOOkHk0vEtVkkGVxZbvTZGcrHmSlqxiRLsU4baw5rHVydYEbJBvaKDEpeUz4jMuOvMhO/NrzH1kWK9QJAjYPhIENL3Zlk8HjMjhr7fEY1XFIrw2tKn6eiYC5GCmpDV0kX9s9YaPtS6K9EhYMtce2XILMjmSRec7Ircl19RfynIqm9oXjPSPbHacYYQcbhjyQZRWqCqh1t5TMiixgT3EXOoVEyhqfS0LIUXqc+UzukWdnQusjxtpFZYhAEmz2dtTWnw6jRmaiG1wMPPICXXnoJy5cvx/TpyhvvhhtuwKmnnoqrrroKdXV1GzxGfX29c3lTU9OmNRo+O8zDw8PDw2O7R1AOtsg/ABgYGAj9y+fjCRRbGo8++ij22WcfMwACgGOPPRb5fB5PP/30Vj/+RPBM0ERIJGwJC8AYRwTFeOSRqNSamnqbtbVqrdJgMPNrmtAQcCzOaEZa8FMj0igyThorw9FqkI6r4NszNlIOKjVboLNhlg7ZyJFO0XsJV2iyDMt0OYul6607NJkgmfU0u1md7wgdnUWEFs00k1llZIAkU7N2WLWbEZfUNDADROqRqAFq1PttEC7PDMhkrMP9MtKUTBCjQ1cWF5kgyd6kkmSrgtj2djO7PdfSTVkyEWQI5LWPakRklhG9Z0wRXQCp3hUAgMS4ul6he5OeL7UtqlX19sUzoPVqPcMTMyMyIu/V+w3rT1S7yViMCNaKDIQsMEttGZlBqRWjT9WQZl6aqi3bRUZhRGzfrFkYMiIsWwEA6VTcO4jt5n0kdSRcJxnIKOMiz3tGrbqvJYNUjDB38r6oiBQZHRi3x5b+YERUuyZZn0HdB6MOJmi0EHZEVueptpPeQcblWC+TLFpVQp3TSJKarthhQjCsSkBfHpn5lgxt4zq3kFdPmt+zi9jvYc0X16kNhfF9zA06pP1KTqxrY7vlKsvgxTY3ZVHMvhxs4vaOzs7O0P831WNnY9Dd3R1KcweAxsZGZLNZdHd3b9VjTwbPBHl4eHh4eGznoDB6c/8BwPLly9Hf32/+XXTRRc5jXnbZZUgkEpP+e+qpp5zfdSHhGFUGQeBcvq3gmaAJkBzpRRI2IqUHS9AbH7GW2pQb9KJeSymSAWImWJ3IGjJ1lKgtqbFjUWoZqOdRB9WFENNkpkQxTO0Rkxpaa5b116pR/v8sVn5BD71m1zHTbN9plglaN6oiv5dWq+2Lgo2hPkPO8ZPlISRLRG3CNM3YMHIGbHbVaEG6+Wq9iY7GCiLiJ6MgI0xm0rk0CqzDlZykKpaM+PmxGGFgAGC86PCbiWTuFEVA7orqDYtRYCaL/UJZh8hhNikcpdcJM5r6lL7O61aYZbwXA0a51XZOvVzVqNrYOAsAsGLIsjJrhm1mI1FrfJq0d5VwbSYDIbOFyL4wW2/E4YQsXafJ/JAJkgVq27TvFGuf1Ypry+3lPbdbi7p3Z+tlG8pEiq6XBASvTSnEQBZDbZzfZGvvTatWy6S2Yu2I2kfvaJxB4b04rjPMXJ5gYYYtrAWSLKhlUKSLeZiVlLX3eE7Sm4j3s6vgLz8bL6FQ8VNXphn3EX6G5brJro18Fl31+KJ6voRje/m9MePfE9f4ZCJ+UFIaQy+myd4b4XbxU1xnuDURlMMlADd1HwBQV1c3JQ3OmWeeiRNPPHHSbebMmTOlY7e3t+Pxxx8PLevt7UWhUIgxRNsSfhDk4eHh4eHhEUNLSwtaWlq2yL4WLFiAq666Cl1dXejoUNKRBx54ALlcDgcffPAWOcamwA+CJkBybBAYtqxPYbXy4ymt7wIApFtn2I1zKjINBBmwq3Zr7qhRLIlrXjtJh9+k8KfRUX0ib3eWHO0HAJQbFcOzasiGA+kK1Q6pH/nZE4ot+P9+/5pqntDNnH383gCAOqE5en29YgZW9Kq/84ReiBld0l6C0Sb9gVwussyiaauxLBGzPcYEI2KrWutMMKF3YORbk7X7YBYZdR2DwlmbTtHVgkFh1JZyRKbM+hkY02yAqwK3uG78atr4l9jtGH1KHUzJ6C9UI1wZf5UOb5WcPmZVyrYnOazvgaoGs6zcqszB6EreLyq55zWT1btK6W0kA0EvoJYqeW1Ue5jlJc/DVBAX15nr3+xRWWWSgaAj+Ioeyzj1aO0XmcjWurDrOGBr0MmMQu6rVeiE+Gy1aWfnvLj3qcsJee9EqpzLa0pWReq11um+oi+XfFbS+rtDgvlaP6L6wsXs9GnvptX6/HtFNlPO4b9EtpDMmuO1EWKyogyQdGjnMtmfZORkHTuC9wN1ajLjzOmzhbDHkmRe2P1OkqSsmR3x/ES1e4B93vg37PStDiYZ4WQ+rpWK7p9tlI96Iog3MkpguRitIMH7asLDblFs79lhy5YtQ09PD5YtW4ZSqYRnn30WALDrrruipqYGxxxzDPbaay+cdNJJuO6669DT04MLLrgAp59++pRYqa0FPwjy8PDw8PDYzrG9myVecskluOuuu8z/DzzwQADAQw89hCOPPBKpVAr33XcfvvCFL+Cwww4LmSW+lfCDoAkQpLNIChNLMj/J2gb1/+Z2s25cZ6Q0VdgbjFqg9GgPAKBc2WjWURKTo9+P8KwYTukRcdKyMbX1KiJdqyPOB9/sMeuWa/ZGahoe+rtiq/q6VgMAZu4526yjfmeNyAx6fJlyvGZ2zjvmNMa2XyLqOfVof6AmnaUjaxPxvJkVVufInJDBCBkdk+kzFmcgZGTN7ehFI/URZIJyIcfoiB5E9BMZoBW6ZpXcltln4arw6i9ZPcniBEFW78MeK+qoK/dF7xMXQ8hIvyDyFsYqFSXdMyayqlapdr+h2ZjVAzZVJqoHkdlYzLSa2WSzHyfLSmrTLIyMunluZGpkPTgyEGsHbXuW6wywPq2dWrrebt+lGSNGqc31Vv/TpplIeW2GdYbVeAVdlc0q058h13D9cabel4sFkRljwxFfmvC+4teLjI7RtQmqhgwQ66KFHcsz+ti2r8mwsT0uvx3ZfvZ19K/87KoX5VrHtvEcm0QtJvZBIFgTy9C4xK6xRYLZCWL7ijI1Es5afXo7+UxFSp+F6n9FGWHZvISj7lqsXQ62J5iC7mlnwp133jmhRxAxa9Ys/Pa3v902DZoi/CDIw8PDw8NjO4f0+dmcfXiE4QdBEyGRRLHVFmQb7FAMjasu0PhwuKowYKOqIKfceVeP2GhvQEfi06qU+6WMNLsHtUutOA51RfSuWTds9UJ/X94HwOopAKBCz+03zrBsFfHAy2vUMUWESV+gmboqt4yumCW0WmhKGPVP15F1h3CTpqcRWRIZaZLFWCbMPejKazxyRDhHTYKMlJePMRtJLWsWOhtqgaSWgfulxmJQ6Aaok6EfUc7hMizBaHKkEGeC+FF6k3SNqv1TByKzq9huqcuJuv5Kx1/uQ2pKxiKhb41gasj8MOIfFAwbnZyrhux1Xq8Zv2QyHt0y+0eyMbVaJzOnoUqft123XrM90u8npftlZqNin/qEBmfVeutQDgDN4n7i9lITRFADlRc1nNjWFqGDa8iGXdUdj7DJjgOAGSPqvqaGqzI9eaTPrirodqwWzycZIDpeS8aMjJFkjqLTFXIdGSCp+yEmY33kdTNOyJF6Z4DU2cW1TZlknBXLRvYV0g1GaZnQMdX/Q2yM/uusPu/ofj5KWfFM1VeE2czQeUc1R1J75NAETSadsdlnWhO0rYxmtsAgyFlQbSeHHwR5eHh4eHhs5ygHARKbKWx2FdXd2eEHQRMgMT4KiLpO63Sla2ZSyeikxlQht9tXprVmQutlpKvtM10D+ntq3ax6q81gtlN4nllnPWmmoKMu7NMDhCP9Bq3VGW9VUfqoqPH1zOvr1LFFds7cthr9V2mPZM2n1XT6FRHXHnp7RsoZh2aCDMyqQcFadSsfonUOVqla96GsVp1O0WdHVPHWrBA9XGTGFTEg9C+j+rsrBtQx1wzbYzPqpqZJ6kK6C3m9TkSa47pm2lgqdt6M2KVf0OvrFMO2NMJ0ANYbp13oX6LOxpLxow5LMgmdmiVhn4WyZ3S7XQwBI+QQK8H1Ed8ZdU7q3pX9Y72P4hF/91C87/5hrqrtQ9dwmY3VoNkwZhvObrQ1+MiOSYdm3orL+9VxqIkCLLOWmW6zTepz9L2JNdUwG03i2a0zmqBkaBvAsk/0BFLLdK00fd+tEfc3GSD2v8uPyMV+EFL/Q3bPxfa4PIH4WbK+0WWVDn8ePmMy85LXMsQERfRXsn9TDnqESxJ6XzJTiWcpCaTJMpn4npGSQ556qTxxf7oYJxfTFB0syO2NFgpeE/R2gB8ETYBEYQTp9UvM/+e0zQcAVKfVQCHk+G4MuOzCqOBV0tpL9Uu70jEImqV/FOWPkBHKOqaM+vR01agYbFTpAU6t/qHNCTNDvgSbRQFIU+w0Ff+xoMC5TZT94GBv0PwgyLTfMOX9pviBWqIHBfLHt86Y9OlpNPFSNuZw4oeAAxbX4OdlLb7Ni/7hy4ttXCUE3mxHo96XTN3v1z/STaKfomnwoXR+UzrBLlujB14ciFSGRJxq+x4x0BmKDFz4fcAOTOvL9loO6GWcFhsNlfhIhI45o9HeY7y3ZGmJjBlwhqfRADu9Jcdy/bo/2UZZamWdFutXiPuuJmJuuXit3X5QnwfT5jlFCgCv6/tb/rjP0gMpXofnVvSbdZzWkinyFLnzvqgXU19NYjqSyBgLBPVX1r0d1KaHK4Xom31WNgNIu31UmC/7lddLblMZSSTY0OB1PDIInWzqa6oohcfDAOz7Sw5S+JH7l1fYDIwmmZ5LyaK++p7Mh6b/1F9brNeu47hDTsOaIqxGeI3Y9lMFn/XJxN8cUaW30SAoCLaAJsgzQTHsMGUzPvKRj2DWrFmoqKhAR0cHTjrpJKxatSq0zbJly/DhD38Y1dXVaGlpwdlnn43x8biTr4eHh4eHx46ELVlA1cNih2GCjjrqKHz1q19FR0cHVq5ciQsuuAAf+9jH8Ne//hUAUCqV8MEPfhCtra145JFHsH79epxyyikIggA33njjRh8vKJcRjIlilYNKUNxQP1OtF9tmAxWRlpI2qiQ1PlCIR44UNk7T01rThKFgoy6vsazfRsNPrVbTZxTy/lVPaQHAUJ/ab1EwEGmmX+u/M5vs9EK9js5lVCWLUwJ2ygKwAlgp0qVYmtG23J6RGZmXZYJ54XFmNdv2yJIbQJiGZh/2CaaJND7p+SFB2b/SpabbZOQ7r7U6tF9XWQHuUwpOGaVLoTOnZsYcU0BJR9SdjrAxkn2LRvwSXNfgYCkkokyC3CdZHlMgdIpsAPs1el2AMPPFY5KhWtVtn5Xe1epzRbXdx0O6rbxPe1dbJohmnmu0iFiWIVitWaWGWiGMntcMwLJLbbVSgK2+K4X8r61R7eG175TPg96HPDdec97XcpqbQmc57UmWIGMYDsQw2RSWa130fAB7n8plU/3uRJCMc7TsxJhj+jMrROKVJc2W6MucKYuAs6z7UxjBltNhcbvUt5imOqwNyAjJc+VXJQmTjaSsT6Z/2ZA2hmuZPS9n96L9uq3MEj22DnaYQdB5551nPs+ePRtf+cpXcPzxx6NQKCCTyeCBBx7ASy+9hOXLl2P6dFUx+4YbbsCpp56Kq6666i11pPTw8PDw8NgclMtAYrPNErdQY95G2GEGQRI9PT34yU9+gkMPPRQZbej16KOPYp999jEDIAA49thjkc/n8fTTT+Ooo45y7iufzyOft1HjwIBiXYLaVpSbWs3yvpwyq3ulWwkjZCQxQ2sZgkCk/Wq2hOzNG+ts5Lte60CadDS5uNeyRIv0fh8UbM9jb6wHYFkf/gWAkp6krxOaD1bkHdJ6jT7BEMzVzEhUowHYyHe2KFbZo1mYZ7WYG7B6mXfMagQAdAiGg+zQC7oY65OLrbFjg9beSJGh1TnR+E4wVDr67Bbny2KnQ3VaQO6IlGVJBjIaFPBKjU9UTyEFpOwfKdRmu8kIVaTtvlgSRJabIFPD/nJF5i49CCPZ0XSceZHg9ixWS4E+4C62SVjbgLgNALVWUohMRk4K5g2Lps87K0tLaPapJFLXR/S9yPs1Jfo6G2EnZcSf0/odmTbP9WTu5HWjuFruYzTCdEqmhvfdGlEwltuzfyQTNBTRYQGWdUsmtLBdluyI/GjJtrrOd7J7ciooOY7tusfITrpK3rgMM10wpqElbRYp+jWZ18xgyb4TE5oJClhmKBVnG9NCJ8QSJZSulUQqu7y3zP4plo4UOFXnxH1MrBeSywqR65aU/9XrEoZxijVlq2B7L5uxo2KH0QQBwJe//GVUV1ejubkZy5Ytw69+9Suzrru7O1aJtrGxEdlsFt3d8crvxDXXXIP6+nrzr7Ozc6u138PDw8PDw2P7wVvKBF122WW4/PLLJ93mySefxCGHHAIA+NKXvoTTTjsNS5cuxeWXX46TTz4Zv/3tb82IPOFQ6QdB4FxOXHTRRTj//PPN/wcGBtDZ2YlSdTOKtW1meVePihQfXqxYGRmx7Tc9PtW2VGth+kUqMMH07jd1hsyLK212C8sLyGyvpI4GCzoKHeyxrEymQrE2lbWWlaB+ol+nVdeKSHaXZsUEddTGzeeYASaLsf5NM0APaZNFANi/s0HtSzNHUsPxkm7/I4s0eyV0Nntqw0mX3qSgNQQyi45RWyjFV4ddURYEAPZsU8aUTG0GLKtChqZZZLmRHeJxZPaWK1uNyEX0NuHzkAyhuja83pJJMVl6IsuNxxrVEfiQOG9eQ9kXtBWockT11kiwrLcRmWCTiBh4bjIbhvqul7TmCrAlMWjNIE3+MpoVCrM9mlnT9528Jyv1eYyzeKhgbqijkufN52ZU68Faay1zSQZPWjrwXuE+XPqoRnEdairCxUtlKRdXyQ3esiazTrBELh0PMRWDww0xO9GUd/lecqXI8x5z3bt8KqkLk4yZix0aGNP9qRmXcoV9ruuzSneVHFxtliV1maByWd8zFeK9SVaoLIwgy7Tn0OyeKINhDBcdzMZkGV28Vi5CJFRCZBKdD/eRAlmlbcOuBGX1b3P34RHGWzoIOvPMM3HiiSdOus2cOXPM55aWFrS0tGC33XbDnnvuic7OTjz22GNYsGAB2tvb8fjjj4e+29vbi0KhEGOIJHK5HHK5+IDAw8PDw8Nje0G5HGwBTZCfDoviLR0EcVCzKeDom3qeBQsW4KqrrkJXVxc6OjoAAA888AByuRwOPvjgjd5/Mj+I1JjNIkklwoUcpbYkqjuR21Gf0uaw/e/S0fRTQjdT0BF8RniZtDQrxqVXl5voX28j35yOvuZ12Khq7xnqczQLDQDm68ysaqH5YIkOtn+xyOhiJprUVczR+2CwvajHbv/HV9cCsFH9UXtaNm2fdtUu6dPC7C7+lR4xPKbULzFiZ583CVaJbIeUwZABkiwMQQaIx5HZVZOxJaZQpmAFyJYMiX5iRM3zHQ+VBFHHahdMFqNzZh5J7VSmQUfb4iVG1kn6NBGM2LkPqWupycbZALaV/SnLizBLyJVZx76TEWaFZttyonQFi6JS2yOZmv5R7UM0FLez4PauqL5d+2vtP7PeLOvUx5HPIq/lKv38vCk8ioyOTDCjTfqZYv+OiQxEl+eTyTwsxZmdqPam4NAqTZbhJeHaju2fLNNMMkHR+zp0j+n7mvdFTlwjvs/kMn6X5XxgpXvIVivGuSpbbZYl8opJTBTVOzsxbo2ngqx915rtNSvEM8qKgq589hyJmqJ99jNZrZTWFUkvJ74H5IwBidPJiJMyNrzNloSvHbZ1sEMIo5944gk88cQTePe7343Gxka8+eabuOSSSzBv3jwsWLAAAHDMMcdgr732wkknnYTrrrsOPT09uOCCC3D66af7zDAPDw8PDw+PGHaIQVBlZSXuueceXHrppRgeHkZHRwcWLlyIu+++20xlpVIp3HffffjCF76Aww47DJWVlfjEJz6B66+/fpOOmcwPoZzb1fx/sdbGUOMzS3jjMJofFixANDqXxTEZWdPd9sDZjWZdjY5Cl4psMssAqchJskTtcxoAAIft2myW0YGax5HMS63WX5SF0xEjIWofXhSZYCt11Dyj1UZ01Lowc+yPr601657TBV33nqGi87nN9nuMQruEhwsZoC5HlM6odv60GrOMjAb31S+Yo8F83B+ETNCggwliJE7GTEbRzPiJFikFbBaWPA59aeQ+WPSzHGGcAMuEZBymMtxeZmjxvKU+ZW3/aOiYdeI6W11HXFvCjzKbrD6SLSj9lwgyjIDVLT23XOnZXhfu1tTcSG8fU5w3Gy9RwhILbZo1ndtqr/eu+rMswcH+YSZbZ709Dot69gsmiyU6yDS9vtpqm8j+7TPDsknJBj4/4ew+YPJyE/Z8pIux+sw+kWo4Hnuy7DAJF9sTdYV2ZZOF2qM/myKgk3kaiVMkAyTvEzpqUxMkyTqWusnV2Axb6MyvREHdt2SEdMP034l/khIOZkfWPo32nCQ9oqcZJsR4jeQ7UZ9T4No+jMlY4y0JzwRtHewQg6B9990XDz744Aa3mzVrFn77299ugxZ5eHh4eHhsO/gCqlsHO8Qg6K1Asa4DL66zkcofX1HZUT26AOdeQoPTp9mILuE10qOXMRJfJJgdeucMar+gTsGydGgWR+pTli1SnhsD63oBAG2zrc7mIwfPAADsP822hzd6VYZMkI0/tRQFkhhhVP5mr2KaHhaZYANa7/Oevay4fLaOlFm7Snqs0BG45NCrUAO1VrAGzC5iLaouoUeiFkhGslFtxWjI6TehzzGeHZY1Xi7xzBpX1g33PzQa1yhRDyY1NdT4SGaHTA7bWC/0S2TnZGDG4q4rtCtxtUN3IguPsqjqdH09OkUNulSEKZNaJV43yTTZOm3aN2dYOiKrv7JeGyP9ktZmDA9YQQj1QWmRkUYGqEmzY7Kv2S90yJ7bYp+HFodrNhlO/l0zFNdE9QqGcK3uV2a0jQo2zZVVxaKnvN5yndHgiB+TlPGPmpgdInKObSRDyGO5XMCdPlP62GSmJttmqojeC6FlQkxDJojkk3y2+EwNl4T3VpVivJND6nwTJaEB0wWLA3m5E2FWy/X7HcqUixxbZm2VYlyQ2IdhlULpcBvcnhqi9DZigjy2DvwgyMPDw8PDYzuHnw7bOvCDoAlQSFeid9BGkx3aRXlfrYtgtXfA6jSeW2W1NCt0zSNGaMyAAYA1us7SiI7kc0LL8Q+6LtK8NquLYKS4Sluh7javyazbd5ryxqm2Nqno0+3JpZgFZCOV8TIZBduelZqZ+esilQnWtbjXrGMF+vmiPU2Var/Mhgn569D9l8yF0P8wip5MtyDrnLEmVEt1vGI8IefjXR4otiJ4MrY9I13WipLZXkYz4YjyGGnKKuw12fj+M6nweUpdC7Pb5DuJLA+ZspLIQOS+ZKV7MlL0d5K6M2qhXBXvyTYUSlLfEc5iqnRkjsmMmpVaj7RKZAYSZICKBduf1Jat1u7fVUJbwvuhZ1gdk/owwHosyb6L6l9kpmZtNv5Kk15VANAmHNFna81avWCc+LyRpaxy1HmT7A3ZmqgOC7DPAe8xyRQWtBmNZJqMr1N2YmYnlAGmm8Zjh7RTjqr2ZHJSFLsIhiT6VLr0QvmScJHWj3alvt6hbtLtHhPOzlley6xiLBPyumj6MFGyywI6suv6Y5J94yfZxkRE5yTPO+oYLWHrkAmH6cj3JLhZMogzTlsTvor81sEO5Rjt4eHh4eHh4bGl4JmgCZAJiuisrzX/z6UU+0IflYYKG/YwE+WNXut78RftrzM2rLPJOiyT8pHDZgMAWnRWmdQ9zNeRqZyeZvT/kI7y5k+z7SLrIV2eGe01VDBCkwyBas9KocthVM/It1JE1m2a+ZJ+Nj2jqj10k5a6HGb2MNNHRtj0X5GOvetqwvqLOuE6W+FgjBgpM+KtkBlRjoyrioAsj+qTpMMLxPr+2ONQAxFy241E56EaUTqSHXI4CpMZkBocXiPJ0PA6Uwsl3aR5vrXifLlftkPef5JNAcLXodJRWZ7ny1Mqiqw46ttWCtaHujZmLFYLL6r2NnUP14pruV4zgiP6HhsRLMC4PjcyNqmkZSnpLD2j0TKEM5sUk8BsOHnPUGuVF+1fr/dBPZJkdmbofUl2Jery7qraPlmFdnmP8TPvsVDdvNLE3j7R48nPTiY1Ed9/mWyP6Au+JlhTTrKV5tZNxvcVbbP6rK5Xoaz2Ib3HAr1fuQt+N5tW90qQdlSddyBIxvVzfMSlHoftNds5MiJdTtMJ03fx7e2+4+16K3yCNtfs0E+HxeEHQR4eHh4eHts5fAHVrQM/CJoAQTINIb8wmTuMmJurbCbO3HrNcMy1Xj2vrFJeJE/pTKuZIpL9l/2Vo3Vbler+tSM2Kl49HM80W7pORduMBKWDcspEP8LjJs3aVqxbZM+D3j7dg5YpYATeobOMmve1rM+CuU16XzbK++sypRn67XNdAGx1eAB4l96eHjTSD4YRu6uOFbONJItDlkSyJcx0M/WyUpPP6JosL+17Q22GbAf3VQ4xO/F9Rd15Qzobh1uw0a6k4hlF7JeCY3u6Yk/mRQPYaJ7t6BbsD3Umc3SmVZvQVfGY8trQUXut1oo9s7TPrFuifXWG+uz++/U9Wcir7RtFduK4ZlckY8F7KzWJ5ojbS9aKDGS78Byi7ofZYfI68NyknxJZRrJKcv+8Nv3jlv1hG5mtJjO0XLXAKiL3oNSWcR1ZSlfGlQSZDd5Hrsw0lw8R7y1X1lqoVlqECZDbJyNuyrKtGb2dZGfJqvA8Ql5UKYfmiB8Tqj+N5gdAoqDvLckIaaYpoSvRZzOWbeR+E3J7anu0hkieKc8lcGS+sV2uJDp2j9QeGW8maoPiX/PYgeAHQROgjISZOgKswR8fnjlCXJksqUHBXDFVcdZ75gAAXtVlI3YVgt8Zevw0pN82j2rDOQD4k55G6xfC5T5Nz/Ol3OYotSDBMVJ1Jv7iZcr6K6IY5hqd3syXLAukAsA+Rnhtj7NOp09z8HSQMHvcQ//o8uUsU7Mb9SBIDnT4Q2yFvHZ77l/+CHHgwsGPNEHky1gOjIYiwuCmirg4mXCJpuWUQDEy6JD9Wu0QZTNV35VezB+mnDxmKfw6ldOM/LGSP/hR8zzZT52N6iabq+872S4OEEaSdl+cPurWA53Xl/XZ7fWApyiOzc/FUSXy77V1Mk3plzV19j6t0c/LbrrYMKe0ADutxesmpw1ZbqZZDFyK+nz5TC7rt9N0nMpypZ1HC6kCto/lDzgHSRy0yx/AkuNHkeC1kcLo6ABJDnx4v8lB2WS2Da7EArbDOU0yhV9n2VazL3O/2gFYmcVnxfa5SJC1ofR8s94xZUwkynGxtPm+WMcpstDIhSn1egpctsYOdLhUTOtNYYpITpBm9ObZVHjQuLXhs8O2DvwgyMPDw8PDYztHuRxM6l805X14hOAHQRMgkQiLUGlGyIi0RqSkB4EurjrQZZbt2tcNANilf73a36ClfoP57wQA/KVb7eOWBxeZdUybbxWlImZrdmWmju6lYJblL7IiNK3PkZVQ+5fTbYye3xClMRjpMx1elhBo0LSSFCAyoqZtgCw+yekmTnE0iiKabNdoIS7UZBQdKi2h99EghK+MRFdq9qpLmPSxXa2if1j2gkzIDCHgbdVTRDS7lBGdidLFsRmdpzW7JKeTyF5ME6JyWhTQuK9HGC9y/yGDxhKnqcLFT+X2EtEU6GzatidqyicZCBdjRhi2REy5VgtGhxjXfTCm+zAl9pXQbZXTZ2OaoeG6NnHP8DqTYZSsTG+t+p68bjxf3gPdfWERuNxn6Jwi05lA3JwQsAwh7xlZOqVUCvc5YAXtZC5rKuKvVbIN8keI/d9QGWeCrEjcwaQ49jvZ/TEZXNNhLgKJfeaawrMlOGS6PcXGdju+QxJ5XTZj3DJ4xjhRsD0Jsj1lPb0l1+m/gSyzETE9dJWKYXtCDK+jn3g7u+Tv1kwS+u82SpEvlxBMIiCf6j48wvDTmR4eHh4eHh47JTwTNAHWjhQxlrQRWluN+jxNi5krQkIBFalIo6/8q88AAAbfWAoAqN9nL7NubO8GAMAjbywGYNkfAMhp5qFNRL4d9WHGRUZjY4V4aYyGLLUo6v8rRDr869qoUc4Np3WkzNT4XUUBS7I3A4Khoe4iFWF9ABtZMiqsE/qOSr1dSPejBcvUTjTVyRIfNJ+D2F5995VupWmSJTtYaDVda9vTpvuTNgTTa+PGi6sGy6G2qPMOF2qV4LKMODeyhlJ7k4xEpFLjMxTpJ8CyYfye7FdXOwo6pTeXoLhcrCtTv1SOHceUxhBGlsu1uefflip926i4J3m/yeiZAtOcZvpqG63Gh4yiZIK4P6krInjt+3W7aDQKWGZQMltkONmeDQmXuQ/JMhKu8hTUa7GfCg7Rh3wGydpw/3Jf/GrJCOFF4VgHgxI1ggzpf5JxhiPlEidFji01eJOV0LBaIPV/mTLOvhhzFHhNJXm+8X27UvxTNEYsWEuHZF6XFRKlMspZ3lOaNZQaIc0KJcSyIEjrXaT1/2WiA5msWBMNZNeQtWJ/hffF4+m/E+9yi8IzQVsHfhDk4eHh4eGxnSMol7fAIGhbuRrtOPCDoAmQL5UxJm6YkUEdTerIukloXdq0BiDI2gyw3DuPBQBkDlf6mnUZmz7/0OvKaK5LZ7XUN9vvMdrrE9lhjCxZKFOyDXXatLFRmDcyw2LJoIpR/vDqWrOuWx9zltAcra9WxyL7NE9k7pAJokEiAKzXUT1LGnTUxNOXGbjLyGtQM0Ddg/bcqKuhzqle6CnIYuSFV0Eh8hC7smfqhZarQ7NnrZrB4/moc9K6lmJYNwRYXUjY3E61g1oOFzvTHynRANjMtz5R1HPcEVEzUmZBUWlY2Kv7f5UoMMvznabPscqRds6+qBXnzfa8tnrILPvrS8rKYZ0u/SIZmwp9bdJCB1cY06wVs4ZEX1ATI8t+UAvEsioyI8r0tYPp4L0vbRV4nhVpnY3lYH1k/45EGKBacY9FDTABe0+6SixIiwUianYo/092McqQqn2FGSfZfrbHVZQ1JRga7oN9l3fcV+E09YmZoCgk28VMsYLUKOl2FJLUJdnv8nzHRNcP6ee5oUK9ExMFy0QGZNFln5MV0j/8iaJ9bxgtUChtXn+NLFHCXmcyOdT/hKwKNJdDTRQgrqFDMMIu5LVMb2SBWo/tC34Q5OHh4eHhsZ0jKJUQlDaTCdrM778d4QdBE2BOoh+JVluo9JHlKkJ+UBcZ3W+6NYc7fHYDACBbN9Mse3mditj/9ILKDlu63maAMUrlXznvP6wzZEaGbdRDhoa6lpkiW6dRR/gywlylp9rvfVFlqD2sDRsBYD59WoSGY1WPWv/GSuVXRIYEAJKgX4lZFDOdk5k7DFzzRZqT2YeOwdWYI6uKmhqpv7AGh/bc6BtTbo37qBAyyqs0jIjWbUl9UYRpqhHFN8k2SJ8jana4nWRXyHK5fHzI6MjyJWy3i1mgIZ08DzJAr6+2/k7ZdDjraUadbQ/Lu/CvzB50eUsxUmaWV1psw+ywtNC6jOfUtaG2rOxgM7JSq6M/N2t2aDTUr9ooU/eFzDa0ZSeSsWUuVsNVgsLoOyJ6GwkXM+cujTGJKaYj+2woH2YG5bGTiXAhYtd2Lo+iUFmOScp3uBBlUqWPkatQbhRlh87GZdTIw8h7mCzMuPbDqq6aZtZV1SsD2WRJCNv050RRactCxVU1615I2/eY0UAZP6J4dpg1TbSH4btTvmdy6fAyeR34HPPdmBnfNvlFQbAFNEGBHwRF4bPDPDw8PDw8PHZKeCZoAiSWv4TaWlmoVEUczEaSDAE/rxN+PDf/ZQkAy67sJlyYme31pmY6Bvrt3Di1GDUN8eywFpZTcGSM9IrJ92d1BhiLXDYJ5ujoPZSDtdSb3KezeHq0RoQlQgDruSF9gpp0NE8dj2ShqJliRprU5zRoHVWT8EXJRLJbBgWTQnahRnj1sA/IlkiGgJGojOiiVjiy0OzwOJkg9VdG2NT29ItIntvVxBPM7PnIaDLiGJ0TjtBkPaQ7cpR5kI69ZN3qhQcSI9IaRyFRunMzopW75jFnCO1Xk/5c1PeyjPjJAEm2p8w+I2Mh7kmyGGHtTfhVIzPAyMJInRDBPpFaqyrjhB73+JGZWUSUHdoQExTNMHP5Csll0f1tyIeIYB+72s/7Q7IyPF/JHkazveT9lzQshtS1Ue+k/i+khIJhC7cvdG6yPfS1SkxcNDjEDunPa4djmxt2slIIi2qyWieYU/dmBYQ7fErdK6Pj0nNMM6/6BORlt5os3T7x3iFLmpXXgW7YefVOTIzbTDYyVNQspQYtO7s14bPDtg78IMjDw8PDw2M7hx8EbR34QdAECKbPR6GmzS7oU6P9g2c1AAAOmV5vVjEza5lgdNZrDxZ6puzXabdnBP/35X0AgIJgG8gA7S1cm5kVRtZEBn+MOgcdzBRrgEn90n66Ftgz3TZ6oZsvI/5GwSgkHNEgHW4NExQq0KqOzRplkuhpijjxAvGaWJLZoU5IujCTBavWmUqyrS4/G1tAVTMc4jzYn2RQZOTLWlqubBuug73cZl+1WeEwHfDY6vpKvRMDXhdDYGqCia6v1kyK1HKROZmri/N21lv2sEIzQC7FCGt1SWdttoOeVYGD9SkKp28yRlX1Wi+UiTNaIYYjokOSWpkuXfh1ULM96RCT59J8qfazbpzUF7l8f1zszWT7j2JDzE6UCXL5EbkKorrqgzEbjM+Ny41YPlNRXZRLOxVqRzDx/6PMT8ix3OEubto2STadbD61gAM6S1I6cfOdIAv9tlZHKFfBKrN+l8xIo9yFbK9kfdk2sj1SI8d6YtI5ekgzTBUZ5dafyVbb7bW7NTPUSkE8Q81jx4EfBHl4eHh4eGzn8EzQ1oEfBE2AclVTKIuJXjjM0JpVbyP+ikGVhbVvm812+OQ/zAIAvLbGerEQi/Wk+JBmYKqEZmcfzd7MbxeuzRVhN+LKkJOw+iuj5zmaOZqv/YdahNZiVJ/Tw7paPQCM6Uy0lhmKMZLMy5iOpkaL8aiNeh8ZcJYjc+/JkBuu/iurbOtzIeMiNUSs0ya9fbiPom6X9I9hZD1SEJlKhTCTI7Nh2I/MtpOZXdSgSNdm6qjIYoyJfU3TUWuFaA/dvBkxywiezJHsH2apGV8hUWtsrdZYSVaiRd+TZNhkPTt+4rHlcWhxJTVEJmNRHzMrdFtSn0ZQH9Sm77GOestQsX/Ghb+TqQOnr2l2JBnbPppJBVgGSTIohXSYVZHr6FEk2Zlo5pdcR1ZWZmgZJi7yV2IyBm+y7VwOyrI9lo2J759aoMkywkLPm/4YqokX0eCF2E/qvOjpJO7lyZipQpwsde6fz1ePZoL6hcV5i3m/CnaSGiX9f9l3SdMee6xh/R9mfY6JlXyOrZ5MvCN0JuuAQ/9HyH7jdcikVPuHBgvYFvBmiVsHfhDk4eHh4eGxnaNcLhnjyM3ah0cIfhA0AVIDXajNiIyResXy9OgsrFDF5LVvAgCq1/yvWfZ/9jkcAPBck/rer1/qNute1hXc6Z0yt82yPnPb1NxzrcOzhhkL1HsANl6ULMDsBhVVccmAyKB48E3lW/SU8A7KaPZlvtY7Se3Kch3lLBbZPFzPbBU59862zm1SDEGDyBByefXwMwNxKT2oTMfn760nifp/2LdELxPVfNjWlHa1TYp13C9rH8monSygZIfy+qtkbDIimnT5j7B/mCVWJZy1JeNFRDUZUlvSZzRWUu+k9j+oNUe1hXidNnPPiD4ccxjBkC2htqdOZI7RXdzFdMzVdeaaBHtI1ko6NdMfiKyHPLeSrhJe5cjsmszbh5DryATJDKqof8+GWJyopmkyVsmFqeiMJto+qqtxMTsS5UhGZNqh3UmKfaYS4fXh7DP9jNBTJynZsURoG9exCw4NkWxztP1DIuPPuKWL94VlsFkrzn53TLM3PWIfy7Umc51225fZjGQ9a/U9JvuZrG9esIHsd56j3Bf7mCz2iKjB57HjwQ+CPDw8PDw8tnN4TdDWgR8ETYBEqYjEuDW0yJTp4KwiCRkRpXtVba7Vf3zILGsdUdlXLQtOARCudk4tEN2bDxAeQqyjJKMmsgZkASTzQi1QRWjOOuwd9ILQJT2lvYNyovbZ3FmKrfqHucohu0doUZbpzJ3+vF1GtoddINmJaTWq/WQiZPZG2hEhczUzM6QOi3P1JeFyWoywEZIlYh9kkpZRiNZnKoWi4kSorbJ1w/ocQxldKdU23SWhmmbMVMo42KRoW2R75Db0cGH/ThPOyWQ4qkN143S1ds2qrB2214hsYGNa71+8/Ho0Y/S3FX1m2doVip3Ma72GjHyZtdUn7uECHbL1sXebZj21mJkl2SEuI0u0XjiiN2s91ZwWxYLKe3/A6ItsP/FztM6WhMvjxjA8iYmZF7kd9WMFUavLpeMx+9OXZqr6IlfF+yhcFeBdbbaeQPF9hLyE6H2kdyFZokLk99GVGelyky44FubS1OzJenap0DLZh6xH+HLZZq1yv/tqJrIsfq74HlgzZO/5lQM6y9A4zYtad3r7gbE4o8X+lI7xZIyijJBcZrJ1HQ7sWwN+ELR14B2jPTw8PDw8PHZKeCZoApSqm1BqtLXABko6MtBOMxVlWQFZja7rd51hluX2OBgA8HqP0tK8rD2BAKCoNTp0gmY2F2DrUclyQpwnnyxDQ4JZEmRxXhH1plI6Otp3jq2Lxkw0RmhrRJROTw/pu0JvHs7ZSz1Svallps9Veqw4IkYmcPCcXFXYXZkZ1Bo1CcvbyoT2AkrZzKa+MWZc6UrUIihmxgjbL+NearIqHFqUrqS69isHbFTVq/tJXhtG0tFK4oCbGaAXEKPQGqEbIusj3baZ6RJlnACrTRrTj3iPkC38l9aD/fJ/3jDLVr74nDrfula1YKb1qXJpgUr6mGSH1oisnvk6cm8WPi9kllyaGuOGra+pZCDI9ri8gFx+RKZ9DrYka9hJmc4Y3qdav2H9Udi1ObwNa4IBQjc3ib+Q3JfL62oqYP/KPCXDWDiZpngWGgmNsmFN499y1TLjOZZD935J/7XXMmOYWl0jTmTF8h6jZxRg2aG12sF+tnhP8tzWj9h31Tr93nLVZIyybvI68L0n+4maJlffRTM7g8w24hJKJQTJzWRyfAHVGPwgaCIk0xgq25cZH+bWnHpY08ufN+uKRfXwVR/0brNsfPq+AICeRf1qe0GZ0ojOTBuEftjUMinI5TSSS+Rq0jvFjwQp4uX6hSJ/eFxlBV7vDqfxS4EqX1T1OdtGmhi6ygpwsOEy/OMLRVLL3L5L/5jKQQTLO2RCL2r1meUgZF8khvt1u8SgrLIp1kaiWvdnsqiOnXQ8DvIHisVh+WPdn7fbk7qX5Ug4+FmpReUjDhM9mYKfamBqsp6Kk8Z6us/koIyDUFoJyGkPDoT/rkuh3PPsKrPusceXAwDWvv6CWZZIafF9g+qvKjGVNVOL3FPN1jDOtFlf0wZhw9CkBz9yKoT9wymyGimA1dvzGVvaY0sUrNHTZ7IEB7/rEi7zesl7LDrYkCnmFAGHitvS3kFvl3Tcwy7zQF4juSaTCpfBkO3ivmR7ohnMoVIleuASan9ksCS3T6biP/hEoRh/HszUsdkmLhSeDC7jxeHR8dh2WSOatvvkNZXTpCt61X2wdL2SJcj3kqtYbXSqUr4H+N6j0aucqmXAkwr1q/rL51M+d9H+DBzv1K2BINj87DBfQDUOPx3m4eHh4eHhsVPCM0ETIDE+HBLykoVJ96gphPFFz9lts2paK1nbYJalBtWUw1FzlOh4YKzTrPvtc11qH47CnWQbkkUh+NWsB6eaJMW8YkBFTq+ssyLuskkjDzNOADDer6NtsT3LdlToKGmPDltmg98NsTd66ofdMy5YImOIGBGXAvESFoBNvWd66oxaa8zXWq32K4NQapHzOpIdFMaIdTk1DZMcGzDL0mN9AICGCjW9M1KIsytJbX+fDuT1jovQeWySPTXZ+OMj+4llAVzsG+EuCxEv2dGvxepShMppSWkmSby8VjFA339I3a+vPPqyWTeyfiUAoKrZTt82zpiu9tWiWJ+