{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "everyday-closer",
   "metadata": {},
   "source": [
    "# Composition of signatures within TTWA boundaries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "included-helena",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'0.9.0'"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import geopandas\n",
    "import pandas\n",
    "import tobler\n",
    "\n",
    "tobler.__version__"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "overall-paraguay",
   "metadata": {},
   "source": [
    "https://services1.arcgis.com/ESMARspQHYMw9BZ9/ArcGIS/rest/services/TTWA_2011_UK/FeatureServer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "introductory-brand",
   "metadata": {},
   "outputs": [],
   "source": [
    "url = \"https://services1.arcgis.com/ESMARspQHYMw9BZ9/arcgis/rest/services/TTWA_2011_UK/FeatureServer/0/query?where=1%3D1&objectIds=&time=&geometry=&geometryType=esriGeometryPolygon&inSR=&spatialRel=esriSpatialRelIntersects&resultType=none&distance=0.0&units=esriSRUnit_Meter&returnGeodetic=false&outFields=&returnGeometry=true&returnCentroid=false&featureEncoding=esriDefault&multipatchOption=xyFootprint&maxAllowableOffset=&geometryPrecision=&outSR=&datumTransformation=&applyVCSProjection=false&returnIdsOnly=false&returnUniqueIdsOnly=false&returnCountOnly=false&returnExtentOnly=false&returnQueryGeometry=false&returnDistinctValues=false&cacheHint=false&orderByFields=&groupByFieldsForStatistics=&outStatistics=&having=&resultOffset=&resultRecordCount=&returnZ=false&returnM=false&returnExceededLimitFeatures=true&quantizationParameters=&sqlFormat=none&f=pgeojson&token=\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "nonprofit-school",
   "metadata": {},
   "outputs": [],
   "source": [
    "ttwa = geopandas.read_file(url)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "exposed-allen",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>TTWA11CD</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>E30000004</td>\n",
       "      <td>POLYGON ((-1.34865 53.58333, -1.32673 53.55813...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>E30000018</td>\n",
       "      <td>POLYGON ((-1.93086 53.95027, -1.89833 53.92398...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>E30000029</td>\n",
       "      <td>POLYGON ((-1.73679 53.70811, -1.73128 53.68037...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>E30000039</td>\n",
       "      <td>POLYGON ((-2.00451 54.17288, -1.99254 54.15528...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>E30000046</td>\n",
       "      <td>POLYGON ((-2.26489 50.75912, -2.24239 50.75563...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>223</th>\n",
       "      <td>W22000030</td>\n",
       "      <td>MULTIPOLYGON (((-4.77992 52.76561, -4.80242 52...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>224</th>\n",
       "      <td>W22000031</td>\n",
       "      <td>POLYGON ((-3.14509 53.26082, -3.17735 53.24382...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>225</th>\n",
       "      <td>W22000032</td>\n",
       "      <td>POLYGON ((-3.47007 51.82850, -3.47633 51.80947...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>226</th>\n",
       "      <td>W22000033</td>\n",
       "      <td>POLYGON ((-3.48307 52.86552, -3.50541 52.84191...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>227</th>\n",
       "      <td>W22000034</td>\n",
       "      <td>POLYGON ((-2.72684 52.98327, -2.73532 52.97002...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>228 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      TTWA11CD                                           geometry\n",
       "0    E30000004  POLYGON ((-1.34865 53.58333, -1.32673 53.55813...\n",
       "1    E30000018  POLYGON ((-1.93086 53.95027, -1.89833 53.92398...\n",
       "2    E30000029  POLYGON ((-1.73679 53.70811, -1.73128 53.68037...\n",
       "3    E30000039  POLYGON ((-2.00451 54.17288, -1.99254 54.15528...\n",
       "4    E30000046  POLYGON ((-2.26489 50.75912, -2.24239 50.75563...\n",
       "..         ...                                                ...\n",
       "223  W22000030  MULTIPOLYGON (((-4.77992 52.76561, -4.80242 52...\n",
       "224  W22000031  POLYGON ((-3.14509 53.26082, -3.17735 53.24382...\n",
       "225  W22000032  POLYGON ((-3.47007 51.82850, -3.47633 51.80947...\n",
       "226  W22000033  POLYGON ((-3.48307 52.86552, -3.50541 52.84191...\n",
       "227  W22000034  POLYGON ((-2.72684 52.98327, -2.73532 52.97002...\n",
       "\n",
       "[228 rows x 2 columns]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ttwa"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "virtual-algorithm",
   "metadata": {},
   "outputs": [],
   "source": [
    "# drop NI\n",
    "ttwa = ttwa[~ttwa.TTWA11CD.str.startswith(\"N\")]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "annual-tuesday",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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aK2x4bUY6qhzszLcAnsrtS6po9tk4PRbj8aIWdt3jMYT+EmflwECYzmoHJ0d143GYDViMKsNhfUmdTNV55tgYK+pnzgBZKCwI41IUBZNJ3/RnchrffL6L9S1e3r65dCP99NFRnjgyylAoyYunJgrXE5kcR4bCDAYT1LotOMyGGVWSvTYjLquxkJs1Ey+cmuCZ42PIKVYUSmSocJhorbBzbCRy1ueodZlRhN6JrGssxh+Pj6EKsJpUpNTIahLHAtZCnWRBLYugSz2+YmkVTV7rtCZLy+pchdmk0WstXG+tsPP8iTEavFZW1LvprHbgthqpc1tY3XhmdkjnNJq8ViLJ2SWWGjzWaYYFcF2Ll2Aszc6eAEZVwTTFT7a01klHlZ0NrV7SOY3jI1F29QTwx/WmnDkJ0VSOdc0eVje6ua8oWrBQWXDGZTEq/HrfIAZVwTsl+2BVg5tH3ruZD97Wwf952zp8eRfHsZEIBlWhZyIOwIO3tPOvb1/Hino3E9EzHVcPDUbY3x+ivcpe8nqTvOm6BuLp6TPS+hYv+/uCZPNG1+S1FuoVJ7GbDZwai7GzO8D2rpmXXACX1cjD79pwTfjNFpxxRZJZNA1+s29w2tImhOCmRZXct6GJQ4Nh/PlWvYqA506M89SRUfyxNLcsruLZ4+P4Y6mSvtKKgBqXhSNDeoapxahgMxlY1eDi5kWVjEVS03xim9p87OoJkCwyplTR/6udZjqq7HPuSX3/+qYF0QV2Liy4P4/jIxFURfDem9rOqif65usa+fVePZd+eZ2Lp46OYlIV+oNxDg+GqbCbsJoMVDrMKIogmclR57awsyeA02JgcY0Dj9XI9u4AsVSW+zY0lrgUADa3+djW5Z/22q78uJbUOukaizIamVuGRYPHyh0LqFnnuVhwxtVSYSeZzZ3zC7OaVL543xq+v7Ubm0nFZjJw+9Iqfrqzn2qnhfvWN/LQH46VzDKtFQo3tFfw4ukJIskzroC3b27m2y90lzz/mkY3hwZL03QAapxm0lmNNY1uRsJJ0nOsPAJ45bJq1GsobWfBGVetSy+imMt30Fxh4yOvXEQkmeV1q+vZenqC/kCCL79lLbFUhvff2sGPd/TS7LMRS2UxG1QkktWNbvYXVU//cFsv65o8JDJZ7GYD6azEH9fbAheztNaJP5bm4ECIdc0ehsPn18BgJJw8950WEAvOuNJZjS/dv4aBwOyFqXt6A7isRmwmFYtBpcGjnxw/+qO9fPC2DkwGwQce2Q+Ay2IoeMcBTAbljF8sj9NqRFUETosRfzzNqdHYtNfc0OIllspgMigYFFHynHNltjDWQmVBbejj6Sx/++uDZHOSVWfRulrX7KXCbuLOLz/Lf/vOjsL1z71xJR+6vYOjwxE+cedihIDwFH9UOqtNK6Jtr7SzsyfA8ZEIXqsJ4wzTphBwZDhKfyBRsrmfK69YWs3dK6+tMrQFNXM9dWQUq1HFfRYl5MnEQ4/NxN+8djlHhsNEU1lMqsJ1zV76A3G+8PtjWIwKdpM6bWmbif39ITa1+khlc2Q1Sa5oZvPYjORyGl1j02ezSTa1+YilssRSWSod5hm9//dvuPYklhaUcbVW2rlrRQ1Gw+wB3eKM1vs36h78//3bw9y7oZGltS5+tXeQja1e9vYFS0r2z0Yik0Mi2dcfot5todJuprXSTkbTGAwmiOUkBlXBYzOyKB/aqXaYMRgU7CYD24tOlL3+OKsaXBwYCJe8Rq3bOvVlFzwLxriSmRwrG84/1jYaSfLRVy4quAfefWMrRlXQNR6fsWOY3aQSS0+fzQaDekHs8noX/YHEtNrFyYyKHd0BhACbycDA6PTgsyaZ5iC9e2UtaxoXdhxxJhbMnmtS1/18qXZacFmNaJqkzx9n22k/j2ztndGwltY6Z6057Kx28NrVdTxxZJSj+TL+2ZBSj1POhKoIclKyocWLSRXcsriKf3zz6mtuSYQFNHMtqXWd+06z8Jc/2cev9w2QyUkaPNYZJZCMqqDKaZ7RcBo8Fv54fIxm39wETYBZc7FymmRndwCTQeGOZTX869uvu2ZL0hbMzHU+jISTPLK1p3D7davr+NL9a/jQ7R1s6aigs7q0MshrM/Kdd28iPsNy2F5ppylvVL3++JzHoMwyE9lNKpvafKxucFPtslyzhgXXoHGNR1O89Rtbaa3Qg8/d4zEe2drDb/YNkc5q/OHQcCGXCqC9ys4vPnQDv9o7gKZJltSUGl4ym7ugVsBGVcyYfKgIQc94jJ09Ad6w9tpWHFwwy+K5kFISTmTY2xvk39+5nsU1TrI5jQ/+YDdHhsNICe+/pZ1at4V0Ts/BVxXBP75xFVtP+fnJzn4UoWc4OM0qy+vd5KRkKJggmswihL6XmvxZ67Lgsho4PlK6aXeYDVTYTZwYidJaaSeVzRFKnPGltVTYODgY5jWrall7jevSXxPG9R/PnuYPh4d5zao63n1jW8nvHry5nV29Ab6/tYfHDg1zY2cF77i+ha7xGJvbfPQFE7yUTyzUJHSNx8hKCgFpi0HBoChsbPUST+cwqwpj0TSLahw8eeSMjpfDbGBFvYtQIlPYt01GCYqN6/holL97/XIeuKH1mtzEF3NNGJfDYuDTr1nGdc3ekusGVWFtswebWaXWbeGRrT38YFsfoGtobWmvIJ3VeProKGuaPPRMxBgvyu8CWNngos+fKORg2U0qPruJeCrHpjYf8VSW0UgKCdMyJLx2E6fGorx2dR0VdhMeq4mbF1eysdU3fx/GVcQ1YVxn04RorbSzvdvPV588gdOiv12bScWgKATiGb75vK7QPMmiagfj0RSBeIZNbb4SByjoFT1rmmwcG44wkc8XMyhgm2Ffdmw4wkP3rmEgmGBntx9NxvjoKzsvxVteEFwTxjUTUkr+eHwMCQwFk7x2VR1PHRvlzuU19AcSPHhLOwrw6MEzhlXrsrCoxoHTYmCV2UAym6PKaWZsSnpPVpMFw1rb5KZrPD5jTv6qBhcPPXaM4Xy2Q53bwrMnxtjSXrngy8bmwjVrXJmcxKAIPvfoUdY2uVnT5OGTr16Cz25CSr1+8DM/P1DIVjUbFGwmhd09QYbDSdbkJSttJgWH2VBS03hkMMTmNh+xdJaDAyGua5k+wwEMh1PUuc1kNY1YKsdQKMl7vrOT9io7P3rweqqd10bG6Wxcs8ZlMijctKiKRz86cwu6k6MRNrf7CCUyjEZSGBRBMqPR4w8VlsO2SjuLqp30B8bY0OKlazzGRCxNJJUr2V8J9JToqbFKgyLY0xei1mVmZYOLHd0BFAGvWVlHpX3hV1Sfi2vWuCaZybA0TfLciXHq3VaODkcQQvePGRSFdU0etnf5UYSu+XByNIrXZpy1jhFgX1+QKqcZo6rgc5jY2R2gs9pBID8r2s0GvvyWtZwcjdJR5Sg4Za915uREFUJ0CyEOCCH2CiF2Fl3/iBDimBDikBDiC/M3zLmTy033sj9/YrwkAXD/QAhN6jnu3RMxBoNJFlU76ax2sLtXNyJNQqXDRPdEnPvWn13cLZnV6AsksBhVTo1GqXNbGAzEGYmkWNPo5mcfuIFGr43bllS/bAwLzs9Df7uUcq2UcgOAEOJ24B5gtZRyBbq64BVHVUs3ykeGwvzuwFBhBvvBth7e+fA2Nrf5+I/nTqNJPaWmxmVmW5FO16ZWH4fzVUDtVXbeuaWZWpeZ5XUza39VO820VNgwqoKhUJJ4RuPmRZV8+jXLdCUf9Jnwl3sGePb4pVVYvFq5mGXxz4F/lFKmQBeGuzRDurQkMjn+7Gbdsfr7g8P89S8O8taNTRhVhVNjunf9z25um5Yl0Vpp49RYlAqHiUe29tDnj2NQFdI5yaZWH2ajQiqr0TsRYzisa1csr3dxfXsF6WyOtko7r1xWU1JA+//99jA/2qH72f729cu5ZXHVORUQFzJzNa5JTVQJ/HteinIxcLMQ4nPo+lyfkFLumPrAvIbqgwDNzXPTKL2UXNfsJZPTSGZybOuaQBHwl3cu4aXTEwVP+juvb+Vd39qG3aRS4TDT64+zuMZJo9fG2iYPP9jaw6HBEI1eW0lcUhWwssFNIJamrcLO44dH2N8fYkOLl929Abw2E62Vdt61pYXfHxzmD0XaEp/9zWFMqsJX3raWV+e7bFxrHvuL0UQ1AF7gemAj8BMhRLucUt0wF03U+SKZ0Y//7/zmNt5xfQvffqGbu1fWUuU0U+M0s6bRwx+Pj7GnL0Ayo/Gq5TV4bCaeODJCk8/G+7+/C9DTlLMadE+UZkWsa9YzWje3+zjYHyKUz8cPJjJIqSsYTsTS7JrhMLC8zonDbOATP9nHpw0HaPHZ+NGDW64p/9fFaKL2Az/PG9N2IYQGVAJXxYbi0GCIz/3uCP2BBP2BBIcGw5gMCg/dp+vYNVfYePaEPtRvPHuaz795JUPBJN/f2ssX79Xvs6bRjd1sIDFDKo7VqDAUTpLVJC+cnCgpkPXH0jOq3RgU/RBhVFVMBuWMbyydIxgP8Te/OsgX75ums7dgOeeGXghhF0I4J/+Prol6EPgluhYqQojFgAkYn+VpLjtHhiIcGQoXEvwq7Ub+5rXLCuoxqtA7jtlMKocGwyTTGm+6rpGV9S62d/sxqILDQ2FGwkl6JuJM0RWh2WcvKW8LJTJsavPS5LNOyxer91jyhmrk0GCEsUiKXE5S69JL/Sf5+e7+GQttFypzOS3WAM8LIfYB24HfSSl/D3wLaBdCHAR+BDwwdUm8kuzuDfCO61sI5FVkfrZ7gLcWxSBNBoXbllST0yR/9/rlXN/uQ0r4pzevZnWjm1RGQyA4NRYjlMzQWe3EpJ7ZE3mmpDEfHY6QSOeodpjZ3uWnzm3BYVKxGRU0Cfv6Q4UQ0UAwwa7eALF0Do/1TFq1JuGf/3B8zroSVzsXo4maBt4xH4O6FLRX2nnXllYqHWb+9teHMKoKmZyGUVU4MhRmPJLiK0+cYEOrl9esquPN//YSihD87qM3cduSavr8caqcZgaCCVY3uAkmMtR5rDjMur7E8ZHp6dAHBsIsr3OyscXDjp4gTV4rGU0yHJq5ktpuUhkJl6ZcP3V0lM8/eoT33NRGo3dh+8SuuUzUSd53cztGVfDw86f54G0d/OwDWwpVN4trnKSyGumcRjqrsbXLz+mxGCdHo+zr05elJp+Nb7xrPTd0VHB4KEzXeIyeiTiHBsOMRpIlDRGKSWc1uvIb/75AYlbD2tzmYyKWxmhQpmWsfn9rD997SXd/LGSu6fCPJuGrb13Huil5XqoiePKo7hZwWAy8Ymk1TrOBSCrLsZEIm9r0fKsV9W6++cAG3vUtvRmb3rdaYDOpOC0GchqcHosSyPdZXFqrN2o/dZYC2UkSmRyZnKRrPM7GVm+JsEomJ/nGs6f5yc4+nv8fr1iwKoMLc9RzRFXENMOaJJzPDt3Q4sVuUjEbFSIpXZS3GItRpdpl4Xf7h6Y9R73HUhB5u67Zw4H+EGuaPCiCabr1hTEJva+Q1XjG5bC3L4jNqBAvCnwvrXXishrZ2xvgpnN0XrtauWaXxXMxudG/f2MTQgj+6u5lVDnN0/pbp7JaQbh3KnaTgZUNbpbVOfW+1prMl/uD02woUeJp9Fi5rtlDjdtCOqdxevzM7JbJSTa1VVDv1lNwNrZ6OT4SYXuX/4IETa4WrumZazaePDLCjm4/NpNamHnuXd9YaFgwSSancdtDzxSS/Yrx2Uz4Y2lOjEaxm1Taq+wcGMhwciTChhYvE7E0tYqFE6NR1jV52NMXpH+Gekm31YjbauCZfLyxs9rB/v5gIcaZm4v++FXKy3Lmeu7EOJmcnFHRppjf7hukucKGOkNUxmU1FLJRY+lcQfshms6xsyeAP5bCqArWNrnpmWVjvrnNR3uVHV9RbtfJ0Sip7JkxzdZ4YSHwspy5XrG0mnXNHlY1uGk7S0u7H+7oK5ERMKkKa5vc9AYSeO2maeGgYkKJLEtqjWzv8rOx1Uud20KvP16QEF/d6C5JOCzuolHM3r7gBbzDq4OXpXHdsvjcG+REOsf+fl0Jp8ZlpsJu0kNJQd29MJuLoZhJX9iO7gACPfRzdDjC4hpHiXIh6CVtBkWQ1SRNXisOi4EjQxFOj0UZj6YWZIOql+WyeC6klPzPXx4spC2PhFMMBhMsq3MyGJy7tGQ2JwtuDYke0LaZ1BlbJ4OewXHr4koyOVmQMA8ns4VG7guNsnHNwG/3D/Gfu880flrf4iWYyM5JKK6YaCpL13iscGps8FiwGlXGY2lqpjhOx6Nptnf7CScyDIeT1OVPjtVOM33+C1P4udKUjWsGfrFngCafLsZmUCjEFI8MhVnf7C0Yy0xNoqbSms9OBdjVE2QilqZrPEZOymkBbtBb0YCe3rOm0U2lw8x3XuxBW4Cnxpflnms24ukszxwbI5PTCMQy2E0qTT4boUQWp1klksqxqzeAx2akpcLGRDRNhcOkN/+UuvLgVPE4KWd2JzT7bBwZmr7cTTZdCCUy7Mvvy1RFsK3LX9L6byFQNq4iDvSH+JtfHuQtG5t47oSePRROZApdzSYJxjPUuyX9gQTDIb0ww2xQafJa+dSrl9JaoQuQbDvtJ5N3mE7WR06iKILEDLKZM82G9XkpgrJxLWAqHCb88XQhic9hNtDgtRaMq9lnK2h0OfLSAFlNbwiV0ySLahwsrXWyqMbJS6cm+OXeAU6Px2acuWZKaPbYjNPav7T4bPT44wvSmVo2riI6q528ZmUdvzswxB3LarhrRQ3febG78PubF1WyrM7Frp4AhwZDBdfB2zc388CWVjqq7BhUhf5AnLf9x1asJnWaURhVwZpGD8oU83JZVFbVu0lkcvQXJSEGE2mW1jo5PhKhazx2Vr/c1UbZuKbwpbesIZrK8tevXUZbpZ1XLa/hEz/dxxNHRvnBtl5+8+GbuGdtPR//8V5WNXjIahofe+WikmZQL52a4LpmD/5YGpfVyP7+EOuaPIxGU7gsBnb1BGivsmM1KiQyGptafURSGZ47Oc7GVi+b23zkpNTzzxSFRCaHqghePDW+oIxLXM7k0Q0bNsidO3ee+45XmIMDIV44Oc77b+0AdJfCvV9/kaPDER772C0sqZ25dhH0Dfl7vrOdF0/pS2u9x8J4NI3LYmA8mkYtypiYlCw/WwgKwKgIOmscNPtsfOHNa86qw3+5EULsmqxlnUrZFTEDndUOnjpaKuz2yw/dyD+8cdU5+2D/cs9AwbAAhkNJ1jd7iObDPsV2dHAwTEel/azd1wAymiSR1rvdfu7Rwxfwjq4MZeOaAYtR5Z/evLrEt2Qxqrx9c3Oheno2Hj1QmvelSX3mm6llSyKd4+iInlUxFaMqaK+y01ZpQxG6vFO100I8neOrT54gGE9Pe8zVRnnPNQutF7C3yeY0jgyFaa2woSqikJE6Va1wKhUOE4F4hkTex2U2KKxp9LC920+104xBEQTiKY6NxBBCjyB898Vubllcxd0ra3nV8pqrsqC2PHNdQp47Oc5YNE33RJxAPMPGVj0L1mRQsJ7Fm39gIFzSa9tiVEHoe61JeafJzNnJLbLNpPLHY2P89S8P8mff28VQaPYubleKsnFdQm5dVMUdy/ROr/5Ymj29AW5bXMVoOInLaqTWZWFTq29aDWR7pR2zQWFlg4vNbT7WNXmIJDKsa/HSWW1neYMbhChp4VLpMOOPpxmLpHjiyAi3fOHpgkLP1UJ5WbyEKIrgH9+8ilf+s59QIkNWg3ROo6XChtNiZEd3gOFwkmV1TgyKKCQYGlTBsydmrif22IyczPd3rHaaEegnUKNBsLHVy9GhMJGUXuzxw229rGpwY1Svjjnj6hjFNUSlw8zfvG45ALVuC/v7ghwdjpJI5woB7CNDEQ4MhHFbjWxo8XL6LNVCwfgZrdXjI1E8NiMNXhvbuwLs6A7gsppYXOPglkWV/HLvAI8XiZ1cacrGNQ+sqNf7FFXaTUTzQezeQJxad6kGaiiRYWdPYM4tWhKZHF6bqUR/dSCY4PhIlEgyQyYn+dXegUv0Li6esnHNA0trndy2pIpqlwVVEZhUQavPXpJoqAhY1+RhU5uPpTVONrf55uR9r5rFz2bIL4VPHR3l4edOT2ulfCUo77nmASEEn3/TKp47Mc5TR0d5+/UtPH54hM/cvZTHDo2AgLFIktFIkoEig6t2mrl5USVHhyI0V+il/Jom6QvEGY+m8dqMDIYSbGr1sn1Kvv3xkQiNXivtlXa+8NgxbllUxeKzRBIuB3MyLiFENxABckC22N0vhPgE8BBQJaW8alRurjR1bivjkRRuq5EP397BAze0UOe28i9PnCCSyrK+2cuuKae70UgKATjz8cdJvDYj1zV7GAwmQMKeviCb84rTk/NTKJEllsphUgV1Lgt/9v2d3La4is/es/LyvekpXLAmKoAQogl4FdB7yUd2DfDqlbX8+sM3UuO20lnt5MuPHyeSLxXb1RtgY6uXqdutkUgKZcq3Eohn2N0bpM5tpS+QIJOTbOvys6rINbGpzUdrhY2cBj3+ONVOM3/3hhXz/RbPysUui18GPgX86hKM5ZqjvUjvNJPT+GOR0O7qRjeqEKxucLN3SiVQJJHFZFAKBbuTGKc4yIZDSda3eBFCDyVNxNIksxobW700eW1X3Gt/wZqoQog3AANSyn1nexNXWhP1aqHfH2dprRO31YiUkMhk6Y2mGAwmafRacFlMHB4K6y1iqh0cGgzhLzIuo4K+LBYxGkkVBEyqnGaC8QwSGIuk8NhMSCmvqIFdjCbqX6OrDJ6VK6mJerXw0519fPfFbvqDiYLfqrinUDorOT4SoaPKjtduYiySpNZtoa3SgaoKcpokmckV9C2m4rYaqbCbCs/XPRGneyLOnr7gtE5ul5M57bmKNVGBXwC3Am3AvvxmvxHYLYSonadxLmiGQ0lGwikaPNbCteK9lpLPaHVajBwdDHN0JEp/MEFW09je5c9nvoYxT40b5Zkstp3K53535Iq6JC5UE3WHlLJaStkqpWxFF9+9Tko5PK+jXaDEMznGoqkSpeYWn+7TcppVxvMzzlAowfIGNx1VdsKJLGZjaSpOKquVNHFXhO6wTc9Q6AGwqyfAz3b1z/i7y8FclsUa4Bf5tdsA/L+8JmqZOXLf+kYCsTT7+4OFa5O6p5FUrqAa/eKpCUbCKbw2I5tafUhN4suXsSUyGjaTilFV6PXHMRsUltY62dcfwmJUuHVxJXt6gzR6bbxqWQ2/OzjEydEof/+bw9zQWVkya14uzjlzSSlPSynX5P+tkFJ+bob7tJZ9XLPT7LMRTWVK2hF3T8TwWA2sb/bSNRFDSsm6Jt21kMlqgGRvf5DFtU729IU4Ohxhd2+Qk6NRVEXQVmmnazyGSRXc0FHJydEYb1zXgFEVPHdyjI/fsQi31UgkleWTP913RZbHsof+MvC9l3p47sQ4moTr230MBRNkNT27YUd3gGafjZdO+zEZFG7sqGD/QKjggc9qEqtJxaQqhJMZWivtjISTHB2OsLzWgT+RLaRkf/elnoIefvDx43ztT68jlMjgs5sYjaSocV3e/o7l2OJl4D+eO00okSWSzCIl9AYS1LnNBcmkyVrIdFZjNJLKz1x6jDKRzpHK5IilMmxpr2BXT6BQemYzG0vUdlRFkM5p+GxGTo/F+PiP92JUFTa3+fCdIz17Pigb12VgUunGqAqGw0mk1N0Fk3oUxZwYjVLhMLOx1Usqq9E1FkWT4LWZ0aYsbfEpnT3cVgOaJvHn3R2jkRQf/eEevvdSN9kroG1fNq7LwJvWNQB6lXU43+hgPJqmahbNrUxOQ6BrdimKwrpmD2PRFMeGIwVRlFUNLiodJpbVOTGqgg2tXjqqHJiNakmFUiKT4/8+fYrPPXpkXt/jTJT3XHNASslf//IgL5wcp6XCzsPv2oBpFp/TVL7w+6P85+5+mrx6XHBVlZ1dPUGAWesV2yrtbOvyF7If9vTq9w/EM6iK4IaOCnb2BHCaDbgsBqqdZnYWZUm4LAZuXVzFeDSJxagL//7nrgE+8opFl3XfVZ65zoGUkpwmefTAED0TcZ49Plai3QX6DFMcB9x2eoJ//K+jJDM54ukcI+EU79zSwpYOX0n/RU1OX6qW1znpzis9R2bQQ7UZFfb1BUlnNSZiafzxTEnaDuiCcbFUlu7xOLt69IzVRCbHb/YNXsxHcd6UZ65zMBRK8i9PHCdbNMt87ZmTPLK1h399+3VYjSqf+fkBktkcdy2v5bmTY7xwcgKAJ46M8K9vX8cv9gzw3IlxVjd6OJ1vILqpzYtRUfQ+Q1mNY3kPu9WoMhJJ4bOb8NlMrG5wYzGq5KRESslYNEWf/0yMMZvTsBiUaXWRGU2bluH6/7b38t6b2i5bvLFsXOeg3mPlvTe1k8hohb/80XCKLe2V/GxXH/91YLigKb+nN1goJwP99PeF3x9jUY2D506M89yJcdY2ubllUSVbT0+Qzhvs8jpX4TGTmQ8ui4EXTk2UjKXJY8FuMbK+RU/VGQmnUBVB1/j0HPx9fSFW1LtKJC9Pj8XY3RtkfcvliTeWjWsOLKl18sk7lzAQiLO7N8htS6r4yU69nfBkvjzAynoXBwbOpM8YFEGfP8aJ0TNf/t4+3aO+ttnLiZEIgXiGkUiCLe0VZHIap0ZjrG5wYzOr09SiK12Wwv4L9MzVs6XfuyyGgrN1kuMjkbJxXW00V9j4j3dt4Ge7+vnCY8cA/cQ2WR4GYDWpBZFegNPjMW5fUgUIvHYThwZCxNI51jR62NMbKMxcUuouikkjGIumuGVRJetbvCQzOSxGlXAiQ+8UY3NZjXisRoanaHoBuqS5P0GFw8SmVh97+/V9mmsWsd/5oGxc50GFw8zR4UhBc8tqNCCgkGo8UxuXYDzDiXxf7HXNHiLJrL4hzxtWk8+KxaAW7jNJMquVpDovrrHT6LUigTq3hWA8TZPHytPHx1hc4yAYzxBKZEjl916qojAQTDCQzwFbUe+itdLOK5ZWX8JP5OyUT4vnwaGBEFtP6y2Hm3xWDgyE2Jh3kAK0VpYK6LZV2omlz5z4pITeiVjJUlrttEwzrHVNnpIutAAOs5H9AyGC8TQnR6MMBJOMRlNsaPVyfCTKaCRVUpE9NZZ4y6IqvvrWdZe1h3Z55poDOU2yo9vP+767s9CUHXS3QU6TeZ9SimdPjLGm0Y2Uuqe93mMhmszishjoqHYQjKepdlnYld/4280Gnjk2RrNPFy4JJTL4Y2mODkcwGQRGVeC0GPDHMnSPx6lymBmNpAqz06HBMDcW66QWnQKLq67XNnn4xF1LUPMbtIloik/9bD/+eJo6twUFqHFbyWmSzW0+FtU46aiyX/Spsmxc50BKyfu/v4snjoxQYTfx5usauL69giPDYX64vY+xSGmS3r7+EK0VNpbVOQsuCatRYU9vEItBYXmdi/5Agh3dAda3eLmho4JdPX5SWUmd28zKBhd9/gT1bjOqoqBJiT+WIZ7OYpvSd7Gjyl5SIHsy38QKAbF0ls5qB2ORFOtbPESSGTw2Pb74ox19PJkPdp+0GDDms11DiWxBpnNTq48vvWXNRXWrLS+L5+Dfnz3NE0dGqHSYePqTt/HZe1Zy96o6XBZjIa24mMU1DgSC3UWnuknV5kU1DnYX9fKRUhJJZgqNpIZCKYJ5L/yRYT0b1aAoGBRBMquxLF+HKIRebmYxqgXhX9DFTxCwtzfIocEw/f44IPnm89088K3tetwxluYXe85UZUeSWcwGtWgfqWBUBYlMlv/5y4MF/9uFUJ65zoKUErvZwB8+fgv7+oIlJ63YDN007CaV4yP6/smoCDJF4nENXmvBGAV6MPvwULjExwV67HF1o4fDgyH88QzBeIhmr5U6j5XdvQE2tXo5ORYjGE8TiGcKIaKVDS6yOYlBEUj0fo+R5BnRuQMDId717e0cHgxPky2PpbIsr3MxEUvnExFVusfjHBgIs6c3yE/ev+WsUp2zUdZEPQuTboCZSGVz3POvL5TkrquKoLPKgd2sEohnsBoVzAaVeCaH12pka34JW93o5shQmExOYjYorGvyMBRKEk/naK20kUjnQEAuJzkyHKGt0k5/ID5jLPK2xZWEk1mODkdQhN5socZlKWkW2lltp8JuRtMkO4pOoJPM1jEN9ENJR5Wdf75/7YzymmfTRC3PXGdhNsMCvWnUZLeLOreFBq8VgyLYeto/7b5rmtwFwwJ95prsSJvOauzpC2JUFVorbIUvucGrb7A3tnoZDCZRRLHT4wz+eGZaB7TT4zHWt3gZCCZwmNVCEW1x9GCSpbXOknDSVHx2E08cGeWxQ8Pcv6Fp1vvNRHnPdYE8cWSk4EFv8tnY2R2YttxMMrk4TB6+RiOpwjUJaFISTWU5mA/V1LosaJpkOJRkMJig2WelYpZkv9n+AHb1BBgOJfHZTPTkxxkokmOaxGxQCCZml9U8PhxhY6t3xlYy56JsXBfI+hYvNS5dOORQPuQzMoMTtclnRUrJ9e1e1jR4aPBY8dlNBa0uoyJYWutEVQSVDhM3dlSQzJ5xd1iMCrvzhRczcWw4gtc6+wJU3IdoMhu1zm1hdaObzW0+bCaVbFZjc5G/rhi7xUAincMwU7vcc1A2rguk0WvjLRuaeOHkOLF0jrVNnpICjEliqRxGVWFXT5C9/UHGo0lyOY21TR4MiqC10s7psRgdVXYmomkSmVyhcHZto4fxqO51j2ey02avZp+NNY1uGrw2Nrf5aJmS2bqm0V1SSKsKPUieymrs7w+xrcvPS6f9ZCVs6/KXdFGzGBVW1Lto9lkxGhQmIuevHl02rgtESsnvDgwVGp1PTUFuqbBxU2cFioDdvWcaGaSykqMjUXZ0B+is1j3417f7OD4SRUKhiSeA2agQymeuHhwIl+TBb8r3x97R7cdiVNnff2Z2W9/sZU2Tm339ISrtZhxmlVsXVfLSaT8DwUShrK0Yq1FBLXKaLqtzcWQozMnRKLmcLDn5zpXyhv4CGY+mC1LgoJ8sjapgaa0Lm0llW5ef0UiKRdWOWaXCjw5H2dTqZVtXgE1tPsYjyWl58cWcGI1yU2cF/YEEu3oC5DTJplYf27v9VDnNpHNaofpnkv0DIdY3e3nupF75V+U0c3JKuKnBY6HRayt5nEERaBL8sQz+WIjXrq4778+obFwXyB8OlxaXB+MZGjwWjg6FC3/lep/sEBtbvYQTGY6NlH6pitC//GRGL9uvdpoYzS8/K+pdxNM5NrX5iCYznBqLktMku3sCrGr0FA4TGU2fhcYiKUyqmJaV6rYa6QvECzNsz0SMGqeZkUiKdc360pzNSfb0BlhUY0cgEOjO1dUNbg4MhpCSsnFdLqKpLF97+lTJtSafrSSLoZidPQG8ViPNPhsVdhM9/jiRZIaNLT529515TEuFnVgqRyydw2xQSrz8rRU2IsksKxtcdI2fSb0xFcUQa12lM5DdpFLlMHGyaIbN5CRumxFNSo4MhUtShDxW0zR/l9mgcMfymgsKA5X3XOeBpklOjES49+svFlJZJlHPEuTd2OoDodcn7ukL4rYaWVzjJJLK4CiKF+7oDuCxmdjU5i0xLNBL0VRFcHo8Vui0Abrg7pIaJ5tafRwaDHOgP8iGFi9Wk8qKeneJYU3SNR5jSa2rxLA2tEx3pBoVwcoGPXP2QijPXHNESsk/PHqE/f2hGRVl5AwOToH+l39sOFxykpxMCjQoYDOd+QosRoV6j4XtXaVfcpXTTFuFHU1q7O4N0l7lKISSQokMLT4bI+FkIdSzsyegt9WbZRNuUhWODp/xWzkthmlpP6A3tNrVE+CBG1pn+VTOzgVrogohHgJeD6SBU8C7pZTBCxrFVcyungBff+YU4USG7d1+hNCD08dHotS6zDRX2EFS0n5FAJ01DuwmAyZVsK8oWF1MVoOOagd7evXZrMVnYzCYoMZp1h2z+WW21mVhe/eZzbbXZqTJZ6XObWUwmOCFU3qOWfEsJaBw0pxKLJ1jZYOb8aj+nJ1VDvbMMkagJE/sfDifmev2KWIjjwOfllJmhRD/BHwa+B8XNIqrlAP9If704a0ly4eCPpNkNcnpsVghxbjSYaKz2oHPZqTHH+dEfvNeYTfNMKedIRjPYDYotFXaSaRzhQ15PJ1lSY2TYyMRbFMS/PoDcSrsZvb0BAqHh1CRl91nN7G1yz9rsNlhVrEaVVY1uDkyGMJkUBACpoaZrUaVz7x2WYls0/lwwcuilPIPRTe3Avde6HNdTZwYifCz3f0YFYUDA8ESwwJYXu9id0+wZN8DumuixmWZJuE9EUtPK5KYZEW9C5/dhN2kMhSKYzMZqXSYCs+XzOSwm1TiU+oXO6udhQbvkyQyGktrncRSWcL53o4mVdfAT08JeC+pdfHM8TGqnGaW1buQQKPHitWkMhRMUuk00+eP8+FXdPLO61vm/uFN4YI1Uaf8/j3Aj2d64ELSRO0aj/F/nz7JL/fqJWTrmtxsbPVyaDDEino3sVSO4XBqmmGBHlIpLuMqpslrLTGu6rxPympU8/WMbpq8dnb2BLAYFBbXOhmPpkmksyyrc9GT11M9NRZlWZ2LkXByWiaDP6bfv6XCTjyfWj0RTVPhMBdCSdVOM41ea0EnrMlrLRwcTKpgU5uPdU1eTAYFu1nlg7d1XNTnOdfT4o1SyuuAu4EPCSFumfyFEOKvgSzwg5keKKX8hpRyg5RyQ1VV1UUNdj757f5BXvOV5wqGBbCnL4Sm6cUOO7oDHB4Kz5ggCHrPxNmIp3OsqHdxY0cFXpux0KZlcj7Z3x9isp96MqthUARmg0JWk+ztCzIWSXF0OILNZGB/f4jjI9FCVsUkrRU2shqcGovRkVeRnoilS5p+tlbaS6IFoUSmEONM5/Tg+Y939mE2KPzV3csuOs35QjVRNwEIIR4AXgf8qbwa+oFcBG0Vdn7zkZu4dXHpH0A0lZ0p02UalQ4zS2udeZluPcY3ufHe2RPgyFCYF05N0FppJ53VdOVlKTHm89pHwyk6q3Qpy929QTa3+1jV6C4xouIN+kg4SbPPyqY2Hzd0VNBXVNDhshoxqgJNSpp9Z1q+TERTJV1pT43FCvsyk0HPPYPpqtEXyoVqoh4UQrwafQP/Bill/GzPsRBY0eCmvdLOmiZPyfVjIxGW1ulfgFEVGIqqUFWhyxZd1+zhmWNjHB2OEEvlCCUyrG/xIqGQKzUp/HZw4IwrYzCYxJlPU+71x7EYVZq8Vja3+egej581FOS2GLGZDGzv8hOMp0u6m+3u8WM1qiyqdhBLZXGa1ULiYmzKcxpVhbVNHt5zYytLqh3ctaKGv/+TS9N144I1UYUQJwEzunQ4wFYp5QcuyaguA5Ma7ZM/Q/EM33mxm28/3wXoPqg1TV4iyQw3dFRwU2cVq5vcfOxHewklMlTYTfjsJk6MRkscnqPhJOFkll09ATa1eRkNp0ikc3hsRo4OR1jbpBfEZjU9HWdyA57VJJrUayMnPexTu5wVc2o8Rku+P9DhoQgr612cGtMdrBajSq3bgsNixB/P0Fxhp8ph4pnjpYcAkRfsNaoKm9sruH3Jpa1pPKdxSSlPA2tmuN55SUdymZncT0z+dNuMvOm6Bm7orOCbz51mW16i++ZFlXz8VUsKj/v4HYvonohzYCDE4Rk28DaTysYqvZZwJJSk1m1lW5efkfxebUd3gEqHiWafjWMjEcKJLDd1VhSyRedKOqvhKUo7PjgYZku7jwMDYSrsRhxmQ6EyaDikz5A+mwl/0R5MSvj13kHCySwtPhssmfYyF0XZQ19Ek89Gk8/GvzxxnDVNHj5+x2LqPaWzx+vW1POlx4/nK2T0PK5YKsuJ0SgbWrxommRff4g6l5kefwK3bfpGf3GNkxeLREaCiQwHB6Yb6lAowaY2H2ORVMlp06gI1rV489U9ZzAbVVbUu9jW5adnSuqyy2rEpCpUu8yFpTirSUyqgtWoUu+99GrPZeOagR+873qyOa3Qw7CYTE7j0QNDbGz18Y7rm/nsG1YyFEpw15efJZrKcHQ4SkeVvZCOc2I0SovPykAwicWo8ue3dWBQRIlxFYeAiunzJxgOJVnXpOfDe6xGRiMp2qsd7Oz2s77Fiz+WosJhodppZjSc4siw3ox9al79QCBBZ7WdGpeZl077C3piBkXwnptaWT8PnTbKxjULMxkW6K3utn/mDgyKKOhfNXptvOP6Fr79gr5fsxcZSzKT4w1rG3jbpmYcFgOpjMa9//ZiyXNqs8QAl9e5UBU4OhJG0zQmoilu6qzk+Xxu1o7uAK0VNvoDiZJAuqVI9dBlMWAxqihCcHI0xlgkxeY2H8vrXNy3oZFef5wbOirPWoxyoZSzIi4Ak0GZJqz2wds7+dSrlwL6MjfJO69v4S/vXEK9x8qhgTDX/8MThYIJgGV1TlKZHOubvSydEq6xmVUODIQJJ7JkNchJ2NY1UXK/7ok465o9uIqKY7d3B6h16bqo0VSW0UiKcDJDe5WdGzr0hgc/3dXP1545Ra3bMmvbl4ulbFyXCLfVyPtubueTdy2hrdJOs8/GnctrCuVYhwZDfOpn+1jX4sVs0IsxNrZ6OTkSxWJS2dUbQALXNXtYnQ8Ux2aQrbQa1YLmwyR7eoOsrD8TXDYZlIKzd3JSjKdznB6L8V8HdbG61Y1u7lpew0O/P8Zd//JsobJaSkkinePocLiggnihlItiLwM5TfLAt7YXlrPOajs+u5ntXX4UAZ3VjkKlNuhl/5FElpYKPfGvpcJGNJllIpZmfbOXAwNBlta6MBsVAjG9qGMgmKS1wka1y4LVqJb0dlQEbGj1YhAK0XSWAwOhQpC6tcLG4hoHS2pdvHhqohDqOtAf4r/fsYgP3X52p0C5KPYKE4yniaT0pXJRtQOHWe+IYTMqxDPatJmo3m2lOxNjIKAXt/b549S6zVQ6zKj5QPT+fDnbpjZvIf+reyKOQVWwGhU2tnoRQjAWSVLltLC9y8/mNt+0jb7FqPL0sTGeODJamOX29we5eVHVRccWy8Z1gWRyGtF8Gf3pcb1CprPawVg0xV0ragsbZCn19ioTkRTL61w4LQa2deke9NWNHlJZjRMjZ5IPN7f5ODwYZiyaosFrZSgYZzyqN+3c2OotUbWBM8veJH3+OE0+W4ni4eQBI5PT2JTvjT2J2aCwrtnLaDhZyMtvr7Tz1NFRRsKpszpyz0XZuM5BLJVFQkk68nMnxvjQD3YTSentVloqbFQVacG3V9p58/pGEukcP97Zh1ERDIaSbHBbCzLgiUxO71Pd4MJq0sMyG1q8JY7UKoeZvUVJfAZFsLbRw958VsPUSh/Q2+YVJy7CGUfx7t4gziKd1KW1Tg4MhAoGurktL2UuZD6T9eK6bpSN6xzYzdM/ou1d/kLOFOiGt7f3TPrL6fEYv9s/iM1kQErJYEjfXCtClJTOb2jxYs3rndY16Go3DR5rwa3QH4hjUnVVwc5qJ+FklmA8w+Y2H/3B+Iwe/QavdVpK0EQshcWokMxoRJJZDIpgeZ2L8UiyYFgOk0rPRJzhcBKzQeGDt3VSf5Ft9MrGdQFM5jylixT+WipseG0m9vbpqoF7eoNkNcniGgfNPhvJTA5N6vHD1Q1uwskMO3sCtFTY6PEnqHTkptU3jkfTrG7QMyOK05wHggk2t/lo9NjY0e1Hk7qhDoeShaZTxTR5bQwWlZwF4hni6VwhfCSAZfUuxqNpPvKKTj54W+clkbcsG9cc+fnuflJZjRs6KvibXx1gbZObkVCKnnwIpmciTjanq9JIeUbFZvIUuLrBzb5+PZdqf5GceIVdFwrx2kzUuCwcGQqX7KPSOW1aQUity8K2Lj+VDhO3LKoklMwyHksxEpmuVbGm0Y3RoNDgtRZ0Vjuq7FQ7zbqEk1Elns5yeizGk395a0F98FJQNq45cmAgxP7+IJ/++QEABoJJmrxW6tyWQqZnNqexozvA0lpnSYMBReiJe1P1tSxGpaBvemJUDxstrXUSjGcYDCWpc5v1fLIiKh0m6txmhsNJGr22kkyHzmoHJ0ej1DjNTMTSNPusTMTS7OsP4bMZWd3gJpLKks1pvJSXevLZTHjsenHIpTQsKBvXnPnNviHGoymW1zk5PJTPxwolWdfkodlny2uKZhjJZ436bCYa8nnpJlVgMxmm1TpW2M0MFS1XFqOKw6ySyGhsavVhMSo8e2Icoypo9NroGtezTCf3WkNTns9u0gs9HGZ90x5NZxnPnwD98Qz+eKjktOgwG/j6O67DZzfNmmF7MZSNa45YTfoJLJHRj/MCfeZJpLUZN9b+eBolobsKbuyoQFEEm9t8xFJZhsNJrCYVt8VIjcuMv1ffa1kMKrt7gyyrc7G921/IaM3kJDaTyv0bGnn0wBAr6l24rUYEFFJ5AEwGla7xMIa8LNPBwTA1TjNtlfbCqVCgi+nesriS166up61Sz1RdVHP+spTnomxccyCVyRFP5TAbBGaD4NBAiOX1Liai6YJg20xoUpeEHI2kyOT0LmORZJYb2it48fQEfegzz5IaJxlN48BAECllYY9lLnIpKELwgVvbWV6nJwWuaXST0yT7+0NUOEzcuriKVY1u3ndzOxtb9c6wA8EEv9s/yK6eAPv6Q5hUhY/dsYgtHRdWQX2+lI1rDvyP/9xPMpPFbTXhtBhZXGNACF0hcDbq3BZq8r16sppkfYuX5go727smiKZL91HRdIaBQBKXxYDLasBsUNEk3NBRSb3byl+8ajGDwQR/+vB23nF9Cw/e0k6Tz0Y2pxFKZnj3jW0luvOTNHisPHhLBzlN8uKpceLp3GUzLCgb1zn5/H8dYTCYRAgFi1Hl6FCk0Afx1iVVNKeyJY00Qd90Z3OS9io7d66oYWOrj5X1bqwmlUAszVefPFEShhkIJFlR7yKUyPCBWzt43eq6wubaH03znu/uKDhTH3rsGBPRNP/r9csxqAoP3nLuEI2qCG5edPkrr8qB67MQime49aGncVgMJf4jVeiFpYeH9P2N3ayWaEHcsawGoyr44n1rZnTCSin59b5Bvvb0Kf70+mb29gYxGxV+tKOPereV5z51e0lKTyqb4ytPnOBrz5xiWZ2LRz9602XrmXguyoHr8ySWyvKlx4/zyNYeVEVvkVLvtqDldel99jNSQ1lNYjGohDhjXPeub+TVK2tnfX4hBPesbaDWZWFDq493bWkF4AO3dqAIMS1XzGxQ+dSrl7Klo4JF1c6rxrDORdm4ZuCjP9zDcyfHCx54u8nAkaEIRlUwHE6VxBmFgPGovveqdpqpcJi4c/ncqmjaquwl/RJbKuyz3xmuyNJ2MZSNawYMqqC90k5O0/tbT7ZAyeQk9R5Liaao02wglsqyos6FxaTiMBvIamCaQxpmtfPyNTO/EpSNawpfevwYXeOxkuS94lNhlcNcUlgaTmZZUuMgms7isBhwmA1n7d76cqKc5lxEfyDOw891lbQh2dzmy8tBWvjifWv48O2ddFY5eMf1uqjKqgY3A4EEPRN6lkJrhW3W4o6XG+WZK08kmeEdD28jns6RzuoKNEZV8K3/thGbSS3ZRN+8uAohdDnKSDLL3//mMABv3djEJ/NFGmXKxsV4NMWp0Sif/c3hQiZmIpOj2Wfj5kWVM7oSJrNM71nbAOgpN08eGWFLcWPNMi9f4wrFM3zp8WP8ZGc/1zV7ODEaoaPKTqXDTIPXyl/dvXTOG+5/eONK0m9YXlCJKaMzp82BEKJbCHFACLFXCLEzf80nhHhcCHEi//PSl+zOI1975iTffamH166uw2pUWVLr5NRYjGgqy6fvXnZeJzkhRNmwZuB8dp63SynXFnlj/wp4Ukq5CHgyf3vBoGtX2fhfr1/OV9+2jps6dR9STpMF6cgyF8fFHGvuAb6b//93gT+56NFcRj7+qsU884nbcFmM2MwGPnBrOxajwp3LaxaMB/xq52I0UWuklEMAUsohIcSMbukrqYkaTmRIZ3JUuqYvcVPFPzw2E996YCM3dF6+rIFrnbka141SysG8AT0uhDg61xfIG+I3QA9cX8AYLxiLUWUimmKu5lI2rEvLxWiijggh6gDyP0fna5AXismg0FblOPcdy8wLF6yJCvwaeCB/tweAX83XIMssTC5GE3UH8BMhxHuBXuC++RtmmYXIxWiiTgCvnI9Blbk2KEdYy8wbZeMqM2+UjavMvFE2rjLzRtm4yswbZeMqM29c1rpFIcQY0HPZXvDiqATGz3mvhcF8vpcWKeWMZUmX1bgWEkKInbMVey40rtR7KS+LZeaNsnGVmTfKxjU7U/t4L2SuyHsp77nKzBvlmavMvFE2rjLzRtm4ZkEI8XdCiIF8Od1eIcRrrvSYzhchxKuFEMeEECeFEJe9Oqu855oFIcTfAVEp5Rev9FguBCGEChwHXgX0AzuAt0kpD1+uMZRnrmuXTcBJKeVpKWUa+BF6OeBlo2xcZ+fDQoj9QohvLbSKcqAB6Cu63Z+/dtl4WRuXEOIJIcTBGf7dA3wd6ADWAkPAP1/JsV4AM1X2XtY90MtWiARASnnHXO4nhPgP4LfzPJxLTT/QVHS7ERi8nAN4Wc9cZ2OyJjPPG9HL6RYSO4BFQog2IYQJeCt6OeBl42U9c52DLwgh1qIvJd3A+6/oaM4TKWVWCPFh4DFABb4lpTx0OcdQdkWUmTfKy2KZeaNsXGXmjbJxlZk3ysZVZt4oG1eZeaNsXGXmjbJxlZk3/n8Smmf1OtLowgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ttwa.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "homeless-quarter",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-30-01f59cdfba9b>:1: UserWarning: this is an initial implementation of Parquet/Feather file support and associated metadata.  This is tracking version 0.1.0 of the metadata specification at https://github.com/geopandas/geo-arrow-spec\n",
      "\n",
      "This metadata specification does not yet make stability promises.  We do not yet recommend using this in a production setting unless you are able to rewrite your Parquet/Feather files.\n",
      "\n",
      "To further ignore this warning, you can do: \n",
      "import warnings; warnings.filterwarnings('ignore', message='.*initial implementation of Parquet.*')\n",
      "  ttwa.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa.pq\")\n"
     ]
    }
   ],
   "source": [
    "ttwa.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "76ef0733-8f5e-45af-958b-ce956e2aa507",
   "metadata": {},
   "outputs": [],
   "source": [
    "ttwa = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "modified-oasis",
   "metadata": {},
   "outputs": [],
   "source": [
    "signatures = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/signatures/signatures_combined_levels_simplified.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "96e196a3-1aa6-49b7-82a9-48fd85c57e1b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# drop an outlier island\n",
    "signatures = signatures.drop(96691)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "romantic-ontario",
   "metadata": {},
   "outputs": [],
   "source": [
    "types = {\n",
    "    \"0_0\": \"Countryside agriculture\",\n",
    "    \"1_0\": \"Accessible suburbia\",\n",
    "    \"3_0\": \"Open sprawl\",\n",
    "    \"4_0\": \"Wild countryside\",\n",
    "    \"5_0\": \"Warehouse/Park land\",\n",
    "    \"6_0\": \"Gridded residential quarters\",\n",
    "    \"7_0\": \"Urban buffer\",\n",
    "    \"8_0\": \"Disconnected suburbia\",\n",
    "    \"2_0\": \"Dense residential neighbourhoods\",\n",
    "    \"2_1\": \"Connected residential neighbourhoods\",\n",
    "    \"2_2\": \"Dense urban neighbourhoods\",\n",
    "    \"9_0\": \"Local urbanity\",\n",
    "    \"9_1\": \"Concentrated urbanity\",\n",
    "    \"9_2\": \"Regional urbanity\",\n",
    "    \"9_4\": \"Metropolitan urbanity\",\n",
    "    \"9_5\": \"Hyper concentrated urbanity\",\n",
    "}\n",
    "\n",
    "signatures[\"signature_type\"] = signatures[\"signature_type\"].map(types)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "focal-syria",
   "metadata": {},
   "outputs": [],
   "source": [
    "signatures = signatures[[\"signature_type\", \"geometry\"]].dropna()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "enabling-savings",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>signature_type</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Countryside agriculture</td>\n",
       "      <td>POLYGON ((62219.999 798499.999, 62109.999 7985...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Countryside agriculture</td>\n",
       "      <td>POLYGON ((63507.682 796515.168, 63471.096 7965...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Countryside agriculture</td>\n",
       "      <td>POLYGON ((65953.174 802246.171, 65523.864 8023...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Countryside agriculture</td>\n",
       "      <td>POLYGON ((67297.740 803435.799, 67220.290 8034...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Countryside agriculture</td>\n",
       "      <td>POLYGON ((75760.000 852669.999, 75699.999 8527...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96686</th>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POLYGON ((528530.169 181095.720, 528544.721 18...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96687</th>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POLYGON ((528602.733 181135.451, 528572.629 18...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96688</th>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POLYGON ((528643.907 181217.443, 528632.000 18...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96689</th>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POLYGON ((528734.583 181316.821, 528722.252 18...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96690</th>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POLYGON ((530336.433 181039.754, 530301.430 18...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>96688 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                    signature_type  \\\n",