0iHz79ZRDU7WdvmiOMDquNG+XsJbCf5fhX5cWtsopEbIFsrgq+3OychiTMReyD6Np3oAV8No2xEWxclrImmHGp594niwyKovikk0KtTUZbpfcnseRZWZTfF84+tNlWMr9uabdogVUN3ZKTvYJL8m4Y2rTBdc63lNMpR8cjrNKCdFGWo6QCaqapDixZA/tecenyFhiRiZg2AKz6m9xEvuGLYmgXN58JsibJcbgmSAPDw8PD4/tHMwO29x/WwtXXXUVDj30UFRVVaGhocG5TSKRiP27+eabt1qbpgLPBE2ARDEfGv2TEShrRiHTMSf2nVKvNSAsvvAoAKChYxcAwKGz32vWkQlaul7NeeeFWK1Jp3fXC8Evxb/JcbV9z7iNBX/78moAwJtrra7n0F1bAADt2pxPll8Y0iyOLJBJBmi2TlGeKYzyqGWQGqV46rcdSzdUMpVbM2ciAhvMq++9ITQfZIVYBHTXJssEUbA8JvQLZHIYyQZSAKvD4kTRqoATBcU0pXMqhVsyO2RcmjXBUVOyfVhVrbZfN2rPe/WwLu+gtT4yRd4F9gs1MqNZUeR2LF78s2coLOx0sURj4pjL+9W5sczGmmF73vfxHntF2TeMj/SbdTXT1D3Z3GkLBNfr8hcVlZJnUFjdp5gZ6nMAywTVa0G0LJBKfVCq3iE+TcXF3BTf8/ylPsccR7QrKnoOaYIcOeIMfsmWlEPMUVyXE0W4kKhDKBv5f9qhLypT/yNE00bflppYbyJLifA6S+2N+exKlnBo8KLmf0nH+XCRuy8dlgLsHxFSU0clz4efeX8PiiSIIYcVAvU4ZP5KDl2OZHsqNTPLhAKpUyOTSCZSlozhvVkr9lVhdEU8R3tu1phyGwujt3OMj4/jhBNOwIIFC3DbbbdNuN0dd9yBhQsXmv/X19dPuO22gB8EeXh4eHh4bOdQ02GbN521NafDLr/8cgDAnXfeOel2DQ0NaG9v32rt2Fj4QdAESBQLSJYsg5LXGp18tUohrpg2x6wLVr4OAOh/3JbNWP6gyh5rO1BF3S3nvi92jFHNKEiNgk1rtdsxIgrKirJ4dZVlLB7W6c5ZEcVQq8KomxG2Og/1EEwXbA+LX1LfITUsNgJyZWiFzc8AqwFidJgXLE6XtpeXmiCyVfObFQPUFFitEnSzMzlhxJcOm5jJMhiJvP5uEH/QE2ZZPLpNarYo1WczqBJVDepvptUsox0/z0OyY4xgJSNCk0tGn5LB6NOGmTLyjZaNcKX4yu1f1SaYK7Su6o0uq4XqXa36glmJM/be26yrFOU7iKJm2MZT2u5BZM8gosEBZKab6pOSiKwNe+NI8e/VrGSvSG3m/Uk7hWZxbGbxSDZmPKK1kiVmouaY6stclwz9X22nWbcNlKeI7l+iFNHOuLbhMxwuKBzXEFVFjPek3mlQ93mhLHVCJpUt3i4aIro0U5MYTJrvOTRBsiSN2Zdju7zjGYyWPkk7WKLQPiKaL7lNrXlXibI8+jnj/dMkLBr4TuSz2CTMYmsdup8sMw9TYUYIsNfLFLLeVtlhW6B2GKfDBgYGQstzuRxyufh7YWvgzDPPxGc+8xnssssuOO200/DZz34WyUlsKbY2/CDIw8PDw8NjO8eWHAR1dnaGll966aW47LLLNmvfU8GVV16Jf/zHf0RlZSX+53/+B1/84hexbt06fO1rX9vqx54IfhA0ARLlIhJ5azJYmWkAYKOR5EifWbfufx8CALx09xNm2fIlav07dXHU6YLama39VhgdSq8YRrDjIuCilw6JBGlm6CrCyv1RI0KfDQmyP4CNqKlPkYUNq3TphpwYqdOkj3PoUjvAjKjhQrwsBAO5+Vp/AgAz9P4btP4nKNhbMkirdeUQe6OzZnQ/STPGVFr1QUWD9bNJaDavlFQRYC5t28Osu8TgoN7W9muQVW3sHrRs4Itr1Hb9msWRUTqZEclitOlIlIzZqgGb9dSjr6GMjtsqcqFlUi/EY8rzZcbYGrFforZRXd/GaaovmusrYtusXmu1WaORIpApYWTXUBUufgrY6Jn3jmQP2/Q1bXToi6ij4vmoZeqaMLqXHkIu40JG5znj/zN5FhPZSVdxUU18Ob13XNlVLn8gwlWqwxyH2qMNZFxF9U6S0Sps5FSGbc/ExwzrhcLrppodxn6SbBqvidTxRI0yQ8aRul/Hk/FzdDFBkxXBtR5l8b7j/Vcq23ssWj4HAGr0O45ZwfKykInku81lVrq9Y/ny5airs1nAE7FAl112mZnmmghPPvkkDjnkkCkdVw52DjjgAADAFVdc4QdBHh4eHh4eHhOjXC4hsYWYoLq6utAgaCKceeaZOPHEEyfdZs6cOZvcnne9610YGBjA6tWrMW3atE3ez+bAD4ImQTJvGZRK7TzMiEAKzIpjKqqvbLTR9l4dquTGrI/8IwBgmSj0x0hCuuBGISNAMkFMDJLM0bvmNQMIO6COaq3K69oteL3QBLXVqTZK3xVGaHmH3XxUoyDbxr9SG8PP3Jf00pmuGYKaTJxVGtHaoXzZRiSFMWaAWWaKTNN6zSTIKIyu1tWijEdKZ+MkEmp76TBdGfGDKVfaLIWhlGKVXlrbY5a9uFLNo7N/pP5HZvGYZQ2qLxhRS/aD7I3sa2a18L6QfjldfUr3MyT2kdLfpaPz3FbLBvIeo8dPyMdHX7eKansPMMsuoz2H5D1GrUWbYIfI9lD342IN5H2xTrd7uc4MlJlB1EKRAYpqR4BophK1NNo12EHAyPYz+4osjmQ/So4yCtFzkYc2LJGrGHDEPwYI+/y49g2En3VmP/J7zESUkN5bFRFmSu6Lr6iysLx29dVUEM1yU/8JO1jLzDHjgSTZGxaAdjAnLvfvdGRZ2DE6FfoeYO9r7l8y2tF3XMiDSz+7UidEF/aaos5Mc7jcr9bv1eEhy6huTQSlMpDYzEFQaeNYq5aWFrS0tGzWMSfDM888g4qKiglT6rcF/CDIw8PDw8PDY7OwbNky9PT0YNmyZSiVSnj22WcBALvuuitqamrwm9/8Bt3d3ViwYAEqKyvx0EMP4eKLL8ZnP/vZbSbKdsEPgiZCUEaQtN3D0f+QLn46q/MAs27a8SoiaDlirVmWalYpgKUZ+wAAevtsVEIGgRlCy0TET+Yl7Yg0GfTNEvqOpMnCitesYh0e11y61JswSmL0XO1wQpaFTaPahELJbs9Ikz4broKfsj0m8jUaH7tfZqJIbx9GX2u0hkXqPJhlt2Y4nlHDft1FFGHk+aZrlV9OkLSR5lrtxC0j8SgDJK8R+3DtuGBvBvSDrdk3qSEyXimDVovDyJX6Gsn6jOrzzgvPpwqtOSo1qP1LZpEaJboDyTpKrbVZ/dfeRz1aP8YIu0PcY+16/5IVJMNHvZNkV8iKrRUZYN3aa4ieVZJFI4s5qbO2Q29ChOrTObx3okVwQzWrqGuTBVEnSVRxBdLcPpeK9wWZSj4zruPIfdI5nUxQyuFiLK8Dz9MyQHZnaZcjNcLu1nJdNDvMhZDDdCSNTmaOuVyYU8aFPVxUFnAzazU6o9CyRHEH6NAzhbD/kFwXZZr6xXNUKo/E2tCodXDUtclrygxH7mNsOFx7cWthe68ddskll+Cuu+4y/z/wwAMBAA899BCOPPJIZDIZfP/738f555+PcrmMuXPn4oorrsAZZ5yx1do0FfhBkIeHh4eHx3aOoFza/OmwregYfeedd07qEbRw4cKQSeL2Aj8ImgBBOodyjZ0LXdWj/U20u202ZRmFprmHArAsEWDn0BvHlI/PO0vrzbq936c8W/77zT4AwCKRvUXmYZbI3pqto/L6Cj037nAofaNn1Hxm5hEjLRlxrdCajD4RpXOuncyAdCVOaaIiXP1aayt0pDUoWCVGqaxwXpuLt1X2EwNFenSEXbrpE2K/y8g9p/tHakWoQVnSZ9kYMg+7aEdqVp8HrA5m9aj6OzBuWZm1ug+l183eM5SQkP0pNT420rTbk9kg4zSj0V7T+e3K+0jWcBvRbV2nnZnHRBZgsTDxXD5Znz7RHmoYeE2lCzij23Vi/9EK3K1C/0PdiWQbB/NjofOWIKMlNRn8Lqt4ywww9hP3FWJ9jCdVvNYT78m0gyWSWVxkNniryH3RY6hCPFOWJVH/d9Wuc2UEZdNsv9Aj6WMVJqFXUiKJrqqs75lUvHq5qR3m6POM3n3Z0U8SrpphsXX6OJNluwFxPyWpFyo5zpfHZCZYpaMqvEsP5lpm2uDQHBEjjnpkfNe5WNmQTkg/S6uzce0RP7P9iYJ3jN6R4QdBHh4eHh4e2zm2dyZoR4UfBE2AUm0bVlpyBa/3qIidEdqoiBqe7VaR+29e7DbL9p6uWINPVS4FAPzpxAvNumrt3XLcLdcBAP6QtsZVD7+hGCOZWdOhHX5rdeZOZVlqZFR7ugct+8GaZIOatcqLzKWSI4Jt1vtnrR1Zu4nMjvR8qddRPBkaqZthBE62KOyvEdf4sD5YjYPdKgXMArLLyDAxMBsVVeTpn7RmMOx5I9ssmaZhza4s1sxRr9AJ1Gs9wvxm6zk0qM9zudZwSSaImV0yg6pV6wpc1eb36FBMELOsZLtf71Z+ROOiPUV9P6TEtWH9t/5J3KdnaAZMRtM8z1e6rA8WGUJmDbr0Gq4MOJ63ZFfoZSQ1U1EPINmeqA9MzpGdmHN5/CTjmhfLBMUZAuPGnoozTS6kTCaYXcaP0rsqCMLbS6YmY86JHjaIfS9URF7fKmSA+MwD9p0gWSgyTDyk1H6VnIxOvI1mX9wt62WJc7TMSVz3Y1mS+LtFZoyRyZoswy7kRVURv7eimMw7SN7DkvmJriMmqzovwXuYLOJoMe6HtTXgB0FbB34QFAGnSAYHhzBYttbiI0PqB6Ok34hDFfZmGtaFNfMjViA3OqQeooGSGjwNiyKpKKrtBwbV9iMF+2PEfYzmRHHBQfWQDaTUj6o0zBvSg5+xYbuP8RF1zMKoLkcwZgdIHAQVkyJlf0QbG+oCn6NJO02S0eaFuZJ90NOF8CBopGDbSjHmUKB+0AORrl5wDIK43lWEkIMUuT3fy3xHjYlB0MiQGrW6hIrDg+oFN5iOTxkN68HHyJhdl9YvttS4fTEOa3p9dEj1Z37YpsZSsDyWsvsY0f3JfY2IweKYFiLnh+V1UMuKo+r6lYRFQymvtxO/yMUxbZ2gi7wWSrathZKewsppQ7fhuBB+XNyvxVHVd4WEHgRl7PZMcx53DILyFMU7BkEl8UOSLGgxuW5j2TEIorFeQloX6EFQyTkIiotvOfDKOKZJ7CDI7qNoCmXGt+c+pF8jcwLGxGiGYwzXsc33MMVBkP7M7WQSwmghbs5XiPy4u1LGZZHhUqStEsVJpsFcA6roYEbaAbBdchDE/bPvxsTzYI0O7THz+nkbnySte7LpMPk9l+HiVPbFez9k7Bioez49rgdB+n0TbGD6cLNRKjiKlmz8PjzCSARb/crtWFixYkXMUtzDw8PDw2MyLF++HDNnztzi+x0bG8Muu+yC7u7uDW88BbS3t2Px4sWoqIi7yO+M8IOgCMrlMlatWoXa2lokpmgb/3bDwMAAOjs7Y9bqOyN8Xyj4flDw/WDh+0IhCAIMDg5i+vTpW60Q6NjYGMbHxze84RSQzWb9AEjAT4dFkEwmt8pofkfEVK3Vdwb4vlDw/aDg+8HC9wVQX1+/4Y02AxUVFX7gspXgc/s8PDw8PDw8dkr4QZCHh4eHh4fHTgk/CPKIIZfL4dJLL31L67lsL/B9oeD7QcH3g4XvC4+3A7ww2sPDw8PDw2OnhGeCPDw8PDw8PHZK+EGQh4eHh4eHx04JPwjy8PDw8PDw2CnhB0EeHh4eHh4eOyX8IGgnwTXXXIN3vOMdqK2tRVtbG44//ni8+uqroW1Wr16NU089FdOnT0dVVRUWLlyI119/PbTNkUceiUQiEfp34oknbstT2SzcdNNN2G+//YzB24IFC/D73//erA+CAJdddhmmT5+OyspKHHnkkXjxxRdD+8jn8zjrrLPQ0tKC6upqfOQjH8GKFSu29alsNrZEX+zo9wOw4X645557cOyxx6KlpQWJRALPPvtsbB87yz0xlb54O9wTHjsP/CBoJ8Gf//xnnHHGGXjsscfwxz/+EcViEccccwyGh1WRziAIcPzxx+PNN9/Er371KzzzzDOYPXs2jj76aLMNcfrpp6Orq8v8u+WWW96KU9okzJw5E9deey2eeuopPPXUU3jve9+L4447zvy4f/Ob38S3vvUtfO9738OTTz6J9vZ2vO9978PgoC1Qe+655+Lee+/F3XffjUceeQRDQ0P40Ic+hFJpx6rQvCX6Atix7wdgw/0wPDyMww47DNdee+2E+9hZ7omp9AWw498THjsRAo+dEmvWrAkABH/+85+DIAiCV199NQAQvPDCC2abYrEYNDU1BbfeeqtZdsQRRwTnnHPOtm7uVkVjY2Pwwx/+MCiXy0F7e3tw7bXXmnVjY2NBfX19cPPNNwdBEAR9fX1BJpMJ7r77brPNypUrg2QyGdx///3bvO1bGhvTF0Hw9rwfgsD2g8TixYsDAMEzzzwTWr6z3BMSE/VFELx97wmPtyc8E7STor+/HwDQ1NQEQNH5AEL1aVKpFLLZLB555JHQd3/yk5+gpaUFe++9Ny644IIYM7CjoFQq4e6778bw8DAWLFiAxYsXo7u7G8ccc4zZJpfL4YgjjsBf//pXAMDTTz+NQqEQ2mb69OnYZ599zDY7IjalL4i3y/0AxPthKthZ7omNwdvpnvB4e8MXUN0JEQQBzj//fLz73e/GPvvsAwDYY489MHv2bFx00UW45ZZbUF1djW9961vo7u5GV1eX+e4nP/lJ7LLLLmhvb8cLL7yAiy66CH//+9/xxz/+8a06nY3G888/jwULFmBsbAw1NTW49957sddee5kfrGnTpoW2nzZtGpYuXQoA6O7uRjabRWNjY2yb7u7ubXMCWxCb0xfA2+N+ACbuh6lgZ7knpoq3yz3hsXPAD4J2Qpx55pl47rnnQgxPJpPBL3/5S5x22mloampCKpXC0Ucfjfe///2h755++unm8z777IP58+fjkEMOwd/+9jccdNBB2+wcNge77747nn32WfT19eGXv/wlTjnlFPz5z3826xOJRGj7IAhiy6KYyjbbIza3L94O9wMwcT9szI9/FG+3e2KqffF2uSc8dg746bCdDGeddRZ+/etf46GHHsLMmTND6w4++GDz8uvq6sL999+P9evXY5dddplwfwcddBAymUwsi2x7Rjabxa677opDDjkE11xzDfbff39897vfRXt7OwDEovc1a9YYRqS9vR3j4+Po7e2dcJsdCZvTFy7siPcDMHE/TAU7yz2xqdhR7wmPnQN+ELSTIAgCnHnmmbjnnnvw4IMPTjqwqa+vR2trK15//XU89dRTOO644ybc9sUXX0ShUEBHR8fWaPY2QRAEyOfzhsKXtP34+Dj+/Oc/49BDDwWgBoqZTCa0TVdXF1544QWzzY6MjekLF94O9wNg+2Eq2FnuiU3F2+We8Hh7wk+H7SQ444wz8NOf/hS/+tWvUFtbayL8+vp6VFZWAgB+8YtfoLW1FbNmzcLzzz+Pc845B8cff7wRfL7xxhv4yU9+gg984ANoaWnBSy+9hC9+8Ys48MADcdhhh71l57Yx+OpXv4r3v//96OzsxODgIO6++2786U9/wv33349EIoFzzz0XV199NebPn4/58+fj6quvRlVVFT7xiU8AUP112mmn4Ytf/CKam5vR1NSECy64APvuuy+OPvrot/jsNg6b2xdvh/sBmLwfAKCnpwfLli3DqlWrAMD4a7W3t6O9vX2nuSeADffF2+We8NiJ8FalpXlsWwBw/rvjjjvMNt/97neDmTNnBplMJpg1a1bwta99Lcjn82b9smXLgsMPPzxoamoKstlsMG/evODss88O1q9f/xac0abh05/+dDB79uwgm80Gra2twT/+4z8GDzzwgFlfLpeDSy+9NGhvbw9yuVxw+OGHB88//3xoH6Ojo8GZZ54ZNDU1BZWVlcGHPvShYNmyZdv6VDYbm9sXb4f7IQg23A933HGH89m59NJLzTY7yz2xob54u9wTHjsPEkEQBNt+6OXh4eHh4eHh8dbCa4I8PDw8PDw8dkr4QZCHh4eHh4fHTgk/CPLw8PDw8PDYKeEHQR4eHh4eHh47JfwgyMPDw8PDw2OnhB8EeXh4eHh4eOyU8IMgDw8PDw8Pj50SfhDk8bbDkUceiXPPPfdtddxTTz0Vxx9//GbtY86cOUgkEkgkEujr65twuzvvvBMNDQ2bdSyPiXHqqaea6/Bf//Vfb3VzPDx2avhBkIfHFsI999yDK6+80vx/zpw5+M53vvPWNciBK664Al1dXaivr3+rm/K2x5/+9CfngPO73/0uurq63ppGeXh4hOBrh3l4bCE0NTW91U3YIGpra02F+LcahUIBmUzmrW7GNkd9fb0fhHp4bCfwTJDH2x69vb04+eST0djYiKqqKrz//e/H66+/btZz+ucPf/gD9txzT9TU1GDhwoWhaL1YLOLss89GQ0MDmpub8eUvfxmnnHJKaIpKTocdeeSRWLp0Kc477zwz9QEAl112GQ444IBQ+77zne9gzpw55v+lUgnnn3++OdaFF16IaHWbIAjwzW9+E3PnzkVlZSX2339//Od//ucm9c+dd96JWbNmoaqqCh/96Eexfv362Da/+c1vcPDBB6OiogJz587F5ZdfjmKxaNa/8sorePe7342Kigrstdde+O///u/QdM+SJUuQSCTw85//HEceeSQqKirwH//xHwCAO+64A3vuuScqKiqwxx574Pvf/37o2CtXrsQ///M/o7GxEc3NzTjuuOOwZMkSs/5Pf/oT3vnOd6K6uhoNDQ047LDDsHTp0imd+4bO61vf+hb23XdfVFdXo7OzE1/4whcwNDRk1i9duhQf/vCH0djYiOrqauy999743e9+hyVLluCoo44CADQ2NiKRSODUU0+dUps8PDy2HfwgyONtj1NPPRVPPfUUfv3rX+PRRx9FEAT4wAc+gEKhYLYZGRnB9ddfjx//+Md4+OGHsWzZMlxwwQVm/Te+8Q385Cc/wR133IG//OUvGBgYmFTPcc8992DmzJlm+mljpj9uuOEG3H777bjtttvwyCOPoKenB/fee29om6997Wu44447cNNNN+HFF1/Eeeedh0996lP485//PPWOAfD444/j05/+NL7whS/g2WefxVFHHYWvf/3roW3+8Ic/4FOf+hTOPvtsvPTSS7jllltw55134qqrrgIAlMtlHH/88aiqqsLjjz+OH/zgB7j44oudx/vyl7+Ms88+Gy+//DKOPfZY3Hrrrbj44otx1VVX4eWXX8bVV1+N//f//h/uuusuAOq6HHXUUaipqcHDDz+MRx55xAxSx8fHUSwWcfzxx+OII47Ac889h0cffRSf/exnzaBzMmzovAAgmUzi3/7t3/DCCy/grrvuwoMPPogLL7zQrD/jjDOQz+fx8MMP4/nnn8c3vvEN1NTUoLOzE7/85S8BqErrXV1d+O53v7tR18bDw2Mb4C0t3+rhsRVwxBFHBOecc04QBEHw2muvBQCCv/zlL2b9unXrgsrKyuDnP/95EAS2MvaiRYvMNv/+7/8eTJs2zfx/2rRpwXXXXWf+XywWg1mzZgXHHXec87hBEASzZ88Ovv3tb4fadumllwb7779/aNm3v/3tYPbs2eb/HR0dwbXXXmv+XygUgpkzZ5pjDQ0NBRUVFcFf//rX0H5OO+204F/+5V8m7BdXe/7lX/4lWLhwYWjZP//zPwf19fXm/+95z3uCq6++OrTNj3/846CjoyMIgiD4/e9/H6TT6aCrq8us/+Mf/xgACO69994gCIJg8eLFAYDgO9/5Tmg/nZ2dwU9/+tPQsiuvvDJYsGBBEARBcNtttwW77757UC6Xzfp8Ph9UVlYGf/jDH4L169cHAII//elPE573RNjQebnw85//PGhubjb/33fffYPLLrvMue1DDz0UAAh6e3ud62X/eHh4vDXwmiCPtzVefvllpNNp/MM//INZ1tzcjN133x0vv/yyWVZVVYV58+aZ/3d0dGDNmjUAgP7+fqxevRrvfOc7zfpUKoWDDz4Y5XJ5i7a3v78fXV1dWLBggVmWTqdxyCGHmCmxl156CWNjY3jf+94X+u74+DgOPPDAjTreyy+/jI9+9KOhZQsWLMD9999v/v/000/jySefDDEkpVIJY2NjGBkZwauvvorOzs6Q1kj2lcQhhxxiPq9duxbLly/HaaedhtNPP90sLxaLRjPz9NNPY9GiRaitrQ3tZ2xsDG+88QaOOeYYnHrqqTj22GPxvve9D0cffTQ+/vGPo6OjY4PnvqHzqqqqwkMPPYSrr74aL730EgYGBlAsFjE2Nobh4WFUV1fj7LPPxuc//3k88MADOProo/F//s//wX777bfBY3t4eGwf8IMgj7c1goiWRi6XUyZRgW4ikYh9NzrFMtG+J0MymYx9T07LTQUceN13332YMWNGaF0ul9uofU3lHMrlMi6//HL80z/9U2xdRUVFrC8nQ3V1dWi/AHDrrbeGBqmAGmRym4MPPhg/+clPYvtqbW0FoDRFZ599Nu6//3787Gc/w9e+9jX88Y9/xLve9a7NOq+lS5fiAx/4AD73uc/hyiuvRFNTEx555BGcdtpp5pp95jOfwbHHHov77rsPDzzwAK655hrccMMNOOuss6bUHx4eHm8t/CDI422NvfbaC8ViEY8//jgOPfRQAMD69evx2muvYc8995zSPurr6zFt2jQ88cQTeM973gNAMQbPPPNMTOQskc1mUSqVQstaW1vR3d0dGjg8++yzoWN1dHTgsccew+GHHw5AMSNPP/00DjroIHNOuVwOy5YtwxFHHDGlc5gIe+21Fx577LHQsuj/DzroILz66qvYddddnfvYY489sGzZMqxevRrTpk0DADz55JMbPPa0adMwY8YMvPnmm/jkJz/p3Oaggw7Cz372M7S1taGurm7CfR144IE48MADcdFFF2HBggX46U9/usFB0IbO66mnnkKxWMQNN9yAZFLJJ3/+85/Htuvs7MTnPvc5fO5zn8NFF12EW2+9FWeddRay2SwAxO4BDw+P7Qd+EOTxtsb8+fNx3HHH4fTTT8ctt9yC2tpafOUrX8GMGTNw3HHHTXk/Z511Fq655hrsuuuu2GOPPXDjjTeit7d3UgZkzpw5ePjhh3HiiScil8uhpaUFRx55JNauXYtvfvOb+NjHPob7778fv//970M/8Oeccw6uvfZazJ8/H3vuuSe+9a1vhbxmamtrccEFF+C8885DuVzGu9/9bgwMDOCvf/0rampqcMopp0z5vM4++2wceuih+OY3v4njjz8eDzzwQGgqDAAuueQSfOhDH0JnZydOOOEEJJNJPPfcc3j++efx9a9/He973/swb948nHLKKfjmN7+JwcFBI4zeEEN02WWX4eyzz0ZdXR3e//73I5/P46mnnkJvby/OP/98fPKTn8R1112H4447DldccQVmzpyJZcuW4Z577sGXvvQlFAoF/OAHP8BHPvIRTJ8+Ha+++ipee+01nHzyyRs89w2d17x581AsFnHjjTfiwx/+MP7yl7/g5ptvDu3j3HPPxfvf/37stttu6O3txYMPPmgG17Nnz0YikcBvf/tbfOADH0BlZSVqamqmfG08PDy2Ad4yNZKHx1ZCVKDc09MTnHTSSUF9fX1QWVkZHHvsscFrr71m1t9xxx0hIXAQBMG9994byMejUCgEZ555ZlBXVxc0NjYGX/7yl4MTTjghOPHEEyc87qOPPhrst99+QS6XC+3rpptuCjo7O4Pq6urg5JNPDq666qqQMLpQKATnnHNOUFdXFzQ0NATnn39+cPLJJ4dE2OVyOfjud78b7L777kEmkwlaW1uDY489Nvjzn/88Yb+4hNFBoMTHM2fODCorK4MPf/jDwfXXXx/rj/vvvz849NBDg8rKyqCuri545zvfGfzgBz8w619++eXgsMMOC7LZbLDHHnsEv/nNbwIAwf333x8EgRVGP/PMM7Hj/+QnPwkOOOCAIJvNBo2NjcHhhx8e3HPPPWZ9V1dXcPLJJwctLS1BLpcL5s6dG5x++ulBf39/0N3dHRx//PFBR0dHkM1mg9mzZweXXHJJUCqVJuyHjTmvb33rW0FHR4e5b370ox+FxM5nnnlmMG/evCCXywWtra3BSSedFKxbt858/4orrgja29uDRCIRnHLKKaFjwwujPTzeciSCYBOEDR4eOznK5TL23HNPfPzjHw+5RG/PmDNnDs4999xtUlLkL3/5C9797ndj0aJFIcG5h0UikcC999672eVQPDw8Nh3eJ8jDYwpYunQpbr31Vrz22mt4/vnn8fnPfx6LFy/GJz7xibe6aRuFL3/5y6ipqUF/f/8W3e+9996LP/7xj1iyZAn++7//G5/97Gdx2GGH+QGQA5/73Of8tJiHx3YCzwR5eEwBy5cvx4knnogXXngBQRBgn332wbXXXmvEyzsCli5darKa5s6da8S+WwI/+tGPcOWVV2L58uVoaWnB0UcfjRtuuAHNzc1b7Bgbi7333ntC5+hbbrllQjH21saaNWswMDAAQFkxyIw5Dw+PbQs/CPLw8HhbQg76opg2bVrMe8jDw2Pngx8EeXh4eHh4eOyU8JogDw8PDw8Pj50SfhDk4eHh4eHhsVPCD4I8PDw8PDw8dkr4QZCHh4eHh4fHTgk/CPLw8PDw8PDYKeEHQR4eHh4eHh47JfwgyMPDw8PDw2OnhB8EeXh4eHh4eOyU+P8BsLBGSuGP3B8AAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot do campo requisitado em superficie\n",
    "f.sel(time='20230117T00:00').u10m.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       ".xr-text-repr-fallback {\n",
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       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (latitude: 194, longitude: 166, time: 2)\n",
       "Coordinates:\n",
       "  * latitude   (latitude) float32 -0.09009 -0.2703 -0.4505 ... -34.68 -34.86\n",
       "  * longitude  (longitude) float32 290.2 290.3 290.5 290.7 ... 319.5 319.7 319.9\n",
       "  * time       (time) datetime64[ns] 2023-01-17 2023-01-17T06:00:00\n",
       "Data variables:\n",
       "    terrain    (time, latitude, longitude) float32 164.1 165.2 160.5 ... 0.0 0.0\n",
       "Attributes:\n",
       "    center:   National Institute for Space Research - INPE\n",
       "    model:    The Brazilian Global Atmospheric Model (TQ0666L064 / Hybrid)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-fdbd7cb4-fe0e-4aca-9920-bcc3a817dc46' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fdbd7cb4-fe0e-4aca-9920-bcc3a817dc46' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 194</li><li><span class='xr-has-index'>longitude</span>: 166</li><li><span class='xr-has-index'>time</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9a7735e7-040f-4360-8914-f549681a2bd0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9a7735e7-040f-4360-8914-f549681a2bd0' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-0.09009 -0.2703 ... -34.68 -34.86</div><input id='attrs-452e39e5-443a-429b-9dfe-3c5e863737b4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-452e39e5-443a-429b-9dfe-3c5e863737b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-38cedcdb-64ca-4974-9b97-41a1912bc9ee' class='xr-var-data-in' type='checkbox'><label for='data-38cedcdb-64ca-4974-9b97-41a1912bc9ee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>GridType :</span></dt><dd>Cylindrical Equidistant Projection Grid</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>Dj :</span></dt><dd>0.18018018</dd><dt><span>Di :</span></dt><dd>0.18</dd><dt><span>Lo2 :</span></dt><dd>359.82</dd><dt><span>La2 :</span></dt><dd>90.0</dd><dt><span>Lo1 :</span></dt><dd>0.0</dd><dt><span>La1 :</span></dt><dd>-90.0</dd></dl></div><div class='xr-var-data'><pre>array([ -0.09009 ,  -0.27027 ,  -0.45045 ,  -0.630631,  -0.810811,  -0.990991,\n",
       "        -1.171171,  -1.351351,  -1.531531,  -1.711712,  -1.891892,  -2.072072,\n",
       "        -2.252252,  -2.432432,  -2.612612,  -2.792793,  -2.972973,  -3.153153,\n",
       "        -3.333333,  -3.513513,  -3.693694,  -3.873874,  -4.054054,  -4.234234,\n",
       "        -4.414414,  -4.594595,  -4.774775,  -4.954955,  -5.135135,  -5.315315,\n",
       "        -5.495496,  -5.675676,  -5.855856,  -6.036036,  -6.216216,  -6.396397,\n",
       "        -6.576577,  -6.756757,  -6.936937,  -7.117117,  -7.297297,  -7.477478,\n",
       "        -7.657658,  -7.837838,  -8.018018,  -8.198198,  -8.378378,  -8.558558,\n",
       "        -8.738738,  -8.918919,  -9.099098,  -9.27928 ,  -9.459459,  -9.63964 ,\n",
       "        -9.819819, -10.      , -10.180181, -10.36036 , -10.540541, -10.72072 ,\n",
       "       -10.900902, -11.081081, -11.261262, -11.441442, -11.621622, -11.801802,\n",
       "       -11.981982, -12.162162, -12.342342, -12.522523, -12.702703, -12.882883,\n",
       "       -13.063064, -13.243243, -13.423424, -13.603603, -13.783784, -13.963964,\n",
       "       -14.144144, -14.324325, -14.504505, -14.684685, -14.864865, -15.045045,\n",
       "       -15.225225, -15.405405, -15.585586, -15.765765, -15.945947, -16.126125,\n",
       "       -16.306307, -16.486486, -16.666666, -16.846848, -17.027027, -17.207207,\n",
       "       -17.387386, -17.567568, -17.747747, -17.927927, -18.108107, -18.288288,\n",
       "       -18.46847 , -18.64865 , -18.828829, -19.00901 , -19.18919 , -19.36937 ,\n",
       "       -19.54955 , -19.72973 , -19.90991 , -20.09009 , -20.27027 , -20.45045 ,\n",
       "       -20.63063 , -20.81081 , -20.99099 , -21.171171, -21.35135 , -21.53153 ,\n",
       "       -21.711712, -21.891893, -22.072073, -22.252253, -22.432432, -22.612614,\n",
       "       -22.792793, -22.972973, -23.153152, -23.333334, -23.513514, -23.693693,\n",
       "       -23.873873, -24.054054, -24.234234, -24.414413, -24.594593, -24.774775,\n",
       "       -24.954954, -25.135136, -25.315315, -25.495497, -25.675676, -25.855856,\n",
       "       -26.036036, -26.216217, -26.396397, -26.576576, -26.756756, -26.936937,\n",
       "       -27.117117, -27.297297, -27.477476, -27.657658, -27.837837, -28.018017,\n",
       "       -28.198196, -28.37838 , -28.55856 , -28.738739, -28.918919, -29.0991  ,\n",
       "       -29.27928 , -29.45946 , -29.639639, -29.81982 , -30.      , -30.18018 ,\n",
       "       -30.360361, -30.54054 , -30.72072 , -30.9009  , -31.081081, -31.261261,\n",
       "       -31.44144 , -31.62162 , -31.801804, -31.981983, -32.162163, -32.342342,\n",
       "       -32.522522, -32.7027  , -32.88288 , -33.06306 , -33.24324 , -33.423424,\n",
       "       -33.603607, -33.783787, -33.963966, -34.144146, -34.324326, -34.504505,\n",