       "0          Countryside agriculture   \n",
       "1          Countryside agriculture   \n",
       "2          Countryside agriculture   \n",
       "3          Countryside agriculture   \n",
       "4          Countryside agriculture   \n",
       "...                            ...   \n",
       "96686  Hyper concentrated urbanity   \n",
       "96687  Hyper concentrated urbanity   \n",
       "96688  Hyper concentrated urbanity   \n",
       "96689  Hyper concentrated urbanity   \n",
       "96690  Hyper concentrated urbanity   \n",
       "\n",
       "                                                geometry  \n",
       "0      POLYGON ((62219.999 798499.999, 62109.999 7985...  \n",
       "1      POLYGON ((63507.682 796515.168, 63471.096 7965...  \n",
       "2      POLYGON ((65953.174 802246.171, 65523.864 8023...  \n",
       "3      POLYGON ((67297.740 803435.799, 67220.290 8034...  \n",
       "4      POLYGON ((75760.000 852669.999, 75699.999 8527...  \n",
       "...                                                  ...  \n",
       "96686  POLYGON ((528530.169 181095.720, 528544.721 18...  \n",
       "96687  POLYGON ((528602.733 181135.451, 528572.629 18...  \n",
       "96688  POLYGON ((528643.907 181217.443, 528632.000 18...  \n",
       "96689  POLYGON ((528734.583 181316.821, 528722.252 18...  \n",
       "96690  POLYGON ((530336.433 181039.754, 530301.430 18...  \n",
       "\n",
       "[96688 rows x 2 columns]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "signatures"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "hazardous-calcium",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 5.63 s, sys: 304 ms, total: 5.93 s\n",
      "Wall time: 56.2 s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "interpolated = tobler.area_weighted.area_interpolate(signatures, ttwa.to_crs(signatures.crs), categorical_variables=[\"signature_type\"], n_jobs=-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "institutional-blake",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated.columns = [c[15:] if c != \"geometry\" else c for c  in interpolated.columns]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "54512041-7090-4249-9f66-5fccb8c8a711",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = interpolated[~interpolated.geometry.isna()]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "linear-whale",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated[\"TTWA11CD\"] = ttwa.TTWA11CD.values"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "sharp-distinction",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "ename": "HTTPError",
     "evalue": "HTTP Error 500: Internal Server Error",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mHTTPError\u001b[0m                                 Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_420209/3679243829.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mpandas\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0mnames\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpandas\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mread_csv\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"https://opendata.arcgis.com/api/v3/datasets/9ac894d3086641bebcbfa9960895db39_0/downloads/data?format=csv&spatialRefId=4326\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/util/_decorators.py\u001b[0m in \u001b[0;36mwrapper\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    309\u001b[0m                     \u001b[0mstacklevel\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mstacklevel\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    310\u001b[0m                 )\n\u001b[0;32m--> 311\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    312\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    313\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mwrapper\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/parsers/readers.py\u001b[0m in \u001b[0;36mread_csv\u001b[0;34m(filepath_or_buffer, sep, delimiter, header, names, index_col, usecols, squeeze, prefix, mangle_dupe_cols, dtype, engine, converters, true_values, false_values, skipinitialspace, skiprows, skipfooter, nrows, na_values, keep_default_na, na_filter, verbose, skip_blank_lines, parse_dates, infer_datetime_format, keep_date_col, date_parser, dayfirst, cache_dates, iterator, chunksize, compression, thousands, decimal, lineterminator, quotechar, quoting, doublequote, escapechar, comment, encoding, encoding_errors, dialect, error_bad_lines, warn_bad_lines, on_bad_lines, delim_whitespace, low_memory, memory_map, float_precision, storage_options)\u001b[0m\n\u001b[1;32m    584\u001b[0m     \u001b[0mkwds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mupdate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkwds_defaults\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    585\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 586\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0m_read\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfilepath_or_buffer\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkwds\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    587\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    588\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/parsers/readers.py\u001b[0m in \u001b[0;36m_read\u001b[0;34m(filepath_or_buffer, kwds)\u001b[0m\n\u001b[1;32m    480\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    481\u001b[0m     \u001b[0;31m# Create the parser.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 482\u001b[0;31m     \u001b[0mparser\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mTextFileReader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfilepath_or_buffer\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwds\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    483\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    484\u001b[0m     \u001b[0;32mif\u001b[0m \u001b[0mchunksize\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0miterator\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/parsers/readers.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, f, engine, **kwds)\u001b[0m\n\u001b[1;32m    809\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0moptions\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"has_index_names\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mkwds\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"has_index_names\"\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    810\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 811\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_engine\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_make_engine\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mengine\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    812\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    813\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mclose\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/parsers/readers.py\u001b[0m in \u001b[0;36m_make_engine\u001b[0;34m(self, engine)\u001b[0m\n\u001b[1;32m   1038\u001b[0m             )\n\u001b[1;32m   1039\u001b[0m         \u001b[0;31m# error: Too many arguments for \"ParserBase\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1040\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0mmapping\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mengine\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0moptions\u001b[0m\u001b[0;34m)\u001b[0m  \u001b[0;31m# type: ignore[call-arg]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1041\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1042\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0m_failover_to_python\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/parsers/c_parser_wrapper.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, src, **kwds)\u001b[0m\n\u001b[1;32m     49\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     50\u001b[0m         \u001b[0;31m# open handles\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 51\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_open_handles\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msrc\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkwds\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     52\u001b[0m         \u001b[0;32massert\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhandles\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     53\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/parsers/base_parser.py\u001b[0m in \u001b[0;36m_open_handles\u001b[0;34m(self, src, kwds)\u001b[0m\n\u001b[1;32m    220\u001b[0m         \u001b[0mLet\u001b[0m \u001b[0mthe\u001b[0m \u001b[0mreaders\u001b[0m \u001b[0mopen\u001b[0m \u001b[0mIOHandles\u001b[0m \u001b[0mafter\u001b[0m \u001b[0mthey\u001b[0m \u001b[0mare\u001b[0m \u001b[0mdone\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0mtheir\u001b[0m \u001b[0mpotential\u001b[0m \u001b[0mraises\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    221\u001b[0m         \"\"\"\n\u001b[0;32m--> 222\u001b[0;31m         self.handles = get_handle(\n\u001b[0m\u001b[1;32m    223\u001b[0m             \u001b[0msrc\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    224\u001b[0m             \u001b[0;34m\"r\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/common.py\u001b[0m in \u001b[0;36mget_handle\u001b[0;34m(path_or_buf, mode, encoding, compression, memory_map, is_text, errors, storage_options)\u001b[0m\n\u001b[1;32m    607\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    608\u001b[0m     \u001b[0;31m# open URLs\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 609\u001b[0;31m     ioargs = _get_filepath_or_buffer(\n\u001b[0m\u001b[1;32m    610\u001b[0m         \u001b[0mpath_or_buf\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    611\u001b[0m         \u001b[0mencoding\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mencoding\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/common.py\u001b[0m in \u001b[0;36m_get_filepath_or_buffer\u001b[0;34m(filepath_or_buffer, encoding, compression, mode, storage_options)\u001b[0m\n\u001b[1;32m    310\u001b[0m         \u001b[0;31m# assuming storage_options is to be interpreted as headers\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    311\u001b[0m         \u001b[0mreq_info\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0murllib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrequest\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mRequest\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfilepath_or_buffer\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mheaders\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mstorage_options\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 312\u001b[0;31m         \u001b[0;32mwith\u001b[0m \u001b[0murlopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mreq_info\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mreq\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    313\u001b[0m             \u001b[0mcontent_encoding\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mreq\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mheaders\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Content-Encoding\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    314\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mcontent_encoding\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m\"gzip\"\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/pandas/io/common.py\u001b[0m in \u001b[0;36murlopen\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    210\u001b[0m     \u001b[0;32mimport\u001b[0m \u001b[0murllib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrequest\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    211\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 212\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0murllib\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrequest\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0murlopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    213\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    214\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/urllib/request.py\u001b[0m in \u001b[0;36murlopen\u001b[0;34m(url, data, timeout, cafile, capath, cadefault, context)\u001b[0m\n\u001b[1;32m    212\u001b[0m     \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    213\u001b[0m         \u001b[0mopener\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_opener\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 214\u001b[0;31m     \u001b[0;32mreturn\u001b[0m \u001b[0mopener\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0murl\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdata\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtimeout\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    215\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    216\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0minstall_opener\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mopener\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/urllib/request.py\u001b[0m in \u001b[0;36mopen\u001b[0;34m(self, fullurl, data, timeout)\u001b[0m\n\u001b[1;32m    521\u001b[0m         \u001b[0;32mfor\u001b[0m \u001b[0mprocessor\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mprocess_response\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprotocol\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    522\u001b[0m             \u001b[0mmeth\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mgetattr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mprocessor\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmeth_name\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 523\u001b[0;31m             \u001b[0mresponse\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmeth\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mreq\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mresponse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    524\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    525\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mresponse\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/urllib/request.py\u001b[0m in \u001b[0;36mhttp_response\u001b[0;34m(self, request, response)\u001b[0m\n\u001b[1;32m    630\u001b[0m         \u001b[0;31m# request was successfully received, understood, and accepted.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    631\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;36m200\u001b[0m \u001b[0;34m<=\u001b[0m \u001b[0mcode\u001b[0m \u001b[0;34m<\u001b[0m \u001b[0;36m300\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 632\u001b[0;31m             response = self.parent.error(\n\u001b[0m\u001b[1;32m    633\u001b[0m                 'http', request, response, code, msg, hdrs)\n\u001b[1;32m    634\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/urllib/request.py\u001b[0m in \u001b[0;36merror\u001b[0;34m(self, proto, *args)\u001b[0m\n\u001b[1;32m    559\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mhttp_err\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    560\u001b[0m             \u001b[0margs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mdict\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'default'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'http_error_default'\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0morig_args\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 561\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_call_chain\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    562\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    563\u001b[0m \u001b[0;31m# XXX probably also want an abstract factory that knows when it makes\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/urllib/request.py\u001b[0m in \u001b[0;36m_call_chain\u001b[0;34m(self, chain, kind, meth_name, *args)\u001b[0m\n\u001b[1;32m    492\u001b[0m         \u001b[0;32mfor\u001b[0m \u001b[0mhandler\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mhandlers\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    493\u001b[0m             \u001b[0mfunc\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mgetattr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mhandler\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmeth_name\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 494\u001b[0;31m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    495\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mresult\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    496\u001b[0m                 \u001b[0;32mreturn\u001b[0m \u001b[0mresult\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/urllib/request.py\u001b[0m in \u001b[0;36mhttp_error_default\u001b[0;34m(self, req, fp, code, msg, hdrs)\u001b[0m\n\u001b[1;32m    639\u001b[0m \u001b[0;32mclass\u001b[0m \u001b[0mHTTPDefaultErrorHandler\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mBaseHandler\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    640\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mhttp_error_default\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mreq\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfp\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcode\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmsg\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mhdrs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 641\u001b[0;31m         \u001b[0;32mraise\u001b[0m \u001b[0mHTTPError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mreq\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfull_url\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcode\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmsg\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mhdrs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfp\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    642\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    643\u001b[0m \u001b[0;32mclass\u001b[0m \u001b[0mHTTPRedirectHandler\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mBaseHandler\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mHTTPError\u001b[0m: HTTP Error 500: Internal Server Error"
     ]
    }
   ],
   "source": [
    "import pandas\n",
    "\n",
    "names = pandas.read_csv(\"https://opendata.arcgis.com/api/v3/datasets/9ac894d3086641bebcbfa9960895db39_0/downloads/data?format=csv&spatialRefId=4326\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "constitutional-finding",
   "metadata": {},
   "outputs": [],
   "source": [
    "names.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_names.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "invisible-jacket",
   "metadata": {},
   "outputs": [],
   "source": [
    "names = pandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_names.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "beautiful-effects",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = interpolated.merge(names[[\"TTWA11CD\", \"TTWA11NM\"]], on=\"TTWA11CD\", how=\"left\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "patent-trader",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <th>Open sprawl</th>\n",
       "      <th>Wild countryside</th>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <th>Urban buffer</th>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <th>Local urbanity</th>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <th>Regional urbanity</th>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <th>geometry</th>\n",
       "      <th>TTWA11CD</th>\n",
       "      <th>TTWA11NM</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>0.223470</td>\n",
       "      <td>0.043759</td>\n",
       "      <td>0.176207</td>\n",
       "      <td>0.078137</td>\n",
       "      <td>1.209109e-03</td>\n",
       "      <td>0.000215</td>\n",
       "      <td>0.464410</td>\n",
       "      <td>0.003625</td>\n",
       "      <td>0.006018</td>\n",
       "      <td>7.622296e-04</td>\n",
       "      <td>0.002179</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((443116.607 409861.824, 444593.769 40...</td>\n",
       "      <td>E30000004</td>\n",
       "      <td>Barnsley</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.167767</td>\n",
       "      <td>0.044535</td>\n",
       "      <td>0.228543</td>\n",
       "      <td>0.031195</td>\n",
       "      <td>8.260556e-03</td>\n",
       "      <td>0.002243</td>\n",
       "      <td>0.431150</td>\n",
       "      <td>0.008945</td>\n",
       "      <td>0.032706</td>\n",
       "      <td>1.263258e-02</td>\n",
       "      <td>0.023457</td>\n",
       "      <td>0.008332</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000230</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((404536.924 450487.224, 406675.831 44...</td>\n",
       "      <td>E30000018</td>\n",
       "      <td>Bradford</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.506016</td>\n",
       "      <td>0.008178</td>\n",
       "      <td>0.078606</td>\n",
       "      <td>0.116988</td>\n",
       "      <td>7.743638e-03</td>\n",
       "      <td>0.000413</td>\n",
       "      <td>0.252566</td>\n",
       "      <td>0.004335</td>\n",
       "      <td>0.018123</td>\n",
       "      <td>1.105669e-03</td>\n",
       "      <td>0.005320</td>\n",
       "      <td>0.000605</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((417371.807 423577.976, 417747.206 42...</td>\n",
       "      <td>E30000029</td>\n",
       "      <td>Halifax</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>0.333247</td>\n",
       "      <td>0.000010</td>\n",
       "      <td>0.002516</td>\n",
       "      <td>0.626520</td>\n",
       "      <td>6.712196e-04</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.036192</td>\n",
       "      <td>0.000069</td>\n",
       "      <td>0.000568</td>\n",
       "      <td>4.415132e-07</td>\n",
       "      <td>0.000182</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((399705.754 475251.492, 400486.847 47...</td>\n",
       "      <td>E30000039</td>\n",
       "      <td>Skipton</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>0.803093</td>\n",
       "      <td>0.003389</td>\n",
       "      <td>0.021314</td>\n",
       "      <td>0.029620</td>\n",
       "      <td>4.454053e-03</td>\n",
       "      <td>0.000505</td>\n",
       "      <td>0.121557</td>\n",
       "      <td>0.000286</td>\n",
       "      <td>0.004360</td>\n",
       "      <td>4.049208e-04</td>\n",
       "      <td>0.000706</td>\n",
       "      <td>0.000240</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000074</td>\n",
       "      <td>0.000021</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((381318.618 95599.564, 382904.110 952...</td>\n",
       "      <td>E30000046</td>\n",
       "      <td>Dorchester and Weymouth</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>213</th>\n",
       "      <td>0.294169</td>\n",
       "      <td>0.000185</td>\n",
       "      <td>0.000677</td>\n",
       "      <td>0.637449</td>\n",
       "      <td>1.737449e-05</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.031029</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000199</td>\n",
       "      <td>1.370748e-05</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>MULTIPOLYGON (((212467.543 322328.962, 210862....</td>\n",
       "      <td>W22000030</td>\n",
       "      <td>Pwllheli and Porthmadog</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>214</th>\n",
       "      <td>0.335685</td>\n",
       "      <td>0.009770</td>\n",
       "      <td>0.006090</td>\n",
       "      <td>0.555019</td>\n",
       "      <td>3.346282e-04</td>\n",
       "      <td>0.001034</td>\n",
       "      <td>0.089543</td>\n",
       "      <td>0.000154</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>2.896387e-04</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((323624.950 374399.714, 321442.625 37...</td>\n",
       "      <td>W22000031</td>\n",
       "      <td>Rhyl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>215</th>\n",
       "      <td>0.285298</td>\n",
       "      <td>0.017182</td>\n",
       "      <td>0.035248</td>\n",
       "      <td>0.108456</td>\n",
       "      <td>1.686457e-02</td>\n",
       "      <td>0.007052</td>\n",
       "      <td>0.510910</td>\n",
       "      <td>0.001141</td>\n",
       "      <td>0.002975</td>\n",
       "      <td>1.466345e-03</td>\n",
       "      <td>0.001266</td>\n",
       "      <td>0.000990</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((298705.805 215503.170, 298231.853 21...</td>\n",
       "      <td>W22000032</td>\n",
       "      <td>Swansea</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>216</th>\n",
       "      <td>0.226700</td>\n",
       "      <td>0.000080</td>\n",
       "      <td>0.000736</td>\n",
       "      <td>0.749014</td>\n",
       "      <td>8.903418e-07</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.016699</td>\n",
       "      <td>0.000098</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((300174.007 330847.935, 298615.652 32...</td>\n",
       "      <td>W22000033</td>\n",
       "      <td>Tywyn and Dolgellau</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>217</th>\n",
       "      <td>0.677904</td>\n",
       "      <td>0.008354</td>\n",
       "      <td>0.019103</td>\n",
       "      <td>0.068111</td>\n",
       "      <td>3.937673e-03</td>\n",
       "      <td>0.000004</td>\n",
       "      <td>0.216287</td>\n",
       "      <td>0.002296</td>\n",
       "      <td>0.002831</td>\n",
       "      <td>4.259803e-04</td>\n",
       "      <td>0.000747</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((351207.619 343162.826, 350623.359 34...</td>\n",
       "      <td>W22000034</td>\n",
       "      <td>Wrexham</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>218 rows × 19 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     Countryside agriculture  Accessible suburbia  Open sprawl  \\\n",
       "0                   0.223470             0.043759     0.176207   \n",
       "1                   0.167767             0.044535     0.228543   \n",
       "2                   0.506016             0.008178     0.078606   \n",
       "3                   0.333247             0.000010     0.002516   \n",
       "4                   0.803093             0.003389     0.021314   \n",
       "..                       ...                  ...          ...   \n",
       "213                 0.294169             0.000185     0.000677   \n",
       "214                 0.335685             0.009770     0.006090   \n",
       "215                 0.285298             0.017182     0.035248   \n",
       "216                 0.226700             0.000080     0.000736   \n",
       "217                 0.677904             0.008354     0.019103   \n",
       "\n",
       "     Wild countryside  Warehouse/Park land  Gridded residential quarters  \\\n",
       "0            0.078137         1.209109e-03                      0.000215   \n",
       "1            0.031195         8.260556e-03                      0.002243   \n",
       "2            0.116988         7.743638e-03                      0.000413   \n",
       "3            0.626520         6.712196e-04                      0.000000   \n",
       "4            0.029620         4.454053e-03                      0.000505   \n",
       "..                ...                  ...                           ...   \n",
       "213          0.637449         1.737449e-05                      0.000003   \n",
       "214          0.555019         3.346282e-04                      0.001034   \n",
       "215          0.108456         1.686457e-02                      0.007052   \n",
       "216          0.749014         8.903418e-07                      0.000000   \n",
       "217          0.068111         3.937673e-03                      0.000004   \n",
       "\n",
       "     Urban buffer  Disconnected suburbia  Dense residential neighbourhoods  \\\n",
       "0        0.464410               0.003625                          0.006018   \n",
       "1        0.431150               0.008945                          0.032706   \n",
       "2        0.252566               0.004335                          0.018123   \n",
       "3        0.036192               0.000069                          0.000568   \n",
       "4        0.121557               0.000286                          0.004360   \n",
       "..            ...                    ...                               ...   \n",
       "213      0.031029               0.000000                          0.000199   \n",
       "214      0.089543               0.000154                          0.000000   \n",
       "215      0.510910               0.001141                          0.002975   \n",
       "216      0.016699               0.000098                          0.000000   \n",
       "217      0.216287               0.002296                          0.002831   \n",
       "\n",
       "     Connected residential neighbourhoods  Dense urban neighbourhoods  \\\n",
       "0                            7.622296e-04                    0.002179   \n",
       "1                            1.263258e-02                    0.023457   \n",
       "2                            1.105669e-03                    0.005320   \n",
       "3                            4.415132e-07                    0.000182   \n",