       "       -34.684685, -34.864864], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>290.2 290.3 290.5 ... 319.7 319.9</div><input id='attrs-1c6ec07b-97b8-4370-a8ab-64cdf668faa7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1c6ec07b-97b8-4370-a8ab-64cdf668faa7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62dcd9f0-913e-4e47-a131-b77736b6b203' class='xr-var-data-in' type='checkbox'><label for='data-62dcd9f0-913e-4e47-a131-b77736b6b203' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>GridType :</span></dt><dd>Cylindrical Equidistant Projection Grid</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>Dj :</span></dt><dd>0.18018018</dd><dt><span>Di :</span></dt><dd>0.18</dd><dt><span>Lo2 :</span></dt><dd>359.82</dd><dt><span>La2 :</span></dt><dd>90.0</dd><dt><span>Lo1 :</span></dt><dd>0.0</dd><dt><span>La1 :</span></dt><dd>-90.0</dd></dl></div><div class='xr-var-data'><pre>array([290.16, 290.34, 290.52, 290.7 , 290.88, 291.06, 291.24, 291.42, 291.6 ,\n",
       "       291.78, 291.96, 292.14, 292.32, 292.5 , 292.68, 292.86, 293.04, 293.22,\n",
       "       293.4 , 293.58, 293.76, 293.94, 294.12, 294.3 , 294.48, 294.66, 294.84,\n",
       "       295.02, 295.2 , 295.38, 295.56, 295.74, 295.92, 296.1 , 296.28, 296.46,\n",
       "       296.64, 296.82, 297.  , 297.18, 297.36, 297.54, 297.72, 297.9 , 298.08,\n",
       "       298.26, 298.44, 298.62, 298.8 , 298.98, 299.16, 299.34, 299.52, 299.7 ,\n",
       "       299.88, 300.06, 300.24, 300.42, 300.6 , 300.78, 300.96, 301.14, 301.32,\n",
       "       301.5 , 301.68, 301.86, 302.04, 302.22, 302.4 , 302.58, 302.76, 302.94,\n",
       "       303.12, 303.3 , 303.48, 303.66, 303.84, 304.02, 304.2 , 304.38, 304.56,\n",
       "       304.74, 304.92, 305.1 , 305.28, 305.46, 305.64, 305.82, 306.  , 306.18,\n",
       "       306.36, 306.54, 306.72, 306.9 , 307.08, 307.26, 307.44, 307.62, 307.8 ,\n",
       "       307.98, 308.16, 308.34, 308.52, 308.7 , 308.88, 309.06, 309.24, 309.42,\n",
       "       309.6 , 309.78, 309.96, 310.14, 310.32, 310.5 , 310.68, 310.86, 311.04,\n",
       "       311.22, 311.4 , 311.58, 311.76, 311.94, 312.12, 312.3 , 312.48, 312.66,\n",
       "       312.84, 313.02, 313.2 , 313.38, 313.56, 313.74, 313.92, 314.1 , 314.28,\n",
       "       314.46, 314.64, 314.82, 315.  , 315.18, 315.36, 315.54, 315.72, 315.9 ,\n",
       "       316.08, 316.26, 316.44, 316.62, 316.8 , 316.98, 317.16, 317.34, 317.52,\n",
       "       317.7 , 317.88, 318.06, 318.24, 318.42, 318.6 , 318.78, 318.96, 319.14,\n",
       "       319.32, 319.5 , 319.68, 319.86], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-17 2023-01-17T06:00:00</div><input id='attrs-ee730c31-924b-4054-a2f1-7681bb36e6fe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ee730c31-924b-4054-a2f1-7681bb36e6fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5316e78-6e21-4bd2-a457-8587503a0bce' class='xr-var-data-in' type='checkbox'><label for='data-f5316e78-6e21-4bd2-a457-8587503a0bce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2023-01-17T00:00:00.000000000&#x27;, &#x27;2023-01-17T06:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-606ff7b1-e91b-4ee7-97da-304d48545591' class='xr-section-summary-in' type='checkbox'  checked><label for='section-606ff7b1-e91b-4ee7-97da-304d48545591' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>terrain</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>164.1 165.2 160.5 ... 0.0 0.0 0.0</div><input id='attrs-f403f45f-b3f0-4f93-b5f0-c66251d64c9f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f403f45f-b3f0-4f93-b5f0-c66251d64c9f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08c0ffa5-925a-4795-8a5d-bd0bcbd73a66' class='xr-var-data-in' type='checkbox'><label for='data-08c0ffa5-925a-4795-8a5d-bd0bcbd73a66' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>center :</span></dt><dd>Brasilian Space Agency - INPE</dd><dt><span>long_name :</span></dt><dd>TOPOGRAPHY</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>level_indicator :</span></dt><dd>1</dd><dt><span>gds_grid_type :</span></dt><dd>0</dd><dt><span>parameter_table_version :</span></dt><dd>254</dd><dt><span>parameter_number :</span></dt><dd>132</dd><dt><span>forecast_time :</span></dt><dd>0</dd><dt><span>forecast_time_units :</span></dt><dd>6 hours</dd><dt><span>initial_time :</span></dt><dd>01/17/2023 (00:00)</dd></dl></div><div class='xr-var-data'><pre>array([[[ 164.125,  165.25 ,  160.5  , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [ 163.5  ,  169.25 ,  167.125, ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [ 153.25 ,  161.   ,  162.75 , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        ...,\n",
       "        [3427.625, 3179.25 , 2737.75 , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [3222.125, 2867.5  , 2417.25 , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [2944.375, 2514.5  , 2070.25 , ...,    0.   ,    0.   ,\n",
       "            0.   ]],\n",
       "\n",
       "       [[ 164.125,  165.25 ,  160.5  , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [ 163.5  ,  169.25 ,  167.125, ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [ 153.25 ,  161.   ,  162.75 , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        ...,\n",
       "        [3427.625, 3179.25 , 2737.75 , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [3222.125, 2867.5  , 2417.25 , ...,    0.   ,    0.   ,\n",
       "            0.   ],\n",
       "        [2944.375, 2514.5  , 2070.25 , ...,    0.   ,    0.   ,\n",
       "            0.   ]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-cafbdc5f-c173-4b54-9e98-2aa2136a0515' class='xr-section-summary-in' type='checkbox'  ><label for='section-cafbdc5f-c173-4b54-9e98-2aa2136a0515' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-021289a0-1eda-440b-885b-f4a5540de79f' class='xr-index-data-in' type='checkbox'/><label for='index-021289a0-1eda-440b-885b-f4a5540de79f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([-0.09009008854627609,  -0.2702702581882477, -0.45045045018196106,\n",
       "                -0.630630612373352,  -0.8108108043670654,  -0.9909909963607788,\n",
       "               -1.1711711883544922,   -1.351351261138916,  -1.5315314531326294,\n",
       "               -1.7117116451263428,\n",
       "              ...\n",
       "                -33.24324035644531,  -33.423423767089844,  -33.603607177734375,\n",
       "                -33.78378677368164,  -33.963966369628906,   -34.14414596557617,\n",
       "                -34.32432556152344,    -34.5045051574707,   -34.68468475341797,\n",
       "               -34.864864349365234],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=194))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-47bb53ed-3ee5-4cb5-906e-39218f08a6ed' class='xr-index-data-in' type='checkbox'/><label for='index-47bb53ed-3ee5-4cb5-906e-39218f08a6ed' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 290.1600036621094,  290.3399963378906,  290.5199890136719,\n",
       "              290.70001220703125,  290.8800048828125, 291.05999755859375,\n",
       "                291.239990234375,  291.4200134277344,  291.6000061035156,\n",
       "               291.7799987792969,\n",
       "              ...\n",
       "                318.239990234375,  318.4200134277344,  318.6000061035156,\n",
       "               318.7799987792969,  318.9599914550781,  319.1400146484375,\n",
       "              319.32000732421875,              319.5, 319.67999267578125,\n",
       "               319.8599853515625],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=166))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ba1ccac8-3cf9-491d-b720-3b4b7eb0c7f7' class='xr-index-data-in' type='checkbox'/><label for='index-ba1ccac8-3cf9-491d-b720-3b4b7eb0c7f7' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2023-01-17 00:00:00&#x27;, &#x27;2023-01-17 06:00:00&#x27;], dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-44be7204-146b-40c5-bc20-5ddd67d14c0c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-44be7204-146b-40c5-bc20-5ddd67d14c0c' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>center :</span></dt><dd>National Institute for Space Research - INPE</dd><dt><span>model :</span></dt><dd>The Brazilian Global Atmospheric Model (TQ0666L064 / Hybrid)</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (latitude: 194, longitude: 166, time: 2)\n",
       "Coordinates:\n",
       "  * latitude   (latitude) float32 -0.09009 -0.2703 -0.4505 ... -34.68 -34.86\n",
       "  * longitude  (longitude) float32 290.2 290.3 290.5 290.7 ... 319.5 319.7 319.9\n",
       "  * time       (time) datetime64[ns] 2023-01-17 2023-01-17T06:00:00\n",
       "Data variables:\n",
       "    terrain    (time, latitude, longitude) float32 164.1 165.2 160.5 ... 0.0 0.0\n",
       "Attributes:\n",
       "    center:   National Institute for Space Research - INPE\n",