       "4                            4.049208e-04                    0.000706   \n",
       "..                                    ...                         ...   \n",
       "213                          1.370748e-05                    0.000000   \n",
       "214                          2.896387e-04                    0.000000   \n",
       "215                          1.466345e-03                    0.001266   \n",
       "216                          0.000000e+00                    0.000000   \n",
       "217                          4.259803e-04                    0.000747   \n",
       "\n",
       "     Local urbanity  Concentrated urbanity  Regional urbanity  \\\n",
       "0          0.000008                    0.0           0.000000   \n",
       "1          0.008332                    0.0           0.000230   \n",
       "2          0.000605                    0.0           0.000000   \n",
       "3          0.000000                    0.0           0.000000   \n",
       "4          0.000240                    0.0           0.000074   \n",
       "..              ...                    ...                ...   \n",
       "213        0.000000                    0.0           0.000000   \n",
       "214        0.000000                    0.0           0.000000   \n",
       "215        0.000990                    0.0           0.000086   \n",
       "216        0.000000                    0.0           0.000000   \n",
       "217        0.000000                    0.0           0.000000   \n",
       "\n",
       "     Metropolitan urbanity  Hyper concentrated urbanity  \\\n",
       "0                 0.000000                          0.0   \n",
       "1                 0.000000                          0.0   \n",
       "2                 0.000000                          0.0   \n",
       "3                 0.000000                          0.0   \n",
       "4                 0.000021                          0.0   \n",
       "..                     ...                          ...   \n",
       "213               0.000000                          0.0   \n",
       "214               0.000000                          0.0   \n",
       "215               0.000000                          0.0   \n",
       "216               0.000000                          0.0   \n",
       "217               0.000000                          0.0   \n",
       "\n",
       "                                              geometry   TTWA11CD  \\\n",
       "0    POLYGON ((443116.607 409861.824, 444593.769 40...  E30000004   \n",
       "1    POLYGON ((404536.924 450487.224, 406675.831 44...  E30000018   \n",
       "2    POLYGON ((417371.807 423577.976, 417747.206 42...  E30000029   \n",
       "3    POLYGON ((399705.754 475251.492, 400486.847 47...  E30000039   \n",
       "4    POLYGON ((381318.618 95599.564, 382904.110 952...  E30000046   \n",
       "..                                                 ...        ...   \n",
       "213  MULTIPOLYGON (((212467.543 322328.962, 210862....  W22000030   \n",
       "214  POLYGON ((323624.950 374399.714, 321442.625 37...  W22000031   \n",
       "215  POLYGON ((298705.805 215503.170, 298231.853 21...  W22000032   \n",
       "216  POLYGON ((300174.007 330847.935, 298615.652 32...  W22000033   \n",
       "217  POLYGON ((351207.619 343162.826, 350623.359 34...  W22000034   \n",
       "\n",
       "                    TTWA11NM  \n",
       "0                   Barnsley  \n",
       "1                   Bradford  \n",
       "2                    Halifax  \n",
       "3                    Skipton  \n",
       "4    Dorchester and Weymouth  \n",
       "..                       ...  \n",
       "213  Pwllheli and Porthmadog  \n",
       "214                     Rhyl  \n",
       "215                  Swansea  \n",
       "216      Tywyn and Dolgellau  \n",
       "217                  Wrexham  \n",
       "\n",
       "[218 rows x 19 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "interpolated"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "fixed-worship",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated.columns = ['Countryside agriculture', 'Accessible suburbia', 'Open sprawl',\n",
    "       'Wild countryside', 'Warehouse/Park land', 'Gridded residential quarters',\n",
    "       'Urban buffer', 'Disconnected suburbia',\n",
    "       'Dense residential neighbourhoods',\n",
    "       'Connected residential neighbourhoods', 'Dense urban neighbourhoods',\n",
    "       'Local urbanity', 'Concentrated urbanity', 'Regional urbanity',\n",
    "       'Metropolitan urbanity', 'Hyper concentrated urbanity', 'geometry', 'TTWA11CD',\n",
    "       'TTWA11NM']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "changing-hours",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = geopandas.GeoDataFrame(interpolated, crs=27700)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "growing-bishop",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_420582/3951706392.py:1: UserWarning: this is an initial implementation of Parquet/Feather file support and associated metadata.  This is tracking version 0.1.0 of the metadata specification at https://github.com/geopandas/geo-arrow-spec\n",
      "\n",
      "This metadata specification does not yet make stability promises.  We do not yet recommend using this in a production setting unless you are able to rewrite your Parquet/Feather files.\n",
      "\n",
      "To further ignore this warning, you can do: \n",
      "import warnings; warnings.filterwarnings('ignore', message='.*initial implementation of Parquet.*')\n",
      "  interpolated.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_interpolated.pq\")\n"
     ]
    }
   ],
   "source": [
    "interpolated.to_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_interpolated.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "0afec511-452b-4e8c-b5b1-fa1aed451ed3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "interpolated.plot()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "821d29bb-109c-40d7-b83a-d96a09070777",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_interpolated.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "silver-palmer",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import urbangrammar_graphics as ugg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "accredited-mounting",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>TTWA11NM</th>\n",
       "      <th>Barnsley</th>\n",
       "      <th>Bradford</th>\n",
       "      <th>Halifax</th>\n",
       "      <th>Skipton</th>\n",
       "      <th>Dorchester and Weymouth</th>\n",
       "      <th>Falmouth</th>\n",
       "      <th>Grantham</th>\n",
       "      <th>Hastings</th>\n",
       "      <th>Hexham</th>\n",
       "      <th>Isle of Wight</th>\n",
       "      <th>...</th>\n",
       "      <th>Cardiff</th>\n",
       "      <th>Cardigan</th>\n",
       "      <th>Colwyn Bay</th>\n",
       "      <th>Llanelli</th>\n",
       "      <th>Merthyr Tydfil</th>\n",
       "      <th>Pwllheli and Porthmadog</th>\n",
       "      <th>Rhyl</th>\n",
       "      <th>Swansea</th>\n",
       "      <th>Tywyn and Dolgellau</th>\n",
       "      <th>Wrexham</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <td>0.22347</td>\n",
       "      <td>0.167767</td>\n",
       "      <td>0.506016</td>\n",
       "      <td>0.333247</td>\n",
       "      <td>0.803093</td>\n",
       "      <td>0.818335</td>\n",
       "      <td>0.895052</td>\n",
       "      <td>0.767591</td>\n",
       "      <td>0.094503</td>\n",
       "      <td>0.599603</td>\n",
       "      <td>...</td>\n",
       "      <td>0.195818</td>\n",
       "      <td>0.523145</td>\n",
       "      <td>0.248822</td>\n",
       "      <td>0.314656</td>\n",
       "      <td>0.355109</td>\n",
       "      <td>0.294169</td>\n",
       "      <td>0.335685</td>\n",
       "      <td>0.285298</td>\n",
       "      <td>0.2267</td>\n",
       "      <td>0.677904</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <td>0.043759</td>\n",
       "      <td>0.044535</td>\n",
       "      <td>0.008178</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>0.003389</td>\n",
       "      <td>0.001462</td>\n",
       "      <td>0.003266</td>\n",
       "      <td>0.029322</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.025276</td>\n",
       "      <td>...</td>\n",
       "      <td>0.026761</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.008323</td>\n",
       "      <td>0.000882</td>\n",
       "      <td>0.001534</td>\n",
       "      <td>0.000185</td>\n",
       "      <td>0.00977</td>\n",
       "      <td>0.017182</td>\n",
       "      <td>0.00008</td>\n",
       "      <td>0.008354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Open sprawl</th>\n",
       "      <td>0.176207</td>\n",
       "      <td>0.228543</td>\n",
       "      <td>0.078606</td>\n",
       "      <td>0.002516</td>\n",
       "      <td>0.021314</td>\n",
       "      <td>0.014444</td>\n",
       "      <td>0.008395</td>\n",
       "      <td>0.015181</td>\n",
       "      <td>0.000812</td>\n",
       "      <td>0.019297</td>\n",
       "      <td>...</td>\n",
       "      <td>0.104238</td>\n",
       "      <td>0.000554</td>\n",
       "      <td>0.006357</td>\n",
       "      <td>0.004573</td>\n",
       "      <td>0.04385</td>\n",
       "      <td>0.000677</td>\n",
       "      <td>0.00609</td>\n",
       "      <td>0.035248</td>\n",
       "      <td>0.000736</td>\n",
       "      <td>0.019103</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wild countryside</th>\n",
       "      <td>0.078137</td>\n",
       "      <td>0.031195</td>\n",
       "      <td>0.116988</td>\n",
       "      <td>0.62652</td>\n",
       "      <td>0.02962</td>\n",
       "      <td>0.025869</td>\n",
       "      <td>0.00005</td>\n",
       "      <td>0.000017</td>\n",
       "      <td>0.897572</td>\n",
       "      <td>0.000087</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.457116</td>\n",
       "      <td>0.666861</td>\n",
       "      <td>0.614383</td>\n",
       "      <td>0.203098</td>\n",
       "      <td>0.637449</td>\n",
       "      <td>0.555019</td>\n",
       "      <td>0.108456</td>\n",
       "      <td>0.749014</td>\n",
       "      <td>0.068111</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <td>0.001209</td>\n",
       "      <td>0.008261</td>\n",
       "      <td>0.007744</td>\n",
       "      <td>0.000671</td>\n",
       "      <td>0.004454</td>\n",
       "      <td>0.000537</td>\n",
       "      <td>0.000426</td>\n",
       "      <td>0.000163</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.000908</td>\n",
       "      <td>...</td>\n",
       "      <td>0.033123</td>\n",
       "      <td>0.000037</td>\n",
       "      <td>0.002164</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.009065</td>\n",
       "      <td>0.000017</td>\n",
       "      <td>0.000335</td>\n",
       "      <td>0.016865</td>\n",
       "      <td>0.000001</td>\n",
       "      <td>0.003938</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <td>0.000215</td>\n",
       "      <td>0.002243</td>\n",
       "      <td>0.000413</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000505</td>\n",
       "      <td>0.003124</td>\n",
       "      <td>0.000075</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.006657</td>\n",
       "      <td>...</td>\n",
       "      <td>0.018411</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0008</td>\n",
       "      <td>0.001571</td>\n",
       "      <td>0.002301</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.001034</td>\n",
       "      <td>0.007052</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000004</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Urban buffer</th>\n",
       "      <td>0.46441</td>\n",
       "      <td>0.43115</td>\n",
       "      <td>0.252566</td>\n",
       "      <td>0.036192</td>\n",
       "      <td>0.121557</td>\n",
       "      <td>0.094407</td>\n",
       "      <td>0.09079</td>\n",
       "      <td>0.165562</td>\n",
       "      <td>0.007011</td>\n",
       "      <td>0.32411</td>\n",
       "      <td>...</td>\n",
       "      <td>0.579492</td>\n",
       "      <td>0.007042</td>\n",
       "      <td>0.059214</td>\n",
       "      <td>0.059388</td>\n",
       "      <td>0.382751</td>\n",
       "      <td>0.031029</td>\n",
       "      <td>0.089543</td>\n",
       "      <td>0.51091</td>\n",
       "      <td>0.016699</td>\n",
       "      <td>0.216287</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <td>0.003625</td>\n",
       "      <td>0.008945</td>\n",
       "      <td>0.004335</td>\n",
       "      <td>0.000069</td>\n",
       "      <td>0.000286</td>\n",
       "      <td>0.002359</td>\n",
       "      <td>0.000676</td>\n",
       "      <td>0.003296</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>0.000196</td>\n",
       "      <td>...</td>\n",
       "      <td>0.007812</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000006</td>\n",
       "      <td>0.000143</td>\n",
       "      <td>0.000539</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000154</td>\n",
       "      <td>0.001141</td>\n",
       "      <td>0.000098</td>\n",
       "      <td>0.002296</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <td>0.006018</td>\n",
       "      <td>0.032706</td>\n",
       "      <td>0.018123</td>\n",
       "      <td>0.000568</td>\n",
       "      <td>0.00436</td>\n",
       "      <td>0.000202</td>\n",
       "      <td>0.001139</td>\n",
       "      <td>0.004595</td>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.003108</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008038</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000323</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.000775</td>\n",
       "      <td>0.000199</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002975</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002831</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <td>0.000762</td>\n",
       "      <td>0.012633</td>\n",
       "      <td>0.001106</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000405</td>\n",
       "      <td>0.001662</td>\n",
       "      <td>0.000002</td>\n",
       "      <td>0.003681</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000155</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008753</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002737</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000977</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.00029</td>\n",
       "      <td>0.001466</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <td>0.002179</td>\n",
       "      <td>0.023457</td>\n",
       "      <td>0.00532</td>\n",
       "      <td>0.000182</td>\n",
       "      <td>0.000706</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000129</td>\n",
       "      <td>0.001751</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.011502</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000005</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.001266</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000747</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Local urbanity</th>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.008332</td>\n",
       "      <td>0.000605</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00024</td>\n",
       "      <td>0.000177</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000069</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.003292</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00099</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Regional urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00023</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000074</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000021</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>16 rows × 218 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "TTWA11NM                              Barnsley  Bradford   Halifax   Skipton  \\\n",
       "Countryside agriculture                0.22347  0.167767  0.506016  0.333247   \n",
       "Accessible suburbia                   0.043759  0.044535  0.008178   0.00001   \n",
       "Open sprawl                           0.176207  0.228543  0.078606  0.002516   \n",
       "Wild countryside                      0.078137  0.031195  0.116988   0.62652   \n",
       "Warehouse/Park land                   0.001209  0.008261  0.007744  0.000671   \n",
       "Gridded residential quarters          0.000215  0.002243  0.000413       0.0   \n",
       "Urban buffer                           0.46441   0.43115  0.252566  0.036192   \n",
       "Disconnected suburbia                 0.003625  0.008945  0.004335  0.000069   \n",
       "Dense residential neighbourhoods      0.006018  0.032706  0.018123  0.000568   \n",
       "Connected residential neighbourhoods  0.000762  0.012633  0.001106       0.0   \n",
       "Dense urban neighbourhoods            0.002179  0.023457   0.00532  0.000182   \n",
       "Local urbanity                        0.000008  0.008332  0.000605       0.0   \n",
       "Concentrated urbanity                      0.0       0.0       0.0       0.0   \n",
       "Regional urbanity                          0.0   0.00023       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0       0.0   \n",
       "\n",
       "TTWA11NM                             Dorchester and Weymouth  Falmouth  \\\n",
       "Countryside agriculture                             0.803093  0.818335   \n",
       "Accessible suburbia                                 0.003389  0.001462   \n",
       "Open sprawl                                         0.021314  0.014444   \n",
       "Wild countryside                                     0.02962  0.025869   \n",
       "Warehouse/Park land                                 0.004454  0.000537   \n",
       "Gridded residential quarters                        0.000505  0.003124   \n",
       "Urban buffer                                        0.121557  0.094407   \n",
       "Disconnected suburbia                               0.000286  0.002359   \n",
       "Dense residential neighbourhoods                     0.00436  0.000202   \n",
       "Connected residential neighbourhoods                0.000405  0.001662   \n",
       "Dense urban neighbourhoods                          0.000706       0.0   \n",
       "Local urbanity                                       0.00024  0.000177   \n",
       "Concentrated urbanity                                    0.0       0.0   \n",
       "Regional urbanity                                   0.000074       0.0   \n",
       "Metropolitan urbanity                               0.000021       0.0   \n",
       "Hyper concentrated urbanity                              0.0       0.0   \n",
       "\n",
       "TTWA11NM                              Grantham  Hastings    Hexham  \\\n",
       "Countryside agriculture               0.895052  0.767591  0.094503   \n",
       "Accessible suburbia                   0.003266  0.029322       0.0   \n",
       "Open sprawl                           0.008395  0.015181  0.000812   \n",
       "Wild countryside                       0.00005  0.000017  0.897572   \n",
       "Warehouse/Park land                   0.000426  0.000163  0.000008   \n",
       "Gridded residential quarters          0.000075       0.0       0.0   \n",
       "Urban buffer                           0.09079  0.165562  0.007011   \n",
       "Disconnected suburbia                 0.000676  0.003296   0.00001   \n",
       "Dense residential neighbourhoods      0.001139  0.004595  0.000085   \n",
       "Connected residential neighbourhoods  0.000002  0.003681       0.0   \n",
       "Dense urban neighbourhoods            0.000129  0.001751       0.0   \n",
       "Local urbanity                             0.0  0.000069       0.0   \n",
       "Concentrated urbanity                      0.0       0.0       0.0   \n",
       "Regional urbanity                          0.0       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0   \n",
       "\n",
       "TTWA11NM                             Isle of Wight  ...   Cardiff  Cardigan  \\\n",
       "Countryside agriculture                   0.599603  ...  0.195818  0.523145   \n",
       "Accessible suburbia                       0.025276  ...  0.026761       0.0   \n",
       "Open sprawl                               0.019297  ...  0.104238  0.000554   \n",
       "Wild countryside                          0.000087  ...       0.0  0.457116   \n",
       "Warehouse/Park land                       0.000908  ...  0.033123  0.000037   \n",
       "Gridded residential quarters              0.006657  ...  0.018411       0.0   \n",
       "Urban buffer                               0.32411  ...  0.579492  0.007042   \n",
       "Disconnected suburbia                     0.000196  ...  0.007812  0.000003   \n",
       "Dense residential neighbourhoods          0.003108  ...  0.008038       0.0   \n",
       "Connected residential neighbourhoods      0.000155  ...  0.008753       0.0   \n",
       "Dense urban neighbourhoods                     0.0  ...  0.011502       0.0   \n",
       "Local urbanity                                 0.0  ...  0.003292       0.0   \n",
       "Concentrated urbanity                          0.0  ...       0.0       0.0   \n",
       "Regional urbanity                              0.0  ...       0.0       0.0   \n",
       "Metropolitan urbanity                          0.0  ...       0.0       0.0   \n",
       "Hyper concentrated urbanity                    0.0  ...       0.0       0.0   \n",
       "\n",
       "TTWA11NM                             Colwyn Bay  Llanelli Merthyr Tydfil  \\\n",
       "Countryside agriculture                0.248822  0.314656       0.355109   \n",
       "Accessible suburbia                    0.008323  0.000882       0.001534   \n",
       "Open sprawl                            0.006357  0.004573        0.04385   \n",
       "Wild countryside                       0.666861  0.614383       0.203098   \n",
       "Warehouse/Park land                    0.002164  0.000003       0.009065   \n",
       "Gridded residential quarters             0.0008  0.001571       0.002301   \n",
       "Urban buffer                           0.059214  0.059388       0.382751   \n",
       "Disconnected suburbia                  0.000006  0.000143       0.000539   \n",
       "Dense residential neighbourhoods       0.000323  0.000008       0.000775   \n",
       "Connected residential neighbourhoods   0.002737  0.000003       0.000977   \n",
       "Dense urban neighbourhoods             0.000005       0.0            0.0   \n",
       "Local urbanity                              0.0       0.0            0.0   \n",
       "Concentrated urbanity                       0.0       0.0            0.0   \n",
       "Regional urbanity                           0.0       0.0            0.0   \n",
       "Metropolitan urbanity                       0.0       0.0            0.0   \n",
       "Hyper concentrated urbanity                 0.0       0.0            0.0   \n",
       "\n",
       "TTWA11NM                             Pwllheli and Porthmadog      Rhyl  \\\n",
       "Countryside agriculture                             0.294169  0.335685   \n",
       "Accessible suburbia                                 0.000185   0.00977   \n",
       "Open sprawl                                         0.000677   0.00609   \n",
       "Wild countryside                                    0.637449  0.555019   \n",
       "Warehouse/Park land                                 0.000017  0.000335   \n",
       "Gridded residential quarters                        0.000003  0.001034   \n",
       "Urban buffer                                        0.031029  0.089543   \n",
       "Disconnected suburbia                                    0.0  0.000154   \n",
       "Dense residential neighbourhoods                    0.000199       0.0   \n",
       "Connected residential neighbourhoods                0.000014   0.00029   \n",
       "Dense urban neighbourhoods                               0.0       0.0   \n",
       "Local urbanity                                           0.0       0.0   \n",
       "Concentrated urbanity                                    0.0       0.0   \n",
       "Regional urbanity                                        0.0       0.0   \n",
       "Metropolitan urbanity                                    0.0       0.0   \n",
       "Hyper concentrated urbanity                              0.0       0.0   \n",
       "\n",
       "TTWA11NM                               Swansea Tywyn and Dolgellau   Wrexham  \n",
       "Countryside agriculture               0.285298              0.2267  0.677904  \n",
       "Accessible suburbia                   0.017182             0.00008  0.008354  \n",
       "Open sprawl                           0.035248            0.000736  0.019103  \n",
       "Wild countryside                      0.108456            0.749014  0.068111  \n",
       "Warehouse/Park land                   0.016865            0.000001  0.003938  \n",
       "Gridded residential quarters          0.007052                 0.0  0.000004  \n",
       "Urban buffer                           0.51091            0.016699  0.216287  \n",
       "Disconnected suburbia                 0.001141            0.000098  0.002296  \n",
       "Dense residential neighbourhoods      0.002975                 0.0  0.002831  \n",
       "Connected residential neighbourhoods  0.001466                 0.0  0.000426  \n",
       "Dense urban neighbourhoods            0.001266                 0.0  0.000747  \n",
       "Local urbanity                         0.00099                 0.0       0.0  \n",
       "Concentrated urbanity                      0.0                 0.0       0.0  \n",
       "Regional urbanity                     0.000086                 0.0       0.0  \n",
       "Metropolitan urbanity                      0.0                 0.0       0.0  \n",
       "Hyper concentrated urbanity                0.0                 0.0       0.0  \n",
       "\n",
       "[16 rows x 218 columns]"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data = interpolated.set_index(\"TTWA11NM\").T.drop([\"geometry\", \"TTWA11CD\"])\n",
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "documented-president",
   "metadata": {},
   "outputs": [],
   "source": [
    "cmap = ugg.get_colormap(20, randomize=False)\n",
    "cols = cmap.colors\n",
    "\n",
    "symbology = {'0_0': cols[16],\n",
    "             '1_0': cols[15],\n",
    "             '3_0': cols[9],\n",
    "             '4_0': cols[12],\n",
    "             '5_0': cols[21],\n",
    "             '6_0': cols[8],\n",
    "             '7_0': cols[4],\n",
    "             '8_0': cols[18],\n",
    "             '2_0': cols[6],\n",
    "             '2_1': cols[23],\n",
    "             '2_2': cols[19],\n",
    "             '9_0': cols[7],\n",
    "             '9_1': cols[3],\n",
    "             '9_2': cols[22],\n",
    "             '9_4': cols[11],\n",
    "             '9_5': cols[14],\n",
    "            }\n",
    "symbology = {types[k]:v for k, v in symbology.items()}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "defined-fight",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:xlabel='TTWA11NM'>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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M33Qcs0pgIiJOkyTbB0XEY/s+9QPbbS/SpboX1jtL2jAGUo07+EHJsLlD0itL5s6/O4x3g+0vSXqipA+X3ZquNYVqBu/uiogvVhpLUt3XaEm32X6rMuvnMWV3aun5fM+MyoXHuzX5WNKBHXb7v6S8CLlU0um211HuEHaZ45KSNiofN5WxX2/75RGx24zfPK/ez3BPSY+t8TPUaALIPbdL2qDjGGtGxFNrTEaSIuLLtpdRrhXWlfTyaJ9+XOsi/f4R8QpnNlvNPvBXKIPGf6o4piQ9KvL4xcWSFBF/Lz/TVmzfW/mYfoFyc+oo5WbQi5RZxMPYKPqOD0XEL2xvVtaIQ89tBEGOlWw/KiLOkyTbW0laqXxuqOMWEbFeGeNgScdHxInl9g7K96m2aj7n9lO+r9c8plHl8RflCHRvfVRJb917l+1/q8O6NyJGtcksVVxvjV0QQdLnlJkCb+u/EIyIP5bshGHNcdYI+LIysvZP5RGJLq6w/XxJSzqPXrxWUutzMLbXlPRZSdsqo0FnStovIq5vOeSdyvS4t2sikhVqHzz5oKSLbZ+ifFI8Vi2zECTJ9muVbxA3KX/Xbyq7PksoL7waLVA97/mye0laUtJ5thUt0lAj4m7b97a9TETcOez3z+AE2zv2XujHZLyPD9zeou/voYz0tjKCF8BPO48mnazugY43KQMn1ygfz+soA5etRcQxyt3g3u1rlCmBXfQCE2dVCkysbvuBZW69IyKrdxiv5oX1NcoLoipBhIg4oETb/1Ge07dLemaHIZ8n6amSPhYRt5Tgzjypx0PqHLzzRErrD2y/UtJxqhA4rvUa3WdXSc+X9JKI+LMzBbVVrYE+hykvlJ5Xbr9AeWxgxpoJ0ylByv5A5e9tb992crY/ocxq+5mkD8REuu2HbbeppdT7Ge5d8WdYLYDsyWnBSyiPkH674/zOtv3wKEcV2/Lko6NWZiFcImlr21tHu6OjtS7S36p879hXUs0gwmqSfmH7fE3+3bY6vtbnvyWAFdLco5WtsgNtf1cZYDtSuWHY+1l+y/acFkP+yvYXJX2z3N5V0q/Le1OrmkeVgxwvlXSY7ZWUj8N/SNrb9orKdXYbW0bEvr0bEfEj2we1HEuq9JwrrlNmNdRU5fE3xfXDJC2vH0Z24W/7Pppc16/1kRBVXG+NZU2EWpyhxzUj4rpye11JK0fH4mS2V1BeoPdS5k9SngVutdNl+yfKM1K99Jo9Je0REU9qOd5vldG6m9p8/zRj3l+ZLmRJ50XEnzuMdaAyLXaeglC2HxIRv2w4zjozfX6q8RuO+yXlubrjJf2rb7xWNSrKmLcpI5T/Ub6ZddqZrz1ebeW5t4ek9SLiINtrKXdcWgXwnHU5XiDpt+pLi4v2Z76XlbSh8ud2VduIrPMc8ExvRJ3On9Zk+6nKReo15a51lTtxJ7UcbwXlhfXlkUfQ7i/p4THkudMy1rHKY2c/0+QFb6ufX5nb65XFb/cpwd4NI+KEIccZybnTMvZUKe1DPaZt/04TKa1TjdW2OGqV1+iB71tH0gYR8dPy+1kyIm5rM78y3iURsen87mswzqhqE71E0jcj4vYpPrdKh4yJamo8BvvG6q/NcJeymF2rjZC+Bf5SymyGa5SvC733uaEW+CUAPa1okRVafnabKjelWl+kl/XfUmWsM6aYW9uaNVPWyui68+o8Nrqrsm7IV5XHSd9RAunDjvX4iPh5l/kMjLe8pFcqL/Kt3JD7gjILbYWI+OeQ4/UHOb7aF+SQ7TkRscW03zzzuKsor79uafP9A2OdpHzcfF35nNlT0mMj4iktx/uFpAdJ+p06POfKWIcq11k/1OTnSJe1dO/xt7myrlWrx98orh9sf0cZ3P5xVKihUcZ8hnLD7wHKTPp1JP0yIh7aYqzeenUNVVpvjU0QYRRRoTLuhdGyaE6DsVeMiH/N/yvnO06VxVDf9x4vabepFi8tx6teFdp5jnqDiDi8RBJXiojftRxra0lX9haktu+hTDM8r+V4Uy442iw0Fga291Pu4N2mzNjZXNIBbS4G+8b8osq5tYh4iLO7wMkRMfS5yTLeVZIeUSM7xBULAno+Z5Kjw7EYZ7G8L0q6b0Q8zHnU6xkR8b4OYy6rXBRJHYInZaz1JV0fEf+x/TjlOcevtVkYTfdzbPvzs/0tZebZC8vPbnlJ57S4wOy/SJ/n3GmUlNLZZnu5wSD2VPe1GLfK7ofzeN0+ku4VEeuXoM7BEfGEDnM7R5khcWa5va0yU2SowlZ9r/cbKgPlx5fbO0k6PboVXL2n8iK4/2fYtljo1sqMxYcoO1gtKemfEdH5eOG4GdUGQU21LtKdqdibKy9U53msdbnod9YA673nnh8Rf2071sC4GykLZ1rSz9oEFfvGqt49rZYRBDlqH8HqBbr7xzxd0nvbBrine+61vKgeyVq65uOvJlcuFFrGvFSZFfzTyOLd20vaPSL2aTFW/fVqRIzFhzK6so6kj5SPh5ePD0l6V4dxP69M96k5122UBSn+UG5vIukLHcb7qTJ6uGT52FP5xGg73nGSfq0849lL0fxMh/F6lW43UZ7p3E9ZJb7teO9WFsj7dbn9AGXKdtvxLlYJiJXbSyirQs/qY3qKed5TWZDzsb2PDmN9TdmdYaMK87q0/PkU5QJ6k64/v973KwuaTvp3Wo73LUn3qfR7uKz8uZ0ygv9MZXbNrD9GBuZ5Wnm89P8Mr+g45sOU6d8v7H10GOsS5Q7ag5QZIp+UdOJs/9zK3OaUP/t/dl0efwdL2rHv9g6SPt5xjqtI+oSymOsc5W7DKi3Hmuf52uU5rLyA/o0yE+t3yoDglR0fK8sM/D4u7/jz27S8H10r6fflfeARHcY7WdI9+m7fQxlsbDveS5Udkv4u6RRlfY6fdxhvTnmuXaxcJ+ylPCbRZqw9y5+vn+qj5ZhbS7pAeWT0TmXNlH90/B0f2eS+Icb7iaRV+27fU9l5pO1460h6Yvn7Cv2PnxZjrd7lZzXFeM8rz4sjlOuF30napdLY20naqzdvZcZhm3HeXZ4bf1FuZPxZ0nc6zGvb8jv+tTJ75RpJ13QYb7nynPiusnjf65SFy9uOd6yk9yqPFj+w/P+/W/P3Xun3u4mkV5ePTSqMt2KFMe4100eL8W5THif5R/n7bX1/7/q6tYryeNJ1yqPue0lauuVYvbXMpZKWKH8/f7YfI72PsamJECXKZXuweukBzorGrdqLSNpe0stt/165IGqdmtPnk5q44FJkQb7HzvwtM3qJshbEJ8vts8p9bX2vfNTSXxX6M9G9KvSzJG2mbB+myHoXXc4SOcozq4z3P9utH9slM+LNkh6qydHx1jUCnBX295O0pspZTGWh0LZjflX5Rv5Z51n5S5S7Zp9uM73y547KLgCXluMIXVQ7N1ncV9JVti9Q9/Od1QoCekTtE4sVIuL8gV9F617XnqbdrYavJt7zv4i4y/azJX0qIj7rUuyoxdw2UJ4JHdyRalvH5c6SfdB7/K2vbuf/ap87lSqc6bd9P2Vq4vK2N9PEc3ll5UVNW+9TvkZN2v3oMN5/IuLO3mO5vD53SoOMiEskbeIsmKyI6FQEUZlp0p/pdKfyyE9b+yl3gc+NiO3L7lmnHbiIuNr2khFxt6TDne2c21ix/FnzDO/nlC3rjlHW13mhMujRxaSU3fKe0iWzdPXoy5SKLMp2nzYD9WfXKLs0rKEMNrbNrrmn7fdr3tZ6bdcIb1e+bv21zHd15YbVd1qOpzLOu5W/3w2Vr1dLK1Ppt53p+6ZRu3tazY43Ur433qbMAJLyNfBIZfv5NtaPiP5aSe+1fUn76dVfr5bM1Jdpooj9120fEhGfneHbphvr0crfyUqS1ra9ifII5StbTK2/G4U08f5htaj5FiOqX+CsofEC5WbwxepWQ0OSbnHW0Dhd0lG2/6oO68Ayx6ky/29VBqrfF0MUwhybIEKfFW1vFxMpitto4g2vjR3qTGuyiLhuYHHf+gUrMkW0a7Gb/vFqdxaoXRX6zhKU6C3wu/x+JekaZyGwXnXyV2ri3HcbRyl3vp+ujCa+SNKNnWZYeUEZET+3fVoZc/syz4dKahNEuND2ycqWQG8tAZ2u57k+o8yIuU9ZGO0iqU1h1J4p0+JaqlkQsGZ7oEE3lYvf3vNkF3Ur4lV7wfZf27srLxZ6rcnavi4crvwdf1L5eN5LU5/zb+rdkn4saS3bRykXuC/uMN5N5ehL/7nTrhWnaywon6L8f62pzGro+Yekt3WY238j4mbbS9heIiJOcRaqbOs0229TBjuepHyN/kGH8eZJDS6vh11Sg4+UdL7t45S/42epfYBNyo4y/7Yt28tGxFXOdo9t3V5S3y9x9pv/k1qujSLiS+XPqkf0agU5ynqj93jpBYesDOx0KT54t+21y5qrl7rdNpj1KmWm2HmSFFkXplVAoui1af2K6lwALxGTjy/crO4dZaS6m0C1u6fV7jayYUxuB32Ku7WDvmPg+mZbZYZSF7XXq3sra6r9q8zxw8oNr6GDCJI+pUobrjHCo4OefLx6NWVG0e9ajDOpUKgyuLh7RLzK7QqFSpkp+29lcGwPZZZD2031nh8pX2O+UW7vpnx9vVW5QTnYanZa4xhE2FtZvXSVcvsWddiVj4jfl+jXY8pdZ0RElxcBSbquBDeivKm/VlKXM2FVuzOMYFevdlXob5eLuFVLNP8lyrP4be2rvGh9h/Ln9zPlDkFb9y7ZFvtFnkc8rSxQu6i6oLT9M+UC8hxlSv6W0f68497K1OBrIuL2Eknt2q3gKNsXauLc2s7R4dxa1G3DU63Sfv+8ys732hHRpvL6VF6lXDBvZPsGZTrqsL2k+9VesO2lfO69PyJ+5+z28PWWYy0fET+z7ZKV9h7bZ6hl8CgifmL7IuVuupWvp10Kze5e5nJcuX26uu3MSxUWlCVgfITt50TEsR3n06/27scByteZyyW9XJkJ0yWAJdXvzvB+2z9W7hpJma7dKrOmuN7ZGep7ytZwf5f0xw7jvUB5jOHVygXlWurYAcb2VG1zb1Wm0H5/yOFqBjk+KOmDtj8YEa07QU3h7ZLO7Hs/f6zarxVqZ9fUbtP6Y2fRvaPL7V2Vz7uuam4C1e6eVrtd9cXO7h3nSpLtRykzhdt6hfL1ehXl+9Lf1C24LdVfr1qTg1h3q0NAv+aGqzRtjbZPRft6PYOZNcuofWbN55TXrLsp1+a/Ux5hUbQswhmT6+7V2iAezPi/3PZZEbFt+Zk2NjaFFQeVRa477Cr0xhlMzXmWpFapOX1jrqbc8X2i8sl1snKR2mpnyvW7M5ypiV29nVR29SJi6AV5yTo4KSK69J2datwnaaK7xckR8ZOa43dh+9yI2Lq8AX9GufD7TkSs32HM45S/h/2VRxj+rjwjtWPL8T6pTOv8j/JN7XRl4bjGFyG2N5/p8x3eePv/jVqF2aYqKvavGKIbhUdbaX8nZVbCMhGxnu1NlbuinTOMyiJtiehQyb6M8wXl7t5ukt6gXLBdEhGtA0a1AifOI2uPUaba/lzSDZI+FBFDBdoWxGO6lvIYOUK5syDla8KL2wS5nQUgvyPpsC7Bur7xVlTufvS6rKwi6ai273Gj4MoFicv3L6k8OtWfTt6llVZv3P9T/gx/HHVbB3di+xDlzlmvsvlzJF2pDFBcExH7DzHWOsrA5NLKIMcqylpRV7eY10Yl0D7l87nL87is33rBxXPaBhdLoOQWZSbWa5TZNb+IiLe3HO89yp/fcarQprWM+RzlxZCVxx2Pm8+3NBnzjcpioU9Sbla9RNI3uqypy7jrqmP3NFfqNuKJdO+llReXfyi311H+jh/Wdo5l/FpHsKqvV53dal6kiYD5zpKOiIhPTvtN04/1HWWG3OeUz7nXStoiInZrM7cy5mXKjMpHKK+ZDpX07Ij4v5bjXaKSWRMRm/X+jRjiyLuzCPZuyo2Fm5WZIW+MiHXazKmMeZtmPirbuhNbyabZJ0rxedtbSfpyRGxi++Lez6HRWOMSRPDo2ixdJunRfak5KyrfONp2e1hS+YTqsiM4OGbVxZBLRwrbl0fEw8t9Z0TEY+b3vdOMd7ykF3QN6AyMeT9lKmBIuiBatIy0/eaI+IinabMX7dvDPV25u7+W8sJ1ZWW12+Nn/Mbm41dbUJbdwr0kvVHS/SJi2SG+d6o33J6h33gHxq7WlqaMN0fznrfdICIap2x7RO3wytgXKoNDp7Z9I+oba8+I+Pp0r4ltXwsH/o111X3BVi1wYntLZTbXqpIOUj7nPtrbARpinJE8pssi4Y2qd165f+zOC0pnOvFuyteCJZS79N+ssUjtwiPqulTGrtKdoW+81yiD73/RxO5bdFgrVOleMuKf4c8lPTki7iq3l1JuijxJWfhy47Zjd+E8g71PxYvC6kEJ20sos2uerHysnCTpK9FyUV3en6aYWvv3pVHp2wSycpNp6E2g8li7u2Q1rCXpUZJ+G92yf6pw5e4go7q+KWNXX6+W50mvTebpbX8ntTdcy5gXRcTmtt8l6YbILIyLImLGDYQZxjs/IrbqG3foa0Tb/1P+DvbuBU1tX1Pjuetst/xnZcCkF9S/R0R8pMOYWyizLlYqd92mfC37haSnRcS3m441TscZRlLkQvVTc+62vbrtZSruKNxUUkh6aWe9aFZb/y5vcL+x/Wrlrl6Xs3r/Vqa7/ERZnFJSp4v0l0p6l3LH0crigAdGxGFDDrVsufi4VHlWsmsxwJ6fRrZGu1XS9pXG7H9hDmU3itaPn/J7fYwyG+H3youGeXpMzyQiqv3fpnCQ6hZm63zeNkbbju+uiLjVnetRShpN0TM5J7eHpAdGxIG217a9VUS0TR99jzIQeKqUhe6cRxrauCuyh/c/1eEozQgf07XPK8v2ByR9pHdR6WwH+IaIGLp2SGSWypclfdl55vRoSZ8sO0EHNd0N7tv96BWrmvup/GeG3v14+pBfP4ypUoO7FPzdT3kGula2xbGStrD9IOVu2fHKjMNhs89G+TNcQ/l609sgWFHSA8o6p1Eh0lEEOUoAYQll//cu6eM9r1ceW/j4VP+cWhQ4jjwa9nXlRVbnI2y13p9GuYPZN8ZPlF0QWnEeY/2wpH86C9S+SVljYTPbh0XEUPVXagfeY6LQ+5ER8YKBf+tI5dGiYfTey6dsIzvkWJNExAnlr1XWq33/54umuG/o4SJij65zGlC7RluN49XPUQbxT3Eeifum6l2PPCUiHtV3+4u2z1N2MRxa+Xk9JiIe3nvvHAhsNw4gSGMURIjKBX76HCbpPGc6uZSpOYd2HPNaSWeVHfr+i+q20cTa3Rn2V1bmfq3yYu7x6ra4+mH5qOVNkjbrLdacZ/DPVv6uhrGKMsr5EGUg4Wzlz+6c6JACKOkK239RXpSfrrzg73qs5l3Kir69YzWH2z4mIt7XcsjllWliF/Z2kTrOr3av5tqF2aqdt+27mF4vIg5y1vi4X4eLaSkfM8+XtKSzJslrlY/HoUXEl8oL/T+iRQrhDL6gLJj5eGVhntuUFzpbzvRNM5gqcNI2te0TztoUxyh30K9sOY4kyfZzlZk+tzkLIm6uvJhuu8tV+7yyJO3Qn0kTWSl+R7UoQFoeL09TBmDWVV4sHaUMNJ4o6cFNxonKFav7d+xcIftsYOxLVLc7w3WauJiuode95Fnq0L1k2F3PIX1E+Zp6qnLR+1hJHyi7cT9tOMZIghzlIv1jklpllgyMtU/5s+amwDOUtaGWkdQpE6tvzM7vw73n8HQ7mB3mVjM4sb+y6Nw9lBlo60TETbZXULYJHXatMJLAu+btDrKUWnQH6V3fOAtYb16Cvr0jLMfM8K3z5cyS+6Kk+0bEw2w/QtIzOqwta3ZEObtk2HxL0rHDZmFNo2qNtoj4WMms+YcyyPOuYTNrIo8JHVdeN3dWHue6r+0vSjouIk5uOz9lMdg9lIGJUG7GdSnkf7ez094nu17XSGN0nKGn5hOiRLK3Vu6kd07N6Rt3qtoCERFdK2YuFpxFAXfo7cSXi8MTo2XdhfL9W0jaRrngeLSkW6JDKmZ5YXqM8jzhjmW8TTuM90tl4OTf5fbyyjNYD+kwZpWCoZ6m9V9E7NJhbj9Vvph+UNJqyiMNW0bENi3HW0eZZryMup+3/aLKxXREPKTsAJ8cEW0vplUWP2/X5NTWg3q/75ZjnlJ50dtL17s4Jo5cXBqTq08PM96hyiKmBygj8a9V1vnYd8ZvnH68+ymL5O2qTMn8VtuFkMtREmfV5Q8qj128bSCiP8x471H988qXKZ8T/ym3l1cWtBv6yI/ta5T91g+NiLMHPveZYbPGXCkVv2+8weyz/1NecA0bOO4f897K4we97K4zy5htaxMdqlxE/lCTf8dtj1Kep6xO/nZJO0UWH70iWp6nnuYi7lZlW643RESrjkQleLeV8vdyfkR0Kf5Yle33SrpM0nejwmLVWaz1dOUGwVnRoc6MKx5hK99b9X3Y9nmDr3dT3ddi3M7p1TO9B3nIM9mj4L7uIJJu792t0h0kWhb7tH2VpE36XvOXlXRpRGzUYa6nKTfmvtT3Mx36dWaK/3Nvd6Dr/3kr5S79zsp0+W9GRNsCzAsNZw2u50raNbodDV5XuVnaK7x/lqT9I+LaDmO+X7mG/pYmb4QPf6xrDIMIVZ4QfeOdEy3PSM4w5nMj4pj53TfEeA9UPki2Vj5IzpH0umEXBbY/FRH7e5re9W0j5J44Sz44XqvzPra/Junhkr5fxn2msiLvr8u4Qy3aSkrOo5VPskcrz1VfHi0Lxjm7ZTxGudDdRJkme2ZkxehWbP9I2erllnJ7VUlfj4hWuzjOlpb7qELBUGc66ibK1n+buLT+i4jGbV6mGHNFZaX5JTRmhdlqXkw7C9ScqZIF0+WFfYqxq73Ql/HOUwbaLij//9WVwZNWC7ZRBE7KuA9X9r3eNSKWaTnGxZHHaD6ofC34RpfFqUdwXtn2m5WtfQ9Xvg6+RNLxwyzG+8ZaOSrWP3AWm9pCmdVwkjL9dsNoXwj2V5K2iYHssxiycObAmD9RXhD2FqR7SHpch2D0lIWHo2WWpO2Nld1LzomIo51HfXaNiA+1HO+9yqJp31A+33aTdD9Jv5L0ioh43BBjVStAOhDc6F14zD0SE90KgN2m3GW+SxOFPluPWdZa2ynf37dWBovOiIjXtRjrvIh41MD7SJcgQtX3Yedxv89r8g7mq9oG8vvG7RycKBfTuyvXB19X7iy7fHx92M0VT91lZK5hg6h941btDmL77cpA+XHS3Day346ID3QY84KI2HLgcdilplrtjii9cVdTZs/uERFLtvj+MyNiuymCqV1fE56tzHy5jyYeg51et8adK9WakcboOEOfFSLifE9Oke2Srn2ys0JtlUh28VbNm4I01X1NfUP5Yv+scns35ZnWYSPGve4OtXvX97cmWU4ZXZux0v18/LZ89Hy//DlUKpqzsvRDlWnZ5ykv5D4REX/vMDcpK/FeIOkDbXdV++bYK/r4H0lXloWvlIVmzuww9EtVr5dv1dZ/zvS375fF/P9UoS2Ns2jae5QFGvsL27WZ53/LHHstqlYv82xjD+WF+ZMkvbsET87ufUSpfttSb7HXn+HU6vxu8Rnl4uU+JUCxi1qkzs+dSMTtyiBCq2rk/Ww/RJmBsIuyHsw3lR0k2rrBec7xiZI+XHZ8WvdIjxHU04gsCnuZJopOHRQRJ7Uc7iLXPYJVJRW/z/XK1+me25THB7q4V0Qc1Hf7fbZ3bjtY22DBDOP9wvZbJK1dbv9OUqsAQvHUgQu1Q5yV2Q+03bjAbDFVbYCeoV5jovIRmFGOHRHX2L5Dubt6p6Ttlcch26h2hK2o3YL3+crNqU9rYgfz+R3G66mRXv0n5QWllFkN/RtHbY45Xdjie6blUohT0jFTBdzaBvKjfhtZKWuqra+J9cwuyp9vW28rF9a9DK8zIuJ7bQYqj+NnKa9p1leuP7ZqM1ZEbFf+rP168xFlpljnrkajUNanL9O8RZ1bH3mPihmu4xhEqP2EeL1KJNt2p0i27R2Uqe1rDEQ+V1a3QIcj4si+2193Fs4bSkRcWP48rcNcphp3cPf4U842ku9qOd7cxZozlfyWlgGetSUtK+k3yuKR1ytbLnW1mfIF9Pm2DyjjnxYRbWppzCl//kKZ+v0/5RvuTFXkm6hZMLRqr+bIM1e3216l44VMv0OVxxguVPfCdtUupiPiCmWv+kOkudH23ZRnPj+mbEU5FGe/509LemeUyvM1RMRRzhTcJygfKzt3eeN03Y4FhysDp0+OOunUz5P0VGW1/lucKdtv6jKg69cNkfI88F0R8VPbK9i+R7RIsY6IB3niCNbTJX3BdpcjWP+1vbuylk5vJ3To4lWeKHR2g7I20WD2WRen2N5NE4WgdlGH2j1lsfZmZWC6/3fctqPH3O4lqnNm/n+2n6ds5Snl/3fuNIcZqOYisp/z+NAGEXF4eS28RwmedBlzDc0bPG5VjM72byXdpNy4OVTSayKibQD5NcoA6n+Ur10nKWtQtVXtfbgEyV8VEc/sMJ/pdA5O1H78RcQR5f/8oYjo9DpfVC/EOfebIy60fZ3Ka4zttaNbG9lXKdcfG9m+QdLvlEUH2/q8pAdpotD7vrafFBGvajHWpZK+p3zdO6fDnHrHA6YV7Y8W/mVcAwjF95WbAz9VvaLOU167RYsj+eN4nOGByifENsq+2b9Tpr+MsrhQI84z6Jsqdwb7fwm3STql7Q647Q8pL357kd1dlRfHn5eaPzk8olZQA5HYJZSZCa+IIdO/ywP325GtlpaV9CPlz/MuSc+PiKaFnPrHtHLRt035eJjy+ME5ETFlemrDcVfSRNrjnsrA07otxlla0vuVqcq/V/781lJeNL0tIv7bcn7VevkOjLuuOrb+K+N8W5kuWqujR42znGtGxPXl7xtp4mL6Z5IeFBE/aDHmksqg0zbK4zTrKy+YzlE+BocO6PVSEd2hbdF85ntfTV6Qt1rAOI9yHKyBwE4vmDnknL4WFao4j2qh4dHUDXmZcqF6r4hYv+xmHhwRT2gxVtUjWK6Uiu9pjgj0dNn990Sqe+8icAlNvNYMvVHgLHr2LWVgbF/l6+uNEfGWlvOb6sz83LbLLcbrHXt8tPJ9/lxlYPUGSY8cJuDo0h65/H3SUUzbH4ghWuf2fd+7lWuDDSPiwbYfIOmYiNh22LH6xvywcj30C028xkTbQIzt/ZTv62tJukrSaco6Wb+d8RsXsBrvw7Z/3jYAtrAa9/+z5219vbakq6Jl6+uBsVeUtESbIPTAOFdKelhvY89ZW+7yNnO07ZYbhFON1TtWPdVmWUT749WfVh4L+54m18L57nTfsyC5w9GUGcbsz/JcTrnx8Ms22Q1jE0To7b7Z3jYizqrxhPDUfWivjqzq3HbMagvevjFnitQ3fnK4cm/bvnH7d83vUnan+FgM2dao/8XJ9j7K6PUTlJXDj4iIVmlOZew1lRdx2yifEPeOiFVbjjVHGcQ5W3nk4PQOP7tPKnuxvj4mKvKurNyhuj0i9m8zbhmnSi/fMla13Z4y3pTdQCJiqKMNfQGs5yl39b+ryS/0w5zd/ZWyXc61A/e/RNLbI2L9YeZWvvdfyt3kzysvFjrtupUxj1ZeKKyuycd+ellUbYOBr1EWovuLJjJXuox3YUS0rdo8ONaPlQV0O7XNHVhoDC44uiw0RlE35BJlaud5XS8ynX2qe0ewvj+/r58ttleMcgRr3PQez+471277tIj4v5bjVT0zX1N/gHIwWNk2eFkez5spCwZX+f+W1+xHRClEV0vZJNhLGTBaM4Y4o+1pak71tAlwTLNW/W3H9/SPS9pAecy2P5Df6eLII0ivrmUU/2fb22je/2urDLQSeH+8BlpfR+ke0nLMZZWFjQfn2KrQu+3vKmuy/b7cXkeZ4TF0i27Xz+6ypLXabnxMM+bhU9wd4/B4liTb71MejT1xhP/Gssp6TE8Z9nvH6TjDXsoo+2eVLVA6LTRcuQ9tT2Sq9r1tL9N1wds3ZpXztm0vdBuMWyv17M6+qORTJB0dEXdL+mV5Ex2Ks7hgbwf4vyrtHZWtIi/vMM8dIuLGDt/f7+mSHtwfjY2If9h+hXInZP82g7piL9/pdnvUoX/xsMGCGQymE/bX5xg2rfB1kn5ie8eI+I0kOY+r7KHcwW3jpcoL/pdK2sv2BZrIQrihzYARsbuzU8FJysJ7teyn3CWsVdzyB7ZfqTodC36vCm1za72WTqH2eWVJ+k9E3OlS/6e8BraN6lc5guXRZbM9Wpk+vpKktZ1ZfS+PiFe2Ga9v3JrBz15W2J9sP01ZxHDNDtOrema+LHanKnDcZrHraf4+1e2m7iwXwb0dzFYteAdcozxGUyWIUC4yt1M+Ds9RZpSeMeQwvZpTz1buYPYKe+6u3GAZdk4jWasq61bdrMnvkaGJYsxtVU+vrqjq/9n2kcrswks0eW3U9hhb7dbXUv4+blVmBNZ4ntxbuSbvHaXZUtI55b152CDZUcrsrqerL7ur7cTK68txat9ycqoxWxVgX4D2U9ap6NVxGUXhxxXUcj0zTkGEX9q+VnlOuT+Fq+1u2f6q24e2X5UFbz9XOG/r6fv4dq1eWivS+Z/y//yLpO2VuwA9K7SY2rrK86Gvi4gudTMGLeFs9/WAiNjBmdr76GEX5EX0BxD67ry7t9hqqWYv352VF5fVdns8byHE3mNwqBeqigEsRcSJtv8j6UfOAmwvVb5BPjZaHkWKiKNVzg6W15atlEGtD5ZA44zZQTOM+2flzndN1ykXG7X0sk36z6CG2r0Z/bF8LKH6vb5rqFo3pDjNWRBveWef6ldKGvpIjSRFxKXO896/1cQRrMcqL9yH0apbTAOfUgaOewvRS20/tsuAIwh+vs/Z6ecNys2MlZWBx7Zqn5k/oe/vyykLlrWtHxLT/H2q201921nMdNVyYfwS5fOli9slXeJsC90fqBz6WFzZxbxE0kci4i9tJxTliJrtgyKi/zH8A9ttHnv7awRr1RFeHK0QLY/4TKVmIHAE/+ctJG081RqupVtKFszpko6y/Vd1q6cmZSbNU7tPba5Wtc6mce+IONSZaX6a8j2va822c21vGREX1Jig7eUk7a15syXGIhMhRlC4dmCzYEll1murzJWxCSKMYPftznJh8HfbV0fETeXfub1EdLqouuD1NOdtNWS0cxQPtqJWpHM/5UX/6pI+GSX12/aOkoZO24uI18//q1r5qrJmQa/q/K+V0dQ2QYRf2H7hYEDI9p7KTIShuK+Xr+1/aGLX6E6V4n4tVN3tKWoWQuztCLw6SqHGkmJ3WAx5fjwifmb7xZJOVe4KPiG6tyRcUZl+2suK2VJ5wX5Wx3GfrrzoGAzEDHvWu/c8uUbSqbZ/qMkL8qGDn85zkgdExLeG/d6pROXK+LX17Zgf7Dx60bluiKS3KANZl0t6ufK1/yttBvK8R7Ae2yYzbVTZbGXs6zy561LX14WdVTH4GRG9i/RblUHuruNV615Sxju2/7bz2NPQdYSKTfreP3rvJSq3l5v+22ac38dKMOwfkjaU9K6I+Ml8vm1+ji8fnZVdzP1jchHrLla3/cAorbiddUNWbzHOSNaqziOen9VEf/kzJe0XpS5QByeUbL7O6dW1AoEuNT480Q1rkjZBp+IKZbZJrU2qZypblb5OE62vW1289Tnb9sMjokv27VxRtzB77ewuKV+bX27798pN3E7HMpVd7a5SBrkPVP5exqbQYgl+7iFpvYg4yHnc6f4R0WUTo3+z4C5lcclWwayxCSIUNyoLeNRYyCxvezPlhf4y5e+9HqCt3iR7egte2/fIm/HPjnPdRRPnbfdyOW877CAuvcI9TXGxlmnGUqVIZ2S7u42muP9E5QJ6XKwWEd8uF+yKbHXWdsH7KknfdZ67v1D5BrelpOU10dKzschCaR90hV6+fW+41XZ7+twaET/qMr8BZyqru79e0hrK3e+hWgD2ZepYecH1BEl/LS/SrTJ1nG3v1lbuGJ2jPH5xboXXBCl3b5+tfE3sshPSCy7+oXwsUz5ai0ztf5UyuNaa7U9FxP6e5pzxkKmT1XmK9l79n4uWrb5KEOayiHiYuu/WStIrBxcVtteLCjU6KrnOebY4bC+jTO3vulCrEvyc7sKjp+3roOt2L5nKBirtI4cVLfq0Nxz3J8piurXGO8L28pLWjiFrME2j5i7m/sqg7DXl9rrKQqnDGtVa9XBlF4rnltt7lvue1GFMaSK9+j/Ki8Quma47q04gsPdaMmfGr2qo7/3oHsqNoPM1eW3U6n0pJlpyr6yWWWd9c+ztJi+lPEp5TZljq4tq22dGxHZTZDR3+f3Wzu6ScpO1pgdFxHNtP7O83nxDuZk9Lr6gLB78eOWm0j+VNbi2bDtgRPzeEzXVegHGVvVXxiqIEJnivZrr1Buo3Yd2LmdK/pHK81eyfZOkF0bElS2HrHXe9hvKCFPvYnVSUbGWY0qVI539bJ8QEaNKoW3rX7bvLc1tM7q1WqaBR56Lf5TtxyvTpSzpRxHxszbj9V3U1Ohf3HvDvVCVdnv6nGL7o+pQCLFfRHzJWZjzFGWLrs0iU/6HGWMUmTovUveL/OlcJ+mKrmMP7vKX15iIjlWclfUl3qgMJPQf6xomWNnbFfxY3329/2/bs9n5zXU6UUzV4mvucGrZ6qu83l/q7u29eg6WNPh68B1VPDva0b7KmkdrKFvxnqwMsA5tBMHPKhceUzhG+Xv5iupkY/UHQUO5jqmWVt7VFBcfUr5vzpH0ht6O/ZBj1m6Tub2yZd216rCLWYKAqygDOb2NkataXgyPaq26ekT0F437qu39O4wnqfr7aJVAYEx0Vro9+jqNSJLt507xLfPzc+X7xsWa2E3vzPbLlbvddygvDHvP5TZr86rr5ojYrvxZ7fdbO7urjNkr+HgfddwQLnq/31vKtd2flQHBcfGoiNi8bFgpIv5eAvGtOTvlPVcTtUK+avuYiHjf0GONZu3bnvNM3ebKi5oq9QZqs322spr7KeX245RVsbdpOd4XlCnquykjdv+UdEnMcsEP21coX+iWUr5Zdop0TvNvXBylkvO4KBfnn1W2i7xCmaL43Ii4dFYnJsmTO2UMija7XCUd/9+RRS57F1/LlnTcVqaZZ6v5lfFeIOmdyu4Cj1Cmnu01Dr+TUbG9pTLyfJo6Hj8o422h3InqLRJulfSSGLIlY994U+1yRwxR98L2M5WZTp8vt89XPt9C0lsGF4RDjNvfiaLXArDKa1Yttn+u3E04X5Pf6xpfIDlblT5U0kc0uTbFypLeFBVah40bT9P5pScqFHUtF4krRcQ/5vvF049RrXvJwsD2e5Xpyt9QrhF2U6aC/0rZEvpxLcas3SZzyho1bbJfbZ8ek2sijBXbP1UezTy63LW78j1z6BayA+NO+X+OFnUMbB+rzMKtkgXpKTqLTHVfg3E+pjye+BBJlyqPiZ2lLJjcNqNXtn+jrK91U9sxphl3O0kbRMThzo4IK7XNQrO9dwzU/7L9oYg4oMVY1Tt5eN42meso2xO2eq+z/VJJxyrXlYcri66+KyIObjvHmmyfp3wsXlCCCatLOrnLdZPtXyo34v5dbi+v7KrzkGHHGqtMhGLcC2xJ0oq9AIIkRcSp7lCJOCqdt7V9s7J3dO8F7/wuF4LKXaNNO3x/E61bGI3Qlcpq/RsqF0O/Uj4eZ11ULDTY52eSnqgMXkl51OJk5QtXKyOY53MkbRcRf5V0tLNC7xEa/eNzNr1f+TtZTh2PHxSHKdPez5DmLjwOV755Di3qdEJ4s/Jio2cZZTGrFZVzaxVEUOVOFGU368cRcZvtdygD3QdFhxZskmrUgdhQuSO1qqT+dpO3KRdvQ/HoujM8WNIXJd03Ih5m+xHKlp5D73xMFSSwfU9l66/WdSpKGuu+yqyBCyWtYvsTEfHRIcfpHSes2b2kN/YzlAUzpbywPmGmr1/AnhoRj+q7fYjtcyPiQGcB0TbuiohbPbmWRuudr5LGO88FV8vhamRijdJLJH1O0ieVP7Ozy31d9Qcrl1MWE+4Fe4ZVpeaF7R0k7ShpDduf6fvUympRuDAi3ljG7b0fbaNSKNT2LRGxccup/laZQVWNs6baFsr3gsOVmR1fV9bCaGMX2/+OiKPK+F9Q+x3/UXTyOEjS1hpok9l2sIjoHR0/Td07Lo3CZ5TvIfex/X7l8fd3dBzzWuXvtFcPbFlNbife2NgFEWKi3sDY9pOWdI3td2oiFXdPSUNH/aZKR+//XIvU7/WUT65tlJkNj3Sekzpb0lkR8e0hx/tdmwj9MLpEJEfonBK5nns8xfZFmjddeNY4Kze/XnlWdB9nC7ENWy4ql4u+M/wR8c8yftc5Pk3zVrxtVUQoInYuY64YEf+KiPNtb9V1jmPuXhHx5Irj3dYLIEhSRJxZUpBbqfQYXCYiruu7fWa58L+5S2BW9TtRvDMijikXIE9RplgfrCyo2Ur0FbCyvZqkm2PI1MCI+L6k79t+dESc03YufXopsr2jBr33uD3UbfH7ZeXFx5ckKSIuKxftQwcRemyfqizCvJSy6v6Ntk+L9gV3N46sKbSHskbPW5QXR0MFETTvccIa3Utk+0PKzJWjyl372d42OtbGqeh/tp+nPEYj5WK3p+2Ff+02mTUvuHprl/5jOV2OjVYVeUyqek2ZiOgPVspZ6O0jLYe7WdKJEfG/+X7lzP6oPDbzDOXzr+c2dTuDv7wyELFK+fijurUPf6vyePB5qld/6lnKFr8XlbH+6KzX1tazJR1v+3/K+gN/i/ateKt28iiqtMn0RMHpKc129rvtNSPi+og4qmRkPUH5nrKzpAe1HLN3FPA/kq60/ZNy+0nKughDG7sggkfUT7qylyh3kXrnSU6X1OboQdXztiX18uTy0UtT30tZAOjVkoYNItxnpidah7TqKu3/anN2B1lDE4WOeovAldWuBeUoHa58s+xlC1yv3LVtE0T4V3/QyvYjlWf2WrN9sPJntr3yTPAu6tASb7rXBWVbvLHgLBy3rian7bXtJy1JP7X95Ig4uevcivOdx8WOVr6+7KosDLa51KpeRY3H4D37b0TEq/tutql03lOtE0XR20V5mqQvRsT3bb+nzUDOGisfkvQ35a7KkZJWU7aWfWFE/LjFsM9y1gy5Q9KPlSnC+0fE12f+tsli4rzpthHRf2F1gO2z1L6S+Aol8Nd/X9fWZquUi/6XSjo8It7tye2hh7W07aWVi7TPRcR/3aINby9Dx/ZyMdD5xdlOrK0dJW3au+CyfYQyk29cggh7KOtefEH5+nKupD1LquyrZ/rGGfS3yewVPGsdeFLFC65KmVgjM7Aj33OrpDkl+FjL9cqjn23sJunTzmMNh0dEq2KrkccaL7X9jfK8XbrM6YZo0b7Z9iHKDZDbJJ2nDFx9os1YA76krLdwuSaO2XV1Z0RE77WqbfDdkwuyv1SZRXCmpANt36tlhk21Th59bnGdNpkzPe/H4Zz/z2w/JSKujYirVLq5OYu0v13tCnP210E7ru/+U9tOcuyCCKrUT3qmXf4y7tAF3soCYF9lFOhyZbGg1kVXaqd8236AckG/jSYqd16oTH1ps0u1pPKirVOBsylUbf9X0VMkvVjZgubjmvh/36bM7Bgn60fErrZ3l6SIuMMDK/Qh7K8s1NjrOX5/5QVmF9tExCNsXxYR77X9cU0E3dr4lDq+Lnjqwl9zRbvqw72xj1T2+r5Ek1tVdQkivErSm12nCrY0cfTj3QP3b6N2RQJrPAbPs/2yiJjUocBZgKpLC6NqnSiKG0oA5omSPmx7WbU/4vQ55evJKsoF5Q4Rca6zvsHRyiDAsJ4cEW+2/Szlov65yiKkQwUR+qxoe7uIOFOaGyDrkhlyk+31NVGsdhd1b5u2lO37S3qe6rRR/JIyzfNSSac7z8+3romgvPAYXIdMdd8wVlUGn6R8/IyNyMKJO03z6aF2uaZYaz06WrYgG1Dlgqt8b5VswFGsVYvllEUfe0fCnqPMrtzb9vYRsX+bQT25m8kSyveVVrWJImJPZ6Hf3SUdXn4vh0s6OoYo/Fs2LT4bEVc6uwGco3wfvpftN0bE0TOPMI+1lSnev5F0g/I19ZYhx5jKXR0ypabz7fLetKrtl6kcu2gxTn8GVe/PHcuHNESGjScXgX2bs1XpneqwhrH9IGWh5Gcqg+W9NpnrKIONQ4kZ2kq7QgHSCl6nPDK1Y0T8RpJsH6D8P/9fmwEju08sKemIiNizxiTHMYhQq590b5d/OWX62qXKB/AjlJHF7VqMeYRyMX+GMs3nIcoLsFZsP3umz0fEsBdd1ysj7J9U9nDv3OGibfr5fNRu/1dF5FnbI2w/JwZ6co+hO8sOT28xtL5aVjiOiAvKBUyvBsRVXYJjRW8H7vYS3LpZedymta6vC1GqDts+UFmB90jl/3cPda+/soUyHbpaBDsqd5OoHbRUncfg6yR9z5my3FssP1K5gNu5zaTKm+QGtd4ki+dJeqqkj0XELeXi9U3z+Z7pLNXLLrF9YEScK0kRcVX7OKCWLn/uqFyA/63DWJK0t6TDyoJcygV0l6Nnr5J0iKSNbN+gPP63R5cJKrMiTlIegbnA9gOVi/5WIuIzyvOnPb93nrcdyggz2j4o6WJn0VorayPMehaCR9Mis+paq0+tCy6pXjbgKNaqUgZgHt8Lvtj+ojJL9UnqlpLf383kLuXrzVltByvZRMcqjw7sr8wWeZPtz0TEZxsO85iI2Lf8fS9Jv46Inctz8UeaKC7ZdE5PLQHxhyp/v2+Q9DDbf1Medx0MxDd1iu19lLvIVeqkRMTHbD9JGfDcUFkUsE2b1V0lXRcRf5LmFrB9jjKw+p4h5zSKenafkvS2mDjm/j/len0L5fymC2C28fry782aiDixbCD9yPbOyuyQLSU9tktGTGQXxNVdpwviWAYRqvST7i2YbX9T0j5R2hM6W3i8seXcNo5SFdj2oeq2Uyblg36wFWNPaPid220lPVr5Ivx6Zxujc8rHnBi+/VDtDISequ3/anG2k7qsF0BwtkF5jqTfS9ovxqfnupS7yT+WtJbto5S/+xe3Gaik/r1CfQW7bH+pYyDhB7ZXVZ4nvkj5eG67WJPq9pl/SkwuAPZF5xnFtuc6pezicT91312da7pMixiyCrZHd/bvPer4GIwslLmNJ1qgStIPI+LnLedU9U3Sk1M8T+277z9q3xqwP4118NhQ2yDUD2xfVcZ7pbNg3L/n8z3TiuzYsUnZJXREtK4vUS6k11fuFv1B0hLD7DLOMMdj1Fd4s+yEP6fF/Oa3Mzjs86M/o63/eztltEXE0c46EFsq35vfEkO2uR2RUbTIrL3WklT1gkuqlA04orWqlIGsFTVRG2ZFSQ8or4+tWyqW3czVy99v7DC/3prrJcrXhyMlbRURfy1ZHr9Udslqov91/kkqrwsR8ee2wdSyIXCF7VuUP8NblTVjttK82XxNPb/82R/861xHozyG2z6Oew5WZtr11h4fVL5mb6oMAO8y7XdOozwf9pC0XkQc5Kyfcf+IaPN8XjemKJwbEXNsr9tivJmM6tpnKBHxM9svVq49zpb0hBg4ItfStZLOst25C+I4BhH6+0nfoNxpaNVPutio96IsSRFxhbPXcBtzL6oi4q6OOz1SXnj0C0k3KndWhr5gjSysdY7KwqU8sXZSRvXX1PAVVju1AppB7wJui777Wvdcr+j9ysKUsv10ZcHM3ZVnKA9WLg7HQkT8xFnscWvlC95+0b5t0BeVO5lfKLdfUO57aZvBnO3RfhYRt0g61vYJyuKNXQrdVeszL+luZ/G0byofd7ur5bEa2z8oY9xD0i+cLQr7A2NdClvVqoI9ki43EXGys+BP58dgCRq0DhxM4VrVeZOcKsVz7nBqt/jbxPY/yljLl7+r3G51Zj4iDnAWl/pHuUi4XZn22YrzuMZzVGp89N7rhs1MK4HYPZU/x49I+mAMHF1pMbfaO9+1M36qZ7TZXkq5I79RueuXkqq2iWsrBrplOGsMRPQV622h9lprrt4Fl0sx0w5DVcsGLGquVaV8vl1SAk+9zJUPOI9w/HTYwcoF4buV9S2srOFyl/IYQduM1edK+uRgYDwibnee/W7qlrJmu0EZzN67zHkpZYbDUGy/VpmBsK3ysXiWcm19mDpkccQI6mg4M5o/LOk+yt9L2yMDS/ZlROwq6ZDy+nWs7UtaTu8LyqD545X1f/4p6fOaOG49jJneG4f+Hc/HrNdE8OQjIcsqr8f+Wp6HbX6//ap1QXTF7NuxZPto5SLy68pfyJ7KHqpDtwSxfbcmFqRWPnBvV8snrbNS8KB7KS9W3xMR32wxx400URdhW2XhsnOU3Rk+Nux4ixPbl0bEJuXvh0n6VUR8uNweutfwqJU3j+2Uj+szI+K4+XzLdOPM/X/PdN+QY54TEY9u+/2jVIJrn1Y+P0K5QNg/Iq5tMdaMZ9OirwJ/VyWK/5E2r12jUC7Qj5Z0fIxZJ51pXltnPAe5MLM9R7nAPbpLqmPfeD9W7rxNqlsTETMVA55qnCslbVkuCu6tbJPZZgHZP+aLZvr84EXtbCmZWO/SRIbXaZIOHDaY6jwOdooyy+li5XpjM2Xm0/YR8ccZvn2BKTvnRyrXMFZuiLwwIq6c8RunHqv2WmvaYqZljkPXISkZDe+QtLEyqL2tpBdHxKnDjlXGq7lWXUIZ3P2dMvhsZcvv1o8V269THpfap7fJ5TxC9EXl8/qTLcbcW9LpUc58d5jbg5VHke4n6VMR8dVy/1OU9WLeMOR4n9BEV7Nq2YVl7KoFmG1fLWmnaFmUsm+cK5SFW+8qWW379II7tq+IiKGLZ/bWzbYvjojNyn2t1pbl+fHzwSB0eQw9OSKGquPl6WtkWdLyETGOm+xVuUIXxLELIpQXpU8rXwBDeQH8upKq2Ga85TQ5Vft0ZXXtGikhI1HSZX867EWr7ZuUC42zNfECePUIptiJ85ztu9VxcVWbs7L3NsrFyu8kPSci5pTP/SLa9wauztm790GaOOu3q6TfRsTQu/Mlo+G5EfHbcvuBkr7TJWhi+72SLpP03ejwIjOCXceRsP3hGGhlNNV9Hf8NK4/bPHzI73tzRHxkup9l259hCaDsquxYcL6yX/oJ4/TaWuNNcmHgLDq1l/L3MUd5Xvvkts+9tovGKca5MCIeOd3tGsb1d+w8532FMhNQygyvTSJixlpIU4zzVUmXRMSnBu5/raRHRsSMQZUFxfbZkt4eEaeU24+T9IGI2Gam71sQSpCtV8z0EA0UM+1d4LQY996ayMQ6t0M2YPW1au1Avu2LJT1p8P/oPNpwcpufobM+0XbKi+o5yhoYZ0TEJZ0nPIY8TQHmLusY22fF5E46bcd5uzJIdJOysOTmERHlveWINv+G85joNpIuKMGELo+V+yo7CtypiTaeWygLJz8rxuNo10LBfd3OIqJTF8RxDCKcq0x36V0c7SbpNTH5DPMirz9yN8T3rDLbF+JN1Fpc1VbS596mPC/514h4arl/M2VBtVEd7xha2eF7WO8ioew8XB4RD535O6cc6wnKi45rlIuhdSTt1VsMtpzfbcozmHcpz2a33UHqXyC/VwNnEdvsOpY3spdp3t2A1oXjpspUcXameESHMaeqgn1tDFkw0PZOEfGD6XZwu+7cOgsZPl75M31qxzS7Kmq+SS5MyuvA05W7g/9TZid8OoYs3OVscfbZ6EuvbjmfW5QXQ1K+Bjym73an4z7j/ju2fUlEbDq/+xqMc1VEbDTN534VERu2n2U9o8hoq6X/5277lxHxkL7PDb3W6vveKtmAo1ArkN833rSBxa5BR+exkJcpa0CsERFLth1rnNn+pSoXYLb9aWUGxvc0+Sjl0N2wSsbO/ZUX+v8q9z1Y+RrbpqPdHsrA9ubK9f4ukt4ZEcO2m+8fc3tNtBS9MjrUT1pcleDOLsos0l6GSKvn8Dimazgijuy7/XXbbXsMy/a2ygJg62jyBUOnQiaj5CwyNnRK6sIQQCjWj4j+AljvdfszV9VExGG2T1KeLetvWfRn5S7fOPmVMlr8+3J7LeWCYWiRxVs2UF93BuWFSGtRqTpv/wWu7f27XvAW31fuePxUHVuM2n6FpFdKeqAn96i/h/KYRBdVqmBHxA/Kn9XTvMvibydNXiiMg0+pQqvghYntRyhfp3aUdKyko5QXOD/XRHvPpraT9GLbv1MuTHtBwGGDYoN1GWoeqfuUxvt3fIcnt8ncVvMW0mw0zgyfu73VzEbjGtvvVB4VkDIdf1yKEVcvZjpFNuDLbT+xTTZgGa/2WvX1ykD+3bbvUMtAfp+ZitS2KmBr+x3KYyArKY/qvFH53ryoql6AWdn15XZJT+67r01hdkXpFDRw36/bTiwijnLWTXqC8vG3c3Q8dlE2t1pvcCFFnS6I4xNE8EQV7FOcvTB7Rc92lfTDDkMfqmwjNuls5ziwfbnmfQO7l7LgxQsX/IwWmFqLq+oi4gZlcZ7++6qeievCE4X8VpH0S2chPynPPZ7ddtzIzh1zL4Jtf1J5IdJ2nj8bzNyY6r4h1Yrer1DxmME3lC2kPijpgL77bxt293dQVKyCLU167PS7VRms+NKwabO2v6UskvpjZfbYqRHxv5m/a8Gp9SYpSbY/JunwaHG+e0EoC7VblO93B8REJ57zyuvrsHaoMa+oWBNkmvE7/449uu4lr1AWWFxFuYD+m6Q2Rw9W8dTtoK28gBgXL1Fmi31XObfTND7B9+rFTJW92vuzAY9Qt9aJVdeqtQL5fTbp+7n16/IzfLYyQP5D5ePl3LbHN8aZR1iAOSLG5Tk2D9tHRsQLlBtTg/dh9lTrdjY2QQRNroItSS/v+1woi+G0cWtE/KjLxEZocLc3JN0cXQtd2OvFQHeHqe6bRftK+lqFxdXiaEEVx2xVDruc61xB0mq279k3zsqSHlBpbl2dYHvHiDixwlhLKo+/zLP7ZPtebQIJ9kiqYEt5XGV1Ta6j8RdJD1a23xz2jf1wSc+PiLEKzhY1W4JKuQg6xFnt+3BlVshYZH6VIwzHRsQHpvp8m2NiEfH7MvZ91P4CYdRq/Y57F1sbKquGH19u76S+oxfDijzX3WuTKeVu4a4aPmPsNE3fA731/GqLLOg5FjVqBo0oPb5aNmBRda1a3kdqtdcbyc8w8pz8PZSZT0+S9GXbf4mI7YYZZ4SBwFqqr9s8olpHlU06XluOPlatiYNWqnU7G7uaCFOxvXS07Flv+0PKhf53NTnyN/T5noXFNOezqxe06qq3uIqIqaLbmA/b91NmIISycE21wjK2/xARa7f4vv0k7a8MGPRndNwm6csR8bkhx+uvoLuCJtJ3W6dmeqJew3+U7Zu6jPW7vvkNBl6iTSqqR1AFu4xxekQ8dqr7bF8Z7eppVK00XYuzfdunlX2vrXyTfG3X7BDbGyp3V3dXHlf5cnSoHVLLVL/bjuM9Q9LHlc/jvypTrH/Z5jEyKtP8jveLiFZt+2yfrCyme1u5fQ9Jx0SpjTPEOCsrF2RrKI9O/bTcfqOkSyOidevNceWst7KfMhAjZTDnM+PwWlDbQDbglsqisip/Pycinthy3KprVdu9uiiPj4iHlKD+ydGxO0pNzo4ej1FmdWwh6TplYcV3DTlOr1bSlIHAiGjVrro2VyzA7BHXOurC9luV9cX6u6pIeezlkIh462zNDXWNbRChRFG3l/R8ZfuS+7YcZ6oFXkTEsL3Wx56z0vBDlf2B+3vMryzpTeO0AOyxfUhE7DPb8xhUIqb31eSLoz/M3owms/1SZfuwnytfoP9P2eHisCHGmOo4jcp4D46IZVvMa0tlZHOXiPhseYN7jqRrlW1LO13ELQ48girY5ft/Kekpvcex7bWVQYmN3a6Qa/VK07XY3jYG6kdMdd+QYy6pzB7bS7nr+G3lDtq/ImK3LvPtqpxFv0PZIWNuJlvb55vtS5XFMn8aEZs5i1ntPg6v1ba/L+lM5fGtCyKi1XnsKca9Slng9z/l9rLKi/4pixrOZ35/V3aWeoKyzfIyygDHJTXmOk5sv1CZhv96SRcp3z82l/RRZVHPRSqQ4Knb+lr5WrB723VW7bWqK7bXGxXbP1Rm05yhfC632izsG69KIHBUptng61SAeZzZ/iABg/Fj+yOS3qdcM/xY0ibKNudfH3qscQsi2H6UMnDwLGV9gFcpK0h27n29qLP9TEk7S3qGJiKxUu4CfzMiWp+ZH5WpXlRnm+3XKNPJ/6KJgkwxTi/0tn8laZverpuz1dTZMUSlbtvrzPT5XkrzkPO6SNITI+JvziJn35T0GmVht4dExC7DjjkKZVdmA/WlakfpiTzkOBtFxFW2p3wMt9lF8oiqYNveUdLBkn6rXPSupywKeaqkl8VAC7kG41WvNF3LNIu11q81zr7hz5D0M0mH9qcEewwq5JeMmEGtMmHKeHMiYosSTNgsIv5n+/yI2GrIcaaqw9E/waHPAtt+urJt2DaSHq5MKz9LpbVxRPxl2DHLuG+X9DxlG7FQrkG+HdMcE5lhnMujtGEtgaebJK3du7BZ1Dg7au0WEdcO3L+uct2x9WzMa0Gwvalyvfo8ZRHJ70bEZ2d1UoUrttdbWNQKBI5gXr0CzOtL6m+7fg9lK/ahOi6VMY+f6fNtXltrGcW6CPW4dKux/SzlNePrJJ3SJsA4NjURbL9f+UL8B+WZ3QMlzamRkmP7acod+v4Lhi5ni8dSRHzf9gmS3jLswmcW/XW2JzCF/SRt2DYtdgG5Xhkc6rlNmQrYWJsgQQNL9u1+7qpMXTtW0rEegw4c0twsjv0krancRd9auWvYZsfn9ZL2UaZ+D4qWY1avgi1JEXGiswvHRsogwlUxUcTqUy2GHEWl6U6cbf+2kbS6J5+TXVmZKtzWFZLeERFTVcMf6sJ6FCJivcpD3mJ7JeUu4VG2/6osgDas3lngZysfK72djt2V2UlDi4gTJJ0gzb1I30zS45Q73+up5e85It5v+8fKHWUp29xe3GKoubupEXG37d8tqgGEYuXBAIIkRcS1nqgHschwtrzbTfkYvlmZ/eOI2L7C2DXXqp9RBsTuU9bXu0h6R9c51jCfLMguGzZHSjrfdn8gcBwyYUZRgPnRyjXf0ZLO07zHKWfTKNZFqGfp8ueOyvpOf7PbPXzGJhPB9o3KHYVPSTohIv5t+5q2Oyl94x6sPEu9vaSvKF9Iz4+IvTtOeWzZPqXGG9riqqQVPiki2iyaFwjbX1Puwn1f+aL8TOXZzF9Ls1dIyPYVkjaNiLvKrsA+vR3+LrvoNZUFzJbKStCblmNA742IXWd5apIk23erLyW9/1OSlouIpaf4XNOxq9UwKM+TTZWPuyqVprsqqcaPUxYOOrjvU7dJ+kFE/KbluEsodxwfGBEHlqMg94uWRcpqs72CcuG2dkTsU4JFG5YL7jbjrahMdVxCWZxtFUlHtQ2seoZ6HC3HW00T2QhbKy+6LlGeSW+98VDjGNvA89eafC44omWLvfI7foPyd/yyrr/jWjxDvaWZPrewsv0/Zfr93hFxdblvLNeq5b2t117vZ9GxvV4to8iC7Bv7kZoIBJ7eMhBYXXkPuazWGqi8Vj1JGcx6hLLDxdExph2EMD6c9Vd2Vr7HbyVpVeV196OGHmuMgghLKvuc7q6MUp2iLJi0VpeLud55o74/V1KmnD15vt+8kCpR51U07/nYsUghKpH8N2nefshjEZ20faiyQM8PNfniaLYr/M7liUJCU4qI9y6oufQrKcE7qqTwSto8IsL2gyQdERFt2s1VZfuCiNiyZEY8KiL+00vv6jDmlC1Z216gj4Ir1zCY5mzwyNv6NWF7nZjoMLCEpJWiQwFXj3mRMme7zQslvTAiHmZ7eeUF9aazO7NUjr48LSKuKbfXk3RiRDykxVi/UbYmPVbSucp07X9WmGP/Mba71X1XtKpx/R3bvl2TU7TnfkoZdFtxAU9ppEoK8G7KANaPlUf2vtI1G6j2WtX2pyV9K8bwGGs/2/dVBvWlDJp0yk6tEQgcFdtHSXpr7fmUYxu7K7OxDhyXIzVS3Y0L1FPWMP8o2XIrKDPKhi7OPjbHGSLbhP1I0o+cbeKerozK3uDsL//8lkPfUf683fYDlOlntVM/x8025c/+NLhxSiE6RrlL+GVV6Ic8An8oH8uUj7FTI0hQnldPcMvqwNPM6/22fybp/sqLrF6UcgllbYRxcL3tVSV9T9JPbP9d0h87jtl/MbmccvfnIo1HKmXPFqpYw2AcggUz+KDtfZWvLxdKWsX2JyLioy3He1SUImVStrNzthUcF+tHxK62d5ekiLjDbfMTR+N1kk61fU25va4mt3EexmHK7IPnKLOxHmb7HEkXR7d2o+N+jG1cf8dDB4IWZhFxnKTjSrbOzsrH9n1LoPG4iDi55dC116oXSXpH2bQ5ThlQmNNhvOpsP0954XuqMuj0WdtviojvtBxvykCgcqd+HNxf0pW2z9fkDb5W2XslePA0ZQBhXeURlu92n2Yd021caLzWRYurNSQ9qVxv9wz9exmbIEK/yHO635H0nXKm7lkdhjuhXDB8VPmiGsqL10XWQnCU4a6I+OJsT2I6vQt0Z2XfqLHLVZvtLSS9XfNmcwzzZnn/spv8DNvf1MCZuraZKxFx7hT3/brNWKMQEb3Xk/eUlPxVlDtKXcacFCCxvYryfOY4qVLDwJPbbk76lDqka1e2cUT8w/Yekk6U9BZlMKFtEOG/ZYcrJMlZpOx/M3/LAnVn2ZnuzW999WVRzbaI+LEn6nFIWY+j1fwi4oO9v5cLpG0kvUzSY2zfGBFTZsg0cJ0yw2FcjeXvuEvq+cIsIv4l6ShlzZB7SXqu8rx72yBC1bVqOdZzRJnbcyR92PbaEbFB2zFH4O2StuxlH5TX1Z8q1/9tjHsgsFqGqO0jJD1Mufn63oi4otbYFVXduEAdJZP5cZI2Vq6PdlB2PBo6iDA2xxkWhBK1Wy4ixnmh0Fm5gHm3pN5509OUKU5j8f+2/R5lQcXjNPm4wFi0/3P2Lj5S2R1EytT8F47TWTNnd4Y3SbpcfRczwyzobO8iaW/l+cHBHYoYl+MlCyPbSyvPP876Lp0nKuTfQ2NWw2BUbF+p/L9+Q9LnIuI0d2hvVoIRuypb1x2hUqQsIo6pNOVObD9JWTRtY+VFzLaSXhwRp87mvPrVTmu1/UBlAGHb8ucDJJ0XEU9vOd5YH2NbGH7HqKPmWtX2VsrXrp0l/SIiduo6Zi3u62RSbi+h7Kbw8Bm+babxFoZ6VlWObzhrc/SyGfov5MYmmG/7GEmvjYixKb6MuXXBNlFm721SHpNfafPasFgFERYXto9V7jr2Cky9QNn25tmzN6sJrtyOrDbbZ0t6e0ScUm4/TtIHImKbmb5vQbJ9ZkRsN/+vbDTWOyPioBpjLa48uZXdEsqF/rcj4oDpv2vBmK52Qc+YH0toxfZrldkHlyrTPdeW9PWIeEyHMceySFmPs83r1sr5nRsRN7UYYyRV02vW43BWXt9amTVwjkp7x4j4RZu59Y07ZZ2ZGkfHaqnxO8biwfaHlV1Rfivp28r6CrfM6qQG2P6o8qjB0eWuXSVdHhFvbjneuAcCB49vPEZS6+Mb42px3LhYmLi0a7Z9obKQ622SroiIhw49FkGERY+nKBI31X2Y2lQ7ll12MUfB9hOU5+B+pskvzq3Ow9l+hiYyV06NWa74vbAZuFC/S9LvI+L62ZrPVJzF7P5UjouppEbfN6Zoz7Yosr1Ulx2qcS7YJUm2n63MKgpJZ5az28OOMZKq6c7CilXSWstr1dnjegE9w3EfSdKwO4Septd633hjUTAZ46XUhPnOuD5Pevpet6zspjD061bfWGMdCLR9qTJTYtLxjXFaW9Zg+3XK98mL1dfytmdR3LhYmNj+gqS3KQvEvkHSPyVdEhF7DT3WuAQRygvJtNpeHC2OSpGpN0XEmeX2tpI+FhGPnt2ZJdtnKPuPnyHprBizHtplp+siTZxp31PSFhGx86xNaoDtryvPF1+pieMMEREvaTHWB5VtXo4qd+0uaU5EvLXGXMeN7R0i4kcD9+0bEQdP9z1Djr+apJvH7Ryg7TmStomIO8vtZZTPv7HoMFBTSc/7gKQHRMQOtjeW9OiIOLTleONeuf8Lkh6kyTt6v42IV83erCYsDGmtZUH/ZkkPVRZHldS+a5DtAyX9Wfk+YmWrzHtExEeGHOeUGT4968fOZshekTR0nZ7Fju1tI+Is28u2rRMyw9hraN66SafX/DfacHZrum9EnDVw/2Ml3RARv52dmY1W7eMb48r2x5RHzB6izAY8W5kxds64HFteXNm2pDUj4rpye11lZ4bLWo03Lutc24eXv95H+eD7ebm9vXJntFUqfvmB7aEx7e89CrY3URbIWKXc9XdJL2r7IKmtnGXdTpnKtbVyJ/2MiHjdrE6scLY+ea/6eg1Les84pQIOvhl1HOsySZtGxP/K7SWVZ6UWycVfOa7yjoj4ebn9FkmPi4gdWoy1taQPSfqbpIOUFwyrKY80vDAiOhVsrGmaDKWxyrCpxfaPJB2uPJa0ie2llI/ptmdtr1Z2aBjLgl2lBsTDeoGrsji9fNj0xBl20Tudsy0XwptqjNNabZ+sbIv8Rkn7SnqRpBujZeca2+fFQN/tqe4bYrzlellEM923oPVlr/QCVr3g+x6Sbo+IA+f9LvTYvjAiHmn7ooiYMetkyHE/pNxp/IUmHyGa9eec7RMkvW1wTeosGP3uaFm3oXYgsLZpjm9c1vY1ZtyVjYotlNd0jy4ft0TExrM6scVc7zWnxlhj052hl0ZRXlw27u1Y2L6/pM93GPoLKv29lS0Pb1P2l14Ud9/Wjog/RMSlkjZxdrZQdOiPPgoRcY3tOyTdWT6213i1iXri4Fld289VtqYcF+fa3rjrOeA+qyovhKWJ4NOi6hnKSthvkvRUZUZH24XV55RpYasoA587RMS55fz80erY9aGyG20/IyKOlyTbz1QWDV0UrRYR37b9VkmKiLtsd2n/N+6V+3+lrPvQO26wlqShg8YRcY+ak+rznhGNW9O9I+JQ2/uVdNvTbHdJu73bWZDzm8rAzO7q1tL4bGVhz/ndt0D1jriUHfVt+z51gO2zNLnVNOb137KJtqbtzwx+cnAtMoRnKTsVzHoHjymsO9WmVkTMKTujbR2lDAQ+XX2BwA7jVRURbxo4vnFIl+MbC4HlJa2sXB+tomylffmszghSXj9sGREXdB1obIIIfdYdSHn8i6QHdxhv3Pt71/Q9lQWF7WMj4jmzO52p2f6t8uLlG5IOlfSa3i74mHir5g0YTHXfbNpO0oucRSr/o27p1R+UdHHZLbSyNsIieZRBkiLipnKu+qfKtn+7dDh6sFSUvuC2D4zS3jIirvJYtHCfZF9lO7JeUPY6ZdHVRdG/nEXoejvzvUJ8bV0j6VTbY1WwyxMFrFaR9Etn/3Epg+TndBh37anuj5Y1IGqegR1hjYDe2d0/2X6acsG7ZsuxJOn5kj5dPkKZzvv8YQexfT9lT+/lbW8mzW3Fu7KkFTrMr7YVbW/Xd4xyG0krzvKcFgZPl/RE5UbXhRXHvUbS0hqDNqBTWG6Gzy3fYdzagcAqnO1tP6YsLnu5pDdGxA2zO6vRsX2IMhvkNknnKYOdn4iIv8/qxNCzvaR9bV+r7PDR+vphHIMIp9o+SbmLF8p0rJnOBM7PuPf3rqn/qmUsOh1M4zPKi+DdJW2mfKE/fbbPwdneQdKOktYY2BFYWVksb5w8tdZAEXG07VOVFx6W9JaI+HOt8cdFX6q2y5/LKJ8nu9hum6rd/1pyx8DnxuOsWFGeX1vbXkl5lG2sapFU9gZJx0tav+yGrq5sy9jWH8rHMuVDGo/f78emuM+aeH1t64d9f19O0nrKbIehqzdLc4M4n1VmnC0jaUlJ/2r5nPt437y2UJ65tTJN+DxNHEMb1vuc7ZHfUOa6sqTWR+wiC5Y+s+3393mKpBcrAxof18T7/G3KLKhxsbekw8rPUJJukTR0jZ7F0Jsi4i0lk/SI+X95Y7dLusT2YPHltpkNNV1g+2UR8eX+O23vrW6BlNqBwFoOUx4xPl3STsrXl7HoljYia0taVtJvJN0g6Xrl6wFmUS9bXdLQR3enHXNcaiL0K+k+vVZcXau1jnV/75r6z9TVPl83CuViZi/lGdQ1I2LJWZ7PJspzuwdKelffp26TdMo4RlFt30eTz/6NTbX4xUFJke9FcpdXLtxUbi8XEUvP1twGlcX9uzXRheM0SQdGhV7k48L2/sod34vLXRsqfxe/ioh5qkQPMe66MdDFolY6YC22N1XudD9P0u+ULd0+W2nszSW9PCJe3vL75yg3BI5RXvi/UNIGEdH6Itj2NyW9PyIuL7cfptzhe3HbMWsqGxYvk7SuJhe2a3Vhbfs5EXFsndmNTjlG6UXpdWWUnIUpN5d0XuWaCC+a6v7KgYpWnIVvj1MeZ+0FDbZQBhif1XYTw/bTlQW719JEIPC9vSN8s2WwHtHCsD7vypmK+VBlPYRtJD1MeWT2nIiYsosGRmvgGrFKtvo4ZiL0OjFU6cYQEUc5e2H2+nvvHGPW37uiTWz/Q+WCpvxd6lgUqzbbH1fuFq0k6VzlBfsZszopSaWWxKW2/6isWn/7/L5ntpR0/I9LeoCkvyorMP9SLXcKFye2nyXp571Fru1VlYUVvzfsWLMd+BrSYZKuUF5kSnmU4XAtWjsiayrTxzdS1gToVYX+oyZqfrRxbKkncYM0t4r45yXNalVt2w9WXpzvLulm5XlgR8T2Nf+diLjIdqc6QhFxte0lI+JuSYc7C5x2sVEvgFDGv6IEUoZi+7OaubtA253b7yvf136qbrUQetYsF+i3Sfqy8sLzgN5xqtlme1lJz1EJmvSOc1FYcb5+rDzeuWLfmk3quG4bh2DBdCLiL5K2sb298uJSkn4Ypdhxh3F7ralvVaZsj4vlBo4iTTqa1OEI1tgqR0SvsH2L8vdxq/LozlbKzQwseNWz1ccuE6FkIXxY2aXBavlCanvliPiH7XtN9fmgzcisKUUKTy9vJGPH9teUXSNuVi4Cz1D2XR+bTARnv+HHK3sMb1bejHePiH1meWpjb3BXoNx3cURsNktTWiCm+X/Pc9+iwJWrQpcL6C8oU1E3V7aP3ClKm6TZYvt/ytenvSPi6nLfNRHRaYFg+/V9N5dQ/p/vHRFPaTne6cpz319Rtj38k6QXR4fOILaPVmYBfV0ZBNhT0koRMdQxjul2bHvaXozVfm65dFKx/RRlJ4R3Sjp8XHY0bf9YeaFwofqCJhHx8Wm/CXPZ/n5EdD7+Ylpujh2PeZvW2my/Vvneu63yiMlZyho9Zym7Bi2qR8rH2iiy1ccxE+EjysVZ12yBbyijXhdq4hx0T2i8awYs0iLiGNvPKLt5knRaRPxgVifVJyJeKEm2H6A8/vJ55Y7/OD1f/hsRN9tewvYSEXGK7Q+3Hcz2dsr04sNLGu5KEfG7etMdK0tMcd84/W5H5Y6Bwmfbat46DouKqlWhI+KCsjA6WdK/JT0pIsah6vdzVOoGlYu4b2rye11b/V0a7lLWSOiSSv8C5fPu1co6A2sp597FXpJeIWm/cvt0SV8cdpBekMD2cwePOZaAd1sn2N4xIk7sMMak6ZQ/d1QGDy61x6p665oRUa1Wz+KmRgCheHqlcVBJ7cywhcC6kr4j6XUxuVA+Zlf1bPVxzEQ4Kya3CcIixvYHlSlNR5W7dpc0JyLGoiOA7T2VNTkerkwzPFPSGRHRutp5bbZ/KmlnZWeF1ZRHGraMiG1ajPVu5a7thhHx4BI8OWZRfR7aPkxZ5OfzyoDiayTdc1zOUo9KqfnxNU208Py7pBfFFK22Flaetyr0uZLObZtF5InuBz0bK3fR/y5JMQY91yXJ9orK14PdlRlKR0g6blxS3RcGU+3MdNmtcRZyXVFZ1O6/6pie7mwDuIayyOUmyuKUp0alft9dlefeZ/uPmGD+bJ8ZEdt53sK/Y3UMdWFge9kYaGlp+15kHgOjMY5BhE9Lup+yXWF/RdnWNRI80Zc1lBeD3+s2S3Rh+zJJm/ZSmpzdMy4elzQ72zdJ+q2kg5UFFa+d3RlNsP0gSfeVdIlyF3kJSXsoayL8MCKGrmxs+xJll4yLein9ti8bl99HbeWC653K9Gord5ffFxH/mtWJLSDlXLXKca/9I+JTszylaspu/GrK2g9nK1Mor4iWb3S2/2+mz0fF1oW1lCN8z5W067BpsrZnLEA2LkETaW4mzXuUr339hQuHyjL0RFee5ylrSvSsLGnjiNiq82QrsL2EsvDvNRFxi7OF6RrjEgS0/QtJD1IW9ezadhgYmrMF785Riujavr+kE8Yl0AYsasYxiHD4FHdHtK9o/AXlG9vR5a5dJf02Il7VcoroqAQRHteLDpdF76njtNiw/VBlFfvtJG2grO7+gtmdlWT7BElvG1w42t5C0rsjYqcWY54fEVv1dt3KRfY54/T7GFd9u0dTGvddJNt/iIi1Z3seNZUU72pVoUuQ86SIeGLViY4h2zdKuk75fnmeBo5GjFPQxPZVyqMRg2fwbx5ynJF15bF9T+X7R38HndPHZbyabK8z1f0R8fsFPZeFTQkQXRYRD5vvF2Natl8m6WnKo1JrKdv8vpGMLGA0xu4ccETsVXnI/5P0sN5OlO0j1OFsLKr4oKSLS7EZKy/Wx6bfddmpXVu5w7WuMv17XArBrDvVzlNEzLG9bssxv237S5JWLW/CL1FW/16k2P5UROw/RYq6pHa7rBFxjzL2gcqCcUcqH9N7aPK58nE1Tmeqqyiv9dWqQkfE3bZvt71KLPpt6+4n6UnKYxHPV9ZCODoirqz1D5QLppUi4h/z/eKZ3RoRP+o6n5joyvMN5Zpo7Yj4Vddxbb9UWa9hTWXm2NbKzJhWRdRqj1dbL1jggbbDmL+I+J/tSz3Rxx0tRMSXS1Hd7ynXbi+PiK5dYDpztsidViyC3RmweBjHTITlJO2t3Enqj7a3zUT4rrK4R+8Nbh1JH4ohKzijrpJmtqXyIua8aNkXeBRKpsSZ5eP0iLh+lqc0l+2rI+JBw36uwbhPkvRk5e/jpIj4SYdpjiXbj4yIC6dLUe+yy2r7vIh41PzuGzeLWibCqKpC2/628qLtJ8qOAJI6tf8be86WfbtL+qikAyPisx3G+oakfZUZAxcqA7OfiIiPdhjzQ8q6AN/V5KOPrRbktneS9DFJy0TEes52kQe2PcLhrJK/pbImx6a2N1L2rN91HMarzdO0HY4I2g43YPvnyt/v+Zr8GjPU48+LYXcGT+4mY2Uh18slXSxJEfGJ2ZjX3AlNdGdYTll/6lLlPB+hXP9uN1tzA7oYu0wE5U7eVZKeokwv3ENSl04N95b0S9vnl9tbSjqnd/ZznM54Li5s/ywinqBMNRu8b9b13mRtrziG5+QvsP2yiJiUKWB7b+XivJUSNFjkAgf9+upFLKlciN9ecfi7be+hrI4fyouvGr3hO5vhyIWVXQwWJetqNFWhf1g+FnklePA05WN4XUmfUV6od7FxqcGxh6QTJb1F+XrVOoggqReg26LvvlD7nfn3KLNVTpWkiLikQ3aXJP07Iv5tu1fw7SrbG47ReLUdpAy0TWo7PMtzWpi8t9I4ve4MvSO7R5Y/95BU8z1vnAxm/R03zf2zIkp3BtvflLRPlOKjth8m6Y2zOTegi3EMIjwoIp5r+5kRcUTZwTipw3jvmv+XYEEoWSYrSFqtnO3spVKvrNy9GAu2Hy3pUEkrSVq7nJl9eUS8cnZnJknaX9JxZTHeuyjeQtIykp41zECetxr03E9p0a4K/WJJB9u+WdIZ5ePMLmeflanfny4fodz5fn7HeVbRO3KxOIiI18//q1r5lrK2Tihr6vx7RP/OrCrH/R4m6UfKXe4rKg29tO2llR0kPhcR/7XdKQ0y6rdNuysibnW9ronX215VmVr9E9t/V7YaHZfxaqvadnhxUo74fL5GTYS+rNttY3KHpQNsn6XcnFukRMR7S+2aD0XEm2Z7PjPYKPq6l0TEFSXjCVgojWMQ4b/lz1tKlO7Pyt2QtuZIuqOcOXuwpI0k/ahXvRUL1MuVF8EPUF4A91Zr/1C22xsXn1JmwvSyVS61/dhZnVEREX+RtE3Z5ektOH4YET9vMdZic3HZLyJeKEnOVpa7KB97D1CH18PIDh61+nxjTNheStIHlHVCfq/shrKmswDw2xfB95EXKFOpHyzptX0X1F0Di1+SdK0yjff0cqywa00E2X6a5j362PYi6Qrbz5e0pO0NJL1W2eGjlYjoBXXfU9KZV5H043EZbwRusb2SpNMlHWX7r5LumuU5LRRGVBNhRdvbRcSZkmR7G2XL0UVSqV3Tqh3rAvRL21+R9HVlQHpPdcu0BmbVONZEeKmkYyU9XNJXlbvB74yIL7Uc70JJj5F0T2XP8DmSbo+IPapMGEOz/Zou52tHrXeW3fbFMdHy8NKI2GS25zYKtj8m6bCI+MVsz2VBsL2n8jXh4ZJuUta+OCMizukw5uqSXqYMePa3m2tVywXjwfYnlSmxr4uI28p9KyvPzt8REfvN5vwWZraXiojWF5m2D1Zmtm0v6SvKgOD5EbF3y/FWkPR29dWGkXTQbGed2N5S0mqDRSRLDYIbokVb31FwdvXpbzu8iqSjYshuGYurWjUR+sZ7pKTDlL8HSbpF0ksW5SJ+tj+u7F5yjCb/DLsex6qiZOO+QllMXMqA2xdn+zUGaGvsggi1eaJt3WskLR8RH7F9SURsOttzW5yVqPi6mnzB9bVZm1Af29+R9AlJn1Oe8XytpC0iYrdZndiIlMDdXsrfxeHKauyLbBV62zdJ+q2kg5Ut3K6tMObZymMRg+3mju06NmaP7d9IenAMvFGW1NmrImKD2ZnZwmGg4Nk8uhQ8s31ZRDyi78+VJH03Ip7cdsxxZPtUSS8efJ2y/SBJh0TEWHRnQDceQcHfMu7KyrX+Ivue3uPKLeIBzGwcjzPU5nLGfQ9l1wcpC6thltg+UtL6yjZVvQuukDQWQQRlFfFPS1pD0vWSTtZEkaJFTkR8RdJXSpGuvSRdVs5OfjkiTpn5uxc+EbGa7YcqdwPeX1KXfxURL+gw7AoR8ZY6M8QYicEAQrnz7q5n+hcTozwydUf58/ZyNOlmSeu1Hawcd3yj5g1uz/ZF+r2nCnRGxNW27z0L88EIdA0WDCoFUp+j8njuHU3qcNxn7EX9FvFV2d5WWcB1HU1+jXngbM0J6GJxCCLsL+mtko6LiCttP1DSIndhtJDZQlmteywX4RFxkzLotNgoO6sblY+blGeXX2/75YtaBkbZmVlb+Ua+rjLds1Xrvz4n2N4xIk7sOA7Gyy9sv3AwS6ociblqlua00IiIWhXnp3JCKTT4UUkXKQPRX57xO2Z2jDI76Ssak84qxUwdVBbZM+6Lm4EuOstIWlrSvzrUIfm+pFuV2XH/mc/XLtRsv7lkGX9WU3QiivFpxXuopNdpIGMRWFgt8scZMH5sHyPptZVbsHVme6ZOHhERBy2wySxAtj8haSdJP5d0aESc3/e5X0XEOLUR68z2Zco6CGdKOj0irq8w5m3KBf1/lMVhF/UOF4sF22so2xveoVz4hfLc8vKSnhURN8zi9BYaZZf/i5LuGxEPs/0ISc+IiPdVGn9ZSct1Sdm2fWFEPLLGfMp4z5b0YUn3Ub4etHpNKLUfbpb0jv7Au+33Srp/ROxTa84YH7Z3lrRVRLyt5fdfUaPbw8LA9k4R8QPbL5rq8xFxxIKe01R69bZmex5ALWMXRLA9R3ku+xvRoeWa7R9o6t7oktoXq0F3pbL0psoCQnMj5LP9O7H9hinuXlF5DObeEbHSAp7SSNl+UWQb1ZdI+mZE3F7uX0rSkRGxu+1VFoezlMBMbD9e2QXAkq6MiJ/N8pQWKrZPk/QmSV/qK1Y7Fhc5tu9V/vpaSX9V9pjvf1/6W8txr5a0U0R0qr5eChZ+RdJWyiOAkrSJskj0SyPin13Gr2WKVO1e0IRU7RnMVGDU9rkRsXXLcQ+R9Nnoaym4qLO97hS1Q7aMiAtmaUqT2P6Q8jj1dzX5NWaRLXaJRds4BhEepDyXvavyTfJwSScPm/o+XZGantrnz9DcqAoI1WT7HpL2UwYQvi3p4xHx19mdVV22L5J0cEQc0nffiso+5H9oW+V83JVOCm/WvK3hOp19tn1PZWXo/jFP7zImsCiwfUFEbDnQ8WYsChzb/p1yw8FTfLr1RbDtsyJi206TmzzeA5WvWVIGsq6pNXYNtq/SFKnadGeYWV/x72f33b2E8tjn/0XEo1uO+wtJD5L0O+UFay+o84iucx5XpRvbM3oZYmWt+bmIePjsziyVDbRBMQZ1V4BWxq4mQkRcLenttt8p6enKFjX/s32YpE833RXovyC1vYyy77WUBdQWtd7eC5VxChYMKrtSr1fWRDhC0uZdMmLG3BMl/dj2chHxmXJxfaKkn0XEAbM8t1E6StK3lK8v+0p6kaQbuwxYOlzsJ2lN5W7h1pLOkcTiAJBusr2+Snag7V0kjcVxtohoXYxxPubY/pYyKNu/69iq3VwJGoxV4GDArTHQhhJD2UkT2bN3SbpWUpfszB26TmghtK+k79neSdLmkj4gacfZndKEiNh+tucA1DR2mQiSVM5L7qV88p+kXPRvJ+kFw+5c2H6c8mLwWmUkdi1JL2KHcPbY3lrSZyU9RFlAaEl1KyBUa14flfRsSYdI+vy4pImOUiky+CNle8JnKnsWf2Z2ZzVavbPPvdZw5b7TImLG7KX5jHm58qz8uRGxqe2NJL03InatNG1goVV20Q+RtI2kvyt3R/ecquvAkOOuoXkrnQ/13m57S0nXRcSfy+0XKqva/17SezocZ1is2s2Rqt2O7euVLaUHM2FC6tYGtYx/H03OjvtDl/HGXenG9iVJ/5b0tIjotEFQm+2nad4syEW2YwYWbWOXiVDSkW5RVjE9ICJ6b0bnlTN3w/q4pCdHxK/K+A+WdLSkagWUMLTPSdpNWQ17C0kvVKaBz7Y3KBc/71Bmw/TuXySL5PWlTx6iXMT8TNL1vfvb7pgtBHqZSH8qb+h/VGYQdPHviPi3bdleNiKuKi0zgcVe2UV/YjkutURE3NZ1TNsfVh57/IUmtwoedoPgS8qsLNl+rKQPSXqNsm7PIZJ2aTO/GPN2cyPQKxi3Rd99IbKx5mdJSStp6uM0rdl+hnL9+wBlrY91JP1SE0diFhlT1EBbQdmZ4lDbs15vq6cUSV1B0vbKOie7KGuDAQulsQoi2F5C0rER8YGpPh8Rz57q/vlYuhdAKGP82vbSbeeIOiJ7XC8ZEXdLOtz22WMwpyVmew4L2E59fz9+4L5Q7igtit5nexVl0OizklZWnuXt4vrSbu57kn5i++/K4ASw2LK9Z0R83fbrB+6X1HmXdWdJG/ZtNLS1ZF+2wa6SDomIYyUda/uStoPaXlP5+rKt8vX0TEn7xZDdYPoKP06pbabECDyxvJ9jOH8a0U70QcpjdT+NiM1sby9p9xH8O+PgY7M9gYa2iYhHlCzI99r+uBbddRYWA2MVRIiI/9l+qvIcUy1zbB8q6chyew9l4R/MnttLnYpLbH9EeTaWftcL2GK4UyZJiogTyl9vVe4I1BjzWeWv7ynFk1aR9OMaYwMLsd7r+j1GMPY1kpZWX+p8S0v2Vch/gqT+lold1kiHS/qGpOeW23uW+5405Di91qKWtLbyOIglrSrpD5JGVdNhWFfb/o6kw7p2pFjMVM1A6PPfiLjZ9hK2l4iIU0r2ziJnnOtsDbij/Hm77QcoW7eOy/MXGNpYBRGKn9h+o7Lw2b96d3aItr9C0quU7ZusTHX8QtdJopMXKKsPv1q5A7yW8gwqMDK2P6uZ276+tsa/sxAtaICRiogvlT/fO4Lhb1cGon+myWfwh30eHy3pNNs3KRf5Z0hzO0V1aW+7ekT010X4qu39hx2kV/ixpEIfHxEnlts7qBzDGBOPUB5TPLRklR6mbB38j9md1th7wojGvcX2Sso171G2/6os2LjIsX2bpn5vH7ejqCeUjMWPSrpIOecvz+qMgA7GrrBiabc0iF7DiwjbS0o6IiL2nO25YPFi+0V9N98r6d39n4+IIxbsjIDFQ+n88jJJ62pyEcTWRQYHns9ztXkel2K/91e2k/5Xue/BklZqWxjQ9k8lfVUZpJAylXyviGh10dgrCDtw35yI2GK675ktpbbE0cpsie9IOqh03sICUuqP3KHcsNlDmR13FC03x4PtZSUtFxFdApXArBq7IEIttp8pac2I+Hy5fZ6k1cun3xIRx8za5BZztk+StFNE3Dnbc8Hiqb9fPYDRKjVvzlCm5s89N19qD7Qd8/HKbii3d59hfbbXVhYRfnS56yxlTYTftxzvJOXP8OvKHcw9JT02Ip5SYbqdlQ2Cpyk7a62rPEJ6lKTHSPpARDx4+u8G6lncOlIAs2UcjzPI9jaad8fia0MO82Zlal3PssoWbCsqzyUSRJg910o6y/bxmnxkpVMrIwynrzvDlBbh7gzSDMca2ujt+pS6Lg+WtJGkH0XEf+fzrcDiYIWIeEvlMV8s6WDbNysvrs+QdGZE/L3yv9NKuXCpWRV+d2X21HHl9ukar0J5v5F0iqSPRkR/oeTvlMwEYKQWp44UwDgYuyCC7SMlrS/pEk1u2zRsEGGZiLiu7/aZJY3r5rLgx+z5Y/lYQqMpuIVmep0Y7qPs3/7zcnt7SaeKqsHDOF3SY2zfU9kqc46y0vseszorYDycYHvH3nn+GiLihZJUCpTtIunzyouHsVjX1OrO0FPqQu1Xb4bVbTpd/YNa9WaA+VicOlIAs27sjjPY/qWkjaPjxGxfHREPmuZzv42I9buMDywqbJ8g6WUR8ady+/6SPt+yperYGii+tIKyMJtUofiS7YsiYnPbr5G0fER8hCMTWNz1PeeszAL8j6T/qs5zbk9lqvzDJd2kvEg/IyLO6TrvGmz/RNmdodcZak9Je0TEsN0ZeuM9WNIbNW+W5uO7zbQO21dL+osyI+R0SWdx3ns8lOD2WhFx2WzPZZR6NUJsXypps5IZeH5EbDXL89ooIq6yvflUn29bdwWYbWMRsR9whaT7Kdv+dXGe7ZdFxKTKp7ZfLun8jmOjBdvbSXpg72hKaQfV64H9voj4+bTfjFFatxdAKP4iaZE7vxoRo8x6se1HKzMP9i73jePrK7DAjPg59ylJv5V0sKRTIuLaEf5bbVTpztDnGOX/9SvqqysxLiLi/9u77zi7ynLt478roYpEQcEKBFQUBEMRxVAE7OeAIsIBsSB6PHYFy3kVC4LtBY9YsGDh5UREBFQUG6BSQhUJJYDAEQUVBelSBZJc549nbbIz72QSZu/Zzy7X9/OZT2atNbPmSpnJ3vd+nvt+atMHYjtgZ+Crku6wvVndZKNJ0hmU7TQrUFb23izpTNvvrZlrivXrRIr3URrLfm6cawb6ohAY8XD1zYNcST+hfDOtDvxO0gUsObbp4e4t3B/4kaS9KaNUALak9EbYtePAMRkHAe9qO346ZV/rasABLF5OH711RtO061jK9+BelL2tsfz2Az4EnGj7CkkbkD/DCAAkbQNcYvueZgXBFsAXOml4Zvuxkp4JbA98StLTgKttv647qTt2S/N7bZ/O0Eln/AW2v9Z5rKnRbN/YhlJEmAVcQVkdEnU8yvadkv4dOMr2gZKGciWCpHWbnyWvoEyk2J/FEykOrpkNwPabm193rJ0lopv6ZjuDpOdPdH2ys9ebDs6tpipX5NXueiT91vZWbcc/bC2Zl3SO7W3qpRttTZPF7ZrDubZPnOjjIyKWV/PkZRbwLMry/iOB3WxP+P/+Mu45g/Kk9fmUn12PpUxrGHf0Y6+Nmc5g4Fw6m87wcUqzuBNZ8gWW2zoO2wWSFgG/pUxi+HHtPKNO0mXAi4E5wIdt/1bSfNvPqhyt61rbCZv3f2D7VbUztRvxJtYxxPqmiNAiaX3gBtv/bI5XBR7Xh0sV42GS9HvbT1vKtaX2sIjoV20rqMY1iRVUEUOnrWfIx4C/2j6y/YH/JO85n/JK99mUwuekGhYOCknXjnPatjfoeZhxSJoFbEtZGbIuZVrDmbaPrBpsREnaA/gopan425vVcZ/ttyfY3dDef6gfexFJOmqCy7b9xp6FieiifiwiXAjMtv1Ac7wSpUHPVhN/ZvS75gnXEbZ/Nub8zsDbbP9rnWSjramSH0KZ0iC60PRsVEzVCqqIYSLpTOBkYF/Kk8ybKdsbNu3CvVen/Ly6u9N7dZOktSj7oGeyZCPEoX3C0OxH35ayMuS1lL+XmVVDxdAbsxKho+JkRCy/fiwiXDK2EY+kS23PqhQpukTSU4GfUZZ1tvepmA3sbPt/amUbZU1X7V1sX1k7S0QMH0mPB/YGfmv7rGap/w6tJruTvOcmlK0Ra1IKnzcD+9i+vBuZOyXpXMqkgnm0NUK0/YMO7rkJsDGwStv9Jv1n2E3NC0ArU/5/b60OmdTWjeicpEOBT1J6BJxM2U60n+3vVA02BSQtBO6h/BxYlS5OXuomSY8DPg080fbLJG0MPC+rdWJQ9WMR4ZfA4bZPao5fAbzb9gvqJotukLQypeHNQ30qgO+2tq9E76UfxeQ1+07H+yHaevAydPtPI/pB8yT9w7ZPb453oOzHn10zV8t4L4h0eL8DgR0oRYSfAy+jLFXfvVtfoxOS1rZ9U+0cUbT+/Ul6JaWZ+P6UKSZ5Qa4SSb8AjqL83JolaQXg4m6syIqooW+mM7R5K2U0y1ea478A/dJtOTpk+37g/9XOEUu4UNJxwI9YsmFXmv0s2861A0T0O0lbA4cDGwErAdOBu20/qoPbrtYqIADYPkPSap0l7aqfSvoX2z/v0v12p7yafLHtfZtXNb/VpXt3w2+asc1H2f5d7TDBis2v/wIca/s2STXzBDzW9vGSPgRge0GziiJiIPVdEcH2H4Ctm711sn1X7UwRQ24GZfnfi9vOGUgRYRnal+tKWg94mu1fNQ1h++7na0QlX6aMjj0BeDbwemDcJrsPwx8lfZSypQHKHvzxmg/W8h7gAEn3Aw/S+dLq+2wvkrSgmUxxE9AXTRUbz6L8HX9L0jTKiwXfs31n3Vgj6yeSrqJsZ3h706MjKz7rukfSY2hWLzbF1X/UjRQxef24neFRwIGU5ksAZwIH2843WkT0JUlvBv4DWNP2U5qZ9UdkG1ZE2S9v+9ntI+YkndvJ1gNJawAHURr5AcwFPm77jo4D9yFJXwUOoDxRfx9wN6U55b6Vc61ge8GYc9sDxwKPBr4PfML2NRXijbTme+RO2wubVTqr276xdq5RJWkLyoqsTYDLgbWA3W3PrxosYpL6sYjwA8o315zm1OuAWbYnnLMaEZMjaRXgTZQ+Fe0Nu4a2i3i3SboEeA7wm7ZRU5dlr2MESJoLvJCy/P5G4AbgDZ3sz5a0h+0TlnWuluaJ9P/H9twu3HsmMKMfnny0je+cDvwr8EZgPcoKkWMokxo+bXvDijFHjqRHAO8F1rX9H01h++m2f1o52khr+iA8nbIy6WrbD1aOFDFp/bjc9ilj5tge1DxAjwE3QRM6ANKErpqjgauAlwAHUxpfZlLDw3O/7Qdae06bBwr9VaGNqOd1lD4I76Q0eFsH6HRe/Yco2yOWda6WD7S9vwqlyDgP2KnTG9u+rtN7TIHfA6cDh9g+r+3895dWUIkpdRTl31trtc/1lO+NFBHqeg6Lx75uIalvJqxEPFz9WES4T9K2ts8GkLQNZU9XDL5WE7p3NL+29rK+hsUjeaL3nmp7D0mvsD1H0neBU2qHGjBnSjoAWFXSi4C3Az+pnCmiL7T1DrmPsgVh0iS9jNIs7kmSvtR2aQawYPzP6j3bu7QfS1oHOLRSnKm0tqT3Unog3Ac8T9LzWhdtH2b73dXSja6n2N5T0qsBbN+ndFasStLRwFOAS1g89tVAiggxkPqxiPA2YE7TG0HAbcAbqiaKrmg9kJS0zZiRgh+UdA7lVfDovdZyujuaOeQ3Uirlsfw+SNkSchnwFsoItn7qnB7Rc1O0+uxvwIXAyymvtLbcRVnl0K+up+yFHjbTgUdSHq89snKWWOyBpsFvq4nfU2ibvhRVPBvY2P22jzxikvquiGD7EmBW032YdPYdSquNWW0yG+in0Vyj5htNA6aPACdRHgh+tG6kwSDpVuB84FzgHOAY21lVE1F0fQSq7UuBSyX9DTinX7/fJB3O4gLKNGAz4NIO77ktZQLMUU23/Ufarj2R4gbbeQGg/xwInAysI+kYYBvyglxtlwOPp/SEiRh4fdNYsVkOt1S2D+tVlphakrakLH1szQi/A3ij7YuqhYqYhKbYuTVl3+lsYEvgjzRFBdvHV4wXMbQkfZvyvXcrcFbzdrbt26sGa0jap+1wAXCd7XM6uN+BlFcyn257Q0lPBE4Ys6qv5yRd3GomG/2lGSe4NWWVyPm2b6kcaSRJ+gmloLg6pZh4AW2rQmy/vE6yiM70UxHhwAkuO5Xu4dM8AVPGd8awaMZo7QvsB6xve3rdRBH1NfPQDwc2AlaiLIG/x/aMLtz7icDuwPuBJ9rumxWWzWoBbN/chXtdAmwOXNQ2AeahkZm1SFrT9m01M8T4JD2JMinjoe+JbkwHiYdH0vMnum77zF5lieimvvnP1vZB8NB++SWq9U1zxRgSklamdOaeCazQ6vWTQlEMmuYJTGsVwlbN6XmUrSHnLe3zIkbMl4G9KN3hnw28HnhqJzeU9FrK+MBNgVuar3FWZzE71zSvO5AyiULANEkLgMM7/D/uAduW1Nrj3hdbAFNA6E+SDgH2BK4AFjWnDaSI0GMpEsSw6psiQpvDgS2W41wMrh8D/6A82Uqjnxhk1wMXAZ8HPmj7gcp5IvqS7WskTbe9EDhK0rkd3vILwB+AI4DT+2js4X6U/edbtfoVSNoA+Jqk/W1/fpL3PV7S14FHS3oz8Ebgm90IHENpV8rWlzzGqkzSXYzfYFaUldYdr8iKqKGftjM8j/Jq3n6UB+QtM4BX2p5VI1d0n6TLbQ9jl+qBImm3ia7b/mGvsgyq5udW62fX+sB1lBUI5wEX5gFcBEiaC7yQMrHkRkpjsTd0+v+6pGcC2wPbAk8Drrb9ug7jdkTSxcCLxu4/b7Y2nNpJ/4BmfOyLKU8+TrH9y47CxtCS9AtgD9t3184SEcOpn1YirETpCr8CpflIy52U/Y4xPM6VtKnty2oHGXGtOeZrU54En9Yc7wicAaSIsAy2WwWDwwAkzaT8uc4BngysUi1cRP94HWVCwTspYxjXoWxpm7Smp866lD3fMymNehdN9Dk9suJ4Dexs3yxpxU5u3BQNUjiI5XEvcImkX7NkE79314s0miStOdH1bAmKQdU3KxFaJK1n+0+1c8TUkfQ7yn7Yayn/ubWWdFVtEDWqJP0UeLPtG5rjJwBfsT3hSoUoJD2DxX0RtgHWoBQWzrH9XzWzRQwrSfOBs5u3ubavrxwJAEkX2R53++VE1ya439m2tx1nSXSWQsdSjZkO8hDbc3qdZdRJupbyvatxLtv2Bj2OFNEVfVNEkPQF2/u1jUJZQkagDA9J6413PsWjOsZuL5E0DZifLSfLJukWytLsc1k81vGauqki+oOkVwBPtv2V5vg3wFrN5f+0/f0ufI3VbN/T6X26RdJCYLw8Alax3dFqhIiIiH7QT9sZjm5+zSt3Q65VLJC0Nlnu3Q/OkHQKcCylgLcXcHrdSAPjKRlRGrFU/0n5edKyMmWKyWrAUcCkiwhNP5IjKdsg15U0C3iL7bdPPm7npmqsq6Sjx/Z7GO9cjDZJlzF+Ez8AsuKzHknfpkyQOcv2VbXzRHSqn4oIV0jaj7LM/TLgSNsL6kaKqSDp5cDngCcCN1H2tF4JPLNmrlFl+52SXklpUAbwDdsn1sw0KFJAiJjQSrb/0nZ8tu1bgVu7MKLwC8BLgJMAbF8qafsJP2OwLfH/o6QVgC0rZYn+tXPtALFU/01pAnt4M7HlEspWrC/WDBUxWf1URJgDPEip0r0M2Bh4T9VEMVU+AWwN/Mr25pJ2BF5dOdNIGrN1IYWDiOimNdoPbL+z7XAtOmT7L9IS24wXdnrPfiPpQ8ABwKqS7mydBh4gIx5jjKVtC5W0DbA38I7eJooW26dJOpOyGmtH4K2U4mCKCDGQptUO0GZj26+1/XXKNIbtageKKfNg82rUNEnTbJ8ObFY500iyvQi4VNK6tbNExND5jaQ3jz0p6S3ABR3e+y+SZgOWtJKk91NWtA0V25+xvTrwWdszmrfVbT/G9gdr54v+JWkzSYdKug74JJAl9BU1kzLOAfYErga2sv2MuqkiJq+fViI82HrH9oIxry7EcLlD0iOBucAxkm4CsnWlnidQthNdQFtDsDQzXTZJ753ouu3DepUlog/tD/xI0t7ARc25LSm9EXbt8N5vpbyC9yTgeuBUhvtV1ueMPSHp17ZfUCNM9CdJG1L6kLwauBU4jtJEfceqwQJgPuXn3ybAPyiPhc+zfV/dWBGT00/TGdo7GgtYlTLnNmOMhkyzF/Y+ykqY11Dmex/TrE6IHpP0/PHO2z6z11kGjaQDm3efTlmieFJzvAtlr+O/VwkW0Uck7cTiPf1X2D6tZp5BImkVSiPK04AdWDwmbgbwC9sbVYoWfUjSIsq24De1JgVJ+mPGCPaP5kW0fYH3A4+3vXLlSBGT0jdFhIioR9LjKE+CAS6wfVPNPING0qnAq2zf1RyvDpxg+6V1k0UMF0kfm+CybX+iZ2F6QNJ7gP0ojYj/yuIiwp3AN21/uVK06ENNk+S9gNnAycD3gG/ZXr9qsEDSuyiNFbcE/kRZjXtWiqoxqFJEiBhxkv4N+CxwBuUB6nbAB7oxw31USLoKmGX7/uZ4ZeDS7HeM6C5J7xvn9GrAm4DH2H5kjyP1hKR32T68do4YDM2Kz10p2xp2ojQvP9H2qTVzjTJJH6AUDuZl+lwMgxQRIkacpEuBF7VWH0haizI5Y1bdZIND0oeBf2PxhItdgeNsf6ZaqIgh16z4eQ+lgHA88LlhXkUlaRPK5KpVWudsf7teohgEktYE9gD2tL1T7TyjptmS9FYywj6GTIoIUYWkVYF1bV9dO8uok3SZ7U3bjqdRXkXfdIJPizEkbUFZxWHKEsWLK0eKGErNk6L3UnrqzAG+aPv2uqmmVtN/ZQdKEeHnlFHYZ9vevWauiJiYpONYcoT9n2xnhH0MvH6azhAjQtIuwH8BKwHrS9oMODjTAKo5WdIpwLHN8Z6UB6nx8CwEFlGKCIsqZ4kYSpI+C+wGfAPY1PbdlSP1yu7ALOBi2/s2fWy+VTlTRCzbxq0XZSQdSefjbSP6wrTaAWIkfZwyruoOANuXADOrpRlRzb59bH8A+DrwLMqD1G/Y/j81sw2apvnZMcBjgbWB7zRNlCKiu95HaTL4EeBvku5s3u6SdGflbFPpPtuLgAWSZgA3Aem4H9H/lhhhXzNIRDdlJULUsMD2PyQt+yNjKp0HbCHpaNuvA35YO9AAexPwXNv3AEg6hPLnm0ZoEV1ke1Rf/LhQ0qOBbwLzgLvJK5oRg2BWW4FTwKrNcUbYx0BLESFquFzS3sB0SU8D3g2cWznTKFpJ0j7AbEm7jb1oO0WF5SfKdoaWhSwexRYR0RHbb2/ePULSycAM2/NrZoqIZbM9vXaGiKmQIkLU8C7gw8D9wHeBU4BPVk00mt5KaUz2aGCXMddMViY8HEcBv5HUPp3hyHpxImKYqCzdew2wge2DJa0r6Tm2sxohIiJ6LtMZoqckTQdOsf3C2lmikPQm23nC26FmOsO2lBUIczOdISK6RdLXKA1bd7K9kaQ1gFNtb1U5WkREjKCsRIiesr1Q0r2SHmX7H7XzjLK2LQy3ZzvD5DSj5lqua94eumb7tl5nioih9FzbW0i6GMD27ZJWqh0qIiJGU4oIUcM/gcsk/RK4p3XS9rvrRRpJrS0MawOzgdOa4x2BM8h2huUxj7L1Q8C6wO3N+48G/gysXy1ZRAyTB5uVfAaQtBYZJRsREZWkiBA1/Kx5i4ps7wsg6aeUOcY3NMdPAL5SM9ugsL0+gKQjgJNs/7w5fhmQLTsR0S1fAk4EHifpU8DulDGXERERPZeeCFFFswxzw+bwatsPTvTxMXUkXW57k7bjacD89nMxMUnzbG855tyFtp9dK1NEDBdJzwBe0ByeZvvKmnkiImJ0ZSVC9JykHYA5lP3jAtaRtI/tuRVjjbIzJJ0CHEtZKrsXcHrdSAPnFkkfAb5D+TN8LXBr3UgRMWQeAbS2NKxaOUtERIywrESInpM0D9jb9tXN8YbAsWNfyY3eaRorbtcczrV94kQfH0tqGiweCGzfnJoLHJTGihHRDZI+BuwB/IBSfN8VOMF2xiNHRETPpYgQPSdpvu1nLetcREREgKQrgc1t/7M5XhW4yPZGdZNFRMQoynaGqOFCSUcCRzfHr6F0uY8KJG0NHA5sBKxEWS57j+0ZVYMNkGY1zfuBmbT9XLW9U61METFUrgNWoUw3AlgZ+EO1NBERMdJSRIga3ga8A3g3ZVnmXOCrVRONti9T+iCcADwbeD3w1KqJBs8JwBHAt4CFlbNExJCQdDilB8L9wBXNaGQDLwLOrpktIiJGV7YzRIy41hSB9i0lks61Pbt2tkEx3nSGiIhOSdpnouu25/QqS0REREtWIkTPSdoZ+ASwHuXfoABn+Xw19zYjNy+RdChwA7Ba5UyD5ieS3k6Z435/62QaK0ZEJ1IkiIiIfpSVCNFzkq4BdgMuc/4BVidpPeDvlH4I+wOPAr5q+5qqwQaIpGvHOW3bG/Q8TEQMDUmXUbYvjCsNiSMiooYUEaLnJJ0OvMD2otpZomhWImzYHF5t+8GaeSIi4qEi71LZ/lOvskRERLSkiBA9J2krynaGM1ly6fdh1UKNMEk7AHMo3b8FrAPsY3tuvVSDQdJOtk+TtNt4123/sNeZIiIiIiKmUnoiRA2fAu6mjKtaqXKWgM8BL7Z9NTw0rvBYII0Cl+35wGnALuNcM5AiQkR0LKN4IyKin6SIEDWsafvFtUPEQ1ZsFRAAbP+PpBVrBhoUtg+UNA34he3ja+eJiKGVUbwREdE3ptUOECPpV5JSROgf8yQdKWmH5u2bwLzaoQZF09vjnbVzRMRwa5rdTre90PZRwI61M0VExGhKT4ToOUl3UUYIPtC8ZcRjRZJWBt4BbEv5u5hLmc5w/4SfGA+R9FHgPuA44J7W+Yx4jIhukDQXeCHwLeBGyijeN9ieVTVYRESMpBQRIkZYsxR/vu1NamcZZBnxGBFTKaN4IyKin6SIED0nScBrgPVtf0LSOsATbF9QOdpIknQM8CHbf66dJSIixidpLQDbN9fOEhERoy1FhOg5SV8DFgE72d5I0hrAqba3qhxtJEk6DdgKuIAll+K/vFqoAbG00Y4tGfEYEZ1oiu4HUvquiNLLagFwuO2Da2aLiIjRlekMUcNzbW8h6WIA27dLyqjHeg6qHWCAtUY7rg3Mpox7hNLw7Awy4jEiOrMfsA2wle1rASRtAHxN0v62P18zXEREjKYUEaKGByVNBwwPLdFcVDfS6LJ9Zut9SY8FbnWWKC0X2/sCSPopsLHtG5rjJwBfqZktIobC64EX2b6ldcL2HyW9FjgVSBEhIiJ6LiMeo4YvAScCa0v6FHA28Om6kUaPpK0lnSHph5I2l3Q5cDnwd0kvrZ1vwMxsFRAafwc2rBUmIobGiu0FhJamL8KKFfJERERkJUL0nu1jJM0DXkDZ47mr7SsrxxpFXwYOoHT5Pg14me3zJT0DOBY4uWa4AXOGpFMof24G9gJOrxspIobAA5O8FhERMWXSWDF6RtIM23dKWnO867Zv63WmUSbpEtubNe9faXujtmsX2968WrgB1DRZ3K45nGv7xJp5ImLwSVpIW8Pb9kvAKrazGiEiInouKxGil74L7AzMo+mH0FBzvEGNUCOsvQ/FfWOupbr4MDWTGNJIMSK6xvb02hkiIiLGykqEiBHV9gqXgFWBe1uXyCtcD0uzCuEQypQGNW+2PaNqsIiIiIiILksRIXpO0o+B7wE/tn3vsj4+ot9JugbYJb09IiIiImLYZTpD1HAYZe/4lZJOkLS7pFVqh4rowN9TQIiIiIiIUZCVCFGNpOnATsCbgZdm6XcMKklfBB4P/Ai4v3W+6ZMQERERETE00lgxqpC0KrALsCewBTCnbqKIjsyg9JR4cds5k0aLERERETFkshIhek7SccBzgZOB44EzbC+a+LMiIiIiIiKithQRouckvRT4pe2FzfE2wN6231E3WcTkND093gQ8E3iov4ftN1YLFRERERExBdJYMXrO9snAppIOkXQd8EngqrqpIjpyNKUnwkuAM4EnA3dVTRQRERERMQWyEiF6RtKGwF7Aq4FbgeOA99ter2qwiA5Jutj25pLm236WpBWBU2zvVDtbREREREQ3pbFi9NJVwFnALravAZC0f91IEV3xYPPrHZI2AW4EZtaLExERERExNbKdIXrpVZQnV6dL+qakFwCqnCmiG74haQ3go8BJwO+AQ+tGioiIiIjovmxniJ6TtBqwK2Vbw06U8Y4n2j61Zq6IiIiIiIiYWIoIUZWkNYE9gD2zfzwGjaT3TnTd9mG9yhIRERER0QvpiRBV2b4N+HrzFjFoVp/gWiq0ERERETF0shIhImIKSNrP9hdq54iIiIiI6KYUESIipoCkP9tet3aOiIiIiIhuynSGiIipkckjERERETF0UkSIiJgaWeYVEREREUMnjRUjIiZJ0l2MXywQsGqP40RERERETLn0RIiIiIiIiIiI5ZLtDBERERERERGxXFJEiIiIiIiIiIjlkiJCRERERERERCyXFBEiIiKGkKTHSLqkebtR0l8lLWyOfyfpNknXNse/knSipF3bPv9qSR9pO/6BpN2a99eS9KCkt4z5mp+S9BdJd485v72kiyQtkLR72/mZkizpXW3nvizpDc37/y3pXkmrt13/YvM5j+3en1ZEREQsrxQRIiIihpDtW21vZnsz4Ajg87anN+c2Bk4CPtAcvxA4F5gNpQAB3A08r+2Wz2s+BmAP4Hzg1WO+7E+A54wT58/AG4DvjnPtJuA9klZaym/lGuAVTa5pwI7AX5f2+46IiIiplSJCREREAJxDU0Rofv0psJaK9YH7bN/YXH818D7gyZKe1LqB7fNt3zD2xravsz0fWDTO170Z+DWwz1JyHQvs2by/Q5NzwcP5jUVERET3pIgQERERAPOATZoVAbOB84CrgY2a43MAJK0DPN72BcDxLH6C34n/C7xP0vRxrv2eUsxYg1K8+F4Xvl5ERERMUooIERERge37gSuALYCtgd9QCgmzm7fWVoa9KMUDKE/ox25pmMzXvha4ANh7KR/yw+brPhc4q9OvFxEREZO3Qu0AERER0TfOBbYHVrd9u6TzgXcCm1P6KkApGjxO0mua4ydKeprt33f4tT8NfB+YO8617wEXAXNsL5LU4ZeKiIiIycpKhIiIiGg5B3gLcGlzPJ+yKmFd4ApJTwdWs/0k2zNtzwQ+Q1kl0BHbVwG/A3Ye59qfgQ8DX+3060RERERnUkSIiIiIlnOBDSjbGLC9gDI94ULbiyirEE4c8zk/aM4j6VBJ1wOPkHS9pI8357dqzu8BfF3SFUv5+p8CnjzeBdtft/2HTn5zERER0TnZrp0hIiIiIiIiIgZAViJERERERERExHJJESEiIiIiIiIilkuKCBERERERERGxXFJEiIiIiIiIiIjlkiJCRERERERERCyXFBEiIiIiIiIiYrmkiBARERERERERyyVFhIiIiIiIiIhYLv8LKtLT1WuTWGgAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 1296x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_data.T[\"Wild countryside\"].sort_values(ascending=False).iloc[:50].plot.bar(figsize=(18, 7))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "norwegian-sleep",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "ename": "FileNotFoundError",
     "evalue": "[Errno 2] No such file or directory: '../../urbangrammar_samba/spatial_signatures/esda/ttwa_maps/Warehouse/Park land.png'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mFileNotFoundError\u001b[0m                         Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_420582/2376116443.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      3\u001b[0m     \u001b[0max\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0minterpolated\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msig\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfigsize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m15\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m15\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlegend\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      4\u001b[0m     \u001b[0max\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0maxis\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'off'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 5\u001b[0;31m     \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msavefig\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34mf\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_maps/{sig}.png\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      6\u001b[0m     \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mclose\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/matplotlib/pyplot.py\u001b[0m in \u001b[0;36msavefig\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m    964\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0msavefig\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    965\u001b[0m     \u001b[0mfig\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mgcf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 966\u001b[0;31m     \u001b[0mres\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfig\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msavefig\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    967\u001b[0m     \u001b[0mfig\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw_idle\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m   \u001b[0;31m# need this if 'transparent=True' to reset colors\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    968\u001b[0m     \u001b[0;32mreturn\u001b[0m \u001b[0mres\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/matplotlib/figure.py\u001b[0m in \u001b[0;36msavefig\u001b[0;34m(self, fname, transparent, **kwargs)\u001b[0m\n\u001b[1;32m   3013\u001b[0m                 \u001b[0mpatch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mset_edgecolor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'none'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   3014\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 3015\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcanvas\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mprint_figure\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfname\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   3016\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   3017\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mtransparent\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/matplotlib/backend_bases.py\u001b[0m in \u001b[0;36mprint_figure\u001b[0;34m(self, filename, dpi, facecolor, edgecolor, orientation, format, bbox_inches, pad_inches, bbox_extra_artists, backend, **kwargs)\u001b[0m\n\u001b[1;32m   2253\u001b[0m                 \u001b[0;31m# force the figure dpi to 72), so we need to set it again here.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2254\u001b[0m                 \u001b[0;32mwith\u001b[0m \u001b[0mcbook\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_setattr_cm\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfigure\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdpi\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mdpi\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 2255\u001b[0;31m                     result = print_method(\n\u001b[0m\u001b[1;32m   2256\u001b[0m                         \u001b[0mfilename\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2257\u001b[0m                         \u001b[0mfacecolor\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mfacecolor\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/matplotlib/backend_bases.py\u001b[0m in \u001b[0;36mwrapper\u001b[0;34m(*args, **kwargs)\u001b[0m\n\u001b[1;32m   1667\u001b[0m             \u001b[0mkwargs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0marg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1668\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1669\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0mfunc\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1670\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1671\u001b[0m     \u001b[0;32mreturn\u001b[0m \u001b[0mwrapper\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/matplotlib/backends/backend_agg.py\u001b[0m in \u001b[0;36mprint_png\u001b[0;34m(self, filename_or_obj, metadata, pil_kwargs, *args)\u001b[0m\n\u001b[1;32m    507\u001b[0m         \"\"\"\n\u001b[1;32m    508\u001b[0m         \u001b[0mFigureCanvasAgg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 509\u001b[0;31m         mpl.image.imsave(\n\u001b[0m\u001b[1;32m    510\u001b[0m             \u001b[0mfilename_or_obj\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbuffer_rgba\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mformat\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"png\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0morigin\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"upper\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    511\u001b[0m             dpi=self.figure.dpi, metadata=metadata, pil_kwargs=pil_kwargs)\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/matplotlib/image.py\u001b[0m in \u001b[0;36mimsave\u001b[0;34m(fname, arr, vmin, vmax, cmap, format, origin, dpi, metadata, pil_kwargs)\u001b[0m\n\u001b[1;32m   1614\u001b[0m         \u001b[0mpil_kwargs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msetdefault\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"format\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mformat\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1615\u001b[0m         \u001b[0mpil_kwargs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msetdefault\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"dpi\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mdpi\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdpi\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1616\u001b[0;31m         \u001b[0mimage\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msave\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfname\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mpil_kwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1617\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1618\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/opt/conda/lib/python3.9/site-packages/PIL/Image.py\u001b[0m in \u001b[0;36msave\u001b[0;34m(self, fp, format, **params)\u001b[0m\n\u001b[1;32m   2230\u001b[0m                 \u001b[0mfp\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbuiltins\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfilename\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"r+b\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2231\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 2232\u001b[0;31m                 \u001b[0mfp\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbuiltins\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfilename\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"w+b\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   2233\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   2234\u001b[0m         \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: '../../urbangrammar_samba/spatial_signatures/esda/ttwa_maps/Warehouse/Park land.png'"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x1080 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "for sig in plot_data.index:\n",
    "    \n",
    "    ax = interpolated.plot(sig, figsize=(15, 15), legend=True)\n",
    "    ax.axis('off')\n",
    "    plt.savefig(f\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_maps/{sig}.png\")\n",
    "    plt.close()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "integrated-pavilion",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x2160 with 32 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(4, 4, figsize=(20, 30))\n",
    "axs = axs.flatten()\n",
    "for i, sig in enumerate(plot_data.index):\n",
    "    interpolated.plot(sig, ax=axs[i], legend=True)\n",
    "    axs[i].axis(\"off\")\n",