       "    model:    The Brazilian Global Atmospheric Model (TQ0666L064 / Hybrid)"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Diversas ferramentas foram implementadas neste framework para facilitar o uso\n",
    "# entre elas a ferramenta que realiza durante a requisição o zoom na area desejada\n",
    "\n",
    "# Data da IC\n",
    "date = '2023011700'\n",
    "\n",
    "# Variaveis \n",
    "vars = ['terrain']\n",
    "\n",
    "# Recorte para AS basta altera reduce para True\n",
    "bam.dict['area']['reduce'] = True\n",
    "\n",
    "f = bam.load(date=date, var=vars, steps=1)\n",
    "f"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9b5f67760>"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.sel(time='20230117T06:00').terrain.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Exemplo selecionando uma area especifica\n",
    "\n",
    "# Data da IC\n",
    "date = '2023011700'\n",
    "\n",
    "# Variaveis \n",
    "vars = ['terrain']\n",
    "\n",
    "# Area selecionada altere reduce para true e altere os parametros de lat e lon\n",
    "bam.dict['area']['reduce'] = True\n",
    "bam.dict['area']['minlat'] = -35\n",
    "bam.dict['area']['maxlat'] = 0\n",
    "bam.dict['area']['minlon'] = 290\n",
    "bam.dict['area']['maxlon'] = 320\n",
    "\n",
    "f = bam.load(date=date, var=vars, steps=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9bf45e770>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.sel(time='20230117T06:00').terrain.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Para salvar netcdf com o resultado da requisição\n",
    "f.to_netcdf('bam_2023011700.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Caso a ferramenta seja usada rotineiramente para aquisição de dados,\n",
    "# você pode definir durante a requisição a transposição do resultado além da memoria\n",
    "# para uma copia no disco rigido.\n",
    "\n",
    "# Data da IC\n",
    "date = '2023011700'\n",
    "\n",
    "# Variaveis \n",
    "vars = ['t2m']\n",
    "\n",
    "# Para ativar a função de escrita em disco altere para true\n",
    "bam.dict['save_netcdf'] = True\n",
    "\n",
    "# Diretorio onde serão salvas as requisições\n",
    "# Por padrão, quando não aterado, um diretorio chamado INPE será criado na pasta corrente do usuario\n",
    "\n",
    "bam.dict['path_to_save'] = '/Users/framework/'\n",
    "\n",
    "f = bam.load(date=date, var=vars, steps=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Durante processo de requisição dos dados são aplicadas diversas modificações nos campos,\n",
    "# para que todos tenham as mesmas unidades, caso precise dos modelos em sua forma bruta use o exemplo abaixo.\n",
    "\n",
    "# Data da IC\n",
    "date = '2023011700'\n",
    "\n",
    "# Variaveis \n",
    "vars = ['t2m']\n",
    "\n",
    "# Apaga no construtor a função de transformação, para retornar ao funcionamento padrão execute novamente o importe e construção do objeto\n",
    "bam.dict['transform'] = ''\n",
    "\n",
    "f = bam.load(date=date, var=vars, steps=1)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9b04c67d0>"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Temperatura em Kelvin\n",
    "f.sel(time='20230117T06:00').t2m.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "#### Regional (ams_08km) #####\n",
      "\n",
      "Forecast data available for reading between 20230108 and 20230118.\n",
      "\n",
      "Surface variables: t2m, u10m, v10m, slp, psfc, precip\n",
      "                   terrain, sbcape, sbcin, pw.\n",
      "Level variables:   t, u, v, rh, g, omega.\n",
      "\n",
      "levels (hPa): 1020 1000 950 925 900 850 800 750 700 650 600 \n",
      "                 550 500 450 400 350 300 250 200 150 100 50.\n",
      "\n",
      "Frequency: hourly frequency [0,1,2,...,22,23].\n",
      "\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9af2b9d50>"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Para todos modelos o funcionamento da ferramenta é idêntico, segue exemplo com o Eta.\n",
    "\n",
    "import cptecmodel.CPTEC_ETA as ETA\n",
    "\n",
    "eta = ETA.model()\n",
    "\n",
    "f = eta.load(date='2023011700', var='psfc', steps=5)\n",
    "f.sel(time='20230117T02:00').psfc.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "body[data-theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (time: 2, latitude: 931, longitude: 875)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2023-01-18 2023-01-18T01:00:00\n",
       "  * latitude   (latitude) float64 -55.0 -54.92 -54.84 ... 19.24 19.32 19.4\n",
       "  * longitude  (longitude) float64 270.0 270.1 270.2 270.2 ... 339.8 339.8 339.9\n",
       "Data variables:\n",
       "    t2m        (time, latitude, longitude) float32 6.508 6.508 ... 21.71 21.66\n",
       "Attributes:\n",
       "    center:   National Institute for Space Research - INPE\n",
       "    model:    Eta Regional (ams_08km)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-556dafdd-bbca-4358-80a2-5668c9514a34' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-556dafdd-bbca-4358-80a2-5668c9514a34' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 2</li><li><span class='xr-has-index'>latitude</span>: 931</li><li><span class='xr-has-index'>longitude</span>: 875</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-661617f7-5adc-4aea-acf4-533433a5ea1a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-661617f7-5adc-4aea-acf4-533433a5ea1a' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-18 2023-01-18T01:00:00</div><input id='attrs-05eaa1ad-b380-4b23-80cf-c57574bf376f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-05eaa1ad-b380-4b23-80cf-c57574bf376f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ccc4800-461d-48fa-a8db-4e11c4fef27a' class='xr-var-data-in' type='checkbox'><label for='data-2ccc4800-461d-48fa-a8db-4e11c4fef27a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2023-01-18T00:00:00.000000000&#x27;, &#x27;2023-01-18T01:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-55.0 -54.92 -54.84 ... 19.32 19.4</div><input id='attrs-8b6d651e-5771-4cd4-b45f-6c457f3ce460' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8b6d651e-5771-4cd4-b45f-6c457f3ce460' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e9964e5-192e-44fe-a0b3-c9dc428ad6c5' class='xr-var-data-in' type='checkbox'><label for='data-9e9964e5-192e-44fe-a0b3-c9dc428ad6c5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-55.  , -54.92, -54.84, ...,  19.24,  19.32,  19.4 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>270.0 270.1 270.2 ... 339.8 339.9</div><input id='attrs-749c9e60-9486-45dd-9db1-1c8923e1e7b1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-749c9e60-9486-45dd-9db1-1c8923e1e7b1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0ad07b6-6df4-44b7-ab25-142d662dc431' class='xr-var-data-in' type='checkbox'><label for='data-e0ad07b6-6df4-44b7-ab25-142d662dc431' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([270.  , 270.08, 270.16, ..., 339.76, 339.84, 339.92])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ef0c7fac-21aa-4dd3-8ddf-857a2b7ecfbe' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ef0c7fac-21aa-4dd3-8ddf-857a2b7ecfbe' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>6.508 6.508 6.508 ... 21.71 21.66</div><input id='attrs-4f808e1a-23d6-4ac5-b4b8-58359ad989b4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4f808e1a-23d6-4ac5-b4b8-58359ad989b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29cbd241-1b45-4b51-aff7-aa82b609a6ce' class='xr-var-data-in' type='checkbox'><label for='data-29cbd241-1b45-4b51-aff7-aa82b609a6ce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>C</dd></dl></div><div class='xr-var-data'><pre>array([[[ 6.508301 ,  6.508301 ,  6.508301 , ...,  2.0708008,\n",
       "          2.0708008,  2.0864258],\n",
       "        [ 6.523926 ,  6.508301 ,  6.508301 , ...,  2.1801758,\n",
       "          2.1801758,  2.1801758],\n",
       "        [ 6.523926 ,  6.508301 ,  6.508301 , ...,  2.3051758,\n",
       "          2.2895508,  2.2895508],\n",
       "        ...,\n",
       "        [27.586426 , 27.35205  , 27.023926 , ..., 21.91455  ,\n",
       "         21.898926 , 21.85205  ],\n",
       "        [27.648926 , 27.3833   , 27.1333   , ..., 21.85205  ,\n",
       "         21.8208   , 21.773926 ],\n",
       "        [27.680176 , 27.4458   , 27.148926 , ..., 21.742676 ,\n",
       "         21.6958   , 21.66455  ]],\n",
       "\n",
       "       [[ 6.5219727,  6.5063477,  6.5063477, ...,  2.0688477,\n",
       "          2.0688477,  2.0844727],\n",
       "        [ 6.5219727,  6.5063477,  6.5063477, ...,  2.1782227,\n",
       "          2.1782227,  2.1782227],\n",
       "        [ 6.5219727,  6.5219727,  6.5063477, ...,  2.3032227,\n",
       "          2.3032227,  2.2875977],\n",
       "        ...,\n",
       "        [18.881348 , 17.615723 , 17.678223 , ..., 21.912598 ,\n",
       "         21.896973 , 21.850098 ],\n",
       "        [17.600098 , 18.209473 , 16.959473 , ..., 21.850098 ,\n",
       "         21.818848 , 21.771973 ],\n",
       "        [17.350098 , 17.459473 , 17.787598 , ..., 21.740723 ,\n",
       "         21.709473 , 21.662598 ]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d1180bd0-94b9-43e1-95ab-f7169ffd90cc' class='xr-section-summary-in' type='checkbox'  ><label for='section-d1180bd0-94b9-43e1-95ab-f7169ffd90cc' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c2471747-2a66-474e-8433-54a8202d1cf3' class='xr-index-data-in' type='checkbox'/><label for='index-c2471747-2a66-474e-8433-54a8202d1cf3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2023-01-18 00:00:00&#x27;, &#x27;2023-01-18 01:00:00&#x27;], dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-3ef46e05-0b00-453c-a49f-0bc6d5f615f5' class='xr-index-data-in' type='checkbox'/><label for='index-3ef46e05-0b00-453c-a49f-0bc6d5f615f5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([              -55.0,              -54.92,              -54.84,\n",
       "              -54.760000000000005,  -54.68000000000001,  -54.60000000000001,\n",
       "               -54.52000000000001,  -54.44000000000001, -54.360000000000014,\n",
       "              -54.280000000000015,\n",
       "              ...\n",
       "               18.679999999999136,  18.759999999999135,  18.839999999999133,\n",
       "                18.91999999999913,   18.99999999999913,  19.079999999999128,\n",
       "               19.159999999999126,  19.239999999999124,  19.319999999999123,\n",
       "                19.39999999999912],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=931))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2c75a362-1315-440f-90e6-a64e233245d6' class='xr-index-data-in' type='checkbox'/><label for='index-2c75a362-1315-440f-90e6-a64e233245d6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([             270.0,             270.08, 270.15999999999997,\n",
       "              270.23999999999995, 270.31999999999994,  270.3999999999999,\n",
       "               270.4799999999999,  270.5599999999999,  270.6399999999999,\n",
       "              270.71999999999986,\n",
       "              ...\n",
       "              339.19999999998623,  339.2799999999862,  339.3599999999862,\n",
       "               339.4399999999862, 339.51999999998617, 339.59999999998615,\n",
       "              339.67999999998614,  339.7599999999861,  339.8399999999861,\n",
       "               339.9199999999861],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=875))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-efc351b9-6942-4f7e-93a7-734b26e1a909' class='xr-section-summary-in' type='checkbox'  checked><label for='section-efc351b9-6942-4f7e-93a7-734b26e1a909' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>center :</span></dt><dd>National Institute for Space Research - INPE</dd><dt><span>model :</span></dt><dd>Eta Regional (ams_08km)</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (time: 2, latitude: 931, longitude: 875)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2023-01-18 2023-01-18T01:00:00\n",
       "  * latitude   (latitude) float64 -55.0 -54.92 -54.84 ... 19.24 19.32 19.4\n",
       "  * longitude  (longitude) float64 270.0 270.1 270.2 270.2 ... 339.8 339.8 339.9\n",
       "Data variables:\n",
       "    t2m        (time, latitude, longitude) float32 6.508 6.508 ... 21.71 21.66\n",
       "Attributes:\n",
       "    center:   National Institute for Space Research - INPE\n",
       "    model:    Eta Regional (ams_08km)"
      ]
     },
     "execution_count": 31,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Quando não fornecido nenhum parametro a aplicação retornará a previsão de T2m para condição inicial do dia presente\n",
    "\n",
    "f = eta.load()\n",
    "f"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (time: 49, latitude: 931, longitude: 875)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2023-01-17 ... 2023-01-19\n",
       "  * latitude   (latitude) float64 -55.0 -54.92 -54.84 ... 19.24 19.32 19.4\n",
       "  * longitude  (longitude) float64 270.0 270.1 270.2 270.2 ... 339.8 339.8 339.9\n",
       "Data variables:\n",
       "    t2m        (time, latitude, longitude) float32 6.48 6.48 ... 21.83 21.8\n",
       "Attributes:\n",
       "    center:   National Institute for Space Research - INPE\n",
       "    model:    Eta Regional (ams_08km)</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-5cfd1e7c-aa04-4fb8-b672-e1b1feaaf466' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5cfd1e7c-aa04-4fb8-b672-e1b1feaaf466' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 49</li><li><span class='xr-has-index'>latitude</span>: 931</li><li><span class='xr-has-index'>longitude</span>: 875</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-c64c5c72-855e-42ec-8a2d-a0ec222f7b2a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c64c5c72-855e-42ec-8a2d-a0ec222f7b2a' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2023-01-17 ... 2023-01-19</div><input id='attrs-d02169e7-51ca-46fc-ae59-f17664834d4e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d02169e7-51ca-46fc-ae59-f17664834d4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-35d99b09-6218-44f3-9797-e2b0f0fbb4af' class='xr-var-data-in' type='checkbox'><label for='data-35d99b09-6218-44f3-9797-e2b0f0fbb4af' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2023-01-17T00:00:00.000000000&#x27;, &#x27;2023-01-17T01:00:00.000000000&#x27;,\n",
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       "       &#x27;2023-01-17T06:00:00.000000000&#x27;, &#x27;2023-01-17T07:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T08:00:00.000000000&#x27;, &#x27;2023-01-17T09:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T10:00:00.000000000&#x27;, &#x27;2023-01-17T11:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T12:00:00.000000000&#x27;, &#x27;2023-01-17T13:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T14:00:00.000000000&#x27;, &#x27;2023-01-17T15:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T16:00:00.000000000&#x27;, &#x27;2023-01-17T17:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T18:00:00.000000000&#x27;, &#x27;2023-01-17T19:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T20:00:00.000000000&#x27;, &#x27;2023-01-17T21:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-17T22:00:00.000000000&#x27;, &#x27;2023-01-17T23:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T00:00:00.000000000&#x27;, &#x27;2023-01-18T01:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T02:00:00.000000000&#x27;, &#x27;2023-01-18T03:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T04:00:00.000000000&#x27;, &#x27;2023-01-18T05:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T06:00:00.000000000&#x27;, &#x27;2023-01-18T07:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T08:00:00.000000000&#x27;, &#x27;2023-01-18T09:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T10:00:00.000000000&#x27;, &#x27;2023-01-18T11:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T12:00:00.000000000&#x27;, &#x27;2023-01-18T13:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T14:00:00.000000000&#x27;, &#x27;2023-01-18T15:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T16:00:00.000000000&#x27;, &#x27;2023-01-18T17:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T18:00:00.000000000&#x27;, &#x27;2023-01-18T19:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T20:00:00.000000000&#x27;, &#x27;2023-01-18T21:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-18T22:00:00.000000000&#x27;, &#x27;2023-01-18T23:00:00.000000000&#x27;,\n",
       "       &#x27;2023-01-19T00:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-55.0 -54.92 -54.84 ... 19.32 19.4</div><input id='attrs-a786f215-ea6c-44cf-b489-6cd4aa93ce7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a786f215-ea6c-44cf-b489-6cd4aa93ce7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75513561-d9c1-49cb-b737-9e605cd631e0' class='xr-var-data-in' type='checkbox'><label for='data-75513561-d9c1-49cb-b737-9e605cd631e0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([-55.  , -54.92, -54.84, ...,  19.24,  19.32,  19.4 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>270.0 270.1 270.2 ... 339.8 339.9</div><input id='attrs-bb5d0214-b990-46a6-bfd2-d672a7fa0309' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb5d0214-b990-46a6-bfd2-d672a7fa0309' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c34c406-2bab-4b03-a92c-ee51e773ceeb' class='xr-var-data-in' type='checkbox'><label for='data-0c34c406-2bab-4b03-a92c-ee51e773ceeb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([270.  , 270.08, 270.16, ..., 339.76, 339.84, 339.92])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d3a65f36-08c8-4081-983a-4ed854726651' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d3a65f36-08c8-4081-983a-4ed854726651' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>6.48 6.48 6.464 ... 21.83 21.8</div><input id='attrs-45149ec5-2178-4223-a346-b6de1ee1b7b3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-45149ec5-2178-4223-a346-b6de1ee1b7b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-44e5d3ae-0017-4786-868a-f4b6f0eaa4a9' class='xr-var-data-in' type='checkbox'><label for='data-44e5d3ae-0017-4786-868a-f4b6f0eaa4a9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>C</dd></dl></div><div class='xr-var-data'><pre>array([[[ 6.47995  ,  6.47995  ,  6.464325 , ...,  1.964325 ,\n",
       "          1.97995  ,  1.995575 ],\n",
       "        [ 6.47995  ,  6.47995  ,  6.47995  , ...,  2.0737   ,\n",
       "          2.0737   ,  2.089325 ],\n",
       "        [ 6.495575 ,  6.495575 ,  6.47995  , ...,  2.183075 ,\n",
       "          2.183075 ,  2.183075 ],\n",
       "        ...,\n",
       "        [26.22995  , 25.97995  , 25.683075 , ..., 22.058075 ,\n",
       "         22.026825 , 21.995575 ],\n",
       "        [26.3862   , 26.1362   , 25.91745  , ..., 21.97995  ,\n",
       "         21.964325 , 21.91745  ],\n",
       "        [26.5737   , 26.3237   , 26.089325 , ..., 21.870575 ,\n",
       "         21.839325 , 21.79245  ]],\n",
       "\n",
       "       [[ 6.4830017,  6.4673767,  6.4673767, ...,  1.9673767,\n",
       "          1.9830017,  1.9986267],\n",
       "        [ 6.4830017,  6.4830017,  6.4830017, ...,  2.0767517,\n",
       "          2.0767517,  2.0923767],\n",
       "        [ 6.4986267,  6.4986267,  6.4830017, ...,  2.1861267,\n",
       "          2.1861267,  2.1861267],\n",
       "...\n",
       "        [29.281982 , 29.688232 , 29.203857 , ..., 22.063232 ,\n",
       "         22.031982 , 22.000732 ],\n",
       "        [29.625732 , 29.469482 , 29.594482 , ..., 21.985107 ,\n",
       "         21.969482 , 21.906982 ],\n",
       "        [29.750732 , 29.563232 , 29.172607 , ..., 21.860107 ,\n",
       "         21.828857 , 21.797607 ]],\n",
       "\n",
       "       [[ 6.484894 ,  6.469269 ,  6.469269 , ...,  1.9692688,\n",
       "          1.9848938,  2.0005188],\n",
       "        [ 6.484894 ,  6.484894 ,  6.469269 , ...,  2.0786438,\n",
       "          2.0786438,  2.0942688],\n",
       "        [ 6.500519 ,  6.484894 ,  6.484894 , ...,  2.1880188,\n",
       "          2.1880188,  2.1880188],\n",
       "        ...,\n",
       "        [24.375519 , 23.359894 , 23.000519 , ..., 22.063019 ,\n",
       "         22.031769 , 22.000519 ],\n",
       "        [23.422394 , 24.234894 , 22.391144 , ..., 21.984894 ,\n",
       "         21.969269 , 21.906769 ],\n",
       "        [23.188019 , 23.203644 , 23.156769 , ..., 21.859894 ,\n",
       "         21.828644 , 21.797394 ]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4a7f5d57-5e6b-4803-9c32-69179f245e2c' class='xr-section-summary-in' type='checkbox'  ><label for='section-4a7f5d57-5e6b-4803-9c32-69179f245e2c' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e16eb6b5-86ea-4524-abb7-3fab11740842' class='xr-index-data-in' type='checkbox'/><label for='index-e16eb6b5-86ea-4524-abb7-3fab11740842' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;2023-01-17 00:00:00&#x27;, &#x27;2023-01-17 01:00:00&#x27;,\n",
       "               &#x27;2023-01-17 02:00:00&#x27;, &#x27;2023-01-17 03:00:00&#x27;,\n",
       "               &#x27;2023-01-17 04:00:00&#x27;, &#x27;2023-01-17 05:00:00&#x27;,\n",
       "               &#x27;2023-01-17 06:00:00&#x27;, &#x27;2023-01-17 07:00:00&#x27;,\n",
       "               &#x27;2023-01-17 08:00:00&#x27;, &#x27;2023-01-17 09:00:00&#x27;,\n",
       "               &#x27;2023-01-17 10:00:00&#x27;, &#x27;2023-01-17 11:00:00&#x27;,\n",
       "               &#x27;2023-01-17 12:00:00&#x27;, &#x27;2023-01-17 13:00:00&#x27;,\n",
       "               &#x27;2023-01-17 14:00:00&#x27;, &#x27;2023-01-17 15:00:00&#x27;,\n",
       "               &#x27;2023-01-17 16:00:00&#x27;, &#x27;2023-01-17 17:00:00&#x27;,\n",
       "               &#x27;2023-01-17 18:00:00&#x27;, &#x27;2023-01-17 19:00:00&#x27;,\n",
       "               &#x27;2023-01-17 20:00:00&#x27;, &#x27;2023-01-17 21:00:00&#x27;,\n",
       "               &#x27;2023-01-17 22:00:00&#x27;, &#x27;2023-01-17 23:00:00&#x27;,\n",
       "               &#x27;2023-01-18 00:00:00&#x27;, &#x27;2023-01-18 01:00:00&#x27;,\n",
       "               &#x27;2023-01-18 02:00:00&#x27;, &#x27;2023-01-18 03:00:00&#x27;,\n",
       "               &#x27;2023-01-18 04:00:00&#x27;, &#x27;2023-01-18 05:00:00&#x27;,\n",
       "               &#x27;2023-01-18 06:00:00&#x27;, &#x27;2023-01-18 07:00:00&#x27;,\n",
       "               &#x27;2023-01-18 08:00:00&#x27;, &#x27;2023-01-18 09:00:00&#x27;,\n",
       "               &#x27;2023-01-18 10:00:00&#x27;, &#x27;2023-01-18 11:00:00&#x27;,\n",
       "               &#x27;2023-01-18 12:00:00&#x27;, &#x27;2023-01-18 13:00:00&#x27;,\n",
       "               &#x27;2023-01-18 14:00:00&#x27;, &#x27;2023-01-18 15:00:00&#x27;,\n",
       "               &#x27;2023-01-18 16:00:00&#x27;, &#x27;2023-01-18 17:00:00&#x27;,\n",
       "               &#x27;2023-01-18 18:00:00&#x27;, &#x27;2023-01-18 19:00:00&#x27;,\n",
       "               &#x27;2023-01-18 20:00:00&#x27;, &#x27;2023-01-18 21:00:00&#x27;,\n",
       "               &#x27;2023-01-18 22:00:00&#x27;, &#x27;2023-01-18 23:00:00&#x27;,\n",
       "               &#x27;2023-01-19 00:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=&#x27;H&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c335715e-599e-4598-801b-0cd72c176be5' class='xr-index-data-in' type='checkbox'/><label for='index-c335715e-599e-4598-801b-0cd72c176be5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([              -55.0,              -54.92,              -54.84,\n",
       "              -54.760000000000005,  -54.68000000000001,  -54.60000000000001,\n",
       "               -54.52000000000001,  -54.44000000000001, -54.360000000000014,\n",
       "              -54.280000000000015,\n",
       "              ...\n",
       "               18.679999999999136,  18.759999999999135,  18.839999999999133,\n",
       "                18.91999999999913,   18.99999999999913,  19.079999999999128,\n",
       "               19.159999999999126,  19.239999999999124,  19.319999999999123,\n",
       "                19.39999999999912],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=931))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-edc2b0f1-4458-4d5a-adf7-ee0e0082bb8c' class='xr-index-data-in' type='checkbox'/><label for='index-edc2b0f1-4458-4d5a-adf7-ee0e0082bb8c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([             270.0,             270.08, 270.15999999999997,\n",
       "              270.23999999999995, 270.31999999999994,  270.3999999999999,\n",
       "               270.4799999999999,  270.5599999999999,  270.6399999999999,\n",
       "              270.71999999999986,\n",
       "              ...\n",
       "              339.19999999998623,  339.2799999999862,  339.3599999999862,\n",
       "               339.4399999999862, 339.51999999998617, 339.59999999998615,\n",
       "              339.67999999998614,  339.7599999999861,  339.8399999999861,\n",
       "               339.9199999999861],\n",
       "             dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=875))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-25e79c70-98c3-4843-9f84-69ea534ea922' class='xr-section-summary-in' type='checkbox'  checked><label for='section-25e79c70-98c3-4843-9f84-69ea534ea922' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>center :</span></dt><dd>National Institute for Space Research - INPE</dd><dt><span>model :</span></dt><dd>Eta Regional (ams_08km)</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (time: 49, latitude: 931, longitude: 875)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 2023-01-17 ... 2023-01-19\n",
       "  * latitude   (latitude) float64 -55.0 -54.92 -54.84 ... 19.24 19.32 19.4\n",
       "  * longitude  (longitude) float64 270.0 270.1 270.2 270.2 ... 339.8 339.8 339.9\n",
       "Data variables:\n",
       "    t2m        (time, latitude, longitude) float32 6.48 6.48 ... 21.83 21.8\n",
       "Attributes:\n",
       "    center:   National Institute for Space Research - INPE\n",
       "    model:    Eta Regional (ams_08km)"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Para requisitar as proximas 48 horas previstas basta modificar o steps\n",
    "# Se o modelo for de 6 em 6 horas cara step terá 6 horas de diferença\n",
    "\n",
    "f = eta.load(date='2023011700', var='t2m', steps=48)\n",
    "f"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9af30a710>"
      ]
     },
     "execution_count": 33,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "f.sel(time='20230117T23:00').t2m.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "colab": {
   "name": "BAM_example.ipynb",
   "provenance": []
  },
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.8"
  },
  "vscode": {
   "interpreter": {
    "hash": "59370257a717f4f11632bfb649af9378be3020355cc8e79a0d44ce6879b192bc"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}