    "    axs[i].set_title(sig)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "expressed-height",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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AKEbnu2Ko3hkR8V1RJLZdHsUL22+MoXN+3e+6rDuxnVJ1HKyVDf4uavZbDXwvR9f7Xsq6ddusd4vigfIlUfSf/HVE/ExFvX8o/3t5FO2TFGVbdfi7i4h7Dfy8PcY854v698tr617bL26/zr5Tp+0x8f6t/Gz/sM6+MO67Xqfu1NqZA8fAx6NIWrhvWf6VUUxjNrzsiX3hUbNvq6y7du45EWPOPVH0H95l4Oe7VKzzMeV/n1T3c6z5WW8v98mvLo+xd0eRkLLhY6as+91R9AFfHWOeyZT1at27Ro3nmdGsf+vqKM4nb40iEW7key7L7hTFS4mXlf+ev87nM/E8GvWfO9Rq0w/8fuz5du07i2IwiKkcgwP1at2/1VhO7XZmWW+k/b9WFmPO+TViuGrov3eI4gWwSX93q4j4yLjlbfRf6yPdpJTuGhEXRPGW079EMUXSpRHx9VE0bgbfZP3KKG54196MvENUv134JVE0RP4xiovrPVJKKZef2ID3pZS+LpfZgEOGs6l+euB3OSqmEip9Moova703vl6TipFF3jRYL1fPY/uSKDIEr4yId6ViCqCqt/suLt86eevQMg8P/P8LU/1hBH8iiu/hXmVm3zlRXKSHPT0ifjaldDyKC1C5yNEsuyhOgk8ZWO/flG/8DVvvexlW5/OOiPh0ue05FcM9Py2KxuawlSgaN2tvzN0+iuFr/ysVQ+k9v+JvIk69pThiaB//UBRv3T8kio6ih5bVPlP+2xLrZ7TWPQbW1n1GFCP37IwiK/LKiPiJlNKTc86PHaj6nznn42tZ0OXbg8PHS0TEjakY/eiCiPimcvm3qqj32ZTSvdaWkVJ6dBTJFMM+HEVDuup3w86N4gZrzfEo9uVh98xlJmlp7W3KiIjI5VRYKaUH55wHh2p8VrmvP3doeYdSSl+TJwxrH/X3xbUsyufE6XPAPjef/qbm10WxzzwsTn/7aXg/e0hE/I+U0mq57vUytJscW5+OU8fBeupms667vJzz36dirtavy/UzZP8l13srLlIxOtN55Y/vytXDvH4x5/y5qjePhpZV97p1//Kto3vE+m+wfl9EfHtE/GbO+YYyA/qno1rd77DWtlRsz7hz1M7BdeacP1y+MVDl01E0JqvOIYPOSSltzzl/soxjWxTXmlvknJ9VZmh/vjwPfyGKRnCVN6aUnhrFw5v1rq37J8R1mpqfz7TrnSjPr2vn0HOiOrP6eBQj3/1cxGlvzVe1UT6Xc/6bKW93rc8ynRqW8YeiOG8/v1zeeVF0BO6IIrP8H1JKf1Fuw6Ni/WGb617Xn5NSelkUyS+D+8XwaA4TtyUVU1D8RBRD1T4pDU1BMWTd81g6NaTsZakYLesvJ8S3Vv75VIx0c9so3mB5VET8dErpd3LOL4yIt6WUfivWv76sOZ5zzmtvPaaKkQXywPSR5dtea2/f/UMuhqsfNvG4jqKz6zVRvDF73UD5ZeXbCYMmth2bvikVEW9KKX1HLt++XkeTNkqk4q3ewWFMP1WWN/2uf7D8b+W9Rzo17d87Ukq/EcVDlcq2/4C623xTeTxdkVL69Si2fdyIE/+cUnpJFG+uX5SKoa63DFfK5VvvNdSNMaLefhYppYdG8ZDk2iiuwXcv3wQbfptr4rpzzttSSs/OY6bkrFj326L47A5F0fl1vzHHTN32Vq02Ty7fjq9h3fbygAujSPDemVL65yiSjSqnHImISMW0Tj8UxRvdb4hT1463R/EG4PB1/aYYc12vee1YM+17j7rt+ib77YejeEBWOfpIqda+XfpCea1e2+YHRvW+VHcfi6i/3XXbo+ekgVHfUvGm8dbyd2v3dT8cxTVz7Vz4rii+80o172+bnL+Pp2IY+rXP8V5Rvf21jpmBY+A7oxit5RG5mELsK6M4H6xt57rtsnRqCO87RsSRVIyYM3iuHx698nFRHGtPjYgfSSm9L4p7nrdVLH7d77np/XJK6c+j+D5eU27v2uf0J6kY9WrQt+WcB9/wfnFK6QNRPHRZM7GdkIup4/8gpfS9Oec3VG3H0Datdfyu+adUjKJTpW6/Q53joEl/2TtTSm+JYmSoHMVbn++oqLduO2HAUyLi4ij6uK6Loq/wwhj141E85PyLnPM1qRidrWq9ETXajqXPpuKt9NeWsV0QRZLDsCbt4Gmf8ybVa/KmeeRTo3fePuf8hQnV68b40fI+ZvBzrGoL3DPn/C8DP/9rROzIxagqJwb+Zvh4rDJcZ/hN9GF/n1L62ShGnXp4FOeg096wT6ePZJyiGOXmioh4YErpgXl0NKC698IT+1Fzzr9WtjtelsdMgzIUa922R63rf912T0rpaVEc25+N4g3tn87F6DRbokhA+N9l1Vp9Rw3PeXWvmVuj3vXowymlx0fEGeX98tOieHi70W2OnPO6x+MG7o++P4oXHQ/knP9P2T4ZnG6w6TU4IuLM8vv4vjg1Itc4E/fxlNLlUbzc9/IoRnlbW/8HUjEqwlq934oi2f1tEfGr+dQUVRellD42tN4m7aM6/UcfSym9OIqX9CKKz/Xj5X3hiYF6dfut1r6XH676XobUbbN+KorkvF8d7FeocFlK6c5RjPJweUT8e1SMkhDF8faOlNIn41RC27h2a6375Yj407LenVPxvPCHyziq1Gl7VN2/nTYVX3k+umuqP1pYk3ueabYzfzeK88PP5pz/Y2AZnynbGcMm9oUPrP+0/psxdeu0BX4tIj6UUnpHFPvEN8Xpo9xEnJoa6ClRfDcTpZTuFkUSw4OjOF7eExFPH2wb55w/mVJ6bBTtqE9HMaXhf1QsLmLC95JGp4I6u/ybH0spRR6YCmpA3XvXOs8zm/RvPTci3hLFS5YfLNuuVaPxvSKK8973lT8/MYpRE79nsNKk82g6NdVR3ecOddv0a9Y73x6K4kX8qnyAcSaeH+vev6V6/a1rz0zrtDMjIu6QUnpAzvkD5TruH8U+ETE0qnIqpvx8RRQvQKw34szafn9Ted/9bzE6u87g9T2iOB+vTZ827G9SSt+aT02T2Eia/ExstlJKH4/iy33l0A11pJSemXO+aODnH4rirY61nfSbI+IXyxvu4WU+L+f8irID5aKI2JtzftBQvSNRDJk+9mF1SumsXMw1HhPK1k5MK1FkaQ8/3HnaQN0LI+L/i6LxlE9VqZziYURK6cyc8/AO+GtRnDj+MQYe0OdTc8qNHUZwzElzLfHiq6L4XD6WTw0rtSHlyebdcfoN4zflnL+t/P3aQXxmRNw7ihPEuO+l9udd1t8aRYfDt5TLe2sUF6p/G6p3IIq3694Zpy6UvxrFSfIXc87jHoSP2+bBE9irBjvqUkqX5Zz3DtVf9wa97jFQ1v2tKIbjensUw3MOzn/8sZzzVw38/OtR7I8/EEUCwVOjGOHl54aW+eVRNIA/mHN+d9kAfmgenet3exSNiAdFMSXEakQ8YaBhM3gD8/VRNGTXvYFJKf1cFBfJwQeyf5Jz/rWher8bxf4zeGH7RB4dPuyKKN5Ofk/584Mi4vfy0BCTqZiu5I0R8X9inaSWVDwEnbgvDtT9cJya8u6JEbE75/w9A3U+GhG7JjV+U5GINyIPPCgdqFvnnLfWIfK1URz/fz20PcMdImsx3Dvn/HepeCh9Ri6niBmo8/I6y0spvX3wvLWelNLFUdww/mWs00mXUnp6FBnfa+WPioiX5uIB9XCMb4uIZ0XxZurTosjEfspQvVrXrfI7HBkace28kzY2P+XE77DhttQ6R6ViaOt/j9PP33fIOT+uIsb7RTGc7N/H+t/1t0dxnvhkWXTPiHhyzvktKaWH5Zzfnqrnp6/siE1F4llF1cr5Xx8SxT77yrKD4w4555G/b/D5TLveE6LocLhvFOeJR0fEz+ecT5tuKaX0jxHxgJzzZ6s+p6G6z4sic3/iDUyTa1edz7LskHhHFNei9w397nfWzpMppT1xasqyd+WcP7TO9tS9rr+23JbTpgjMFZ2uk7YlFQ8FLo+IH8g536dsYx4avm4M1B97bkwpvXLctq0T3yOi6IC5VxTfzR/knP+1XPZHcs73qHN9GVjeT0VxvXx4FB0FPxzFsOe/U1H3+6Lo8HpnFJ/3eVF0jP7ZUL1vi6KDaPC4ftLajUoqOhd/I9efFm3dtmNZp/I6uGb4epiKKS5uH0Xn38gDsKZtlJTSI6PokP/KKB5y3COK7+Nry983/q7XU3bmrLe8kWvopG0eqHePKB4k3zqK69edomgbfaJimbeLotP/6lwM+fwVUSTOvrWi3sRktYEY/7OMce36NvJgctJ+NlDv8ijeKvxY+fOOKPbxPU0+n5TSFTnnr08pHc453zdqSCm9IIppC/4zIt4bRSLBoTzUCdagfVS3zfNlUdy7fGXOeX8qhnn/xpzzy4fq1W0vb8s5r6biweqWnPONa2UV2zz4cOAN+dTDgUgp/XnO+Xvq7g/l39S6dpQ/V917XJBzvnbo794R9Y7rddv16dRUOSnq77d7oxia/cPj1l133y7r3jeKjtj7lMs8JyIencvE8iZt+g3cW9dtj35HFG8W/2NZZ1sU95nvjKJt/sKIeEvOuWramRGT7m+jeAu26T3mw6O4//+aKNoSD46I/5FzfudQvbrHzLui+A7/rOJ4f2IU7ZGI4r52bLsspfTN630WOee/rypPKe2MIpH4xyPiS3POt62oU+u+tcH98sNyzm9fL96Buu+L4k3l10XxOT4uIi7MA311KaXvyzn/6dDfPWa4HVyW3yaKe517xukvlj23/P267Y3hc235N1X9Dn+ac/7VoXq1joMmUkqPilOJ0+/KOf/FRpc1C2Pajn+UR++r7xKnXjLKUVwDnzt8fzumjTSuHbzuOW+g3rrX1Y30d9SRiumyXx7F/cO5qXjp58k556dW1K177T8ritGgbtknophSaLg/+veiSBZbO0a+N4pEq5+OiDflU9NVfcN691cDyzsjivuMC2rU3RLF9FbfGsUx8JYoElzyQJ3nrLeMPPTSVd174YH6ExOdUkqXD7f/xtSre99aq93aoB383HKdVf14Xx1F+3ystWNrg+e8um2jyuvS8PWo3Oafi9P3iV+u2G/X3eY8kGyeJjx028j90Xo2cg1OKT0milGX3ptz/l9l2/Q3cs7fW1F3bR/fE8VUGiP7eBp4kD0h1h+OYiSGmyp+d6dcJCBspA9+Yv9R2R/y1Cj6cFIUSQG/F8WUHLfLOf97Wa9Jv9XE/uWyXt22zO4yvm+K4jx5NIqZHF4+UCdFxN1yzp8uf75nRJw9fH0ZqH+bOPW87KOD9zxD9WrdL5d1Hx4Dx0wempZ0oF7ttsfg/duYZb0kivPspTF5WsSJ57wN3E9cETXamU2kGn3hk/pvhpaXonjhZFvO+ZdTSnePYvSrfxiq9xVRvKCWohix5f8M/f5vo2infn0U/VunGXMM/m0UI3q+piy6IIpnaw9Po4kQXxpFMu9/lstr/Aw1jZnKbaBe1bPHsf36Q/UmPs8ccx5vfP4eWu8VFfctVWXrnkejeJa+du9fFWPVc4fvidNf/h7bpl/vfJtS+nAUfbHPjuok26rnIxPPj3Xv31KN/taU0mtyzk9MKT09D02nPmaZ94vimn6HKD7Tz0fRljwSEd85eB+YUvqWKBIbHxhFO/dVOeePVizzF6K4T9gXxb1mjqI9+gtD9Qav71+MYsSs057tlfUeFUU/9JaY0M9TuY25/aSblHPOkxrJZUP+gVEcxGtvxoycxMq6t7xNNVD2TXnorcZxO00+/a3ekc7VMWXrnZhyHkhKaNjYqGowfy6K4ayuGKg38QF9SukjUX8u0rPiVMMpR3FBuGS4kVzWfWScugl85/DNw0C9wRvviOKG8ZcGbg5qPzTZyIWgrvJCef8oDqZ/yDl/pqLOfaLomBt8o3nkjfwGJ7CJN+gNj4EURefh89dreA8te90b5bLe7SPi5lxkRO+I4kHm3+ShhKyU0p6c8+Xp9A76R+Sc31j+vtENzFoDOIqOlcELVmWHQarRWZWKh7uviOKBUkTxkOCH89AD6JTSJ6K4Sb46Bt48GL4xHLdPjmmUTLzop+Lh7o/l6reih5e3O059Lu/OOV85pl6dc956HSI5D73hnYos/CdFMZTivcpOhEtyzvuG6lUuN492sDw/io6818fpjf6qRkStTrpUzOv5jWvXmHK/PDR8U9Kgc6DudesD+fQ3OYd/vxqnGm3nRvGQKEXxFvSncsXoAHW+w7rbUh73Pz/8nY6JtVaHX1n3rVEk6AwfM79UUfc2UZxHIgZuVlNKv5SLOVlrd8TWVe6Le6Po7NqRigzo1+fT37BYqzvxHN7wc2zyUGJnFI3FFBFvyxUjHKSULo2Ix1ad5yvq1r6BaXDtqvVZppTukMsOlwnLOyOK4dAHH5p8avxfTJZSujrn/HU16k3cllQmHKWUPpRz/oay7Mp8+pzea3XrnhsfnHN+76SysvzVUVybh0fpiJTSvpzz2+reVA78rm7nzpUR8fC1a1IqkpL+bnDby2Ph0VE8VB45rgfqvW34cxhnUttxFjbQRrkyilHo/i7n/A2peIv0cTnnJ20ihokjU6aKjtiqsg2s+9ZRfH85iqT740O/b5Qwmhomq9WIr9Z+Vta9quJaP1JWY51/HMXUG+dEkTxwy69iwgPWlNIdougk+KmI+PKc822Gfl+3fVS3zfM3Uby99XM5592peIniQ1XnwVSjI2jMfW/lg6s6+1/d/aG8HvxcnWvr0N9N6lyu+8Codru+QWzXRDGK7XD76O/L39fetweWOfYlmSZt+iZ9GWX9Jkn/a229tQcTw+3qSyPiibl6RLbBehPvb6PoyF5vQ8Ylqtw1ivvsFBHvz2P6aSYdM+V+++qc83qjQTV6MJhSuijn/MwaZW+IYvs/EcVDr3dF0VdQ1VavtX/XvV8u69btH7lnFEnTa2/tvjcifjwPJMiNOe9UJj2mlA5G2T8Wp7/k8Pzy940e9g8sd2IieIP7son9ZeXxf1XO+T7rxVvWvVWcfl/2zoh4SR7tkxlJoo7is7os5/xX6fQ3Pau2Y+QBULncdduOqUHCRl3lMp8WRWf6ui8GTrquNt0nyvvgA1Ek6Qzu38PX3w9EcQ6/dOA+4cNV32mda3+5zbWSEsvz4/dGcVytPfh+Q84j/XnviGI6htdH8XDpmuFlDdR9SxRvPk96Cey/R8Sb8/pvHzdW8164SaLTi6J4UPPBdda5obbHhO1o+tLGuJEza/UdDexbXxXFA+BLy58fEcW57Ecq1lmrbVTWrTPy6WD9MyLi9jnnyjf0U/2XoWo9dKsrFSNlvTCKKVluHcXDzn/POd9p3T+conH7eNpY4tSXRNGPOrjvvGvg9xtJIpraA/C6/VZ1+1DKuk364O8QxTX9vCgSF3LO+Z5Ddeom5j0miuSvG1Mx0sp9I+JXxrSN7hUR1+Wc/zOl9NAopkp6dc75hknrWWf9Y9seKaULcs6vHbcPDe87de9DG8TW9H5ibDszNR/NeG2Zg33hEUVf+K/k0/vCa/ffpGIkp5MR8bCc81eXx9pbc873G6jz4Cim3/pCSumCKPaJi/Ppz1puXZa/Joop6Ia3p+oYHNu3N24/GFjehp+hpoFnf+XPZ0QxVVHl8ZvG9OtX1PvymPA8c5I0OhrPafJoYtehKF4WXEvsenAUI8V941C9FEWS/dpz8PeM6RupNThHU+udb8vr5BOieCHg0oo6VYnqde/1at2/TZKKZMD9ZXwPjTg9OSmP6b8t799TnXNiWfdxURzfn47iJZfXjrkXuE1EnDWpf2HC+j4ZxTRrVw+3p2v9/Qb+ZqoaNpIPDR8U6yx33QbHQL3Kh9XliWAlioymx8epneXsKC74O4eXVf7d0/NQRtdwWd3GRln3j6J4CLQ2POd3RjEs3s4oHgb9ellv4gP6lNLrI+Jp+fRhkcfV/dMo5il8bVn0uIj4kpzzY4bqPS+KBvcfDtS7POf8rEnrWGfdr8k5P3FSWc1lNToZl3+zEqemg1mrN9hYfU4UJ5CviWJ40f1RnIxHpt9Ko8lL74nqN1Nq3aA3PAZqNRibSMUbrOdFMYXb+6MYNuymPNSxmFI6HBE/mMvhDlMx1N0z8lACQqrZiVh3e5p0Vg38zdlRnAsrT8SpxsgrTTpEyvoTL/oppXdG0SD/YKz/tsnTo8YoLgP16ybojLxNOKbsiiiS1D4wsO+OfcidUrpjsRnVD+DTbJIsro5iWoeby5/PimK0pokP4scsr9Z1K9UcWSQVw6RfmsthOlNK+yPiW3LOPzlm/bW+w5rbMvGcsoH9e2QUr6HfV45esyaPmVanxnrrdkBfERHfEMX8xmv7bOVD2Abn8Frn5tTsTbd3R8T78vqJXX8RRQfwO2LCCFtNNNjuK6LGZ5mKJM0XR8SX5aKzcVdEPDLn/CsDdX4siuSKf4niocm6D7NT0Sn3P2M0MWG4A/z3I+IFecIUgXW2JRVvZ++L4u21+5adKH+cc77/mOVNPDemBg+Wyt99ebncHMV5bPgNmlo3leXvmlyDT4u9vN5eWbE978o5f9Pw3w/V+f+ZO/P436bq/z/XvcboytRgntNoLmNSadCAJESEilLuRQNNREUyFUWJS0JImTKP1zxc7jVEgzFNogyFuKzfH6+9P+/93u99ztnng1/f9Xh8Hve+z3u9z7jP3mt4rdeqBlf2ERswT4CCp7MD//Ey40RNAmxp4K/J2jE3GsP3ZXoRjDUTWMXdnzezG/JxYR3Jr0SvipmyYew02kqV1/x+RlkpdvKE6tZ6AkatA6xmAzr4ouRrZvhN5zgLeseGc43VYVsDs7n79gXd1vsT3r0LEO1wfo4loMHn0Fq9GnA/SoBf6Q2Axi77qFbM7EZ3XyO7343Au5b9rIjWlwMZrqiahOaYkUrA8Lv3M5qYTMEdfcCLl3lHuywbX2KiKmFkCo7GNhJNyd1NgUujH2GipX+7u59R0L3C3VuTHrVjO+juApzoIUhlin9s5e4/yvSqbPqwfbJ3xDKS7bU+RSuIMMQd1kStmNI1oeSnv+j+bdjvh+kIsvbY1/nIxulKVFcBJxvm+pKttQayYZ6jQmrGd6Lb5S9XxUeCT3GAN7AHBx9oIxRUPiX5ahIqHivZW0VQwwsVqwSCd70H1iNeZmYnAnuVjpPp/RTZODFw/nHgOc+S6Wb2E0LcMGzaDDEtLY4KuVrHuTeA1GrE6gEbVYCWoHu5u7+9xznUtHmq2c9pwF0oLrwvsiXudPfJmd717v7WmvUt+U1XbKQKlNhHgj3zUcSyMQmxR3+roFfFgGBiFV0LtZSc6i2tME1V+5tn69YvfMB+3hfY3Qfo9Fs0590frqfoa9bYHkHvZ8hfv9JbwB+1do+J0fQQOpgXrDJ2ZCqE2swHLKsvRzmE9zac55J0s1fXMp+ehFqoPIcAR/MBh7j79zK96mKo5DetSTdTfHQqymccjcbwnj7KhnkTYqw7LZzDtuH6v5Lppf5llMdQLHyPdM22iphHtu8i4Mh6AqfM7JOoleFihLZtCNg1bnaIWgmxhn0YzaEsk+lVxa2sZ3y58hxvAuZELc6uQvew5Lt1AvOC3q3u/ubw/PYHDkKtj0YKLsP1rI7s4AvQs3ytu2+U6X0Ydel4JXq34vxUZFRosj1MrVZ/bC8ymCY5bm2utdqfCN+N2Jk2AJXsEv5N/fknvQMc2WYDWGX8Juje7Ir9Nc7hpkLflQigKgQk+nDJ7zOzhd39H23nnuhejJiwTg6btgK29wSEZgIQ3pHN9a/30LZnPGJm16F1JTJVzYuARms36NcC77vyrZ2MvdYfQLQyspfnQ+/VP1G+8tZM70eIQSre6y2Au919l0yvlpyjBOwsxiZrxcx29Iy9+IVID/8tXQcjPiLGA93dJ5naRX4GtQz8c6IHBSagsJanxZVXIEbMJl9zQQSY/DhqKxpbmL8p+gbBdtkD5Vs+Zc35lqpnE3yZ9/k4QeWzdau85HIY8B6CEeHuM03tXEpyoZltBvzKvRkt1GRwIBRjqpcnq39uZjFZ/R7gE2EfqVPxBDBkhGWyHarcSeUT2bbngBkmFFtXkmxBYNVkotsb+CUalNMZ9L5+Fer3O5Kgt/H1In1t5gRcFhajXDYCVo4D0MyOB25BNG5DEozILzHqUOeGYO5UTEQB6xGxMvI1GsDfor6XXNzfd9HEOtSGAgXKo3wELaa3uPv2YVH4acMuf4bGTARAbIUMhc1zRXf/kw33nCwFzKregSDXmdkabQZjw/1LzylPdpq7P2lqw3W4ux8YjMhcPgL80kSZuS5yYN5d0NsQyJN77ytsg4rrCYbSTCuwXZXEksRAvPcFw+2u4DSeTQOdv4fezJYxCLXIZ1AP+qFFP9NprcBKZEfEnBVZXL6L5rsR0E3HnJfLXgwCdG3b/uvuz8T7Z6q4HRlTwQg7AVggfH4YVfsMVVd5IRHWJFbR3zTIVNT3OAYWN0FGcNxP3yq/w6hbt6LTlQJQnGwtQoCgMapLdz/PzPYrnUvtM2y4pjg3/tgH4InOOWUc4/tia+97+cGW3zqDa8Mq2d6CHIkC0DHZ9PGwLa8ieMbd3cw8HGOelvOpncNr5+apaO2OzsqD6J3Kk9/3hWP9IBi4V6LgwJmZ3hnhr1N6GrW11117L49GSdsfA7j7rWFeTQNQk5Ht8Ujh9yU5E92Xiymvl1HWBbYzAQXa6HdrrmUf4HxgcVNiZB1k45WkdW40gffWRj2Q03E+CRn9IxLW3r1RWw0DDjezfd392ERtZ+Bn2frSdI591uDzbdCTGGQrlfp5X2RqPXAKwwH6NEi+AOqvm86F+bvfu/ras37bZrYJCtqRbc8TYJPNbF0fTYCdxuBdBY2z0xgk66M8GgIR04ATzewhsj7EQeainPza0cw2cPcpYfvqtDBT2gAMMZ8Ngxgn0dCTvMc1Hwxs4KGdlAlY9htgDHTjg0raYtC/cPhnTICl+G4ty3Bv6YNL5xwPx+iaCXXjDGRv7YKq4w09ox9lOlX3xwVwW8nqE9VzIx9yumdtgbNjV9lHPWye/4SgRLzfa6J1M+6nlDyA0eDua4EPIDBVum4/geyQ0rUcBbwM2AD5Rh9B9PWpdI2HVK4xtfTJn3MKxHr5yK8GUrJH84TR4WZWShi9HQXo7gt6i5vZdj4aWN7bE4CGuz8a/PUzCucz3dQS+iyawdi1YxvgU+7+w0TnX6YK4XyM19r0UBfL6GOPFkGEyM6I8pvwVyOd/mA4bp8kWR5k3cnM3hWDrD3emSj3A1ebkuVtVP2/RMnAVE4jxD3M7DMIAL2sKZgf5eUocZTLDGCXxCe5AhWLlcBib6difFvWuqnFX66KjwSfog009Rf0jD6E7OUoT6CWhyW5xsze5KHYJxcrA17TcyqBu4pAcJRMSfVq3oPqeBliILnDFK9Lx05u86yRxeoutXKsbjlUmT0rHPtI1EJtQ1S1OaXwm1bp8W7dR917cAICtLyHBNDScPirK9aEaGMfgyjr2wpkWgEgiSzn7pub2cbufnzwYS5gVP5kAhl6sBV2bbqW2rUftWi5LZxrIyjReiRsgz3zA1M8+kuoXUEJFPCX8DeBlrXW3bcxJUy3AqYGX2oqKkx4IlNf2JNq5rBuvTL5fjqDRA4MJ3kcJXPy49fEUUE+To3U2B6gROi6yI5YBs3B03w0qVxr93wL5S6GmBcKerWxoyVQ29Sx80Bz+YhYwi6C1uxFEQg/Zxf5ajj+EPMpWs9Seb27P26KB5+LfMvpyP5KZVNC0Uu4lr+YEsZFCfbtx1Hi7RYGSbftUOIQxJLxfVO7zlcidpypaO4bEnf/o5lNdIFVp5oKbHI5BL0HJ6FxuCVq9/o7FFN8e6JbE/OI1zIGOArnNzsqel7HB6xcF6J8UEym70PZdpuM/Jjr3H2D4CsWwRU1c7j1Y0s5Bq3PQ2xzBTmDurhVVXw5fLc8Ar3kyf58nnif14EcNkA2YCswj8F1vh8Vpp0Znk1Jnnf3WWGOPszdDzezWwp6ByKgaiNoMUqb7eEC3EwEHnf3Qyv2VZunq861BqnyJ8J+i3kZD8AoEwt0CsTb08yuRjZD6ZrWRjZomw0Q4zdX0h6/AXg23NM4hy9MwlgaZFaIJW4M/MDdj7FmcMj8ZvZtRgsSSvdxB+AIID7Lq8O2VI5k2J/4T2Eb4dxbc6hJLHYuT8DA7v5vE6BhRKwBuMGwr1ebbz2OwNgbPv8ercVjQBPvyTrryhusFOwUvIF1DbW7emOMwQV7fcy3sAE5x9xmtgoDO2USin/kcgSjwM7lms7TWuL1NmCi/5cVipi93BmiZn6s9d/a4i1R5wfItjzS3T/TpY/Wz9sRCBy0tk8FRq7PzH6F4qgnoHkykomcYgJVRon5llhw2pRvqX02fwUuNzFJp7GbkaKukvxfAN30MZJ3R/0DnzOzmDAsORK1Bkdjsjq8xMeb2WbufnrXNZjZVqjyYengWEZ5OUospHIGlUkyRg3lZ4El3f0pM0sN9bYE/UGVx0rlFjNb092vAzCzt6LJvSSvQEkdGFDCleRENFl+ACWFtgPGDB8z2wsBmuY2szgJGrr+nzTs8zw0Xk4Kn7cMv3kMIZSHkrvWXUW6CUr6NdJ4A0+5wB2zwqT9EAXnL0gteKnWQa99B6DOYPxA00U2iIUgxtbo/YFCcjAY6luicf4n4N2e9LS3QRBxGasLIsbr2dnM7mu5HqgMVlldYgCUNPkvw6ChoeRgkKqASNg2g45F3+sry4zhOTMGBkvSCdCxQYXhojYcpJxE2Qi9wszie7sheq5nF/R+Auzu7peF47wdOaVDSGmrTyqBFtSTGAABtgnbNkyV3P0QE3NQ7DO8vQ9ThMc58sPIgU4Zvu4rHLdq3fKKCqkgD5toSX+OrnkbRteNKLUgq3tQG4w0Qf53lCg8Ghk0MJhTZoU5pSlAVz2+UYLzS2GNejbfp/cAViEDqMT2trOZjbG9BakNQJ9qqtx7RQgw7UAzcLJ2Dq+9j8u6+xbBZiCs5SPvqwtEcawNKhG/gAJhL8/0+jgc1UYt9dddey9f5u43ZJeazyd/IkkMV8jLvMDIUpBiNV9BOq/F3S80Mb7FFhSTvblVaNfcOAcKBMzG8HN9HK1HJfkSqsR5BMYCj9eQgAhdVU6t60vHGly09dz9izZgAjDEqPbrgmoMAqQVIUNB8so5YDy265C4+xlmVkpq1SbAZvOkQjsEAOco7G9jNEfuhuyj+SgHgVqTX4ne7WgtamKm7A2GoP6aH/IAuAlyD7JzS1Ib9N+HUbDa9snvatfKVDrHWdj3f02Jk4vC900gmar7Y6Jm/xndQAzc/XshyLdzmPuamECq7CMqbR60Hp2FEvVXI1tgDDBZEzQJemcCZ5rZWu5+bc1vgLVdlZ+3uvs3TaxWub28N/XgxXgP0vdpCIjlg8REsVVfYZ+1CaODkf/yu6C3ArKpcsDAhMIxmmIsq4R/12y6HirHdjy2mVqehnOciNYWwudqm75nLAPq7dFWECH0tmVqEyJ9kmStQdbadyaR1kS11QMnT0Kxjv0Znoue8DIIqxZ8DvXj+0wGrZterPjILWGMjbDdhTlyppmd6C1gxUzWBT5hzeDq6Y2/bJZaIHjte/AK6uJlxSRpQZ4zs2Xd/e5w3GUox1AXRf5JtK/nQdXDz5nZf625AKvpvYL6d6sKsEE9oAUq1oQgh1FXINMFAIkS7YZHTWCZv1EGL+yMEoqLokD/hcjeLknt2l8LSqxK2JrZ61BcYHPgYeAXqCp4RJL1tZOJzwWwOB3FzqYgMMUXzewHPgxCe86SAjkTk4En+1m660IzqQY6uVqvrEQ3Q1vVOHP3S83sCpR72AA9/zcwmlSutXuedfdHzGyCmU1w98vCnJJLbezoBOAGU+GZo2cywjwQZBcCu0i4tj80vAsTfJgd8BHKdtDsJhbiTYAj3P1ZC4UtmVQXQ1mWdEPgoK3cfRcbTrrFgMNGiHlpZineAjwZxswMMzsQ+V2l47/XhxlMfmJm17n7vsHXT6Um5hGlBnBUC5x62t2fNjPMbE53v8vMXttw3Jo5PN6HGvvnMU8YUZukh63XFUNJZSp6vw5F7+D2lGPhz5jZIXQXn9UC8/4c4kbvAr5rAiiX3gMQYGMrlNSNfvvsBb2/d83fibTaHmGN/xADoEabtObpMunMtSb+xDI1/oTV5WXmMRXDRCbntSm/q1EOpdsGiPGbKbTHbwB+gJgBX2kCy3wEtbtN5QlTTnMb4G3BJys9Z5D9exS63lZ2yrBWlogSUhnzBcNvnjeB1UrSmkNlMEb/Y2aregCbmgDzT1GWWmKCTejOty7k7qeGe4kLsDZ0j6xncZ5lYJawbpfe/9+hOff+8HlxII2VNpFzPE4DOYfXATujtMXr10eFl6UC5lJ+Eurmxz7+GwA2zNC2EPByF0PbAkHlq1ZgLSz4rsu6+2bJ529amdQBZEdcWvrCh7ssVOVbwnc1z+be8DcHSYylVv4vgG76GMm1AY9ag6MmWf1GMxuhz/bR6p5rkJG2EMMVm08w/JL2DSydhCq6zgyfPwicHIzRsVYJ3pKgb/sul8Txnh3Y1swiW8gS6fES2R8FTi5D9+5tNDMBLehCe04O53RFmOziee4P7G9m+7v7XpWnnCNebzOzq919HVMfxXhdaSWJmdk/KFeS3BOuvW0RuMlEHX40CuL8mzJYA+rBSyUHfZdcqWfQr9Ng9OEej60tK4JMQZWRv3b3O0KA57JkH3ngZgEEyrnezEgCN32DiFXXE6Q2WFWTGOgDEKiu0qxZ9K2eim4qLSwu+aHpnvP6VhjuiYz+24CdUD/vowt688SgEoC7X97gVNcmlUCBsqnJ5+PMbEquZIP2dDcXto3NkWa2nw9T+p9tZiOJNCrXLaugRgyyFRoP8RlOo1zVBPUgq1VK1+LubzOzsXmvx5xSPb5r91l5f2rZ3qAyAO3uBwUH/nGUvP6Gu1/UcJpVc3iP+1hV6WaijX89AkpdiRyZvLquT3UP9DNqa6+79l4+HK41XvdHGAUU3INQ5L+hDkV+jplt5IFlo0l8UCHzShpYQGqvJQQOTkbsHv8p7CaV1rkxsYOO8wK9cYM8iObiKE8gsFJ6jjVV6eNZg0Fj4Fn0HIt2T02w3NRGcMRR9qSVQGq7hndmCQ/JwZb9psnLCSjZ2+SQv4LuBNg/zOxD7n5W2P/GKEGRn3c6Ftps/NbkV6K3EC3MlD4+MATUXfMdZnYucCq6d5sDN8Z768NVNFVBf68Eq1lli8Cwz6qkjCmJdTwVIBnq7s8h1CWqMVHsfppudsFa+6jK5kHVY+ujecxQAKkYCG4KmmRqt5jaGOUVkHmVHQyCcU+aWgQ8glqUjYm7X2RqQ9sJXvR+gKzDGa3oK22rThilc467/z6M0VxuMgXyf4jeg8/TkOSvuZ7asR3kAgQYPSoce2eU2IvSx6avjmUEqbVHu0CE2KBl3ZA02DK1/mCfJFlXkDU91853xrup+6uAk8EvfMzMcoDxvGY2r4+yutaCz6F+fC/mDa1IMukTH1mABrY7MzvV3T+K5p10TLSBQFrHRB57s7qWQ7VA8Jr3oDpe5u5XWF37uy8iQPw9YZ9LMlr5DPKTZpiKT+KxvxPWmItRpWdfqXq3vB6wUQto6bUmeF1hZysAJJGfmFhwvoaSePMidphcXuujbdfXoRz/q1r7XUCkGoa92oTtVGS3bOjuf2lTtHomvg+i8bds0H+Luz9kqoq/k2EQ2leBq5I48NuQrZQfex1ghrv/J8R1V0UsEfm8Vw10snrW5x290PqvsL9LkC1/LfLX1yi9rz3snketjjmzKnbk7t82tTtcN2zKC89SqWUXqWU+/TGyvWcC08K7VWIXKBW9lGKJoPnqUZQkvhYlwk4P15om3aabGGKWBvYKc1DOSgFKaE4EPodsosWRD53L8yaWxAjOTotj8ntUE/OIUgM4qgVOPRjW4DMQY+K/kA1Yks453N0jU09NbP0yM/seeq+aWBz7xK1GYig0F8jN7e6XmJmFeMo+ZnYlo0XpVcVnXg/M+ygq7DrIxXD5GoZb8aayPZqnvu1KTC/NoMgzlZvM7BT0DNP7WEqm19getYxdrXm6TGpyrX39iZq8zI6oIDH6549StnnGpMsGCGtLzIH9E7jAG4DW7n5iiGW8E93nTQrr7RYIbLSju//NzJZglNkryix3P7Lt/KNYXVHyPSHuEPf5WRRbLUlVDhXl/k4zsziPvCZcY0lqgRs1+dZWxt4gfYvzWt9/G4B45gPuDDE4R50LxoAY3pOcg3pgZ5TGeL277x3+rc1PQt382Md/i/mYlKFtDgJDG8NMhUuQtaAniwkBT9kwmG4dGoBdLpDz2rS0qw5SyyxY9Wwq18BG+b8AuqkCG0QxoTXHgrGe9eUKUmtw1CSrU+dwLhQgGXFmwgC+nwGFUaP0MDZw9/1MNEbroMG6s7tHFPeYQ2cVCXqro4LtxXzi7icHJ36NcH5f9jJYAwYO9V9N9HF/QQjBeH4runrhnmZmIzRoBeMAFHR6q4dehWb2FuQEw7CDUltJ8iR66S6hofWXDyjpjgpOzCQf7QVYAi85CoiUwEuWO+hNUvkOQAvys7DPT6LAwaXQ2LIiTRLOEz7fgwAHUarGTwwiEpxDGyRDm4KI1QZwj2BVZ2IgnNtcVPQZzwN6HVJj9JfozpbPd+TdLC6pdM553r/C8PMuCt0x59jKvVrvMbOvM+jDug1ylHOpTSqBnNptGO5vWjKUh4CT1tyybmEzWyYGWYJDtHBBr3bdOo4OakQYQ/xOLvy+JLUgq4VtOIi4BHJ8IKmWsYZ2jp4lJHsE/OJ+56e71+9xdN+fvLqnie0NKgPQZvZdF0PKRYVt8XOvOdzMLvGkr27TNuor3RZE6/ijyAl8uOF9rK3ugQqjdhzX3Xkvg+yC1uEVzezP6N3fJtN5IPzVosgnA1+xBkal5Hw+hBz+RZADuCSy4/J5oeZaDkbO5gHBGTsFOMcH7dpSqZ0bj7NC5Z8n9LI2oHb+M3r/z0TPZWNGnaIz6ahKH88abPUtWWqAE6ndMhcKIBYDg6ZA/kFoTCxt6sm8r5dbo6bJy1ko2LtxQa+UACuBvXdGQe8jgt6f0Focz61kV49JPhbpTn5F2adpn5l82hSgzo9bCkLVJv3mQmC/9cPnf6BkywdhpIomDfo7DUH/ZC78TWFbKn1YGmIyKPelcse7ls2hdkzUJqoJ513FTFdpH9XaPNe6eoqPJcVMyZ4h36ojaJLKCdS3/jgn+ODfQ0BRp5w8mQsFYmYDXm8C5o8AocyslNQcAhFa/1Z9pYRRqUL3JjM7hsFz2ZoymObzwNfRemB0xzLez6hPkV5PNfgMtWvYKejHY48lJvrY9H1iGUFq7dFWEGGQNFk2FwL7jVTIxZ9Wnl+fJNmCDIKsIB/yWgsVuvFca9+ZMI80ruveHzj5GwZBzLmQv/o7MjuGevYTqB/fra2botTERxLdtoBx9IeqY1IhRpCCoRZmEA8aE6tsORSkFgheeg9yP686XlZra6Gky/IMwJV3lfbnSqSdi5JKBnzFB0CLoQShKSm+vLtfbApYN8WKq94tq2+fFAEtX6cd0BL32zqHBqkt7KwCgLh7nFen0V4BXAv+hMq13+rBw1UJW3dfM/r0pkrkNp++Noa6OXBoIX7wpJnlMbPzTbHeCEDZzcsAlCMRc+dKiOkzzlfrZ3p9gE61zFS/pKX1XyK3hm1vRH7Vo2Z2rQeGbxuNaUfwxRIhTpPHtzemgjmzZ+xoRjjubOGcxuJDmVxhFewiLubTzRjkJ4rMpx7aTCSb7je1y8r10qKXFSgXvayA4qLR7j0Fxc+bQHg7AisD94QxuCAJw2Zy7Ai0fYr2ws2tUezvR2iOuw7YJsyTn8t0a2IeUToBRy7g1HkMYuDFWK+7bxr+u0+wQeZjGISdSrV9ZOX2jI8BN/mg7XkE8KS2nDPKQFYVt3Kxjh5NM/gqlafNbALwBzP7HIqVlBiaqorPrAOYZ8PsDZcn2/6L8moj4u6/NYGnlwif7wUOKKhOQvmoLoZ9qLPBa5nhWvN0mXTmWoNN9iDKRzaBd1KpKdiYzoDJ2XyUoSSXThvAKnNgyTncZWb/JNgeNhxrnwj83N3fleg/QDOz2Nlm9lkUQ0nX61Lx21S6i5J3RvPt19AzvoSCLROkKofq7jeamIzG7MwWW6EWuNGZb0XMe2cxzNg7xALu/Yvzut7/viCeg0w5+GO9Hez8cVTY0wXsjNIYr7eGVn9RCv4JVMyPffy3IJvSwNDm/VvQfwaBmOZDY+yfNLAfW127aqjPt1SBbq1H+73ieXsz0+//OTGzA5CzemLYtBUw3d33DN8v7VmlkYkGfD7gfE8o4pPvV2WQrJ5WMmAy/TnR4HlPw/dpAH4OFDzOwS9XMTA2PkgwNjwg1wr7nAi8imE01wOZzk0UEvTu/pVE55s00wh+xt3fnu1zfjTw0uPmaOXaRCNm9gFUAbA4cmwmAd/0QQXxT9z908FIzMVLg9rM1kDGxbzhmh5HQe47gPe7+6lBb6YPV341bduucOxShdSiKHGX3ptpyfdLlvaT6N6ffjazPyCD/BTgdE9objO91ncg043J06EAnbuPMDeZ2e8QwviR8HlB4Bp3f22mNxascvfWYJVVAGRMybRDyJKhDeeYG8CbIifv8EwvD1atB5QSg19H4/CdDKpTf+ruX8/0TkOBrI+RJBvcfXKmdy/lAGupKmaGu6/cts3MbnL31U2I7zeHbde4e96OaYyxpW1b8l3VnFd7PWZ2syu5k267xd1XybbNj5zZWGkzDdgnH+tmdjECY6RJpe0b5pQlEDhprXCu1wC7JsbvXoSWdcjAI1z3M2js7JXt773ISY6o8KXQ+G6iuG4VM7vR3ddI70fDs18BtQ9aiu6erlXP0Mw2QpSVdwe9pVHw5HLgU+5+WNBLgylzoaDs9PzYVgj4AaWAX3RgJpP1+i3ss/P+hPd0UwQkAK2ZZ6FE6k/SIFtYnyELQHtGX9kwZsfes/C5ag43gfJehhi/3s4gcDAJOM/dX5f/NsyvMdB4XUOgMeq+DiU6dwMmuvti2ffT3X01M7vN3d8Utl3p7usV9rUSMkrnC5v+hZ7hrYlO37Wr815m382DWAaeKH1fK8F5WMuzViINujNRcOFid1/FFPDbyt0/nelVX0uwy96B1qT3eqHFY4+5MQ3gzoWM/Vnu/qVEp2gfRvEEgW9mt7v7G9v0E90+a/BMVBU71JKlYEf9FNm+0W76OPCcuxeBE+E3E8K+SnbedHSvL0/micYxViumirSYALvemwHjmKpOrWncmtm+qDL7hLC/rRH7wYEF3dcwSH7d4IUq4+AUn+ju/+q4htQxHAMvebntX69r7iMmoNZIBXvf+bHWVg/b96bQO9zdP5LpjYyVlve68/6Y2bHI3kgT1bN5IYkc7PA1PIDywv24Mc7ViV6tfdRl87wagYF/jmzW9H4f5e4rZvubQQiatL1bcd6K35lAIRc02SjJ7+ZE/eAfy7Z/l0I/dy8A6cxsj+TjWPGLJ8Cy4Ou/HQUcj0r0nwDOdvc/FPb7YYbtqJGEUTj/XVI94IdeiCfUijVQqLv7jolO7zm04rh9fJTOWEaiW2OP5gnSeOzWQLyZXeXu6xa2V/m3JsDJ9xm8L9chW+rPwGoeAppt55ifa493pnNdD3pTKT+X1urdcN93cvedsu3vQD5UCj7f3hM2jUS3anyb2W9Ra8R7KbduinpVIP6g21i1a2bLAa/K7TszWw+tb3cX9jcGhnL3FUxJm9N8uJIXM7sevXNnJc+vaDM12V1eqHjseg+sX7ys1tYq2Zhj26xQwJZdRx7T+xRK0Czg7suaigSPajjHqnfLRNP+VR8GbHzHs1hGH6mZQ4PeQuEc3wVjgMTJXqhiD7rRL7u25JeZ4lBT0bpyNAJk7OnuF4bvI/hzCsPtPCYBmzbYMbVr/3TgY56Bh919tUxvan4M9K7ukOmtT9Ymk2afvtUuM7PDELjlGnf/c+H46e9WdCUti2OzMCZvdvdVTeDbP7sAZK3jvm1b2N5ql9mg9d+BDIPSJqF44oh/FH43L4rpfwF4tbvPGbaX4trJJdclbQrHq4odmdnnUd7h7wyYMEbm76A7AYFV3h30LkCx0XEljCxj9qa5nU+0XxsZ183seZRH2NFDC1wzuye3YWrnPWtuqxf10pjQROAAd29iMSlKbczDBDgau+ceAEdWaM2RneNQct5Uzf+gq63u24E3Az/L55Og28c++glq6XVa2LQZst8XR6CmKW3nmR23NW7V57kk+1wDgSleAeyH3tXveWBrTvSuRe9wmsw+yN3XyvRuRTGmCMybB60LMR4f7ekRsJBOsWhXjxUQufvS1l5AVC01NnjlflrzdC2/68q1ngV8vPTOZ3qNeRkbH9CgygawyhxY+K5YxJeuCbXXG3RHALY0j5/O3FEfMbPVkT0TgTZPoLn/twznUPsUgaT7X4oG4IbV51tnI2HsbTpm7btV+/7XiglksiVa9yegnPQv3P3xgm4VY3fQXRn5/2m8/hOu9mjRL3ktilfF9/OD6P0fiRMU5sf5gAN9wGY/G4oxuJktjgCUd7fNJWZ2g7u/JbHRhubIoDO9YKPe5MOMdOl3kwBK9y/RuZOOdtWJbnW+pWJfF6I8/RdI2u/5aJFxUf5nTDdmdjjtC2opYLwRsLIL+Yqp3/YtDKjxfwmsljqx3hLQsY6WIw3yMlqqGzxrMWFmmyADMpVaCrxGQxkZUfmxu/qRVdMsm9l+CA12N4PnNIaKtUEgfaHgMKaB3UXycwvnFyubH0OOcv79p4Ox/zWvSKSF39wIvCkY9ZYZlacm/6+qJMkn+5LYIFj8W4YRdmOOqg8SskVABAqgpsdd3oQw3RL1v/stmrRz2sGudyDdZx7UXxVVQ5aks2VFkMOo6I9t9dSt30KT4VAytOEcaytTvkpC7WohWMUAyU849/3Cf083s3MoJAaC1PYZ71OlWUOjVktFV8vi0nfOa70eG/RqXdoqerUC78rndTPbnIEDF2UHlFSKAauraaaOXLxgUK2D2DLwni3rXJVXyyPHEoTmHgNsjGPdqqFGhB49XWufobufm1yLhWuJbByHJXopMwTB2BpJFFPPFgAVvX6DdN4fF9vbuQwcyiLbW5BY3Z+CSMaq+83sMwh4tExwqKO8nKwazlWhMQG41dsBDDuhAOsiCNUf18LHkdMYz6NXpVtwftdDTs78qALjysLxa6t7AB5391ghgrs/bmJzGpPa6669l02Osg1aHh2SbKtGkbvoSw+iriL/WXd/xMwmmNkEd78srB+9riXRnxs5N1ugsZU7iU1z4yTKrXfyyvKrLaP09XKSZwICwObOSVVVepA+a3BtS5Y+7S2iLE+o/irILHd/zMqteIH6ubnwHkZa3kXMbBEfBGO3cfef5+O3NG6DvCezr480JfeG5tLEXopgmuXMbDkfTXS8GrV0uhk58ReUHEzPaG3N7GSGGXPS76JvdFZhG6aE2+Xu/gfThR6DAqv3o2RMKZm+Nlq3mlgDqubHRPqwNHyEut7hrWwOtWMikc+gRPWu4XqmNVwLVDAgBKm1j1ptHob7jB/M4H4/QZnVqIbWHnq0/gj+7DS0Xl3dYFdvQnc/dwDc/eBs/weRjOGgcwVZq76W+REbMJj9qrAtlZ3Du56uU5NREBczO8zdp1hDX/n8WQWpoVCvnkPD89+HQSFITKjlsYpqH6UyltHHHm0F14Tfpe/hhHC+Ly/p1vq3LtbKD+bbg6QJpYnA1z2pTm2RqnemZl0PUs36lu3/ZlMgdUzCdaxExn7S8p61ju9Eatt5pQnJMRA/oxXV0F61exjl+eqp8F3pmW5KQ9VlLl7Xcqhod6ViwwnR+8Lf2Hfu/k8bR7yMDlvLBuDKuc1slWyfL0t+F+fOudD7NDPovhm4ngHQI8ou6JldDxBsgaI/UftuUdk+qcFXeAwVgczItle1B4c6Fulg77wXWCbERJcws7e4e16hvYO7f9/M3oP8rO3RmL0wfD8HsoVmY3juepysQjuR2rW/imHP61sOHEKHTx98713ojqH+Eb1/3wvv1TUEEA4wM8Ysg+yOgF1D63o8fUbniidMBVTbAG8Lc9zYdVt/ljsYtssMMcukdllV67/kHD6H/PXVkL18LIm/7pXt0GwAdo2x/rGvtJsR0Gtt7GgysrdKsbkhCb71z1HybiQ5aP3ZPY+lop2P1bFNbIbi5JeZKvF/AUXQQ2lsjZ0igzHWh0ntORsG0hZlHL5j3H4RCctuItMZBnfEex/HSG7nnQ6sbgKuHoNs5ZNQ/iA9n4mo4LpmDgeBbt/hgS3RzI5E896GyP+Y0hTvKVxzV9yqV9eFILNchR//psBmlEgto4LR0rbJ+7WAjbIPWl8vD/uYYUkMzsy+5O4HNsUzCjHmVhu86Xkk+8ufy8UhTlzM0xWOHcE+jny9pmKEp1HroosYbm81dD3enpcp2nId5zcRtSLssgFqc2AgwEJXzKzqesO2PuOokem279gJ92Y9d6/JoVYzEAdbams6bClXPq0VhBJ83lOAU7wAtM9kH0bfraUKeqX3fwQAZCrK+S6al4yGNdgFpjwaONoU3zsZONTMfgns5wNw6BgoiG7GboLNOxSvT777ZtjnhcCq4Rwws30YtRvjb24M/x2ZH02xv+8C/zbl/7+I5pNVzOxYd/8uZalpCdnagr5pjupYL2+no1112Mc6qDXpb8J78xUz+34SI+oL7uzTfm9E/pftpYrUaxXyCvSCwAD9FWWCCf21QukhFh5cZ7I6eyATEbXVvrUn6+5nmFkOiOiTJKs1lGsS9H1olj+KKLiaFtC+gfTo0B2JqpfeaGZvBj7k7t8aO4l+iTQsox1PXtL8Ge2Akr6/YhAk3z753anu/tGmFzB78TahMljM6BibjQZARFiQbjCz7yBn+HjKvT5fQfM70CilAF0ixZYV8T1K353KYFUtQKY1GZpJqwGcSFVi0NRjeg+04H8qGAbr+Wi7rqpkQ+EdPczEavWNXJe6Rf/jtFDRWcLiYmaPM7gXzyC2lpJUA3Qqrqdvr9a9GDUGRra5KrZrUf+HU0fhfI6ZzePDPcHHFt4oZrZt9ruVTC0PfhY+9123dqeDGjFIdU9XOp5hMBRLsky4llJgMpUHEUVyLn1aatT0+oX6+zM3AoxMNbOFLWO1s/oA9EmohcT+DAMVn/AClWdYj2ZaMw0zrlZB3zezz/soqDCV2iBQlPehder7XmDCSGQKusZdkTP4DgoORJDTkYGeJiF/STYH1Fw39feyj6N8InKwPkCCIm/Rv9DE9PEr91bE+6OmCsRpqFXQQwy3n6weFyba9rciysofIpBCGlCGnnOjDSduJqDn8erShZhAnzuj9W86MJ+ZHeLu30vsl9mA7U1t1hqr0oP0WYNLLVnOLeh1AidsNLj8N9QmpSS3m9nHgIkmIOGuJL2Vg6Rz8zcpgNiD1Cahov1cO36fM7OtURDYUTCkZBtVJSXd/WumJMe7ka16hJmdChzTEXwYAS9ZfdJvMmJIIJz/SiiguwqiK16vcLxDaQFi95gfo3yR0RaBTQHU2t7hJZDMj5Lv+yYmaxPVeH37zyr7iA6bx/v3Ga8JmkC/1h/boevdDCXh/ovYLndLdO6hu597k7QVv+xvZsX5MdPbkNH55n2Fbdsx+lw/kWyLScg+lNQ1rW37gM+OQT7C9Badvj5K/ttSLAO67dGr3H1dG03UlQKY6Vo5CyV1P0qFNPm3VskiExJqT5rZfN5dnVr1ztSu6/l7ag3AySyuNQG980P2UbiOD7n7oZT9sFy6xnfc7/1W0brJ60H80N5KeCkvVMe6+01WDqRDPYCwtuVQDRA8TYgugcC0huI0D6D3une8jG5bKwVXprHNIXClh2S/mf0C+LQHIHaIZXyhcNz/uvszMcYTYlZD74/1Lz6pbZ24evg7O3x+P3AjsLOZnebDrIFV7cERAP1eOlikkT3wPLLD9kX38XQGbcqjxGe3ETA12DtpIrYX+DNI7drfBR7um7Ct8emPQ0VmJwCvQfck2lCfSH57BCqWwsQWuA4CwuyG4tuTEt1Ph3+rgCho7H8MsZv8zcT2l67nvYFOmV0GmV3m/Vv/zY3ew+ne0sLRBKY6392fMCWiVkWJuVvCcfsmlmtjR3+iXPBVOscPoftbTA7Gc7QGds/CLqva+SDbfxXP2CZIWuW42Ah/Heb2TdD4epUJAPJrD4xTtWMrjwFWyC2mQprTGE6mp3G1at+xYBfl5zfJ+4M7nnf3WWa2KQIcHG5mIz6HV4KIElkUXVscR/MAi4T9RLuzdvxOoSVulT4X62A/SuSQMPechoqW8/aFcd8zaEhmZ3IsFQUTYf7fGljaVSS4BGK5KrXUKRUQpc8/2iF9Ys1tNnh8HkVGjMK+bjezvyPA4DSaiyZi/m1zBmDXqWGd/lZB/TckraWbxFryMt4BgC5JGJsLm9kc3s5OWp0Doy5mVnW9UayuTTa0FyXPGXygmSgPVMqPjUm4NxujdpBda0OfQroqW8rqQCgfQuv/qSaWs1OAUxvi0p3FedDr/T8Q+KC3t4yK79v7UZxqKeTHnojiZeeiVolQDwqK+/0OYqJ5NHyeH9jD3b+WqC2BnnWUZ2guhioVBj2G5pqdULuml6M5aEl3fzi8jzciQM6I+HBLyNdSaAlJdwv66jkquYaX092uGoZbk34Rzek/Y9CatC+4s0/7vRH5n4FuvMAoUuGY7I8MnsvQZPI25JhE2RItirnhnR+nT7I6fSCzgL93GNRpwjNWauWDfAr1SbJaQ7k1QR+kTy/S21HQ4CEK0hZIt0GLj1yORoP+x2Eft5oSSPkCXZtIg8ToJaEdL5zvv4BdwyT7vI/S4E8O/9a8gJ3B4sIYAwZtbQr6k1CVyJZo4vs1hapCut+BdJ+dAbpE7g5/Uc4M/+bvUW2wqhYg05UMTaW2Yrg2MTgVBSwiwOtBZKznoJuqZIP1q9KcQceinzgdT1NgCfEeLC59x2PN9YTzu58OgJypf+NGwKI23BN4EoVnbQO60zXRPHUt6vV9T6LTt7Kp1BM8XXijpEbhXIji8uagW1y3miQYYuuHvy5qxM6erh3PMA34x6D3K9E9uiTobYCMvSHQTRagm4D6X5eM6daAXyadvX7D9d1soiVtvD+WUMajd3Z2BEZMKeObAtCPMxyAfgx4LAS7/uYJ/a6ZFel3UaDxjmDcpUGWIeMuBDbWZpTmOY6d2gBj/N0uplZPrwf+Etbp2TyjKPYW9HoUG1Blz5fZKJNInLxMWq+79l72dJT7osh3R4GfWWb2NA2VCMiBfhrZRlsjsOoYMDdeC7CVDSeWFrLRtqVTEcV7W3LzftS3/l0MgAErINapEvtMmriJycYdG3b/ehdD0dZoXfty+P33GF91WPUa7O5ftOGWLD/xQksWKoATPYPLn0cMdv9F6/oFyHZO9zc2N5vZlKa52iuTUO7+4/Df7/qAIaxNPobWre+jZ3l12JYfvzop6e5uZn9Dge1ZiPHql2Z2kYcWJVYHXqpN+s1K5t8PIEryR4CLTWD+ongdEPtvZvbyLNnwLc9YZFwsoLUsDVW9w8PcdARaC59H68wzyfd9E5OdiWqrYEAI/6+yj8Zh8ywW7MtYhbUqSRuM5Nprgia4e2QQuoIWttege4+ZPYVsk2eQ7fG6TK2mnzvQu/ilbX7EBqxmy1o7Q1sVW5kP2EwmIma/J+mWc8K4/R6yL51RhqY+4LPH3P28roP28VG6Yhm1PoWH1lBd832I/xzl7qd0XUfQr/Vv+7DI1FbjVr0z9FvXU2lifUvv4SwU1C8B664J890p2XWkldC92Pgq7fCSNIH4oaVql2a7FJTgLkktgHBnNFcvGs7vQgTKLEkrENxDQtTU7ugsdz83fH4famfQC3hqKlL4b5et5f3BlSt6wnzo7rebkhy5XGFivp47jPHPMgDBRIkJwXWQfxLf2c0p+4Q7MCh6g6zoLZEFUVHAv2FszP0SxbmmM2wn1cyheD2L9Ftd9PgR/PCvEOPKZbqpunhpYC8Tk1IOuocK8Gff2Ajd4OG+CdtOn97dTzWz36CY1zpBN64DOzAMPDbgTchOiWPjj8n+h8RGGfGeKOm5kuxp4d8DhJhM+DweoNPYaaDn15Sp29TM7kAgr/MREH1KPn5cRQ8rIYAYCGRciqN83d1PC37me1DS8ShUyDE4qfoWQZ2xoyD3AJeHZ5nqlarI96YuOVjF7kkdszf0YJtwFXSeiHzWBdDcsycDxqkxsYqEtpXBLzEhuUcSf1wArVFpkYSTxNXc/cem+N/jLvBro3hPAJMpFr18di05eOLZsL5vxyAe2FQgVwMiinIgstkvZ5B/+I4JAHVK+F1VvKcmbgVgdexHcZ8bmAA6H0Vx+0mIIeNb2T53zz5DxqgW5o/rkb/TVTCRggz2oxmwCR0FRO4e19pbG46VnnenDe49GTHcfTkTaGg9ZPP8yMwe9XL7oq0QSC626DsArcUjoBuvYDUJ0pmXsYoC/kzuQyyTZzE8xtO5rzYHBhUxs6b4U0msoU02yRqX7PcBmouS50N27etQDD+yzV1bWA+iXN3lKwTpUwRSa0vtQwvrU9h2P5p3Dgzvy9cRAKQU86gpzotgzr0JDE2mwpN9fbQo5e/eAbgJ8gfUPv177p4e75c23AmkChSUyPvcPc1f/MvMNgJS0M0JCBwWAS2bkjGvJ3IPip2kudG/I1DQq1158n+Z2R89tGBy9yfNrA2shjcztEVZxN0nN33Zc47qU9wEuuduApf9wJVfKII7K+VbJrKEPRi039ut9sfm42vR+aKJFap2gdwxWcfdrzaBORZAC5kB13sB8Wpm76sMQFW1HAmGdKzwnOaF6ptEN63amYUm+6N9mHmjWoJD9FoUXOkylF80MfX5OxOBbxpRZCbaqR2Sz/OgwMM7C/u80d3XMLNbfNBHe0a+mAfjdx50/9oSaaXznjMc/z3Z9jehBSwGwh9GdPm3d+0z2UdMTi+KHK+aYHHtGLsXJahP9UJVRd93IPwmrfSOY/F0r0sgNZ1nVX/sYNRuhxxBEEDm+NwBCePlKRQ0jcnQE3241+ZY0tNa+pbGYFX4/4czvZHEoIWegtl4HOlb3ePeXJZ8jPf7oJKBmS/6yMDaN7vunDIeAK/rXfwYcL9nAMHa8djnekwtgQ5Hht4cyBj6T3xfw/y5MkqSpGClJ4DLwkKf7u86lAiMhsGWwOdT594E1Hg7WjuOyvZ5trv/IdtnVU/wwj2YDzihMO/V9tG+3N3f3naMoFeq+vP8WQfd2jnlHOBT7v7X8Pk1wA/d/cOZXgr4nAXc54X2fmHu2YXkvQJ+5B2MX1bo9Wtm73D3S62BlSd1+E0VUasANyfv6a1e7ulcFYAO+1wdPb8LEJjute6+UUE3B2bFc7wi0zsBASZnkLQdzNcFqww0mpIGnwYWcPdlgxNxVL62hrH4RUbniXckOhujOfhDDLfleAIFoEuOSe11z6DlXtpwMLm0v7H7Y2p3uaYJNPkDlBz7pbsv27aPF0ssSSy5+wqmCtrT3H2dRGd2hnsbX4GeywiYzsymI9txfgRyvgl40ivo7lvO8Q40n54EHOHuV+TrlvXr6T4PAzuruAZn+q9GAeLnyarOzGxzV0B5afTsWoETyTrtKEh9Rr+7UZbKub1ke5a2/RE5pp2VX+M8V0MBtjdl23dFNtTDKJl0hrs/a4ElczzvhHUk/UytrN6PqvXvR1Tid4Tv7nT3HDiBiUL3EFR9tSYKdKzu7ltmere62kGsi8DjBwFf8eGgPWa2Cxp/j4bP8wNbuXuaXCqd+1I09w5/P7IT7kbjcWnUAuu8TK91TNggUb0uw63+JiHn/l3J7+5lkHCHQUA/+jPLBL0q+2gcNs9MVyvB96B1++uoMr/1vWgS69H6w8zuRuP2JHSfZnjGBmaV/dyD7pLJx9bil675Mdh089PBahaOuXRJD72vuW39MzT+HwnXfCVwVW7fFs53ThIK9b5zaPjNAcju/hXDPunNmV4fH6UqltFlj9ow+GxEsns+zd3f1qaf6I7Lvw3z58W5rR6+qx6TL6ZYGTi5V5Mta0r0u48WD8XvLyts9swm7Du+Z1Bhh1sZxH+fu29TOM8l0LqxVvjNNSiecL+J7edSdz86+82OqCXOFtl2Q6D7FRE7nKGWjBclOmciX/saZLu0BpPDb6a7+2rptZrZFe6+fkkv23aTu6+ebWsE5ofvo6/a1eo+6s+JCuzyfe6b6Z2Mkiopxfu87r5VpjcBAcPG7iHwU/fRYHEYZ++Otm+wjS/0AYg1triY7AIedV3LncBKiZ84J1o7XmdJnKbhHjS1B0/1FkK2ytbuPjH77noEFrkx3P+Fw7WskunFMX2Puz9qiuUsmtsd0W4wgT9XI4A/0/elx9p/ibu/08rtD8cttT69KWG2J7J9IpMjMJQwuQjZQTOQr3Odd1eILxOOvR5aO4cY8awfSxpWkU9IdCNLQ2Tu2QT5enmCPj7HTRkwq1zmWZww2OufZgC+2BQB5fKi1FtcLUn2B25z95NKY7vLr070qmJH2XqZKo6AJMzsend/qw3HRktz/TUoVpeye+7i7mtneiuh+Pt8YdO/UPw9f2d+hkBbZ4b9bYxA9L8P59o772ENCW13/0im901kb52ExsOWiJXud6gF09vHcezLvL6t2PUFX2homwmAMhmtczPQO3NtbsuY2evRe3Ctu58cbMkt3P2AwnGn5tvQ+NmhsB1THPEt6B7d4IGF2SrjPNazHauZ/Q61EhxiP3L3EnN2+rs3oQLLLdx9juy7kygzqq2I5oADg9617t5aVBr04pqdvi/FXIKJOeKrDK+v++V2a1hbO1l7gm5N4e1daG2NOZI5Udu/FTO9xdB8vD7Kc/0TvS/7F/Z5HvLNHw2fXwH83N1Hir8sYTVx96WtobWOVeRlTIV4XwR+nOjc7u5FcHfD3Oe5jVQrVpe3iv5/ftBSTP82Bm2yV7LQJtsLbd+srih5DjS+10a29VrAo+7++sL+On2FoPdOBIgaKgLxpG1ooltrS9WuM0shIN0WaG0/xbOW00Gv9t26CNk6ETi7NfB2z1oLm9n30RpwBsN+dV64PMm7wb2Y8vmXIFtqMxQrm93dd27QvxUxDMV3dm7gJnd/Q/gcfZ6FGcYoFMF6VvCv4zYTG/GaaEz/HNl6Fv5+7oXYX/j9h+lowWUCNc2Bxs/J3sA2WTtHNfx2IrClu5+Ybb8CgaW3RzH7fyCf4k3h+9S2TGN11biDPvK/bC8VpbUqLcgPkNNyrStgeNbobsBCH03g9WY2MkAKBttXrCPob6IM/xQDQ/pEMxsxpJNjNCJ2k312JskSeSD8zRH+mvbZmKC3cfSIREi576Kq7FIVR5QHzexId/+MKTj+G8qVRaCqpmXjOZjZRyj0Y/P+9JqpNNGO/xjYPS4QpkTUT9DCkL94IxJevFg9Mp2GMRjFzFZ097uA06wAivBRFOky7u5m9nIzm9dHg2lV70B2jOgMT9LHcnI36HRRKMfPD6MFquvYVZT6HtpPodZnvwEecR8J7vwSWC0GHkj6lmZyLZAGq0pI/VSeCYtYHI/LUmAvssqgVq1zFeQXaNGPbFRbI6RxuugfQwVlPELZr4qoxA05rTOBBc1sZx+ubK5qs9Tzeo5ADuppyNDbFvX+jfuZCcw0s5O8zPKSi7l7Whn1c1MbvvTcriCrbOqQ1p7gLfIkqirJ5TTq+mhXoci9H33sH9MP4Vq+5qPBk6U8AG6CRETzkLgqEOZADqejIEO6//je7esK+FUFPsJ5vYoBjfir0VoGMn4uZbhX+tgpMfzu1lLGw2CeeDTozs8oHSMM6Hc/TAv9LmisBScoVq3c4GUQ7erInulCMm9Hd+sNUDD0LajaBnf/g5mV2lDGsXg0DWPR+1Nlx+teErG+XBwcmlJ1Qde9jJWTNVWxvVDkNlxFkJ77tEyv0zEIsikhsRT28xdTgiuVI6nsbYzmsidNiaLDgx02Ms5sFMhzOQoolObLH6ME40xgWnhGucN3OhU93cM1pmyBrclF66462wuNx9ODndIGUP8RWiciuHJnM9vQ3XdJdHoF6HrKnWb2U4aTUCWWxKrKr2BDfYpRO2GHTK+WWWwh4MM+TLN9tbuvY2ZDQS0THfzY2PHRFplRuthmvoHs3IkIvB4BN+ujYEtJalkD4tz0fuBIdz/TVMmSy6fcfYx9x1Xd8ymGK7rjdUegWGvvcET3u4EPemsvi3yVvDija0xUt42rXdMT++hEb2FRHYfNEwMIxTYY1jOhRb/WHz9Aa9xWaD69IgR30krCR4BzfbQ134i4kvARcB9B6sX1mo750VVp9gTwprb76AmTow3T2/+u9JzcfVsAE1DzIygZtQgNcRbLku82aGNaPYcmEhMzaYLfGW1ZV+2j1MQygnT5FCnbyxKU2+9EucjMvsCovTxSpdnHv82kiUUmtYWjnTzEvNj3nTG19fssw+P2SM+CwLUxD1PF/gmE4iEzKxYP1TznvuObejs8ZdmYhYKsQyB+G4AH3tqyhk9BbURS9o3VURxs08L1uJmd4QK+NFVdHo1iPt8G3mRK6F2N5vVr3P3vhd/U0ok/HNbUdO3Ii5GKwHyGK5rnMIG/1rZCUYKPMhCcSQA/0t6qb3tkY04On6chuzWe2yMILBGro0/0btauRVAleHw/52W4XeVqYf7dwZRQt/THhff6JOA6EzgK5B+eHMbab8N5Fgs1wnfFhAh1LNI/CN+9ysy+jebwryX7yeN4y1h7xfLswa7fBIE/n43vTpQesZHXBBvsQyY2vvw+5uDKqqIgFyj/SOA33sA+YGbvRT7/WagKuWlM3IMSh8ujcf+wmf3DQ8V0SbyDEc8rWdISqcknRKllaYhxoo3QXPbPhuf+STSf/Sfs77soJpnnCv5sYuN6F/BdU3xxQmF/tS2Cau3MEXBNi1QxBlDB7mmKA23jSiZPCufSlKDswzZRKx9hkNDePsRyRhixgPf6MOjlJ6YioH1NzF8AEaRS8kVLIJVOxrlEatoTT0ZxqOtcrC4rUmZB/62ZfZlg57iKVkcAN+G7mpxVPvdF9qFXm9mrw/U0sV7nEmO7tYwF1exHprzfFuiZP4Lu5R4F1VpGtdquC8+GcR5to4VpyJuF+fOr4a9RvJK1J0hNXL+WEeMB5Nd9x5vBADGG8V/Ehh3trXchG7ck+9DBahKkJi/zMne/IZuHG31n4LfuPsSYYWrzl36+jPJ7nYNPJgJnugAaz9McM0t9sblQvLOpAKG2TTbIRvohAxt4SxRDS+euuVHsdL7w9xfKDNvVPqH3YyCOttQrS7ZUIp3rjAnAMzvyiTf3BFyU6MxkAKY/2t1b3y1UyLpf8vlbZrZJQW8SygG9O9mW5ycAbra6lmydjN2Z/By4JFlzdiAZb5nP05QXTWVhM1vCQ2suU1xzofDdMwxyO0PMguFzkxxIRwuu4DOvgHyQm0zs+VN9lB22NEelvlG053dB8cazkK+3C8JUzEDsd6m0tibtYVvG41fFeRt/376OvPRidVW716HA50YMEjZj4gME7U4uWr8qRLeNBv23AO724aD/rcBaiSE9DwI+jFTZh+8XQ0b2OgyCLJPd/cFEZyZKkg0l031AU91bTAixkQS9q+/gB939bOtXWThSydNy7O+iiX014ABvrs5ahgHQ5V8oGbuNu99X0F2UUQDRtILebQwWyokE2nFXf+FUbwR13LBtXwoUjz4cUO4UEzDr01aPIk2DaYbQeGPBtNp3INvn6ghZGCeVx4AdSuPMROt1CnLUxyiUPauqqZ1wrFCllW4zsaMcgII1+4VrXwg5n9u6+/nJ725BSNNPMuhjmV77IUHvdjSZfgNNwLleHozZEBkCr0eJonWAT7j75Zne+QyCWum7dXCm18lek+h2VsVZofKhJCEIs58PEmSvD9e/H3IWVk50b0UO6JvRPT8GJfZG3nVT8ntvhhkd9s2NCRsg09NKwGt8tNolfVejPIaCtN/yQSXDAcCjDJzPLYA5CW0wfLgytpZx5tVo4b3R3a8MC+/bfZRiNk3uTkBj41R33zPTG3l+2fcXuvu7e7z/25b2k59f0D0JJSx2RO/MscAV7v6FTO8IFAA7OVzTlsAf3f3zmd5GKFFVZAEw0XF/Bq1ZEf2cnuOIsWdmn0dj5+8MnE9Pxsdkd/++JZTDTWJKwiwPbIiqcncETnL3kcoaK1eMjbBeBEP+MGQAf9Dd77WGSgkz+yiaVy4P174e8EV3/2Wmdxqwqw8DnZqu6TWokmQ9FGh8wN3fm5+jJ1UAZjYbqjLOqwBax2KmWwLePobQ82dmurVMO1X30jqqYscj4X2NMhdy6qcX3q8/Uteb9wZ3f4sNKpdG7L1aWyJsvwUl3Q5FRv8dZnabj7Ka/BQ5ltEW+zjwnLuXgDyl857Nk0RZcv5fQg794aV3I+iWAMdxXk5ptbGOqjNT8GU2ZNNfme1zCCQTbP83enBCTBXEt3mo4gjbVvVBC7oR8YR1KbuOlyFnGdoToinQaRqFhKhVVn6Zqj6vZNROOD3TS+3wRmaxkpjZn9x98WzbASgQG53NrdD7PFL5ZhVsM2GeebknDB3hPTBvYFaoPPdzUN/0dyFf4SkEYMzfpVtRtUscFxMR88Ibsl1iShg9jxh5XmcCWV7o7mtkekMVPmZmaM3Mq35qx8Q8jLaNO8+HE/StjDL5umkdlXHWADxL9PKKwakoMLE0GrcTESBrtfD9Ml4IYDWJiX1sMx8EqudFgepN0ZxbqqKbFwVavgAs5gm7gJn9HFXgnY4CMI1zsw2q0qMNvwmFqvSW3w/Nj2HbiYhN5IGGn0W9HZEtE4GG6yM7+NhMbxs0T7wJsfxchcC0JebSYvLd3XftM4f2lVqbPuh2xjKCXpVPYQ3td9x9DxOQ7BPWj/Gxyr+1HiwypmKc4xFoy1Cb7u08xB7G8c6cipJEsaJyK2B+d9+8oNsJnAxrzFd9uHjoOwVfq6pQJOjWju/cDt8B2eHFArQ2Cb7gqoipt3WeNLMNGLSnusPdL23R/SFwnA9aV7TtdyICBL4dxTyW9oz9JOh9AL2HizMAgn/T3c/K9BZg+N2aFvRSf/VOOoD5YW3eGiXb8uIq99FYS2OFdx8xBbPXRPG5tdEafQ8BhOPupxZ+sz1KpkU/d31gHw8xRRP7x2dQAilv6db0Xq/GoFjrKne/Kfv+eTRvzoibsn3m9+deWlikM90VUUtpEMvSncl3JV8+PW7uc+yKQB8zEUB1CVQxvF7+Y+uIjSAfcUd0X27K9ErHrooxhznne7SwD5iYWXf2FqaFbJ/pOFoTxWRvd/eR+LN1MOJZD5a0oN+ZT0h0q1gagn29CbJX34JiL+f4KCvJbagqPYJ45kLxptzXexnwXuTr/CHEAt7kWdvPWr866L6R7vZJVYWVyTm2MgaE+fMAdx+JtRb2d2npOB2/mR+xM7ygJFXi009H79ETaDy+IdO7FvnpMa7zEVSou6YNs11ulvxsLkK7Si/H4Kvif0F3KQReivbW1aiN2X2JTuwWMAMBvP5rZXbOKlaRoNsJIqqd+/qMiS6xAbPmyhTYj7wACDHlSU5GvkFTC9G4Dq/kHYxqVtl1wQSW2gLZNMcTQAaeAT2CblXMOvtNI2tP+L7VBg/+bhUjhomVal1kxyyBWudc4e7HJDpxLp8bxa2eR+vMU+FaSjnFWlaTzrxMmLs/h57zqqYC/h3d/X0N968UAx7aFuyOKHMh+3mWhzbe2W/PAj5e8pvaxAJov7D9R6hN2JYIJPZvNB5HAHFWZsSKDOE/QfP7E6hYMzLO/SvfT/Lbb5S2N/gKrSyNmW60pQy4xAv+feU6EwkMGiWsf2snf/MQgPQoPnl9pn8QsqOiTfsR4A3uXsQO1IgNCvPWQXnakcK8ce73vSSdRdz9guz7Pj7PRowyPn8W5TY+5e6HjeP8rvaECb5DdyKypX6ACqEMxR9/lehE+x8Kc5QJkP8vBGh+J2ItngPFJmb0Pf9s3+uiIuOpJlbMl3vospLoVMV5G4/xAu2ZFyw1jkm4+HehSuWRCaI0wVceuyboX2VIJ/oXIYM/onm3QVSmGyY6nUky60/B15igN7MpyIC7xVsqKbPfHILQeGdRoKu24WoTQ9TlNyAap1I1TrrveYAJ3txW47vIgPktwwHJksG4ZPKxkXbchJy7meHnsrq7b5Lp1VA85qxC0RBrQqZ2inUE08bzDgRDbBd3vzJ8XhdRx44AxqyeQrk2sZQbNBPRu/X68PkmZGTMh4BY73P368JCfbInyUEzey2aqKcwTKsfjx0rHnsFq8JvFkSBAUPGyUhVTpOjW9CroqwLuo2Lvg2SNR+ljjK+5HTNcFHiDn1nPdosmdnpqL1cmgheyUfbE01DY/OnKKD9V2Qk58m0A9GYOSls2hLd98eAdT1QKVo58J5c/uA9sxcZwGjDyd1ZqEXXgwW9fRAa/dcU+mhbCxV2w3HTwPVcyJi42TMK3ER/CwRCehIFjopJ2zBPp07Wrws6dwEf8IwFwAOlX3RoqAz4hd/8EQUFRgBn4fs4PjvbwAT9DWmgjM/0bqWFjjHR60O/OxPY0AO7jSl4dXFhfF+GAgQ30N6SsTXQmOgdiMBn2yKE/GdRxcZXw/cxILkrLWMx2+dPCBS6YdNmwB0ooXCPu09JdGcQmHYSJ7kEGKm6lybAxlrJOzI/mnNfaw0sfMm1jAS0SmJmiwMH+ihlfpVjYOXE0smeALxMLXg29+Hexr9smEPXR0701e7+3aA7Jb8e6wfkeQUaE0sx7Pzumuj0Cdh+k0pabTO7BK3VMVg1B2KreFfyeVVkZ40AhnwYJPMrRIt7f/i8JArYbZXovCS0+n3ElOSJlV9ntuiNrMMtuo1sCh2/e8Ddl8i23QqsHOeQYGvd0mDn3eIV1PZ9xCr7q1t9suF7aGwfheaEnYE/uftIxaJV0nqbwDlLInvLEYAjshy0+isN1zydjrZxNghUz4Wq3mai9+vNaE5dN9vngsnHsco4d/9G+L61CMJH2/5FFqViG4zE5o9Mdl3XXN36w8wORvbCvCg4ciUCoNyT7XMSAiJsj57LVDTfPpHp3clwVfrcyD5qojx+P6PJpX0znUsRWO0GhquQ8/W6it7exDpyNxq3l3mhmCS7nmLyvc8cOo5rrrLpg25nLCPoVfkU1lJoUGsHZr+t9m977HM68DEPrA9hbjvZB0C1vu9MbbFPFXCyx/6qCkWCbnX7hho73MoAAsJv3AX6/B4CdM+DfJgIiComtbrEzD7n7keYCgRWQAw+/0mPmeguxCA4vyZ6X2Yg+3VcscQe59kHmL+jJ4muFr2fIBbFYiWzmZ3q7h9tei5N74spTrc9irsUAUlB79UMqqyL7c4tsGG3XMMkF0NJEWThw8ClTVF8cDmUiD3Zg+/asG8rzbMNuqsyKJq62suMFOMWK4A/w/ba2MjXfbhCu+k4VYUYYb57BwL5NSZC+0iwC9ZAyaf4jj2U+41BdzK634sDdyEQ6Bgjno226EzFfbSFUh+g0xnhPC8Kx9gQAUsfCjtP/an5gcfd/bnwXrw8H+cmkMB2yA8HxSyPd/dDw/d9AUS1fvXe1LVPqiqs7CNWCaYJ9uDyKO6Q2lq/Ct9/A4Hi7grj5zxku85C6/HFL+AcqxLaNmjbElsdXocKmf8MrOYNxWFWaFdpPYrKel7LrxnMye9AycfZfbTlWOm9HondhO3VIKLKc2wdEy32ATBYj6yheD7R+2a234mohXYnE7+ZfR1dZ/TnPxT+fzBqCde5j7CfxTzEhy0DGQDLufvZhd/UAiJLrD2ne4Flu8YGr10Tgu68DNr+baPT86WS72dHbIE7IFtrAprDp6Ik+kg8w3q01rGOvIyVC/i39oy51ATs3wjlUtJi9UnI/yox3qW/L5IPmMD0a6K1I53P0jUj9WcmoBjAZ3JbvbDvpWhokx2+bytKPg3l1G5HgJNrEcCwDeSdxlXmQmzOd3qhkJ6GQpGG/U5ETPdpjLK1wKXlHDt920x/ITTfT6Fgu9oATBfj7hMYPMcx/8PqY1u1hXnjAdwtScY270l8pMbnyfY3J8oBGGIrerqkVyvW0oLLzNZ05XXfjNat96N35hhXMeUiyL5ZMtvnKxl+1g8k342tY2GMPQws4c14gg9TwXIf1pvVUQvPFcK5neZZ3sB6xHmL51Ppi/x/lRbHZCUXHWfT70Yq31PJJwerC/qXDOnjvAERVnogNkgwVifJzGw1d59uHRW+VpGgNyX410Yv2q0M6GOvzQ395PitCG0r9wFN9UoAh6rqqxAEerM3U5fl+12J4cTyyGIVnKZvkiDoUBXSvzK9a+joUWstrEIN59eJDm0InJW2tb4Dme5IorG0LWyPSNkLEArxLyiRuGym1zrhmFr4fAUhoNNK82eQMbtXvh8zu9OT4Lk1V+S/zwP7Rsd1VwWrgm4no5J1BLUSvaqe7mF7XPTj+JnIYNGfm0KF6+D0RqqaTkGL/C/Cpi0QA8rH0cK/RqJ7BQLG7YDemX+Q9DfM9ts4l2XblkSMJnOg92I+FPz+Y6bXOB6bHMIu6XIkrH8LhfS3C1FudxaDQbm4D6rS70HGVVG8I8lnqkg+wctAw+VR0uQ2RMX8W1SR00UF3nSsWhaAqoBf0L0MAVWKIE8zOxkFN17JcLusIYMxGFXzR6fLlJD6BFq3RxJuJmaPDyHnz9E4P8sLTGWmxN0S3kCrnegNjc0QZJmZj9eutTrRaw00JnqGkm5pFcBP43i0ngHJ8JtLEdvMrPB5NlRNsiEJKDJ8V8W0UyvWUhVrDSx8ycVUJUPCPbs1McpjMnF9Knrzht+0JpasR2/j5Dfz+HAbp/z7PkCea1BA8DYSCuP0Hlk/UFlb5UzOOvkzClVnwO/DORwS9BZ293+UrtsGQPL5GCS9HSVurvEEpGrjYNmqFatnXuus/Ap63wrnf27Hcd9OO5vCSAI8/hQxTS2c7e9WBO6NYLYFULC1BLqpYpvpI9ajv7oNV5IsDMzro5UkE4CdGAQwL0Tz3nOF/V1PXe/wKn/FWtr0ZvuLQc7PA3N7aBvXYLf+Avh2tB9NVVlfcPdPtJxT/G2xMq5Gwlw41HoLeLWH1ltWySCZ7K86UG2i7p7m5XYt+XkuhAK7UxCb53LADzxh0LDKqvTw3VGI6WoDBAT/CBrjO2Z6tet1K9Aw030DmifWRUmm33nG+Bn0OpPvlgT0k20LebkwoPaaq2z6Prq1PkXwLa9kuP3O29z9PSafeivKtkxxnu/p336IivZ7Vq68TQtR+r4zx6E5+7rw+a1orv9sfgwqgJNWXzxUzX7SZ3xX7i/a2vEct0axgOMBXK3i5nRV6Z/p7huP5zjZMeN8vGTpex/E+P6A1vjTkQ11ozewt1lPILhVBNStApjfsv5H3SGbNdhIy6HE038Z9aFe4+5/rbg3izAAI8WYwXR0n6714TaXK7oS5EWgXMP72lhFambnuPsHbJTtrbGgzQR+2BjFOxZERWsjgESrZPiwAZva6eG4m9DApmZ1zCJ92KaqYiNWAPul26xnIUbu44Vt4wLdmNmhaOwsjxJzaaX5ox2/bWPEM2BxH3/CrimfUOVzmhJdu6NYwacttNgorSE2AG0ZWZW2Dfvrud9eHOM1EvyYldB6sZKF9kkegFqJXmdhpfVnU2wF0yR6Jfs7tbvHCqDN7NPI13snSiYe7x3J8VqxjoT2OPf5WlSktlyyrVdRWfhNr7YVwX6dDzg/rt3Jd+N+r60MIvqShxiamW3uCYOLmX3H3dP2W10Aq+I6lOjdX9puHTGUoHM+Soo/06YXdLsY1WZDbMNuKuZ6K2IKn5Ho/A54j2cAezPbAa1HQ/mT8F0tILKKtSfoRht8e2TnjtjgVsmIYSqInhPN3VeheSwHsxyKCip295DsNhVQHISKT6YU9puymoDimd/yQtLfGvIyNgCzrePuV1t3Af9KyN7al+Fi9SdQYcS/Et0UFDkBxUd+4GXweXHt8OEYXBoPnIXiPQd5Fm9uGGd3e4GFKOiXcg9jp4CAMW9gYMu9EeWHrvUKJpdgt5zl7u/JtneyNCa6n2fAdP8clIEgDetNjMH92N2frvFtbcBauTYC+y6L4lzXhusuFqpUXEdVbMvqC/OqAHeJfifbfJddH3Te4e6XNvkW+XrdR9rW9sQvm4Za+/7S3Z/Kfv9xdz8h/P9DKJ60CLJfl0DAoJQIJQcTtq6xVs9yPwONoZvb1kyrjPM2yWzdKi+tNDkmaJKMOmPOrxV6qfrA+e3LbrAgcKepvxjI0bzWRB2Gu3/I3Q8xs8sZLM7bN02GQR420UzHllVbMejrPJ1hYzul4HOSHn7JS7iyu38/PYApaRcnkbxyKU3wO6Jd/0L43Rzh+7VRgOxoM3vUC7Tg3tHywev7vadyJnW9p+9BlHWdoJtwLz7FgHb8RFNrp8PD93Oh5NNyKEm1h7dXFX+Mjh61wGNeAf4Ixy+iQ8n61AH3mILaaTCttLj+xdRfdikaDPMkEHKDqXdwbC+zBaGfZkG+ZUr078GAQnlKQe8cM9uoacJxITv3N7P9vdDeIJGU2eGp7LuhRdgGNJOY0N/5MQ/JNv3C1Fu91Um2AaPSHcn5OAJkRWfW0X3e3gSkGAlqJXKZmW3JMHvNb/LzDef88nybWX1FViafQCwYU8K5XYWCF88iQyWV2N9wBy/0N8zkKUsqNUwJqfxZgcb3P1x9mr9Z+D7KvGb2Vg9Uf2b2FmS4A8xqMgii+DAFXTSQzzazz9IQXPLKnuDW0u7MzPJ2ZxOAPd19pM1bIvMhxHgREMFoT9BcnkSOa0nOBj7nQj4bCgjdiAxtrBJolNzvO8zsXIZZAEqO2aXW0Tc4eVfvAS43s98w/FwOCf9uZaqQvAAl70YkvEs/Bv5jCpbvg57LjSiQPyKu5OdtDBK2+3lGxxj2PUa/CyxtLfS7wPmmhFHahnJk/nNRWY+g0gt63we+b4NA4z6I+jUNNE5A4JE3ImO1dK1Ll7Z3yKII7PdY+DwPsIirgi9fb68Ia83cJiDKZ9HYG5Iwv+7PaBB6KIjoCrafx6Aqdk8P1YI+CHAuVQhgDLWKyb5LEyOR2SEFpaaBx87evDYAbF4UPk80s709qaryHr2NzWwtRPU7L7BECALs5FnSDdmCl4U1ZgzI03DZc7n77g3fRQf0K+6+TXLO99LQ0x143tRCLaXVHvtppnt3+IsSHcx8fl0uOKyl6z6o6dwL8g1UGbUYwz2G47l1Vlm2yHk0VxcfRxg77j7TxE51N4PKr7eh55rKZOArZvYMAhk3ATsPRsC3ITYFFOSB4TGbSylZvD9wSwjyWDi3Jtvro4ht5iAX+8lrKLTi7ClV/dUtqSRBoLXZUQJ+KNnkSjwfGf665Ad09A63QXuqkSR5QY6hAKgviIV3e2vEAgfN/vSKngC23f32sN7kOyxVxpXsxKr5FvgRofUW8qefQAnFOJ9uiRKLs5WOk4u77xfshOgL7+SDQPXW2TXcDSxqCp6m+xhLxoY1eAdkP54AvMXdHwrr5p3A4cn8/l9kp+RV6SVZ28Wmcau7f9OUBBixt2rXaxS8u95EazwGNIy2jg+AhpNQkGhJ5J/Nx7CfkwYZXw78NsQemljxzjWzT/sAsLEZeu4rMCpV10y9TQ/tsYxUan2KrVAg9tfh87SwDWSXHEyzvZwmgHr5tzbKIjPZFLQvzZE3mSpyU8BIGleqemcS33F2YFsziwnjJRBIviSvQP4HaOyUZAfkY8VnOw35f7lcY2Zv8o5CkSC147uqYhBYx4cBBHuaAAQp2OBa5D88XnF+1eINCbtEjkUVypsh8PAbTW1FbvFRUGfO6tklp6GA+k9pXjv2qdhP2/pf8h2LLRXGfiDAzURUXdoGpHoQAboORbZ5W+Jyd5QMGGFOomCXFdb+OUjWfg/gyZ4+zdPIVnscvVdzNeidiKrcP0DC8FHQ24phNrUD0P3Iq5r3psAswmhMrzbeCd2xkbmQr7aQqYAwzpOTUIIiSlWMOazjuwC3m9nHgInBrtgVJVvHI/eie116l4pio4x43yArOHN3N4ENaxLVrwK+g3za95mKD6IPlsufEItCV7HSVHRfY+Hlg+hdz+OJJ7gAtjcXtlWPbatkAkkktjmdFWyQh0hyCYnEuPdfTcwBf0F+VSrRN/swKlKJrN1boaRxLgsgmyB930tz1E89Y2MOtkeUZ5LY53sQe9VzKD/zgvNUliXxzextPlpcOZXCffdRxocYV4vgqb8hdqVU7jSz+4CFTYDasZ9Tjh2D5osrgYtpWD9Mcco73P2JYL++HCUKr89UX8h7vTyaT1PZEohg2r0YMCWD/MmvJJ9bx0TFGj0kPWIoILaHq005vBTwk4Ohl0UMINNN7SvXNrM/+gDU/ylk6/zbzPZD8+jNwCpmdqy7fzfsajfgIlNO5A/ht3siu7EI6qcjZh32MREBL75f+H1Jog2+Y4sNvgGwk5ndTzsjxvvcvbQ+pvIBYIU0X+FiqvsMKiScklxLnoNby1s6blh7XmZ7lJs7HFjVO0BYIXZzO4q3HN+my/DaOQutZzuWFCv21ZlDhV7jLN1vzTpyu5k9iuyPx9Dzegvyv7rkZZTXj9vRmtDJ0ohiYa/1BiKCRO5BLc/S2PrfkY97NCocr/FtH0cxgx8i27UNmAQ0A7sytarYFpqD1wU+Ft7/YmEealdWE9eKsguBbT6c3x9MLDBj4gPQ/BA7TCbro/bBJd+iJh/VKF6BBfCsgDv77oTk437IP7vYVei7AYMYQZSVzCz6jYbyE4/T7I/+3TsAN0GeCbZmxJrMk36ZrftfMeVLnm05blH+50w3VkGDawNU4TrI0YnJzs1RL/ndxnnspkUxnsMVQW9+VI2avpzFCtuw2B3BgKLwGtRrLE1MzuUZurO0LWwv0TTf4uOggzeBKtZC93EtFOS5remlsTq66uPR9T0aPs8PHJwbquG72jY9pyPk/iUMGyW7FnRvRYv4f8LneRCyMSL5T0EvxpXIOb7PCyjcPhKc8SKrUEG3Ch1qw0w8hgyMfbzMxHMlLe2drGfv6fCbdUpOUWFbZGhpnXCCQzXDGxL0ZvYcA8MvZ8WZy91nT/YVDYXXouDpWeHzBxEKe4iCPTzz6cC2Lkq4udGYWDnTa2VUskpEfjYZ5+w1/y5Nxma2r4e2AeHzBMRsklYLlxKrj6E5b0bbubVJCEzExMsNXqCrDHoro+rE+dC1/RO1jZqZ6f0MLZSPENoIoMqBfOyugYKe84b9PY4qRu9AtHMxePhKFOC4NHzeAFWnfjjZV1o1lIv7cAuqFMBQFOvR7izoD7HDFPbXiy7fhhHfE9A6d6q771nQneQCOKXblo9OX49jlhDKUbwQbLiVlr7BQafVqPcEvBAcy+M9AQdkx7sd2MTd/2hKtFwLbOmFFll9xSrod81sOUQrebUp4RDn5n8BJ/ooM00nKj3o5YHGKym33jgR2Ms7KvysDFZ7DK3tD2W6O6Kk9OXhWt6GgpQno/Xmi4nuBOR0Fpl2Er2rkDN3KJqTt0e25d6ZXvF9SR2d8Fw+5O5/Dp/XB47w5naeacXJLLS+F1ut1YiZnYTsoh0RKHsqcp4icHlBFNxYMfzkTuAkb2YMvB4BAc7ybhaQOakD8uyGKLLPoTlocwFC99dUfC3DgFYbNCZ3o4VW27qZezqvO9hqMWC8Arqn53mZmriaZatWrL66uLPyq+dxW9kUxrnP16A13Who8ZDodrLNBL2aoARW2V/d6itJcraZaGOWqt3nRH2pI8jyEuRk5xXdl3ldEKyxTW+mtz4VbeOC7snI1k0ZPub10RZ4qd0eg34HufvvM73a+ba29VYtg+SywIMuhooNUNL6Z55UsVuPllrBbvxpw5h6pwvcuF3+XSpebqsbq3yvQ8mjR1CAfflMr3a9rrJpgn10FYM54sFctzbmEHTfhOzly1FidUHgkw37rb3mlamw6YNuZywj0R0BL3lD9WlJ+sQ0+vq31q/93pwo0Jn64T/yQbvSya5K2294O715le+Y6G+FQLFDwEl3/0Xh5/mxTnH3LcL/00KR5VFQu61QpM/47lMx+DkfALvWRvdw5UTndpQU+gYF0Kf3b/c3i0EMYegrGgKiweZYG43v9VDhyPqZzkTEft0JTLUe7RteTLFy25oncjvKlIj8uLs/VtDHlNxcC92TpVGS/drwd1Nujwb/YK0ae7tr7TezRxCjTmThvsEbwBA2CMS/BSWof+EZS0GmX9s6vYpNzeqZRfqwTXXFRl6DEpmLILBElMeBo939iGx/rTFmE8j+W8iPnxuBWEE+3n5NvkdfaYuDmJkhW+hC72DEs3qWhvOQz/bV8GxmQ89pxH+0+rhVbIHYZUflFdgTydhja2Qca0dt+6QPhGtcnEFh5Tfd/SwysUJ8q7StVkrjIN0W7JZPooTr75DfeW/47i4Prc7HeeyYxP8tw21RctaezZKPL0abpcaisgYbaoZ3tK0wMe2t6j7GdjwBzc35vU1ZRWLsZr98Tgi6JRDRXj6cU0jH/pCt1sd2y4438hXlXEKfGErRlvHRVlQzkH+yFGKIORuBBDYK39+BbMCXoxjPku7+cLivN/ow88I7UXHgJmgMrwF8IJ9HEv0SIMB9lE21mrWnRprmlcJ8UgQuegIgMLPfu3sJ/D/ynfXMwVlLXsYqGdILv3ux72VnjMIqmO76jLPs+EWmPVN7xcj28iyho0n497boA2X7SkGeExEIZt+CTXEZHSyNmW4j032i17jOmNkd7v6GGt82+E9rIWDuc6gwN7Lc/Llw3NY1wcyWcPcHrDK2FX7T2JLNejIQJvvsZJu3UXaYJVF7sOLYqRGrjP0F3blQvDzHCuxgAn4Vfxd08jU42lozEQD+eTO7wV8A0521tL/K9L6AfOYNUXHTDii2f/h4j10Ud/+f/qGXp1b3MtQDMH6eHVGE5XoLI8T2uShxeylw6TjPbz+EiL88HP+y8e4r2efNXduQU3k2SvCdlfxdjlBg+e9PAOZLPi8JXBL+/xM06Z6PgB3vQy072s7xKFS58ScU4L0NVcrkerfUbEvO400V92e70l+D7m0IpBE/z4UWl7Hvk//HCau0n8NR1WzxrzAO87/imECI8Ne8kPGS7W/Gi7WvcYzJCaiKrWZ/tyJDZKXw/8koeflCzvFCREkcP78cUWvmejfl4xC1g8n1zkPJj67jLlD4m73ynK1h+3HIsQEl9M5CSe9U5yTUtuPg8HcXA6aPLyV66yBmht+jIOs9wD0Nx/0oqgY4Przf9wIf6biGSYiStetaF0FGxQMI0dukNx/wipbvz0nfGRRw+tULHDsnIuajzvcKGSzpd7cU9L+O2IQWT8dF2286zm/95G8dRLHcpLtt6S/TmUDF2oqM7N0qz/Hm8O83kOFZnDd6Xvf5wBxtx0s+31WxvzXD+/FvxDbxHOrFnutdnz8nBMzKx+GbC79dHTi7NIZQBWe6z9sKepsjME/XtVyK2AkuIbEBCnq/Qcmz08PfI2HbH1CQPdd/Dapm3gQ51m3nsDCwcIfO9PxaEYgo1zs7+bsIAYMuzXTWCM/v1agX8wxELd52/DkQheobaZiXUZXWJGQzXoL6wG7ToLtF+P4BkvUOtXL7K5q7J6Mg+PEoCL5iw75K46y0Fk1EwbldURXx7oi6t7TPXVBP5/vQ/H0v2XyPgkA3onmqdX99/pBj+1vggfB5JZRQ633dCBj7MsRy8CfkiJ7YcNx1gHnC/7dBrDdLvsBrmQm8Nfn8lniO2Xm3jv9ELyYRvh4+L47YO3K9qQiw+PbwdzQw9QVey5vD+Plw/GvQ2xu9f78PnxdBwJFc77thfJ3L4J0dmXuC7jIo+fUkAmpdVXo2KJEGg3VkHrI5N2y/C/kor0RAgwWBBRuO/RuGfcLXEOajTO/bCECwHgKAr4qC17neASgZvFabXqI/T8WzmQuB2H4d/nYj8Vk6fjulsK12vr0ezSvxfi9M2ZaZjOZGC+PyZlQZmOvNQD7UcijgeShqQ1M671+Q+Hpobj6uoLck8K7w/7lJ7PtM7x2o6qzmnn0dASc3QwmEv6KEQ+l6OtfrymNORACpcb/DDfvdBNkAfwGWe6HXnOhX2fSV5/gptNbcHT4vT4g9ZHoLh3drJC5TGpcv4j28lWHbfAEK807lvmaEf6vsXsTiNGf4/9vR+v6KBt3XoDl8Y9QGrvacHkj+v2Tb3wu8jyPrRIPeamhtvS/8zSCbQ1Fw+khkq07N/o7NdD+MbNnHEMjgCTKbvu/4QWvWNuEcZiLmk3MadKvifSgJ89nwHEd8wqDzRLiGxxFTS9E/CbqvQvPxeeHz6wl+V6Z3X9jPw+F+PseAtWa1RO9UZNMeQ0NsK9vvUsDn0Vz/dIPOtZX3pnXtR/PRu8M9vDBcx40IDP7RbF/PhzF1BIW4XeHY14V/L0AAllUIc1XYHvdxBrJfjgvj8EEE6Gm6lukM1s07CnpV8c7sN/PRHhv5fOV+auJ58yA7byaKZewR/l6wn5Ac45aO70dstQa93yIg8t1oPr+Nsu14Y35cOmKmdMStEBBs7mTsLhvHQPi8F3qvZzGYn54IY3j/F+teVt6npSjELMaxnztRW9L4eWmyuFjYvhiyaR9CgJnTSWJXyI7eA/l3uyd/+5D4g4j99q5wz76ebN8IFb29kGv5HWEN7vm7CTTH9T+MfNCDUWHYi/HsvgVs1KEzMpZL78FLMK5uLv0//UyISdOQS3kBx66KoYznelDbwc8X9t94rNKchuyZh1GMrtG3C2Nqi8pzrI7hMGxXxL8YU3lz0CnlMRYo7Os8lCeIsZDZyPwitFZuW/jtNmRxAipzcNnxG/MyKDY4kx72bdu9DOdcipN+CvhYw/46YxQotn1KGGNxbd2jaSzVjLOwfW+Uc/w7slP+htr2gOakj9Aj55jdw0WB2Rr01i/9ZTrx3h6D4kB7tY1dtM4skXxeAvhtev30921fhnytryK/4f6CTuuawPBan8e2liro34Rskh8jdp4ls+/vRXm5ewt/xVxd+N2BCFB7FwKD/Bq1Kk91ZobxF+/XBqjdd+m5FP8y3erYX9A/DeEk7ka5+gsRwQLh/hfHTT52gv7FCHh+OCoE/j5q5VQ1lhvOb2rh79gG3Q1RjOIgBBor6eyYfZ4I7F17Pv/z9lL0o8FdBCXaIypsXoapNaNEOtH3U6ATtcr2G0E+CizrlQhJM1saOapLMYwS+1BAPi+K6JBWCccDOW4vy3Z1DZpcFmKYwvUJ5HTkchWiCN49HOOLaJIHTWRzohfgz8iZfLTjUmrpqieY2fweUL0B0Tc0rqxnmx53P97ETrKEZ/0PC3JsuO5fh8+bMEwlOlbt4+6zrNCeLEg1lbDXVcxG5opWGnHr2UOXjvZO2TnUIG1jZdPCNsysMomMat2FOjyIQUV8m8xydzezjdEEfIx1VK1WyBIokR7lGXRtuTwTxo8DsUJ37N7bgLL+SWCGqad9G6PSzSiB9i80Zl+BKFofAj7loRWcNbDXUG6Fsz1qhbYXWiTP89H2BwuiYOW/w/72Ri1A3oYCPpHu8xjqWiKADJE1PDBgmCrdL2bQWmRMTJVe2xLGT3x38vtjYjJaD1U+P4yCYVcW9jc0HpP95RWjS7l7SmEY6QZHxOpZPl6D2hPcwDDtaHy/UgR4a7uzIDuEf3fJ9CLS/eOl820SH7CqTWJAgbuAlxHQabuduVCV/80k9NbhXZ0ZEdstx30uIKXzsVeSJ8J43QZ4W6jkmr2kaKoi/QKjc887MtX7aaaDfWU2J82bfvbRtnKgsbclMgRXR+N3uYJeDf3uUl7o/e3uN5l6g+fyX3d/Jo7rgEofGTvufpqZzW+iEE+R4dPC75ZDAfdvZj9dH63fuTwPvM5DtWCoVDkSBbKmMWiVEGUCsodmQ22AlvNhthlDjt3n0HxnJmaywwvvKsDTYa77g5l9LpzjK3MlH60EXZzBHBZ1bgzVGheipMSG3kJ1a2ZvR8CX+8K5Lm5m2/koKv/d7v4lM9sU2T+bI8f156lSGAuTUfDwdcDHQ5XBk8ixmOzup2a/2Qwl9dNKuSh/MlV6u6m9567I0czl7HC9t5G1JCnI7igB+3CLzl/C3wQ6WseY2WLIyVkHjder0HWOMCoAhyH677NgjL63VP1Yc93m7k+a2JcOd7WGm9FwmkciWtGVUBDjGDTfrd92bR3ySeDYUKEyVl1sYuDZP9H7mIkV7AnUOmIVRGF7Yba/tJ3Pfgj490OG52uQT7ILuidjbArjvQgzOxaBbnI65pK9vmk4/5sB3P0vJoryXDZBlX+dFc8uhq53WdJf3cymoLGSyqmmdjCvMLGM7EC5dV51+1YU/DstvIOLo3H5hYJebA2Qzl/OaHuyyHIz0qY3VbIelOeu6tJDqVtjc9md0ftYNd9S0XoryA4u9o73IGDE9igwkY/v54MP9WFk0x9uqrwtSWdLLUuYZlBwazFU7DHENBPkE8BRJkaExqr0cKzIiHW6mZ2DguAldoeq9drMVkd285IM2zJvTv7/XPDpq6QQe4BBL/s93P0eU5ujZdG7vQKipT/C3X843muutemDbmMsI1PtpMAO0tbmJW/P0Cmm1tJxXj4aAeRK8/J3qGy/Z6MVrIRrinZ937YRpwOrB5vuGDQ/nYSSibksHP6diNod4D0ZX3zAvjrW1iS5thMo+CVd4zvxsW4yVS2fQUvFYPCHVwq+jJXGoYsF5ypTZWNOwZ7LgVQw7NRIiBOtid61WAF8uLs3tfwCjZ2zkE+R+ij5s4nxjWJLn/CbobXWzDZB705JjiOwdoTPv0fvT36/zgd+7aGNrpm9G7X8OBXZFXFN+w0N7a6T81kRrZWxWnp+dJ+OavjJhWHt/ZWHCHSDtK79LubWC8MfwZbYHgHbP8egZTc0t11tklLr9N2S72PsbzqD1nfQ3Ir9pjCPHh1+829U/Z3LusAnTMwGXWxTtbGRY62ldbr1izE/i8bznMiOaXt+45XW8QZcZ2ZreAeDDR0t1BL5j4mNNMb+4rs+IrVxK7QenI98yxPRe/GJ+KW77w/sb2b7e7ll4UsiNtyOdOQ7D8zrNtyCeURKaz967y43xepB4/LTBb2paD3bPHzeJmyLzElzoLGVt2N8nKSNsaut2gibTYhzd8a6O+QeFKfqy95UarMUmYWWY9ASZWcz29DddynofgD5gnFtbWReY9CeuI1F/p4QH4ktSj4bri8/bm38Lep/GM1XjgD8Z2QqsaWHMWjnQfgcY1hxfW7NpVhg6rYyQxuFmGdnLMHMDnP3KdaQTynYrM+a2DG2ZdByJY1lxvlzAjBHMpem15uzBM2JfJeHQgxt5DmHuOwuDLp1tEl1DAeBLf6C3kVDMdBXI3DBZSiXMD0517FTYrSV0ELufqop1hvzZnleYRfgV2a2Q7LfNRA4cdNMtyoHZ/V5mX+g+P4IW1SLtN3LPZBPkMsp6N6dVPiuJkaxmLu/t0Onapxl8hEGTHvbW2DaA/CWtvNN4u73h7Ukvv9XASN+vde1Y4739oHwN0f4a5I9kB9wN7rmpYHPBvvv+HDcWt92HmTrRtt1DQQ8KzExdq0JFo59N1lsq0H/s+4+ZAOa2dIe2Nq8X9vUVL6M4pS3ATuhtfCnmc6z7v6ImU0wswnufpmJySeV+FyK3UIy3U2ojP0FWc7dNzezjV25+5MQwB3EuHlF5X5ABSdPI/t8awRCL+UcqsUr2l8luhehguA2eWfweXZE+Ixjgepr/L8Auql2TFAVYgyegALu+xT0FnQl+SeHB36FmY3dFA8U17kD3CC3oyR7sQVLQc5ATvHZjCZP3oOM9cXQIhnlCYZ7Ysbgyf1m9i5GKfhHAEru/mMTVdllyIFYxQPFvLu/NxgBb0AT0h6ol/U/UaXK3oXriInnJ81sEYRAL00cByPgVEzab44SUKl8gB5iZh9ESLM5gKVDsHbf3HAyBZ6vRwM+0kFv7+7pglHV/80rejQmx+2k30NVfLOhxWukXUIiVT10bXz95M6ku6d0lVOUSG2QpTpB30NOQL3mf43uxaaM9tEGJYwbnWSGgyxn0S21Qa0lzGwvd98/BFFOI+nvHH6bOsrfR8jYq9EcNeYox/0xDDJ6FiFonwrPP0qfJNUEHwajPIIMvpKciyifuxLBhyGU61GIeey+Br2a8Qhy9i9ATq0jB+KyBt0dEQgsfv/2cM4rmEBQEXCQAxhyqXEqx6TLiHL32zuONyRm9mnknD+F7rVRdohw989nv52PUWAFdAONolxjZkcgJyPVuznTq+kbHOU0NB5+SjsQrM0ZOjrbln8uiqsd1URXT/CpppZ8uXweBbP/i8bZBej+p9Lk9ICcy1yuMLOvoPGzIQqInJ0rmdknUYBlMVSxuSYKbMeAyGHAVzwD/JjZf9Dclgfdl/Jheu6HUL/lf5pZTjEfaTVL/ZKjTCE4LT6geF4GONLMdvNRcOAUFNDdFd3DDRgkINrkQcSAUAKfvgzNFceYkk/5mI1yMALU/C7sZwX0PFfL9OLaEyvn/tng/J8N7OJqbWIo6X0jsp3e5O4ja6K7n25m32k4v53RPL9ouN4LGQbqRVmsweYtyR2UWymk5/RNkCPqHX2v6Q6c5vv+U3bvSu93zXWbCbywNYPe2bkTH+VFB/GGQP+bwvxpnrTJYTjJUwtKeKuHdj5h//8KQcIxCTbrdBc1dgk0OB5Z0+sp7Fv7FifSO1CdjbMRsIi7HxTmxceR8/+N4OTmcpmZfY+K9q3ufnS4x2egAPNO7j4y33sFUL6PHvXgs0gnXgoEj6ztpZ8Xtk1heL59B4X51t1PNLXre2fYzyZeTlzHY2yEGJdmWnly7ApUp3Knmf2U4ZZa+bFrwRq4+7YAwRf9CAKzLUIhhhGC2ie6+6OuVlgvM7PPunsObKtarxFY5It028EzrC45D+1B8mORHfsHBNR6GfJx30oDcCsELb/n7keFYNl/zewcz1qjUG/TQ3ssI5Uq8BItcRkfBcrUSDovv5LCvBzm2+eRjRXb733Zm9vvtRYwuPtW1tI2oiApUO0wbwCqWQdw0poTrEb5HRyiFg/+d24TReka3ylY+knESBJlBNwZxuJ1KIE9jYakN0AYD0Wq/ETt7w3zViqn5Rsaxv9UVCjTBljOZQHkJ6cJy5HrHk9g3d3PMLOhFsJmNpuLlr8m+QWwurvvnOzzQjP7jrvvHuIQcfvxYa1cMZz/7zwpJjSzh1GhX2xhfoC7py0cSrI7oaW2mT1FQzyqa+0P83oE+0SQ8nQEEr0229dIrM7MXt30TnsApKBxOLK+N+xvfsSweWuybRNUdRuBtUeZ2lZMyn21ILVAEaiPjRwbdCKI+EE09uM1pjHmgxms7Y+TxJjN7L1oDToLFXa1+hPjFXcvgXxT2QCBFu5j0G7ec1/IB2DCV9Lul++OrmlZM7sa2eulOCZUxq3C+zQdrSGGChLG5o9kbj6tNE+X7NYwH7+KYUBEY3FUgxzc8l0KFK8uKA3nNgElu5ZnAIRpane8sLtPTT4fZwLc6yQG6/xx3rMlb8P83ef3vYorrdxmqQQGXh94Y4x/m9nxFHIyQQ5Dsf3bOuLltfmonRGY/mvhHC+hDIaqjb9VgYjcvckvT88/2s5PuvvQemxmmycfT0I5oVoQSE0sIcY/D0q2xftd8mW2D/v9trvfawKYpwVYf2Xgn/+NYV99bJ2pfGa5XGRqZZLHW4fARp61xOqQ9/pwW+SfmNl17r5v8HH62CedwEVXy563mtk7kK1pqHD4ksL+qnJwDOapm2jJy7gKHBYyszm8kgwhiYe9PBzz38nXxVa4LmBYk39bE6OoIZSoGmeZxHzwLBOw/SEKeYJaMbNvoNhftGePM7PT3P1bmV5eJLMoWZFMPmbD+Xnp/gb9c03A4RXReLjLBy0wH7ByUTWWFSQEn2oJBm2lDkYMh//Ofle7JixqZj8oHTfTi3IUKvpI5ZdkPpepVf2xqG3Ro6VrS3QnIBazN1IuTovyqKlwcBoq5H8Ise6NSTL+L0T23hPh8z6M+k59Y38xx/Bo8OX+xoAM4b7KfcTz/E84r0mUYzG9xVraX2V6nYVQ4XcfM7Mt0Jr/JGpJWwJ2FeV/CroJgb2dUbV7p7j7VFOPtbi47NngaMVB8Fczez8Kbi1WOP6OnlXZmNkB7p46wfsjoM/tdPSxC/K0u4+8rOE3xwPHm9lmnvTL7JBpwHrBCbwEDYAtyNgzzOzjiIZrWxS8OdfMtvfQqz0YfLebeqw9Fv4+gIKeJdDNOaZqju8h4IAzirDD1UfwJgYG/oc9qxpKjW0zWxchJaeaWDbmLRx7n3Bel4ffzwhGUX7s583sYHdfiwzckOh0GouphHP6MqNBoDTgchzdFUiLIsf4K4j+K/aqvjY1rnzAcLGfD/c2PNvMpiV64zHuOpG2JacoTPbzuqqPcolBlllm9jTNoJ8+Cfoqcfdvh/d/vbApB1hFvYvM7GYanORSkKVDqoJa1LHX5I7yv9BYO5hhRxnknFxnZmeGzx8ETjYlytJ3rDpJBZxvA0AL6Dk1VZLM5RXIaXdfyMzegNDi3w5G1O88q7SkDvmNu38uGFvxOf/E3X/doP48FSwfnqBtzWwh4JHUCR7HPLFtw7mXQGA18kXgDd4vGBzlSRQgyaXWaatiAQhr7SFmNslUpfJvBsG+XGa5+5EN36X7bAQH9HQ6ozwZAsszzOxA5NSMJJZDkPGrDObwktxoZp9y9yGD18TMMb2gvycy7tpQ6SDAzRrIKdjAVF2aXutS3o9h50pTBUA0njcDpoV54tFMdxO6UezbIoaZdM68x1QZeCFZ4s8HVYr/pqUK1YYr7iag/sAzw+eDSr+pkNk9YcNz9983OMpnm9ldCNT22bDOj/Q3R+2AHg/7cuBgUyIVkgBJQYrfhXtYYjrL5Twze7fXJR+fQ+P7MhqCiNaDiYOOwGkmNVVnE1GCseu6pyDGgV+7+x0mYFcTuPJFB/FafXVxH1DCRAbBqoXJkpheyUAWfr85ap/5hKm6eVXgW4V1/Voze31udzdILdtMLQtg4+kXrmdpVEV5Ufg8t5kt5aPJjk62GRtmQDPEcjMDWNPM1vSMBc3qgPIRwLo3g8q3KxDgfyRx7HXgs/w65kIBrmKVZ0FKYJ2q+TbIH1DCLbLnlcbd9BCMWRrYKwQmS8n3rkB1rvsZtNaBbLHcHqgFa/SpSgcl1cfYYFzgt08xyiZVu17/w91rwPlVyfkgrUHyYLvsgMbKBBS/mIruf0meBTYws7eief4Z5IPmUmXTB2mMZWRyhdWBl6riMj2kc14O8+3nXOx0Nc+ws4Ah2MErWR0bby1QrQs42ZZgvSv+J6yR8VmkiY5nULubkrSObw+Vgma2Th5cNDED5fJ6NIevBxwU7NuZ7r5prmhib317+M25CKhwFcPFNJ0MO+5eAj2PjP/K9zj/Tesca2bvcPdLrSFB4MPJgVRnAlob8jnvBrTW17J2/NPMvoxa+oF8+n8FW2RsHjezjVCRz1hVsZntlIz3ZUvrXJv0iUt5exVpbId1KIrrViXTEjmX0aQHMGaHfYpR1oc86H45AtLNhmyJf5jZFcl8uQ3wQzN7EsXyrkEt1/LiiEnBh2iqii5JVWwEPaMtwpyCqwBrbM5zAatOQImAE1v281Vgc3e/o8c5VkkY499FQEijOUYIlcAkExvvwQho+xBiDrmTDFzo7jeb2foI2GUoDlUseqyNW4X7OQ3ZrncVdlULfon7+zyyMf/OMMCytuginn8tkLwEKmuM8WZr5sz8+0weDrZZjCduhWygXOY0s59QybwSpGS/9JFexZU95rLfoQRvzGssTrn7AIhp4fY01tgk1gDa92HW3lnuvmX2uxKYoir+FqQPiKhG9mI0kTu2zQOQyitBIJUxlMWC3/dDAFOh4cLovRoBTgVfedfk872oqD9+ri2+GI/EdafIkm79ux8APG9mH2XAWJ8CDUf2ZWL/3xKtE2/Mvi4BFzenIO5+KSowb5Ta2HpYuyYCF7j7uzrU76eZIX1ETGCAEwh+twlgvG1Y/2YvxZ+DH9zE0tIYozDlip+norPHOMdZLdNerWyFSBoi2OUAZIt9K9OrLpIxsWdOJRTJmtljqEhievhctJWBZWwAqEnB/h9k2KfM/ertqAA2Ur8mPEU5xj8kwbd5AzBfdk2TKIODt0SxkZtMefOpwIWl8+6KFdqAEX/jcL67oXlySVRUXJK8kL/ULaRv7O8nJnzC19E9nRf4RvhN03MuipnthPJQncXnPeQE5CO/J+x7a8ps8zWFUFg7G36n/E9BN+7uZnaouzdV4JTkvyiRNhdiM1jBR1sJdNGJRvmImT0dnRMT4jd/UY5HDkRNZRjA90Mg4UKaE+DnmFpbLEVD259EShT8I0ADlDxY18VicbKJDeR4YGUTHWGk3HqWAP5AA6loXHk9RTcoiBRfjsZESLgvqyOHaGrQ/Xk4r1RmuftjefysYbe1zCu1Eimw30+hNVmQzgokd/8CgCkxtTq6/zsAR5vZo4UA28JmtowHNF0wpBfOdGKQa4a7/yc4O6uiBFcpgdOnddv+ZrYzShxMR4vIIe4+BJSpdUxCYPKQ5PMDlFlp+srLUA/0qWa2sCUUbjZaZRJbFC0RFq6cdSanEo9GUT7Btwa1rAd7TR8jy933M4GM1gnntrO7R6MhdUKqWiKEfX7RBlSiRjug5QRTsuIchueyIUS+CZW6BLqPS6EqmdJcWT0eg9FVSlbkspS3sHyEQOUBqCXhfmgBXgi1xdvW3c+vOEZJ0pYhxRZPPeVuOtgromRO2QQUsD4113PRQb4aGcqO+p2PgFRrx2RmEMXjNxlEZ5vZZxFdd9vY6QMOqJGPI7aMz6E1f3EKbX+sjn53CvBrM9uagQG+OnLERhIIyPj9mWcgnYI87e5PmxlmNqe732Vmr02+78uwswu6xjhP/Aw4PayH+bOtQbHP7gXwl7v/wwqAFjO7CAVwHw2f5wd+4e7vyVTTirtZiHHm6rDvCD5dGvhr4gDOjRyLJrnJ1IYjVjqlzyo99z1NLD+PuyplnkTPK17Dl9z9QFd1y+Y+XKm1PUpk5e3Oxn5OYa0O+z0egT4fDZ/nBw72LOCPKsN/HYKhXQx2Z4S/NjmMSiYO6gOnUFF1Fu7vwtZRieQDwO884fM9JIGwTF50EC/11cW1oIQfUNfOp5aB7OuuVnTromd5EANAaSrHI+DN3+hgC/V6tpmzqEtSN0nJFj+NAcATZGueRtZ+q3I9yu3QXzdsj3Icda06jkXsph8Nnz8efpcHD2rbxuHu+bt0mJldRQhMWLnCBkJV4NiHAfivKPn4seHkznMMfLR8XOyIAJD3BF9zQQpgnq5Adab7tJkdBZzrzaCEK6wOrAH1bIog286iPxjs9JHgqbs/jwKXXev13ibWnjwIlTNddAGgUmkLkr8GBYeX9kFF2iT0/n8P2SW5POlKxn4JgXA/SnlMVdn0QWpiGVBHgQ31cZlaqZ2XOyuLEx+uqoDBKtl4qQeqtQIna210H1+rk6rxjZ5Z7mOXtj2HbJjn0PP4O81M0Y1U+YlMooJhpyClOFlvCb7CkcCr3P2NZvZm4EM+qAReHyWePlj4eX6eqc4sVAm6McMSA1+l5FeJteNjaJ4/I/z2qrBtIoN1DBSP2cADe40p8fYb4DyAlvheq1hLaxIbZY9IrzG1b9dBjLWbArubmE+uDX83eTfVfQkEHeVMBNC8mHbWh/mC/f9JBOLb25IWch5YLsM7vBayZXYKtuiN7h5bxvVlcoD62Ehr6/Rwns8HX70RdOPu6zV99yJIdTs4V2uLmkLM/VAR3cXuvoqZbYD8lJK8hYFfv6opiTcSl+kRt5qKxvfhpsKAGcA0d/9+uIa+idPJqPCl6GOZ2W20J92H7Dcrg/P386wg0dT2oTPGG6SKjQPFtI9AYDlHQLTct4UezCuJvKD52wPYKPiXT7uYj6M9OGfpNyZwV/STL/cBS1Yad5sPMTneED6/ldHW5FG+hAqgr2B4bS2BA76Y/H8uNI6nMxzHPdvM3ucBLGVmr0P3NjIGL5DodcbfgvQBETWKmb0PAaBzlohJJMwLphax1zEoRL7BWxKWFesv6D6nYKSYd5kHvb85887yqKA+L65+IcndKvFusNF4CtC2RnGZH6ExeR2wTVgrPgdgZq9hEEd5M7r+0hx6B7JpxoCLNLPhv6gSY3NmNl+HPdKn9RYIcL67u18GYGZvR37f2igG8Esz+0z0K03FjT9kND4Qz7Ntzl8U+dMviXg9016t3IfegViEOCfytXOpLpJBcZTPuvuVQXdd9B7GtSvawa9Ez+ASNNY2QGQLv0r9aROoodG/rr1+r2Q1REXZI7oFeS2y9V7BsG3/BAJ658f/I/BVM/t6+N2xKBZwLGLwzufntljhYYgRP25/HpF6rI7ymiV/pNQtJL/OXrE/d4/+2hW8MHAMKCcz3uLzJmlrf5VKJ1tYkLOBz7larBnDbPidYv6i4BTGL2b2Q+A47+7pijW0ZfB2tHTb/uZGg+tYhLj/p7tPyXSucPf1e+xzfxSovZsExZ6eY5goY7B/zAB19xHEvAlg81lk1O7oqgi+zd3f1HD8McRmTHqY2SEMqjL+WvpdYT9jFN3h8/wIFfujTG8ymlxOR5PmpiiRf3hhnzOAVYCb3X2VsO3WghNxDJqE90TJxF1RInCkyi849fOg+xgXjdSZ7yVmNt3dV0vPKx8DpoqYzYCLXO0E1gS+WxonIci4FoOgwisQInP7TO+9yDC4J2xaCiWfL8j0bkVBqjejCfQYxC5UOvZvEW3kvXT3lJ7h7iubEsyroUDq9MKzqUHjNyUSHiOj6uojloC23H0FEyXxae6+Tvg+VsnPFfRmomt+M3C9h7Zyyf7uokAlnjvDJmaUvRkAVa5CzBSPIWelLWg/9O4n+/wOcGD2fu3hGR2vvTg0tEWxAuNL9v0uqFXcoyQgi9wxCWPyqvA3zd0fbNhf63g0s6vcfd3C2GlMQJuAkkswzPLxIHJgz0EG+VeQo/wT4H3ufp0JoXxynIdeqIT3/AQfTXxVAbtMvVynIhR5K7rYVMkVZRZwf+meh/XyGyggbMiR2tfdj830alkA/hC2dxpEppYauZSu+3oUSD4rWRNu99HqixdVzGwmCgLl7/4IYCME+OL53OGq7ijtcyoKkExDAL0LXDTxud6vUTJmStD/F1rfNgrfnwxc6mWGnXe7+xa9LnZ4H6ej9aMRxW5mN7t7U9XoyHfBIVqla1vYvnA4Xg5kjd/fBKztAaxhSmhf7e5rNOjPiUAfcW6eBvzIsyC9qf/w7qgy/dMh6PLaGFRLryu/xvg5rD+N4gVmptp7Y6qG2YS6ao1OMbPr3f2t6bHMbKa7r1TQXQIFTtdiEDid7D3pwLN9/hgFfxsrkSwB3Ll7I+DO6quf+p5j1TxjAkKtjEAJj5pACYtGJ93MFovzb1hXYjufS5DDd3a2v6I/4Vnv4/jsgk9xm7uf1DB2/ojG9lBhQOn5WQOozQsghvDurRA+jlQMN9h4hGuf291ny/RnuPvK2baxMWlm27j7z60MbGusYkv21Vi9a2Y3uvsa2ftQOp/abQuhIOe7wvVeiN6ZkUSKDYOyI7vBZ0rvYsf1/QNVzp6M7IThqoTR8fNH1PKsCUCX6i7KwEaJ+8tt+g+g5Fduy5Tssg8hgMgc7r60JaAEM5vd3Z8Nz2tHlEw3FAi52AOIvrDPWJW+LmL2K7EpYmYHhXM8Co3PnYE/ufse4fu+Sa2fI/rrodY/PsqUsBgCIawT9n8VGhMl22wZNH7inHsd8kX+jABhS+TrQJgH73L3EVbDbFy/EwWMF3D3V2Z6VTZ90K2JZUxgQIE9brFxVPd2zcuJXqctmviODYcf9uFM7UbegRJzbbGMdyBGw1ZAffCrz0bU3K2+eq0En3J5hpNKeYFa5/gO6/TayF49NPnpJGDTfB4zAZpvQyCPi9vmHzO7wd3fEu7nBihYfbu7VwUw/3+IKWH6ReDH/z98FDN7kEHB0gSUBDE0Lp7rWgdb9jvNEzZlMzPgCh9mWO67z7w1yRbA3Z60JhnnfpdCSYPJiAVmruz7iaj91RfD51L7wKg7sn436N2G1qLjga+6+42ldzrorojm+bVRHPohfwHsCF2xkURvQwTkfj2yOdYBPuHul2d6X0fFMV2giRddzOxqDzG5Ct3WmF6id5O7rx789lVcwKIb3P0tmd4JqPXFDAZ+vXs5jlIVtwq6ExE4fANkTzzl7itmOq0+ZqJ3GWKSHYkNhO+XDP+N71BaUPKkZ8W5cYyaEpv7o6T9V3w4gTT2HlhHjDfoVsVvasVCXH08v32hYmbXAe/y0GrE1IrjQndfO9M7AD3jCFbbCgH+9grft+aBcvs7/OZCxESR+2YjsYLCbxdHMeKtkm3vRwCT96OE78+Ard19Rvj+XkaBfslhh2yeFES0BmLLGAMR9fW3g/++MirM+0by1RMIKP+voDcJzZmxneBqKO8Rc1RDBYQ162/075LPR7h7BJtc5+5rZvu8CsX0D0XrzPaAuXtrjOfFkNp54kU83qfQWF4MFWeeCpzpDeAfK8f4GmOCL7aY2alofFzE8NpVmsNr2qcXY19Z7GFnxMY0L3oH/oPsi0a2qPAu5i1r9n2p7pU1t5iNx86LIbr2F5nHl0Dv/0Xh84bAVT7KqHUg8hu3RUwqnwV+6+4jbPElG6Bh2zmImfav4fNrgB96xpDyYt9TK7AaIlt49/D9yJzRsb+13P3abk0wgQa3RwDFC9B6sy7w8dxObVpzXAXVjT6IFTACwd5fDIH3I+h6mo+Ccz+AiqVKAORUrxinS87xkPS47v6nNv2gez7KZ79o7U4TH3MaGrN/Q0DPPBd1LVoP0kKo3d19zdSHsAGTZfrb5d39DzXn8z9lugmyAaoWuJ+Wnq5BJtPSlsGG2xeMSJy0bYAGBlVonYkM733NbIHMMZkegk9n0d26BQQ6Wcbb6VFrqURB19xJwW8NjAEIbdj6cjRILUX3jiiwG4E+30XVKSOgG+AZd3czi1UaI20/gnweVaT+F1WNXMAo1Vk8r2p620qpocDurEAyUWm+ARmc1yOD8pBoeObi7ufboLchNPfQnRXu4cYIGXmMmW3XcC1V1K1BZjexGGwCHOEKipfepRo0PlRSdfWUTQmgLQB3/4upupHweQMAM/sF8GkPVUMmasEvFPbXSSUe9vswzXRtf4TRPuEV8j53H0NPhvdrI5LKeOuoVLYeSSobH+PL7ihp2AqyaJirS9I6Hj2Aonq+060sH2GxvBDAzPZ19+vCMe6yYoeQcUtTi6djKAC7CvJjBI7pZFTzQqusBtUvogDVI0F3QTQPHZvpHUcdC0A1G0+TQ9eg29imw5RY+UjuiOdiPRNp9KDfdVVHtCVlot72YQ59H6om+ZGZXeTun8z0Ng3/3ScE4OYD0vdvCj0YdqwfnXcNij3twTx0KMosPM9bQoEZgoZjzyIY3XujihtDc84sxNy3b7av2VLbyQUabqJ4xd3/a2ZHIIDD8ygRW7K9pqJ7GQNtF/cy+gABAABJREFUDyKgXgx0pAMwnxgsHKszUFaQCWY2fxJwWoCy3f0HOmiozexUd/9o01jPxngVE4cpmPwdb26XGvWqbOtEaiqRDqOCjcfrq5/6SlV1sSvAvxSqHHMUkPh1onKJmb3H3e9z0c/fBWBmO6A59exsf1eYgI4xSHiDi6Eylz+bwEvvAr5rApiVKs4e8Pq2GVVsM6ZKsONRFZQBi5vZdp4kbcdhe//DzD4UzzXYsKltEf2B0n6bgMG11bu1rTqeMrN13f2qoLcOSl7l8m/vbp8WJS2mmIUSa0W67g55NQqIbYXWl98g4HBTi4g/Ub7GIQk+2xaoZelYogoBGFM5DDH+1AAD92a0RfBS4buzTFVHz5AwzQSf9TJG6Y5joL6mKh2UlNgJtbeKgKiUPeMDHeeey0p5AKtBpiJ/Jz7bbcK2DXNFV9FBqRINM3uqdH/DPNh037+R6F1iZu8GPlHQq7Lpg3TGMrxfu7y2iuVY3fthNM4jG8xWZH3hzWzFMM+uHDYt02bL19iiie84xjabHK+UaCyx8ZbkE6gi9RHEtnElWj/yOMCxCOBUy6jcKtZQoEaB/ZTu8T0HiivNxvDc/Dhl5pWtUBD5s8AnzewaFNy9pKDbSZXfMW7IdFuLHGx8iYuXufsN2bMugenvRuC5K8P1jrAWmdlcKGaWJ2tSAN9EdL/zwfWybF+HufsUawCsRZvOBrT3d5jZuSjp5mie6ix27JD1qWhNYmYneKFtT7otxHNjInYdYH40Zo8qXNtzZraamRjNvAFwE+QcM9vI3ZvaaEfZF8Uar3IBbpZBdnk8v68gkOTCKI51HQKrf9oDi0bhut/MKJtqiaGpKlbnhdbpFNon09HC5CWWznZwibTG9BJ51ASWmIZauD9E4R1EfvLrK+yTMX/JOhK3pjYL86CxeCWwRoO93uVjRrkHuNzMfkOB/cQDWN7Uzi9NUu4Z4s25zxzH3vuBI939TDPbp3B+tTHe6viNDTOaRHkMgVXOTLbVMh/Xso/3kbk8AG7CMf9tAj7kshGwsodkY5jLbkH5l7G4mylv8VSwfVZAMfumOPIC7v7uhu+65EEGxV7x3H8TnuGFaC3exJNkX3xuZjaXh8KKKGHtSWW8Lb2L4u4zgZlmdlIYW7OH8/9zau+4EpYXhr94P2MR2ucYZe2uWX/nz87lc8nHEgvx3MFOtvC+7WNmVyK/5aWW2nmiWqy9heIP0dz1MQ9M+aX33sSKvihiHl2Fgf0xicz2eInlN+GvUaw/Q/o9JiBqBDBug/xwANz9KGSnz4vAV090HP8odE82QL7lRxjYrU2M2PFY4wJN07ONYYWkrZbSeNblDfq17ZhBbCo/RmBsR/GFy6P9ndjZS/kwEcTfGRR6vZQyn7ezGlYDboJsamZ3oFjR+aiwdYq7D7GamooLHkVjd08f5Hivt0KrXi/kehLbphcjvru7mZ3hAr+2AbS2RCy3p6N708RY2Bb/G5tf4nERuLJL9kJx2c7i8x5San/19YJeJ1tYkLnN7FBU4PNeC0XqJL5Cm/xfAN30AQZ0tWVI2xd8k+YFNKX9jP9uFP5g2DGJVaXpS9g2wc1EbCZNdLrQr83KNJLgpzdT8B9GfTuBGqmi6Eb3LnU4IzigJKeGifgVJgDPDiQsIcEo3BlVfNyGWBWK1QBDJ9BCCTkO6aTA9rq+wUugCqU/oOrFB9Fk2yarMTCaVrIyLeoTprZWHwfWC8+l+B4nztsraZ+gQUn/+9D4nWZKnI4kXt19KFBsAY1f2F8tVVcfqQVtrZi+W+5+u6nSNpdaKvGaVjRYJXtNkIlhDvtv0J2bUcrTybTQ0NKepMrlCAaML5eSMb4wnPSPcgcVIAsrtz14DM3HP0bVzo9T0ePcelbOhvnplwzQqbmkAew8edYZmGkSq2zxRCWwCwXxW8GR1h849SDD9/wJlIjLpbNdXpBqg8jqqzlawQEhsFFyxHP5MGKEyq9vSZT8j+cVAbd96HerJQQbzkNjY25EHT8GusnHtxeqo1zt0ta2YYad33gDww796LyPr9CZ2KWTyVeBq0wVSaC1+NPJ91NQEH0NH7QCXAY40sx2c/e0erorMT8kJmDsUQgQZqjVw06Fd25ZV/uNrcI1PmXDURxv+H/pcx85GL0zcX7aHDEN5PJX5JSeRzMN9eTwb03SuLMNVNh/VSsohm3rTvEAUOoKaHsL4C6Tp4HbTK3MWqufesi6wCdM1YFt1cV5NfdOZvYuH1Rz74bo2DeKAVAz2xM5cSOVKqbWL99DwQ1DtPVfdPd8Dfso8F7gIBeTw2sYBj1HucsEPjmb7iRHLajtYMSq9btwziuE638h1ao7o4TJEei6/4SqpuK5/Dj8OwJuM7MpDft8fQiebI2CQF9G/l0OutmDulYdOwM/Cz4AiIWsBGq/3cz+TkiwogrNIsDFCxXw4Xp+33BNRXEl9s4HzjcBsLZCc8a+njCLJgG/1uROIpugtbmrhcef6AAGJtIGSpgOnGdmH/RQ0RT8qZ9Tbk0Ag4r0q1DCqLEqHQH6j/cGUK33Z/C6zlpa/ySysLtPTT4f1zRuO4Lkvw323M+y32xDAPTl4u5n2yhb0eUF1SqbPkhNLAPq2+UdTahYDt/fGuatb/kgobWfDzNvnG2qUEtlD3TvSkHokdiMKfnzGZIYAaqazn12kB+RAzNOY3Teu93UInxisG13pdBiwt23DeewCJpvfggswqjP3gc4WSOtBWqZtI5vH7SBPK7m3XElW88Mx3wfsv++RDkQXEOV3zhuCofvKnKIY6bIhotsglweNrXxiXGHjzBoXZ3K6xFLwHrAQeH6Z/oAZA/y2e5Csbp9kY2Q2+1/9XKr+VxiAqkreZrGbP7OwCb5B1myEsAqmU+D1LYmGWIuMrUmWC35/DC6p9egNfUAD22wWuQWNM5OY3je+VXYZ9ra6itm9gzwDA1FCa6Wsqcln+9huDXxtggUdk44z+ub1vxw/GPRuBpikCJpN2aDqtma2MhayJ6f5kq+vxm1NF0P3ff0WqqLXl4CmUR9O7jWmJ6ZLYf8+o1R/GY39M4sSbkQ7nYE2uxkdLf6xO2taKy+EcW1HjWza909jyd1+ZhRHgh/c1COqUeZx4YB4GtTBljVgvOrYrzhWLXxm7kQ6CRlmr4D2NHMNvBB54BoQ6f+SwkEVluk1kf+Y2arxriuma1GGUgPsndiDGi+Bp1pKPY+Pyr2uQkllUsg/IvN7N0eCv/axIYLWyKL38zCd6B37B7g86Y8Qe4HX8OoHTO0rRR7eiFiAiIc7ioOnw8BPZ4DFjCzL7j7yUFvEQbgyljsMR0VnJbYImrW3+vN7FM+yg69ExmIN8jTIRb3hxBf/DMqWou/qwLnWjPba9QrFb7VzhN95EyaWyguguJOh4S1/VTUYj6X9yCQ+GLITorn9ATKHfx/EVcLmLnR3PO7BrXD6Jfv3AHZv3ENmka5hfK/820NsraLXexWd/+mmR2c7LsJND0iteMs/H88xd1t+z7elD883t23qdB/3sSKOa3luURZOfyb5+DXZthHu9zMLmAAztmSUOBqwzmWZSzLMxX8S8Lv1mbUr87zqLOFeNpHGRQbvxB5t7t/ycw2RfHWzcN1/DzT29wbunx4wu5jdbmeGxvmvB0ZFOvmcp2ZreEtnYXcfRtTkdNWwNRgm01FBV5PJHqNRaiFuEfncYNUF5/Xile2v/KWQigUd4pyHHVF6kX5n4NuvB8w4EFTVcwZKMj9L5KEWppQMrMpLQmmLRDddKS02g4Zi/chlHUq7/KGKoYGeRUKgt/IcKAznSCqgv3h3BZGAYu8MmYE9NOUwLAkud9DLkAgmZSiu5SYn4oMnoiU3IRRJoV4fgeZ6FEfR4CVb7j7RYnK8Yhp5koUrHkd5f71Y2KjlJCTg6OyZ9cFNpxjdCoeg2EGExtUDOWyQjB8x5xKFwLO0HNbGwUK32hm/0Qt0YYWI2ugRUXMHanEnpzbu/vfgqFRBJ+YwEgHI6PrIeSo3kmh95y7/wA58FHuNyV9u2QEjR/keVNyKaXqGjtcxX5L0graSuROU4/6n4djbUOhyh8FyEDBt/Tc8nfrNOr6EXey1yTyc1QhPzUccwdGeyu2Viq3JakKMpv3Z3x5DphhYuNoA1nci5JYKcV0RCwfjQJ7H6Cix7lXVs5afSuqyNphCKH6eKLXtd60SRrobGzxRCWwK+h9mtHEaQoCqQJO2SDp9mc0N5+J7tHGlB3QWhaAPgZRbTVHCRyQB71q+osfiiiVh5ICYf08lIExlY/BriBQtZhaBG4JY31pf4qM+sEBelSGeyXDDvB37wDcWD+WlF7iYmlblUH15W4+XEm/LaLTfjj5zT2mJOKFDLcsaE3MF+RgYIMYoA/Bmd8wWnn2THDkPdFLbaKXZJ5w95+ZWma9I+zrww3JrXvDX2Mg1t3/GpzkY7yD+jnc61omjvuAq4NTW2wFFW1pM9s8JCfGxMxGWDusLqBdxcYTpLP6aRxSC/hvreZ293PN7L8ISLAJAtmtAbzNy8yGXyWplg1z1MVkwFEXICG1Kf9KOZkwNxrLNUmOWlDb7Glgxd1/b0pej1vc/W5gTausJstkdxRoGzlPq6jedffp1g2Uj9WaK4WgAy5AzxSyRKK7L2dqy7Yesm1+ZGaPekUbi47raRVTQuX9KCCyFLLZ8+ccQdi1yZ17UBC2y0f8EnCuCVzZBuKBFlCCu3/NzL4KXGBm70PB00NRq5oiuM8rq9KDfIIWdpGWQHkxGYv89e0q/PWHw5oW7eCtaGYhbAuS7wL8ysSUFe2VNdB7vikFCX7wlnSzFdXa9FAXy4BmMEcuNRXLC1vCNmNqhzdUqezunwr/1gahj0TjO7JhfDxsS8HQKyK/eL7Mz59Eef1P2XhPRvGS/XKlMB7WA96E5tkj0HPPpRU4af0ZWroK1FKpHd/HNcytOcjpdBR0/yO61m0RoGVEzOwSd39n2M99+bYgVUwzQVqLHLw/Gy7offwJsKKZ/RnZaaUkxXMofvUc8o/+TgCsmdlsrgKy5dx9cxPT1/HhmV+Q7acqAeehFa53JE89tDK3AvtBgxxHR1DZhluT3GkC3DmhNUmitxfyWXOb+hl0T6Ms6/1ZDBdA82s6/sbsHq9k4jOzL7n7gdbA5hjnRndf0VS0sTYCdu4ZbJmZqB3L1Oyna7r76zsOfxIVsZEQQ/gAig9+2dSW4bMIHDUCVLV+QMMXVeJ4q5SumN5hyK+Pa/7zwPFmtjqK1X8QhsbjyxFo9Qba16y47xqmzd3CMeZFidqpCNiTF8l1+ZixeHV5r0hyIlaBY20AAH+UMii5CpzfM8ZbG79ZDnhHmNswsyORT78hwz5SLQistkitj0wBTjOzmCt6DYpR5rI/cEuwjQy9O3sV9MzdnzQlNw8Pc8eMhmPvAnwp+IfP0mxjwnBhyyyU5Ly68B00JFVtHGwl1o8puU3Wc/edw/+3B37v7puEczqPgV38IGJaOBSxPbQV+0B5/c1jG7sBZwSfI9pCq6F3dJPCPqeg+7ErstvewXBxRRU4N64xZrYvaltyQtDbmuZi2M55YhzyMnf/cumLEAs6EhW5LYb8hIfM7E7UQeMrQe94NLdu5u6nv8DzGbeY2QdRfH0OVES3MqE1carnFQVbNlrIv8eLtAZGO+pJE4jsESDOcbWgaegBArfm/CMw8BX6iNcX3cV84vfoeC5hv1W+mbt/LlzXemHTT3zAIp3mWNpYftJzrM2jtrIajkNibGwjNG//Mx2bljAfWSHfVoih1OR6ptCDET/IBlR0Fgpxr9NRzGFK2N8XzewHnhR4tUge36o6LhXF533FOhhIm+z+KIXYSG2RelH+56Ab6wcMiANpHyu3ZRhSbznsUQgVTjCy90dBlJXR4p4CBP5oqlI+1isqyamjp+vD7nMicng/gBaP7VCFSi5tCYxrgVWtQPHaIl+mnaIb0GRh6o+3btDb3rMecZn+Rah3YEle74Hm2MyOoZwgzqWJEnJcoJsw+X4f0UU9j+7dbj6MgnslckYi80BMsg4teiFJc7uZPYqS2I+h5/gWRsdJFS2qC2hzKfAxE+r0XpqD9/uhROjF7r5KcLC2arjuORHwbCmG54V9M71GNH4mtVRd1eLdoK0o26NxOzl8noaMznx/tUHb2lY0New18dgHmhLg70TvzX7ungffqiqVrb1qNsp4GF/OCH9dsooXqlPd/W1mdoe7vyGcT63j3Vk565WtqLw/a0eVeH2Lp1pg18fCv3tleikIpBY4Fe/J3eEvypkN57g7oywApfYXfQyi2mqO13rWpsNEs3h1simO4zaq7KV8tEIWd7/JBm0tXuoKwE8Av0DggjYnurYyvFZq6LzjXNi3tUatzIlQ+bMBrzeBUGPCb3YvtLNw939Ylsj3/on5h3y4IvYeypX5+yBbcXEzOxEx73wiOe5LMk+YEvP/JmnpZRngqk8g1jtaLY3DgYC6VlBR9iKpBm7ZdhjdAe0qNp7w++Otu/qpSqxHdXGQzmpuF1X1J5AdeA3wzpYE1wQfpqd/hKQy1ZT8dOAfPswW2CQ/TYKzcR8jVLVBakFtNwUbPFbTp459L7GGNphxOSgEHIq7adheVb1rZjORH3VKmGNaxYd7No8AZELwch0ULFoJVfem1TBd0ruyMfg2b0QB7G+6++0lPe/fBu9JBMS4hHYgxrfRXDYX7SAe6AAluPu3zewpNKYMJW4amQ2sB524d7CLdNmMBaltBb0DCpYdit7fa2hm7mkLkv8ZeKuZvQPFQQw4z8vteaJsSh1b0RnU2fTQEcsoBLSP8XZm2pqK5d2QzxOrAZdCcYj0uH2Dz2u4+0rJ50vDfJDKa5Ft9AqGq92eQL5Vfown0fjuqpI8DNngRwGXeQCWFKQLONmXoaW1QC2T2vGdglLmQvGC0vM+ALjZW4rVwth5GbCQiTEgTQ4ukqnXMs1AfZFDLRsuIfbzLhMLx4QWm/Rx9B4cAhztwwy1NyCWgZjwedQE9Pkbo+303kkPMYEa90dMO2lhXl5AUMvOVhNUrmpN4u77A/ub2f7uXkpgR72+gJtqcEfwO7cGlnb3/UzszK9x9xhfnNPM1kDvVGTCaTrmP1G7qvNRUvdtaH7aAQEVUrnWOhjS3P0D4d8RvzTzl9+P4ixPh/flL8CbPWktk0kn0PClkmAbHY7sI0d20WQvFCVVxPSq/HrkZ7yKUUDj+qj4qChel7j9HLLzVkM+wLGF44DWy0YfMxyvOsnpAtVFALjl74gNWHshsNqFbf8lAWnkdndBSvZ3bfxmUVT0Gc9tHsSQ9ZwJaBLPoRYEVjt/V4srqboiA8D9XYXj4u4nh1zGGkHvy+7+t8IuLdijWyNgFIjdonTsalsz+LgLh///o/BdDStFylaSPtc2tpJqpuQOScfzhoSYQMhZpHrroPzKpsDuZnYfyrNci9qSpeNmFZRE/zwqICiuv8GfXjuxmaGFHdoHjAv/psx40hec+57MVz/SxAhe6gKwDy3zhDW0i0zOrRQnrGqhGObggxAT32sRACce94OIhfv08PkbyMa7H83f97bt+0WUfRhtTZyvj7UFW8fTs5C/Us4O9vX3EMjLGYBFq337nuPsg4wCc8d2RbnIqkbuo6PoLsjeNLeMJpx361pTivUEf23k3H18TFy1edRWVsNsbS39/p/ZprPN7C6UW/tsmMfT+F/fmENnrsf7M+JDBfYgzAM7oHn3BOAt7v6Qif3uTmTbde6m73GD1BSf95UuBtJeLO7UF6kX5X8OuqESGGAVbRl6yMTkIW6B0HWnA6fbKGL5zWhhOiacw7HAL7Kg7JjUnJf3Y/dZ0N2PMbPJPqD5LR2jLYExh4nNZ+1SwKoQpMJVkX8ccGlbksMGQJ6bC9ty3S5E9ZghHBz9psPm8gq6KSFr5SQUpI0v5JYoaPxWH1QMnYMm9siU9JrwmzExs10Z9KZ+FiWRr0Xj5zZGpZUW1UTvvyWD6slTkCPWBhx51t0fMbMJZjbB3S8zs+826J6JJo7ptKOu29D4Y+L1VF29JDjkF1kL0MGV7DqUYQaFEbF6GuXaVjQ17DXpeZ5Hcy9gqK9UPpPmqtkovZkcvD7RubAliWRTonmh8N0z1r9KsypplK8J/z/EerZ46ng/U70aMEgVcMr7J93uQMGpMRYAyvTEfQyi2mqOwxmlwR3aVnlvevU3NbNdgBN9uBXcVu7+o1y3Vtx9yzCnbBjWrhs8Sa7bgCo7fz6tgcEKmUQHnXdcq7x/a41OCWvKFozSqEfQTVtwcei74Oinn7WzrHIksWPuMLNzEWWuI7DYCIWlu19o6qcb2XgmewEI1CbjcSgRO0t8N+dG1TC/IwGV9wnEBmlrtRTX53WQs3FK+Lw5BdCEVQJ+TIwUGwGLmllaLTmJhqrzroC292Djscrqp0qpqi5OZEEG1dygoOy1NqC73SDZz5woafZQCFKn9m2U821AqQt6d8aCZZXzXSqdc2iy71pQ22eQ/7Aruq5pZDZuD4lMjH0DD6kUgyheX737IXSfTzWz59F7cap3sI0FKTkiD6B55js+qO7sI61BoQb5OHrfVwB2Td6t4jgL88Pm2Rr3C3d/T7bfs0hAgS2ygLu/u1utHZSQBJUNAXz/iKjP42/HXZUe9l/LLhL1h/zwfEzU+uvhd7XzUWeQPATP2gJoqdxDHVvRI8C5HopUOuQm4KkQC1gBtZFI/ZU8oP16BuDeknRWLLtY85YPxwIlyPJravIroRx8fs7Mlg1zXyysydeiM1GrmrXcvdTiYEissuWwuy9kZm9AycZvh2v7XR4f8Q4AQd8kkPcoUOsxvnP74eqGWNQdwF7BJ2xqTbITSn4swrBd8gSj60wt0wzUFzl0suE22XvWDBbdCoGfPgt80syuQZWVKVjuJ2Ee/hqay+YFvp7uZBwB5qkoIXIoskW2p7BmeT07W2dQ2YeLTpZENuTFwecrxZXPscBSFubnVYHvvxB/JLyDRwKvcvc3mtotfcjd87ZjP0J+yTuQz/5vNMZia5P5UOz0dQTWGkK8Ln0WpgLRGNN7Axrn1yAW65HWcmh+vNbM/kY3o/m+7v6N5PMEFFuI8+NTIa6Fi0H5d94MuIE6oOFLJVORjR0Ld7YJ2zYsKXfE9Gr9+o0RI84QQMfM/oPejRL1f23idm4EYJjuLaBSd7/IzG6m28e8j4okp2WFkAVfOPVf2vyY8djdtfGbAxFg+/Jw/LcB3zEBFC9O9GpBYLXzd7VYAfBjZkOAH1O7u/cxsDvupLmt9WRUaPJrVyulZWhgJG6yUX1QkBTBdXujYlRDscRZiEVn3+Q3nXECHx9bSSdTcqU8amYfQLGsdQiApHBvx97VYF9dSwAFmRL3H0Tz5WKEdz7EgrZB4/xAYH/PWqnk0mUzW39ASy049zkT48Qvwv63oiEWXxGLioDWD6OcUGxRsxWaO0oyGbVQrGFUiufxO4Zjkd8O50R4jtuEY66CQOO53/hSSak1cf7M0nznn1FRR6lgq7OQ33qC+MPafEnwq0835QPn8gEoshdoOkjNOMuLbBwRMFzlLwwQVVt019YyOkotu2Btp4K+0pVHrS1KTNfWJVCbcUO55gcYsBrF3+0Z4uCPh3n6SWSTxO/75mSqi+S9nhG/1tfbHDg0XaPCb580se9WHSr7/HlEXNLVorum+LyvNDKQwtiaOSZm9nJtbmw1VypSL7WqL4p5VXv2l07M7CZ3Xz04BKuEAM8N7v6Wgu6JwF5NgdLsBX4Zg97lQy+ymd2O2FFmmdBpn44DzMxu94YkbjCgTkYv3i8RO0Vsa1BNWW0N7D4eGCGyY17n7muGIP0P0OT4S3dftnSODee9LnLePspocNV9mBEjPcfvAXO4e2OSw8xudvdVk88Tgdu8QKtqZn+kBVFtqqaJToghQ+1JWiZiExL/ADTpRKN/L3f/RekYXWJm13tWXRyfQfJ5aIxYIflvZocQnHcPCc+O416GWGNSWlR3943D98+j4OaOyZi7x0ermdJ9XoyoFfdHwICHkDO+dkG3cdyH77/jgYbQzDb0MsNMql/DvlIl1gJ0AMaADtazhYqZnUegUXb3lYJzcEs00hK9kkHjpXtvSk5G9poLfZS9Jr2mw1GgZw5UKfGf8RgbZjajEDh7wWJJorNjDtgIGeV3o+teGgUeL0djYGOaxb3QKi/Z90LAI96wUHWtCS+2mFrFRNq/n5DR/rn7Kpn+fMihjs73FegePha+rzb4k/kxnRsJn+dy9yHWEBMF81fR+pK+g/l7MDSHt2zr8x68Oxz79QgAug5iQbssfL8WCmBOYRgcNwm1mVgp2VdnlZSZnYwAokNOuYkC+N3uvkW2feSdMbNb8ufXR0xtdg4K52couP1Fd/9l+P4cyoHB1YG93b0tmfSCJLFPYoBu7CtemJODmf0OVV0WE37Zuj70Fdm4NbM9ku/nQsmBO/N1wwRsbJIRmyYEOE8GzvLu9iRFMbNY+f9aFLCPttQHUXKls4rUBEDcyd3z6v0fo0REV7UJJgD1mErc7MPtVS9D4/7Z8Hl2tB6NABKCbflBbwH8mJglVkbMdykw6glUwf+vTP+XKKh2BArk7Aqs7gKm9WbjCUGqdwCXx3fUzG7L1+qXQkxtiRrFx1EAEOb9yA45zQeUuqlOCaz6GGplOKvPHJrss8ho6KOgtsnu/v2ubS+mdPhQc7v7bIlukT0nSum9SX67PEp0bu0VDFdm9oC7L5FtWwk9v7ehoMwfgCs8AWz3uZ6XQl7sNc7UwuhSDxVYDTqt4B13/9B43qfol6Xnb2YzG8b4w1Swi9T64V16lgFFRy/H98s3hrExD/L1qoLkbWKigl4JaGUrMrGjrgWcDkxt8sWD7nRkw8yPmEpvAp70wEyYzr/Bd7ohtxkb9jsP8t2eArZw9xOz79dmdH76Wdd+W473TuTn3YPu85IktmimW+W3hnjVUSg4+1yiNz3Tm4Rs3/XRvVwIuM7dtwvf91oLG97pov8X4j7Lu/vUcF3zeiE43+M9SKs/JyDmhx+4+2szvVPQfdnWBYaYGwEYVk501kDFYR9x98Mta/HuBeCJdTPNVIuJaSf1KaYBR3rCTjdeey/4gu9D6/Ir3X1uM3uQUUaJmL3wtvWq4lqmu/tq2ft4pbuvl+kthsbg+miu+CdK2Oyf6a2KYhNvREmMhdFzGmEcMbUE+jQCZC4b1tajfLg9GGZ2azjmm1H85hjUarV1Lei47itQG50fJ2vCSBwr+rJda4cJeLE6sqnWCn+PeohlmtmvGAByprfZy0H/jyhAfxtJEsULQCNTgePv3H3/YKOdhtii9gnfP8pwq8C3pZ+9EJdFgNsUaPjLmvn5hUrNHGX1Mb0qv7703BPdop8QYkvfR6z3huIUk32YoQoT4ORBd/+vmb0djeGfeQAzZ7rRrnf0bpXs+r3zbTCamDOxKcVCyHSNOZiXWEzsQ19jOH7zCXe/PNGZgHy7exEDgiEbYIRRreF9K9pvL7aYwJWzMyiA/DjwXJy/TYyIl6FE7S3oOlZBydsNStfT49hnJx/nQvdpuicxTzPbDRW0fDquz+F9PRI4390PTXSr4gQmFo5v0BB3zHS/H671DJqZkmuudQWUo3o1cJi7Hxe2vwe9q3skuiuieTaCGOdHQJyr3f2goHMHylc8aQKBnu/ua/ACpMH3SGMoV2T6J6P7nIJz53X3rTK9pdBcEtm9rgamlHyP2liUBbb4rm0vlqTvo5kdi9aj74bPI/Hgl0pM4JhLULeKzVDsaHYfR3FLft6l67BBLLHYwcLdR2L0Znatu6/V93xazrNznDWsGwsgMNQ+Ps6cZ7L/1tbNL+ZzebHFhttLrsxwHnXMPrLh2OmI+CgA4yj0np4bPr8PeFc6l4XtNyFChZO93FI+6lWxAFrPXE+t1Ph6wbaa5u2g7r7xuk+iYoDZkC9+cmkteinEBICKDKQX5/ZdovdGZIcugK7hH8gWvSPRmYjG/eF0tKpvkv8LTDePmqoupyHa84do7tfc2pbB66n8TkaMMQ+jwM+VAKZK9KGBEG7y+9GAWQoN2BOR83ouqjrsc2zo0fYH+JYpcbsHetCTEAVzPL/OoI27XwVcZQI4lRD/JdmbFioxG+3VHAMIea/mVFoR1T6OFg8+TAkJzZSQtXKZme3JALG8BfCbGHAKwaDLbVCp7IiBZiiA5/370u2T/N+Q45aOic3icYIz9gsG97xJNkbjezcEupqPrF1UIteY2Zs8Qdtm8l4G9JTfpblFWJQz6WZfqZWa/obQv4VKVW8+71F57t3sNVGOQM/zNBTo2RbRtGNmh7n7FGtA5ecBFiqpJcch+9BN84i7n2uD6lRD1akxeHkYze3PhqQtEGMFFpkgL3arni6pbfEU5VgUuPxo+PxxZHREQz4CLTpb1o1jfjwRBSWHgn5RrGf/557vQVc1xxyoynM2htHxjzOKGq6pkppCv/6mE8zM3D1Wck2ku2VGl3wNBQkeCvtcGM1/vwzfL1UKXPsoVXaVmNmXXG3qijaAJwmbnvZJX2mtsu8zbvOAopkdRIGFwQesc+t4XWudg9FafkCYK04BzvHmFkClc/tm2P+FwKoekj9mtg+j7ZWa9nGzKeGUS2e1iZltDCzm7j8Mn29ACRFH7UBTWSTsJyav5mW0bUOU++iovHQxS9yOgmfHj+5iRNqYF/vSeUJd9VMvMbNLfDQ5NLItD8S9SHINg8qLEWamID9CAdZb0Rz6xvD/Bc1sZ/S+1c6hUc6kjtFwO/T8UvlEYVu1WEdles85qo09pwmguxRah7dA9/5LyXetAYSRA+h9uBuBO9ZDQbK3kVRUv8Rzbo08Z8MMhEtSuEarb0+yC/Ala6+mXAu1LDsZtb0ZMYrG+T7VVqXjlewi1PvhXXqlQOU8qNJ3QZK2Wsk5vthjo4qtyN23MQFBtgKmmpkzCILlYAYLCY8dUdX1gTbMBFzFTBuOtwtaC85ENtEuiKFlJrJTo+4JiNZ6BgO/0YEi6MbM3o9YJ9JxO+Tjulr/Lc9we4mmua/Wb61tOXxV8ndEHlylJzMdFQwtMBagXx1d81Rkn/08HCeX2vcgrf6chZKtOxb0alqT/BgFrw+3hhbv1p9pBusocojiFWy4fe09E/BtZcTcdSXyU2Jl9US0Vpdekhda+fi0KQH+B1MrnD8jfzKXKna2YKOuT11QeRcUI7g+/PYPpiraXGa5uwcb9vsu9u6xBEjTs07OqQRKepm735ANrVLs+Nng30Vfb2EK/jBa5yehONN8yB5Pq89bC2QK8oC71zDIgeLLJ4ZY1AaonWA6NvPCpSLwwsymoITvnojdJoLslqK51eGLLQ+b2Iwik2Nk506lNqY3hTq/vhfTLYDXM22eDqwe8gPHoHX2JASUGBMz+xGK4cXr3snM3uXuQwwMybzSmuREvl5t678XVbyCtcdVIH2wK/l8ZscuO9nmwvaq+bundLE+fQcBLg/LzmVXtC5tl22vYrkL24YKqUyt7fKWQ9sCG6b3193vCe/QhQyvUbWsFMfQHndMZRIdTMk14u6/p9Cq0lV4OlZ8asq7/RX5wFcCB3i5tezTLsZMPDD29zmfBnkF9TEU0Lz8GQa5hWnIhx0SF7imrbg0ldpY1MJmtoyrawAh9r5wqmBmK4bYcxEQ4/3aspkpF/skKhxOWb+7OnK8mPJ5Bq2JTyJrTQxj88f30fzkCLC1W7xXiUSGf2CI5X/Md/UeHSwSudDMNgN+FWPIL1A6x5k3sKXY/2PvvKNlKaou/tsPRDIqYEB4gCgCIhkkGcAIimJARDBgAkWioij6EcwBFBAlIyKKIKIEQRTJUR45KiKKEUEJAkra3x+n+k1PT89M98R735u91l33Tk9Ndc3cnq6qc/bZO3KTvyJygrWh6tbNZf+Xzxf6qhyT1mCdCqranRZJNd3m4HXza2XbZ0lq2c8Tubztgd8oCDjHEkWOxc/gWCqoAPaQ66mKKnu9ZYHDU7zsKuIefZHtawtjrBzDsH0UcJTC0m574HqFSsyRLhS/aMBFN1RTIIXYd+7hRmH4KwjLuNkiFQ4VozeltflN9ICpQLqpQwwovenUhcNP/lwiYZv/Yswgbix5/I4gVHzNdl5C9MdqIx0IoM6S1ZVtf9yQ5L2f2IwVkU9g7EdnH/bj00Iyv6A9rM2GuqOUmCt6NRfHqqiC+il9MKpLsAGN6oJ5CBugXpEpInwo/c4+gPel/p9n+6OKioaskugIl1Q01IHtCxRKIu8kFsp/ICrpsudPJTafCxHqNbsDz5L0HULmsqX6NDeZPCnpTDoohhCf33vTJr2jFG5FLGi7bBHbCyoRHVxioaLOSikdZZQlbWr712qjRlK8blVTvcb27ZLmsf0EEQDP7i/Hp98dFxJqVq+oJS1ZER0Tne0+F+B5kmZ/Ph3aRYeNz7FqICaPgcwJNVBZ9i9hBdtvzT3eL5+46HHBXxX/7BL0q+T/XOP/NxtqJK/PLDmWJd4ukPRdNyQPZxDs/gcK3XWVynZ9f9NfEFYjhxH/tx1pI79fAzOcs5MiAo35QEHtwGAXZMmWSiSGAW9y8niYkJjuWGXfIxaks7TkIVSw1sldb/MQiikfJAhxvdwjZ9Jsi/UosUloQSGZMCON65/Fdu021AV8gpwHNzHHrE1slo+lORH0ZeAaheINRHXzvm36rRTISxuOxVXBBqtTQDvb+Epa1XZRMrcdbpT0TmAeRQJ1F8ol/btCUeW+ILCEwuohTzZcKteusnplzfN/gKhC/HXq65C0rjmm0PROQtnwpvS6VQgS5eeIYM8aki4GXlzx+oEugXxFovSdhIVXfu5YhDZ2njVwJKkyHcD29ZJ+QCFwUwW2sz5a3ndKPBWPXUEknk8mKsCbgnN1Agipv6sIK7FLiYT6yzwE674+sTdRbJGRXF5GY1+Tx7FUsyep8hk9mwggZdfRmQSho6cARQ6dSHxNUJA8ZhLBo+WI9WRZkrXqPrxjO+eIogpp4l2Jz/BECsnRAQfJ8687TtWsYLH9gIIgsACR1HwzsKekg20f0jxcbUDcxzNyRT4Y2DWgnZ47npDnvoyYdz9BzF1bFgN5REJ1lSqB7LR2W5C4Zo8iiIZl8vHzEwG3LEZwkaTDXE647bhvVUPtpZLlcLZ/bhfczc2F7wU2cUOZ7jDiGi+iUhKI+J+uSbL9tv3XdG2WodL3wNVJ91WsSapYvGfjLVWaaXPubkUOpDFtRKyHlqU5uFu21uy43lOQqO8i1lxXE4H0txLElxsJO9C/uUAGGyB2I74HuxBrg00oJIoT1iS+A+9UFJa1qLNB6X5vRUn3EwrWdxee+5/tR7MYgULxquy7+6CCULId8LK0Ds9X6/byv74nXVvZdfY2ym0FDia+p8+U9AXiPvHZ3Ps9giDuPUiQhy4FDnSHiuWKuDWtb06nTbyzMA8cRKyNLiH2Kmtl84GrE1WXpmGV9VuCdD+LUDXrWbGjJt5HxHK+QfxvLqWV8FM1pld1X/8bSR90uSJOUX2srjLdkw5S6VsIBY9DJF1T8tqXA6tmc5ek48iRtnLnr5rk7FYIOWy8nMac+RTK4+pVk897EgWjTWpzJe0q3b9rohvhZ33b7y2+yPbBChXfIk4mYvNHUb+g9M80ruMMT3GJDZntfyoUavPHqu7zOsYdC32W/R+GiRVcjUS1Qm4PqsLjXgsry2Io6xAk+WIMpRI5F2YTOSsp+9eIRe1OFHhne9XlCFvOPPYg9nRlJEwDm7bba+TGk+05vkmQ3R8g1C+uSu9tTdrY9QwJr7fdZE2sUBHP/29+QMTHM+LlO4gcQZNLheuRF5ZzsyvFP0iiCiXYg7hmHpf0X/qMCVW9ztq89l9SZ8+nLvgmXayb07V6mu1XUWIZnUPlmLSDtHmdcoVBhXOWFp3nXv/G3N8XpNd8pbh/S3uZCwrHqs7B90j6DM1FDi1xMAdpcG9JnyWK/o8h8q7HECTzbK+zpO1jcy/9blm8aojoutdzsjlNe7gPEnP3N2ne+9dGuoZWSj/3EAU3e0jawfY7UptaRTdV4IZ1dF6B9BO05lwWco4AZPt8Rb69iEskfYsgS+aLVCvFbsZOunENYoCbfYQ72o5UOO/lJcd+W9J0Nbfx9nK5DH6pfBOxqctwn7qo+6ii7LCbLQV2c+cq5G9TzVcVuiQ5FFWT9zkRbtKmaEsiUXCoy5MyA2FU56GK1QUV+lkXuCsLLKmL3HHaOPdLFspY8++gUQ3yI6LCsIxglX1fTiCum2cQjMm9yAXoVFMxJE3YOwKdkgbPVCQQlfs7P65iJdIg1VcqER3qvm+6e/O9nEiMbUEryq7btuo1JXhYUbF7raSvEovahQCcJMq7BVrqJop6QLdEZ1Gl5Vzi+tiEZpWWqmoudVVkBjonVESWaMgnGUiPy0gVj0ja2KE2lgV7i9cw1FvwV8U+iqrYIhniJ+n3cVTzfy67/md3R+57oIoJ7Ry+pFBteIIIji0m6UDbX8u1qVQlld7TeVTzN/0ksYH9cBrjOUQQpR+crYYCGkQyIX//qxwYrALbp6eF7Kq296zQvuMmpw9UqrKvAjVbA85D3JNbKgvUsNZZsjAXLUqbzUHaRGxB/F/WoiE3XRfHA1dKOjWN9c203xTk79GPE0nolu9aCtp8gtaq/Xz13Hy278o9vjitS/5V3Bw4LCXOohGE2MttFABrBPIg1ghtVXGqrlsTDktz4HeBH7hErj2HfJXNDympfqqBHYiN11LE9y67Rz1Ajug4xPl1T8JK914ABfH3UmKjnsdKzpEVbN8saU1HFWR27Ak12350Q7dA/qXEWmQJmgN5DxIqO/2gamV6v9iDVnW999i+dYDn2Mx2C3luKsH22SngmlUr714W3CekgM+VJAdxaF9JF1FSwJHm9BfQfI+6MPf3EwR59WyFTcY2ROB4fzcTOuq+l6pV6dBdXSRD13141XbpO7hHGuNxhDJGWdK2a5C825srg3JWsARhbg3KrWC3IBKgKxDz2Hq275a0IBGnyP+PdiW81U+1fVNad+WDUlWDcM9zw/bmKCLgNtPlNkE3EsStKkH+DW2vJul62/tJOoDyPfn3iPtX9t62Id77ViVtu+1b82ovEBXveTSRNmoEdysp09UIzj9q2wolI9oEDzNU+h6ogs1rwj7EPWAZhf3vRgS5P495JM1r+3GiqjpPBpw3vddMEaKOsmDVZOPRRFJrFt0Tp93We5lqz2/URrWHEhJjv1AU9n2aiDHcAHzJHRKorqDOlvB+opAt+66/grCXWzHdx4/Ptb1AUqZ4/WqC3HZ6yem3JkiY77f9d0kzCfv6bGy9/K93Ij7flST9hShUa5kjbJ+gUF19JfF/2NLNitszCQLt7wiVoD8D97U5Zx0sQKxXO8U7i/PAvwnFqwPoYT6w/XEAtVpl7STpPierrGEi7S27JcRrFS9V2NfvRnWl27rKdI8pyOjvphELKbN3uI24lrI46jKUr5m/SZckZ8KgCyEro0ZcPUs+PyHpkdwYm5LPrq42V5ksUgPdCD9l8bgMD5ccq6pyV9wPzyDmhOsKzToVsDya+vmm66mfd407qoYqxSDh6qpFReWYSmoWXVAWQ7kXuLdsjaTq5NyfUUPZv0osKu3fMgV5KPnO2P5Q+l2aL0rI5pj5iXvidcT3YDWCZLpx6uOYFL98Js3X6N8pJ8gNC5+idc4vHlNhHfJ9hcpfPzhfXRwsMgw6NlTjOit77abEuqFn2L6rEJd5ovD8E5IelrRYp++v7dPT76qx1U5OBdn3/S3EnvD76fE2RF62DK+mVbFqs5Jj36TaHLwNsZ/JCKcX0saVRqHcvD2hgHcKkafdmMh3rZGaVVEBHCaqxDI+Q+zZFibsFj9OcgPqFZIOJNaE5xJKm1lxzFfUTGytXHRT49ydFEjzuENBmsruK9sRe4qsn90IQvzLiXk5i5uLGmv1sZFuVCNBXqftELCUQk2kVBK9BFXkm6qo+9RRsMnQ7ULtqhiQQzcpsZOIzcz9KcB3MhFsWIMg9bQQeToFBPpApeqCCjic8PalXeBEw6l8vpW4EWzhJLGo8HjtipRwOzz95FFLMSQF575he+0OpzuSRgIx/3c77Mrg1FeqEh3qKqX8i7h+Zsso05gcsb1P+l35unV79Zoi3kUkhz9K3AeWIUhexcRz2TmaNt1pwXat7YfShL4WUZHTb2K9Y6LTFVVaqrajRiBmXHNCjURDhg8TxJbFiGvsX5RXIVZe8NfA9sSG7Sk0PtsystgZCnLVcjQv+PdPv+vct/MJ7TzztymhncMqjsrrbQmCyieJoFmedFO1SqoybD9JEE4rBU86QSE7/Szbe6rh6S6isvuEXNPdqGeB1RVpM9Tpvl1Ep01OT3BU2c9HgyRWy+O0gLw14OOEJWVZIrSOPRkKhb2XEHPAoYRXc5n6QVc4lBLPJgUrgO1tl1U+5pMJi8TDcgI3cZ38iHj/OxL3iGJS/+mFvvNBhiXTeYpVTVmAaSlJS7mEja9qhJ8M3VRxKq9bbW+cgkrvI1QQrwS+63LVvoeJuahTlU0l2D4IOEjSzu6DCNAH/kwkgTM8SOP/lMdtae+RyQZvDfxWQWbIf7+uUZCgTqb5O12WgO4YyHeQLv5IJGoGjaqV6f1idvRI0na2vw9sLmnzYkOX21ZUwaMpkJAFai6gfxn8YeCpxJpjXmAVhQJhUTmgkj2JQqFpV6Ka/lpin3sZhWBDuj5fT+x7lyOUBnoqUFD9qvTZ62N1l45+E6FC0Wkf3rWdpK8RgcEjCNWpdvf42UFyYm/SpLSiICz3in2pYAVLEE2+UbwGHDZSxarcZ7m5mvAOBRmrLvI2VE9I+oPLCTcQa/ib01yQJ4qXrU+yPcLDkpYirvOy9/zCQtzjvA5xj2771q2J4pxsD9NUnFPS3zepFtytpExXIzh/kqTDgadJ+iAxxx5JOap+D6rYvOIK1iTUsHinhrIg1Ysc7ndYQXdFhfVeFdWeV1Y5V018j9hHHEKsGw+mldw0G6quzvYksLJDZQRJzyL+zy8hgvX5ZNdeBFnhBmLv93NKihcchO8Dc4//RDlRvfL/2qFW96qULJ3R7p4i6XiHteCtJcew/TpFxulFBEnlY8Cqkv4FXJbFgepAUQxxj7sUQ9jeJM29W9n+Ud3zdEBHq6xRQdIZtsvs3usWL3WEayjduoYyXcL2xHfsR8Df0rz6/VwfGRFiMcL+L0vorEcbNc5uSc6EzcpeW4TCgvlYt1ETVG/WbZXi6u6SfFZ7leQVlFPDzqHq/bsyXEL4oTnOsFibcYpyJdxKKncJ+f3w44Tq4yWFNnnFwOL5s+9Cds+tSjypEnespZQ8ang4ts5dYygFVCXnVlb2rxmLWptGXHb19J1pmTfTevZE4CSn4sQMToQcSScCH3IquJG0KgXSuO2/EPu//LGRqNxI2owgLDxX0sG5pxYlEQPUKDA6T6HWdyJx792anKp6L3ANBwtVtCavga7XWZu80DOIuf3dPZ4Xqls3/xe4QdIvaY4zlYlPlJED7yfuNYfn9r5tC/7cUK/5nO38nul0SU37V0kfJgjfz5OUJ7ouQhAlyvrvOgene/qu7caYO/8sgqh9NFHgmM0LV6Q5LEMVFcCBI8tR0Mo9WJZWd5+30CgQvQC4vBir6AE3Ap9Jcdwi1iu0q1p00xGqpkCax/uI6/EnxJx5Ac15pryK5PU09lGXtZn7y8floYoCdDhxbACzBPkRFBLkttfspe0QxnkBSRI9O4+kG93GokHSVbbXSZPgmo7q8ittr5eenwf4hUOmq+oYrqnyHiVdbbutlFwKhGzlZsWAHxdfU2WMiuqyLLj5dUKC8xNpA3mtc8QADZFRLeknRAXnH9PjZQmP0FI2Yod+rssCc5IOJaxZ9k2Pr7W9Rq9j7HLeNxMJ9g2JRdiJwFGuLuVc1ufs8Uq6xfbKuedKr6X0nr9r+ze9nnfcqPu+00T5xrTQzMhWhzpVZebaPY1Y1CxHc6Bzl0K7Cwni1lEEO/xvwHsLAd8q72PZTs8XA2VpkbE6wVw/npj432L75XXO2yuK90O1sbHp1k7SE8RiTkTQKJugBcxv+ym5145tTugFCssD3GqdlG/zZhpJvAvbLfhrnPOG4rXcpt3ZxIK4acGfD06lds8i/K+Xsr2Zwu5kAxfkyVPbSgltSTcRRLcfEFXpF+Tvxbl2T6V7lVRXtNm4zIZ7qCJTkMk+bfv6wvF1gH3c6uudDwzeVBYYrHn+Awj1ga5Jd0ml94R+AhySXkFU6txJ/H+WIZQlisnduv1mVorvtP36Nm2WdXd7MiS9DvilgwzZN9Ia6Vk0zwdlEqmrEvfkLFhwD/HZ3FhoN8v22oV11QX5e7iiavx8tyol7QC8wvY2aiTtymCXEGkU1cU/IgIwswk/VYNI7VBj3ToP8X8+mCBNifg+/aTN5n023AdZLJ170P7Bnc6VBb/XAF5MVMeZ2Ahf6Zx3dGq/AA1bFBEbvG8Tm8UFnZL7ko4tOZ1dIm3dbm1RsqYoI5hnQZOPudU7vSvSfuMIYq37b1JlevHc/ULSn2zPTH/vYPtwSWWJM7tHyw9F9cyNNCoU3wWsbrtdkmHkUMgGb014T88m3Ra/Myk4cQvwNILAvBjwVRfUYNPcuS4RhFkjrbX2s711rs1xxNx2FnBi8T5X6G9FYm9dJBBsmmvzsZKXzq5Kt71wSb+z1UVsd1IXGQgkPUkkXx6n+TvTttCgbK/ebf/eZQxX2H5J/p6bn0t67HMgY8yt66F5bd/y+dRZnyiq0g4hSF8Zofso258ttPsuYaN9eXr8EmIOrn09pBjKqxyS7i8j9utZcc7Ktt9WaF/2f2lZ36bjz6ahTHeFS5TpJN1KSXDeSTWt0PbVhMqGiHjOL+u+30J/ZevyfNxkZqfXF9dHisKJ5xAW7w+lYysS39urc+32JuxG8kozP3JYnBfHuDpB5mhKNpaszb9MFL38hObEaQspObVvu96TdCOwhsOC5lYisXVh9lxxHzwoFONSFeJ/S7qCOltx3yhJhLXUqlXXdCV9rk+r9fZ/bC9WaFf2vz7J9hdL+lycIHVnFjgXE8TXewvtmj6X9L+8wSWqL5KWJqp8NyQS84vbflp6rm4xVOUknKQL3ZxY6glqtcq6nJiv+6qE72M8PV0vw4ZalekOKn5GCqu0LxLJmD8R95OlCWXOT7thBdgxzlacuyT9mCCgfYsgJu4CrONksVAy1mfSXAxRvI9+gEgOzUtY5PzQOfJ3bu1bat1mu6VAVhXj6unesC2wvO3PSVoGeI5TJXtaG12bfoAmxa+WPUrV+3e/KOwRyvZP+UE2FXgpChZKmpWrUiiKWqhy720HSa9uN3+rxFIl91y2tnoY2Nr2CWXtBgHVJHdJWt72H7odGySqxFAKx6+w3WRZ1KbfzwOXuoKyf9VYlNpYrbic5LAssdfbmtjr/YiYN/+Ua9OSxyo7Ni6k7/4aBOE7X2zxIHCe7X+n755pvo9kaPsdHOAYMyX38wgFwGwciwJnOZdzqtlv1+usJHZjQtm/U2FJlXMvQZAJXgWzVd93LVlH5Ul72TpILlG1kXQQQWLLq77/nUQGdiI8l4yjxalA0i2E5dgd6fHywM/dnN9bjCDUfYkggmd40CWEiKpzcNqPfJzWGGE+RjGDINq0rFGnClQ/R7EIsa7emFiP/8P2xvQBSc+lNdaT7ZOyOO8ixD2gStFNt/PV2qvX6LeoIrkB4fpTSUVynPZSdaxEatuODBB1JdHvUwf5JleU6Sqg7UZPzcHxBdVcMdAU0KKiYkDFMeY/kE0J+TccJKNi24EzqlVeXWAiaNVOXaQTusodS1rUocrwjLIOym7u3eBIrJ+qRoJxd+BZigrnU11S9V0BlRVDctiEkBD9Iw3ig4uBhDzaBGVXSt/L0uBPu6DWgFD3fe8I/FQhub4WscFuqYYmqrcuJyo9OqkjtFWvyVAlcOP6SajHbVvSm4jgwdGFBVJPqLLgSDhf1VRaOrZzPRWZcc4JlVEMDEpqCgxm35fU/OfOEW0kre8SG8QauFzSKrZv7tJuaduvq9Dfd4mgTqY28VticzebdKNGxdBfVFI95FYiyOEEWeM64MK0sSgjJlWq+KiAsqq7frFcWVDI9lWSlis5fh79qxjl8QxCojL/vTQl6gLFAOCAcADwGtu3wez7xg+J/1ktpAXt5oQU/esImc7DOrykoz2ZEuHXIdXb5Ast6Yu2P93DGHcmvtP/SOcV8XmXzZVHAHuk/zkKglJGPMgjUwP4m6TXE9UrSxfa7E7MV++koSK1NlG9vCU0qprajLtMEh0isXC0pF3d8BsvvU5UTxWnI6NfDTnW1wO/JNT+rlaoFlxGXL+9SMxWQrugFn34B3dBVhWaWTxk+FlZY9uPEN+tsurb/+TatazhO6BqlcWBxDX4A+L6fgfx+d9G2GC9osY548QllekKydZv1u1LnVUnZ3s12z48/W6pqFJ/XtrDkMEfNLYkVD46ElTdINr/h84Kcv+1/V9JSHpqWmu9sNDmXcT+YUVgl9xarGw/ejJxbz+S9naRdavSoaK6SFqffIWofFKbMXZtZ3tGm3G0QEGseC5R3b8mzUHbBav2U4JudtCVVVpVoeK0Duqs66usT9Swgv5cerwwsTe7lZztUm6v9RTg3ZL+lB4vC5SuicuukzSujEBcRdUkj45VpCX75W7KdHUUWn5JzKsdUfV7QHeb1zNpTYiYCL4/k4LtZ9nexgWLd8UN5HsEiS+rQO6kLHgdsT/oVuSQJTjWKYy1jJTcbb1XR7VnkJCaLXznyT8uiUdVVWe7KAXps7XyW4m92UIk26UqcYzCoTLr7ReUvK6yiiQxB1xII8ayLbEfzRSrP0UU5mRKKtnn9CixBie124VYj29ErMMvIdafx9Cs7pHtHTOLnUx9YlvKbWiuVXUFwl9K+ngaf77tv9IYq5LPZzIcq6xe0e5/NzaoujLd14g1+/Ju2J0tSuxJvkYo1zbNWWl+X4/4X/3G5Za+OxJJzucS/59zCHJ9cZxvJNY4SwF3E/PWLcTeazZsHwUcldZi2wPXS7oEONL2ea5h3dYmrg5B1rms5L18m4iJbkoQtv9DEGDXTc+/lZgnVyP2OT90UnQvQ437d7+YPUfV3D/hCgWxad7ah4gFi1Dgfhw4xL0R/Q+VtLvt2WoeimTvMcS+LDu2KHF/ei7xef8qPf44EWM7Idd20AUt2f62lNxV0v4UIu6ex4/pIW5UA11jKAWcl+4X3ci5u1JR2T/FojZMscFOxT6VrVZSzuCrwFfT+v+zxJouv+a6RWHv+n3i/74d5YomY0H67l8n6QfE5zIziynm2rT97nWIb1VCxXVwXsl9Vu74g5QruVdF1+ush7xQJbiLdXPKKy1t+9D0+EpiTW9abZsyrOkSdRrbL5N0k+o5FexG5I6yQq/laM7PQlznD9BYm+XH/4yStXDZHNzyWhoxiqNoH6N4UkGka0u6URvBiVwfPQtPVETlHIWiUPSlhNrdOsSetF97qS8T6/+baY61ZvPCIKwDi6i8V1fkS3cl5i6I++LBbXJMfalIjlPpZnbCXq2VCG0fd2s7hHGeRSycTra9lkIS/f22Nyu0m2n7T2lj+gghv59J9Z7gHGtQ0kkEu66rTFdqP7D3qIqKAd3GqGAyPodQ83gjsKLtxxSWMafbXqe118FBNasLKvS3NxFovIfYuK5l2ylwcpztjZSkUlXOtrUHxLJVkHq2IpjpZcmsbq+vrBiSe02lCujCa65xq3rMEbY/pPKKe/fyfqqix/e9AZH4/y/Bpm2pRhjw96/0c85g+491AuSpzwsIlaTtiYDaPwm1qa4qJ13Geh2x4ChWVc4qaZuXZWyr0lK1XYWxjW1OqAOFFOOFNJLF2xIVFVlgcGjvQ8EQX4FQFGjrCa6ojjvESXa0Q3+/sb2umqt2i9WWnaqG7BL1hZLzZOTH7HHlio86UCj3ZMGhK23f3WM/t9t+ft3nxgGVV5w+VBYcqNFnS0V92bEufbyaIFK8liAk/Yi4Jpfr8rprHaoL2xLBk08Cs9xQixn490vS7cBLXFJdXtK2W3X4twnC8kuJjc0yxP9nUUJF4rRClyg8nLPAa0elpBT824QgMW1h+1klbS63vb6CEHkwsYn4se0VStpWVsXp9vkqlOGOTOd6JB17lu1/SHqXc57dKqkELjtWB+n+OFD/4EFCFa1EFNVX76eVCFWmdJMly5TaLk/Ywb2o0K6l8ip3nZQqNfQC5SpOR41+zi3pMmBPN8vgf932MGy5ekLau27lNkklRUKwLdyqiHMqscbcjUiy/Bt4iu0yonqV8c1yZ0vbrF3XqvRC+0rqIuk+voXtjoHnqu2qIAV33ksEs35DYw/5ALHPLEvIVul3QYIM/Zp06BfA592DLLQqVJz2MsaK5+66PlHFCrYqe62S85+eezg/kUCdle1bVVPVRF2qSEv2y01zUXG/rC4KLXX3juk1Vb8HryRI9/ng9/ZOhOKS9ssR67FXEQHMrsqXbfqpdJ8oed0Rbti59Ywq6z1VVO0ZJCTdSSS8K1V9q6I6W1ozvpUgoYhQkDklv07KfbdKCSguJJbVUADPKzleartIPkfVVSRbrovsPIVjX7L9qeLrc88fSBAUL3EFKw1Jl9jeqMKxsr1w6R5YXdQzcvHOUvK5c8UD6f+XWWVtSCjP/YserbL6gYIEtowHrFTSD1RRmU7S74i4drHyfh4idv6CwvEPEPPlr1NfLydIbccU2m3kgsVQm2PXEeusX9leU6GQu03ZPS2N6Q3E+mwZ4CSCuPaQU/V+mq9Wd4r5K3IB19leKddPWVxdqa9tSvYJVzvyIt3WWgsRip5bA4sDe7tLjH5Q9+82ffez9l+QWI/OTHP3Cwhy+xm5NrsT+YQPOSm3KEiq3wHOtv2Nkq47nXM5IsabKcAuQCSEHyCUgDLVpZ8R6/LLiOLhpxPrqF1tX1vos/I9peZYzwHe6ga5axEif/a69Hgl4v70VaIQPMOixJ7qRQwZVWMoGkIeo2o8U9LJwC5V5qTUfjlClWLr1O+P3Fy0MD9hO5bFTC4EvlO2R6g6Bw8DiiLorwPz2V5e0hrEfbSFBFYlvlXjvF3XwQrC/5+Bt9k+RAV7WfdQeJ/6HXm+LHfurwKfJ/LWZxOuCbs5bLlREDjfYfuu9PhaYl5amLA1bFHzS7G117qhBjmTuO+tIuka4vrs6lSgIBa+jSAQZvNUS95ajZwstK6H8+uonxHr2UsJUuyjdECNGMVnic+vHWk6XwS/H0HIzA/wOIYI1chRSDqTuDdcRHxGj5W9rub5bwNWK/7fStq1qLaVHat4zkp7dUnvJsiYexBETBFk0K8RsabvpXaDUZG0PZYf4kv3QHoDj6e/s8eP9dp2CON8HsEWfpioHLgYWLak3dW5v0/p0ud7cj/vTj/vKbR5MPc+i+/5gRH8f95T9pN7Pqt+3R14bu74msTNNt/XaZ1++hjjPMSGZFDveX1Cznah3LEVCQLO2L4ro/whWL4zs58ubT8/7vH2+B5PL1yDtxMTTOn1mK7xDxJBtWdkP7nnbyA8/kp/KoxnCQgCZI/v59nEhPHS9Hgm8O4BfE6zxv2/6jC2sc0J/X6GwFW5v68p+7vscQ/nXrbsp6TdzUT1323pmr2h7LoFzicCJlenx+sDF/Q5xmcRSjlnpcerEKTWfJtb+vl+tDnv24E/EgHo7xHEpLf12NcPgQ+WHH8/sfEd9jW2InAucGN6vBrhn1rW9irg+UQF4jxEkO6LfZ7/mPQ/fEX6OZLYjNXp40mi8nb53LE7KrzuJqKS/WTg5enYdbnnryn7u+xxjbGeRyhtVWl7KlF1tFz6+Qzw09zznyCqUrcd8DXxEiLZ9yei+vA9wNPbtH0DsfldNb23zHaxrO2s9Pv63LELcn/XXremc7+PWGf/pU2bW4Dn5R4vD9zS52d0MiGFPrDPveJ5i+uP04ik1a4EOThrdyuwGbEmWzz7afM+Pkeo57yHSOweVHEsaxHWucXjlxH3yBnp5+3EBhOC0Duoz+KuUX/+gzg3EZi6jgi23UncT1cb13tpM8ZTiLXt4QSZ7mAi+Z09/08iyLAnEYh9ef6nS98vJ4otntLH+PYlKrxL19WpzdfSdf1JIoFdpd8fE8nGq4mEw8cJq6tiu0sq9lepXc33/omSY8v30M/8BAnqW0QVZum8VGj3oXbtcu3nIYqFRn3Ndl2f0Dy/H0oEu7PH1xbaziCti3oczzJEEDh7vDehhPGzNMascO35xeskjf/7XfpfD3h27vF7iPng4OJ3IT1/XsnPr9v0fU3F99jx+iaI6c9Ofz+VUOs5jQiWl43xBYQq5i3AB/q5R+T+x+v28Lqruzz/emL99X/ZT5t2ldd7U/mn+N1od6xmny3XTptjF6Z78feIZOvu+e9xrt3OROHbTXTYi6a2XydikPk1yn6551dKv9cq++nncwQ2zj3esN/Psca5L6xyLB1fmkjAHkTMofeNaIznEwn0ZxD7j1nAgaM494Dfx2/rPEfETxbPPV6cILQX27Xcl9ocuyr9vo5QhoQoDiq2O5DGOm+94phyf++d+tqXSPpdS5A42r3HNdJ39c50D9y5pM0VxDyXxYSWpGTeSW1eT+xzrqGQI2hz/o737wqvbxeXvQH4Xx/9/oiYN7J4ywLF7396j0uUvLb086l43qWJ++KOxBqk5TtF2OblP/N/A4t06bfyPaXiOG8Fnpp7/FQiUZ49fhNB3r03/c5+DgY2zLUr2yf3nTca1g9BcFqP2Eu9DHhZm3aV4pnpO/dvgkDf8X2n7+HVRAHX83p9D6mv/Bx8Ax3m4CF9jrOImNA1uWPXF9pUjm/VOG/XfV76jJ+R/n4ZUaD2ViL+8uNxX4M9vu9r0+83E/HwZ9C8x/pNof23cn9f3qbPzdP/5jxiPfBH4v6/ELEPvTbX9pbCa68pPO75XlQyrjcQijTnp/vPpUSM4c3As0ra70uXGEVq94eSn9L4dfH9jeh/PO4cxVlUiN9Qvg7q6d5Dxb06QZ5ZruT1y+Wvb4KQdhWxt/0Q8GJ6yEuNzV7K9SSH69iODASSvkn8wy613SSJ3u4lub+fV9qghkyX7UVaexgdbB+nkENeMR26zTnGm+MqPLHkddeUdLcBIVH1Q2JxUFaZ08sYe7Hq6tRfR7ljtbFMyrUdSkXTKKCKUqZ52P5Mh/62IpitD0r6DBHo+Fyb62PUqCtl9igxMe9Ng01rGt/zypY1qiCrp5o2Zg4J2wNzh2YSi9LvVR1XG5wu6SNE4jhfVZmxdy+2vXFJdWWxYqhSuzoYx5zQI86T9A6i8giCtX1m7nm3+bvscS244cfd5Alegs06PJfHHsTGb4XEfl+SeD8tUKjIfBFYyvZmklYBNrB9dKHpd+liWUVUZz6bUFUbFPYmAvl3p/EuSST9f9xDX7sRFoHb0pAcXYcIMr+5/6F2xZFE4jSzUrleIdH6+bLGtm+XNI/DU/pYSb3YMebxYaLidRfiO30hITtdB2sTAfRfKWRET6RgR9AG3ezJhvH9uoOQOz2T5vvigSVt30dUNvyExmezfe41X1X4jB8o6X1EJdyTuedrKR9I+gKRfPgTsd7anwjetq2kcKNC736iaqgTOtpgVV23pkq9NxIVSmsR0tRbUi5DDZGkOV/NErM7VDlXBywB3JzW4X35B9fEHbT6Xf+DWGsfSVSgQ3Urkefb3krSm9K6/QdEoK4rHHZe65Y8tS0R1Po28T25HNgu/d8+WqXviuhrjhvXuV0ig6+wq5oyFd00ArXt8GwgUxh7J7Eu+aHtm7p1bPsCSa8hrFdf3eP43pN+56td8+tqgI8R383PAHurs11Vho7S0WrYXl4l6UfAT2n+/v+kTrse8Q4ioZVHL9L6xxH35IuIddzKJNuLDu02J/Z1u7brNO2tF5c0n7tUAw4aFdYnXa2gc309Kek6JSXiHobzZ4KMmvX3BUnn0lA1ye4hM4hkRf7cT0hasstneBgNO5yXAV+iodpzBIX1tTvYR5ag4/2txvV9eDZGYl+5V9kYFbLke9OoYn9/+h/2i02oaX2d0Fa5UtJhhJ3bJoR0/NuAK9s0r7Pem8p4RNLGblZnm23DXbI/b0Kbe+1ChT43JBIrRbyL+I60td5O2JVQjeiqIkms//agodAwA3hI0h7pfZxI3BvKbAhNiZVYRbwfOEbSYunxfcQ6vwkKpaPvEMmcVRV2qm+03bIvU1hj5FUIzifI0MUq4yUlPc9h1Ymk5Ym1ZNbPLlSzyhomFkvroQ8QxRf7SJpK66KquDnF5JriaJK2I4gFRfyZKC7I8CANu0AUqtobEv/DPXLtFqV8r3ufwjrxQuAESXdTbu94I1FkU2Zxtl72hytYt6Vr9h3EmvBeIhajDvPOwUR88Jlp7/k2Yq2W9bdJ6ms9Ir5ykO2r2vRVRE/KwzkMw0ocwlp2a0nbANh+RGrxtH+Kw7alCbb/qR5scHK5h08Qcd1fAt/PjudyD/kczROS/tAhZ5Wh4z2lBxwPXKlQxjQRA5v9HbL9M4V94Sdtt7VkYYjW0nWQ4hxFFdn9C20+QMxdSxNktvWJ+27ZHFM1nrlvjWG+x3bZPSk/xkrKudSbg4eBx23f3/qV6i2+VQNV9nl17WUro8p1NiRk96PNif3/vwqf/dPzD2zn4z+l9wnbP1cogK0Es11VMkWlbyZ1kQyPFF9eeNzRehNCPcvNNr3F8Vydfp8BnJFeMw8hEvEKIr+3PK3zcJUYBa5gOVh4/aixG11yFGpvGVt1v9X6woat1sOE3eq5NH+3MuecDxPkphUKa8VFiDVsbdTYqy9q+86S19+ZxffS49eleT5TkfwYsKqkWiqSY7OXmuqQ9FEa8pyQ5EfT7+tsP1lo39bGINemtkzXuCDpFUSg7k7iS7cMMbG3S4p06mseGsHd1agR3K3Qdy2rrj7P9STB/s0siPIzkz0CKbhhQRWlTFXR/11JRljSxkQg8etEVUWTZcG4kK7JXzjZ/HRp+3tCXrplE9XhNUsA97pwg5V0FV1k9dSDjZlCgvGdxIL0D4Ta1reqjrfNe/hDyeHS809QjhTIXIhGIn0GjfuUCVuzE4n/8dY0iIwC3u7+5DJLiXRuI9+qAjmnLEkhaV4a9oRNRMxCu7NIZBrbq6fXXeOC5ZmqWVadRwT4B5Ycl3RDfiwKGcvriuOr2ecmNBI0HW1/Bokqn2Gu7YVEAuUo4O/Exv+97tMuRkFawiX2fD30tRGxVngrEcA41fYRNV4/255MPVgOVui/dHFte7+6feX6fDfwBUKaPLtX2BXs2Ar9/JOouPwmcIbt/0q6o82cUdtnWNIbqGiD1WGMJxDJhXOI+92vgdu7bVwVcuhtJWbrQm0sSl3TmrSH87a1ypJ0U3Z/Vhcrkdxrr7S9Xvpuf4T4Xl/Z5n+eD/bPIAhPi9t+7YDeXgs6JPMELGB7aMUfozy3xmiV1S/Sd2sbIvi0v3NWMAop9sOIdcRPCTLt94jP8Avuj3wycqiiBWbVdjXPPVBp/fw6Jq2xrmwTe6jUrvCaw4n7w2k0762HRjaosj5RBSvoQp+/JtRariy8jzK5+vycOINYd95pe7se30/Hz1DNVpOHElaN+6bH7dZwlYLz7eJQueerfg8qjTGtte4i4jstZJteYzLqzfp6ISebpzbPZ/GJ7PfCwE9sv6ak7cDXe+OAwjbue0TsAaKK/j0uWP9I2p/47h1P3OO3JdQSiiRBJK1NEDqaCChu2J0tCSxp++bC61YF/lHcL6S93qudsxeeqkgBeblNwZ/C9ntPgjyT7ctaLOjS8aOI5FeWPHwX8ITtDxTavY6IGzWRz23/Ij1fyyprGEjJm9cQ72Vv279RTbvhqQBJzyXW3o8QiSoT88gCwJtt/6XQ/ntE9fPPUts3EXNOVrg5i0jw7UispzI8CJxu+3eF/hZK555BfAcXI9Tn7i20m0HE/p5ne3+FlcezbbeQCNXFNibFuC8iCJO3p2Ol+8fca1YiyK8CznXOniX1dz3hEGAKa/FhxOl7hcI26mOEwvsHVWIbldpdSrzfSxzWWisQsdv1cm3azr3d5uU2rzmvw9N2w/4yi3dAc8yjLUm92z2lF6R5ISN3XeiSYltJ57kCibjTfrnX8VWF2pBzbb+/0O4G4t5wucPufCUiLrJ1SZ8Di2dK2s729wv7+tnIr9UVFiu7E/ehJ3JtiveTsc7Bko4mlLv3ImKAuxAkth3rxLd6OG/Zerhpn6ea9rI1zl3pOhsGUpxpS2KuWQ94GvHZviQ9fwJwvu0jC6/bAXiF7W3a9LshcS/JzzXfS89VjsuqQh5KrTa9xbab5touQSO3vz6xj7qWIE70RN5SBcvBXNva9/9BoVOOot0+K0On/VaH872nw9POXQ+LEeSuLxHf+wwPukfLtqpQBwuxds9JWpogtm9IkHsXt/20Kucbm9LNVIcjYf0tAEnPofEB70Gw+4qLl9UlPUC6iaS/oXmxM58T4Sbh4nRB/SstsIcKSdkGuuvinEjWvsb2bem1KxLM0tre2o5qp7OBs3PB3fMlNQV3e8SZNCtHDBMfIxYBjxDJolNt/2dE5x42HrN9r6QZkmbYPk/SV0rafZUK/u80FnWvJ3xDfyZp30EOuB+4nkrSTTQWBS1QBfWaXPN5bZ+TXre/k7qSg6Wbje0N6Xe3JGTdqpTKSBv5vWz/qEK767stNqu2m9PgLsoPhUVJsQKoakVQO3yOWFQ2EelKxlBH5Wo9GgvptSTNXkgXsITtkyR9CiBtUsqqXh+StDgpGJO+S8Xv477d3mgPOFvSL2hWm/h5Px3aPo+Q0xw17kmBn+wzfBvtq2iqVpx2RVpP7JP6Ujr0BHCI+6jQcHjbX6Ko2nw1cY9rS7opS0IRFTBDUcSqkmyRdDqdCS1vTO1eRFTD/pWQBu83UP5sIuC9DVFRch6xHp1NRMohf3/Zj4LPcJtx11HFaYdViYTPLQR55glJpZ+VGtX4RayQ7j09J/w9ZHJNByypnPJCWocvkZ7LKyJkBOV1csfKKrSPkPR0wsbsNILE/9k2587PR48Ta+dTio1SsuyDtAZNahMNus2Bw8SIzz0QBc9BIQV+vkRYNuYT9Plg1VOJNfo2xP/6YCLRlMcBhGLAZYSayuXAZ20f1Of4qlb3V+3v/zo8bdufS39sn9pvlOaafB8b5V5QqV1NvJAI0jwN2CJ3/EHi+1YX+crmx1VSHVqzXR5/TT8zaL5vDBNd1yeuoTaTUIcckZ8THyeSaT1V2iV0+wwrq/ZA++B87vn8fPm04vyZny9rXN9Vx1h7bqgCV1fszAL9RxFz4EwF0WQH2x8pNM2qax+WtBSxfy7db1dZ7011KJLt2zkKIGars7Vp/lo3F0d9R9IVtCpzYXsWDcW3MgLKIcT6tojnEsVH7ywcr6wqpFCGaoFLCgM7JYDqIs2Zb836y8VtinueBW1fWbjXtktkruvmwodfKwrhmuBQQs4qyKFAPrddmnwdMfYnlBYvdhBunkdY6E4rOEg1L1GQjl9ErO/Osn1um5f8Pv1k+Fn6vUjq7wLgAknfzd3TZhC2Cy3fRTdIg0/SIGOV4dDUZlPis3+QWNM3KVhK2pnY4/2DiM+K2E/kyVBvJfbb5ylUcbKCsFJIOoiwpzi0TZPt2xxv19+KBFGtqMYxioLWYwlCwgbp8Z8J695i4nQfIp+xTEpIbwS8t9AmywcVIbrMYWWoGtPtJd7R7Z7SI64lYlDzQuxx3VrEd6mkb9GqYFF0DBi0Ek8dbOgGOXc/SQfQuj8C+K+DAIKkp6Z4/gvb9LlvlROnWOghhHrlfEQBzkNuJk5lecOytWUxplJVOXfcyn47E4qJ/wMy1d5MHa5OfKsWsvVwF/yQuIffQ6whLwJQEP675ZE6oep1NnDY3ivl+h5IsbiHCMJoht2Bn0p6J2GvBZEHfipB1mmBpOOBFYj7QBb3N0nxqs59qlseLLX5UPrd8T4p6XfE/+kU0nXVLYerIIgXYyjFtWM2d2QiHU1zh5qLvxZsww8YOjrlKJwj1SicCrL1w5VOjgA9nO+41N+uxXiRpF1z7e5Pn9GL3QO5p0+srHIlRpFTNNKAVCQnSjcdkJJKL6bxQa9CqJxc1stGXNLttp/f5rnf216hn/FWOH9mXbCp7ZVToP4c2y3y8iqpTCg7VuPcxeDuacAxLlQL9Nj3AgTD8LZ++6p4vuWJ9/Emwqvwi7avHcW5hwVJvyIm0C8RCaC7iUDAhoV2l7hQSdimvzOAvxBVi2sTC5Qr3aeiwiChiipJCpnMFxGTVZk0Wlf1mlxfbRWxsscpQLZAthhIi+/5UrNrnORC1UNVSh2oYjVB2nh+qmRT1VO7OQl1AoNDOPdVttdJwbs1HVL7VzpXkZPaVVW5Kl1IF78vqe35RADnl+maXh/4iu2XF9qtRWwsVyVkV5cE3uZC9eWgkDZHz7J9SUpIbEwsrv5NVJH9vmMHUxApqHkEsU75N6F0tZ1LJBNT+4Go0kjanag4/5DtP+TG8h3CWvAb/fRfcQwjrxBJn98naK02z1dTlKmoZIttpQAskm4BdnUiYg54nPMTCd5tiOv8XNvFJEfW9pr8PFXyfG1VnC5jW4lIuGxNrDVWIjZcfy+0y6qPnklc3+cS39dNiOqbdqScKmPIb4TnIyqNi0GtgUPS5kSl6++J97I8oVBzPuG7/M1hnr8KFNWcF9FaFddC0JkgoCmmdCPpYiJB8A2C4LE9ce/ZJz1/HDHvngWcaPvGNv0U16kD2auqYnV/jf4+VnJ4IcIOZHHbCxfat1Sc9XOs5lg3sH1Zr6/P9VOpsrlquzbnWCS1mVMKTNpCUfz0XydbpLQXe6rLrTsGcb66qj0dFVrUgzpTt+u77hgHDdVQ7FSQQ94GnOYO6iKSPkvsO15JJK0NHGm7hbiXEjstax+PWdlYbeynM7hhAz2vg2j36ypjTnP/oUTC3cT6cadiLCjXvq3yknLKfSWvK/u/VFYVUhDbM8xPFITMKr7HOvvWKlCQEe6ndW10QKHdWQR58OS0B34bEatpsXOWdDWwVbb/TPuoH5fNMRoggWiC0UNh/7ojce3MIuKGB9r+Wo/9ZXHDa3L3vNnqZLl2txOK3V1tY9I8uCXx3d+UWKOdWtynKorGtiascU8lCDg9F4ulWNRhtH63ZrV90YCQi5d1/BzT8cWJ2LEIdZPKKuhTBZI+4aReJmkr2yfnnvui7U/32G8puaskn9RVlSK1G7gST1VIusL2SyRdTthc3QvcaPsFhXanEvur3Yjvy78JdZbN+zj3VQQB7mSi8ObdwAuq/l8k7ZaPJai6cu5YlP1SvGpH4PlEEvtodyDS1Ilv1Tj/+2ldy7yv0G59GoT/h9KxFQnyZJEwVvXcla6zYUEViCVqkE+hi5J7imuuYvdPMFCN4hw121bNhhuKKp8i7tvPJRToLks/17jECjd9F15BfDY/J4qOLrb9tkK7ynPHVIektxOKx+cT9+6XEiq8P+6jz7I9ZkvMeRw5QlVU+NGAVCQnpJs2kPRLQs3mWqKy73J3V/fo1mdPMl2DQtXFeTp+DLHhPj4d2pZQ6ciqo9r5vwGQX2BVDe72+J62IKyL5rO9vMJmZ3/3YT1S8bwvIhZE7wI+YfukYZ5v2FB1KdODCLbxT2nve4lCbu11wA22f6dQi3pxcdM2TqiN9JkLEnPd2qlZYvsW2yvnXts0saiCrJ6krwN35zZEfyAICfMDV9v+ZDr+ZuIa3JCovDgROMr1/CXbIgUmH6GDl2ZqV0m+vWq7OQlVA4NDOndVIl1Vck7lhbRqkGnUxbJK5RYh9xNVyR9zqoCpAgUZ8NPFcUhaB9jH9hblr5z6SPfwGS7x8JZaVGlmEFWXPavSSLqGkKG9p3B8SWJD2pbEMSh0S0IN6ZznEPfEjxNBgvcQlgufzLV5E7C0UwWgpCuJ74AJL/OT0/Gnuv+qsipjXpSQRC+tmCzbFBWez8+BLao47fqtOLZ1iMDJVsCfi/en1OYMgpDyt/T4OcCh7oN0U3KOLQm1oZ6CjTXPlVlliWa/a1RPMvqFhPJAVqV4C+Ez/tuy16oCYSy1m72mmaCBNnMRMHyrrLpQksZVs7XQRbZfmv5+kmary9kvpZmwcQdxr8vw9fzj4tq/xvjKEkMDCVQpiCK7EkHUk4ADnKq1JG1ArJl3IwhJGbJ75Op12vU4vqWJ9dFGxGd/MUG+/HOvfQ4aKRB7PJAl9+8B3u0B2EKPEqpWMZy1vRx4lRsFDwsTa5lSwkGFc69IfFeWo03lfp0g/iCD83Wu72EkGmqMs1JRQGqbfT6Vg99pLp7f7W2C8urO8xPFBI/b/kQfb6tvqNl+eiaR6BOhovWnLA6Qi/sdALyASOLl99/F2M1ywEE07k2XALu5hMSvLqR3Sb+1vWKb8d9mu50aQG1IWgb4ajGOOsgEUOqvko2EKhRDSNqN+HyfDhyZ2kDcL97nQmJLAyYQDQOSvkooEzxCxKVWJ66f7491YENG2sfsTatKS5FscK3DgmZboiDxk0RMqNeC1iuIa+w36Xteuv9Wj7YxCnLfVsDW7eJWqU2mkjOzl/ko9dPW6qGHvs61/UpJX8nvzTu072gblWJabTHseXDQUIUC0B77rUzuqtHnQK2la5y3Mjk395qXE/mTs20/mjveae84e7+Va5/FZWcXu0u6tOpaVIUiEFUkOeXaj5RsL+lHhILERQS54U7bu1V8bcf4VsU+TgZuJYrB9ifyYLfY3rXjCweAXq6zAZ67ErGkZp8nA7t4ABaXqlGcoygOzDA/8XleXfZe0v5lQ0LZ7KVEDLdYFHwDsX65xqES+Swix7ZFoV1Xy8HpgrTfenUuXrIksfeqHe+QtA3xfXopkC80X4T4H76q0H6OzxFOmQDhFMQdxJftBURg4x5J/ywmmGqitkzXgPGYonIrs6FYklC+KcOHgZ0IP0URX5hv555/Q/q9U/qdJ+cUq8LeRXyBVgR2UUNudRDSWvsSiezzic6uVSjRDBxpE/0OQuHmLoLk8IV8wmS6wjkpU4Ws4L1tghSLEv/ffFLTFKTwHJWBP5H0TIV9AsSCZsqgygItfV/eVZwcCsh/hx4pPNf0GbqarN4raZaGvc/2FilxflGur1OBU9WoStkdeJZC0epU909wyhjeO+WOmZzkWkJVBvy0l+mui5LF2TKUyHQPEkpqLsR96hHiutiWCAaVye/fl5ILFwInSLqbchnsGwnCXdeFtO2r0+azLZkmh26WVQcSEv0/SH29I43jNkLa7xXdxpPDci4h/ti+KgWbpx1UTe58NyKIvq4LqjSSdndvqjRPKVsP2f6nojphFKhsEzBALG77aIVkZiYZfkGhzSeI6zTDfES10kKEFOnJAKMKHjnky3sOSOTnSkUFVc99lfR9FXCVpI/TqGYpYrnCBv4fxHpyYLD9U0l7dW85EKxN4563WuGeV0kyOiVNf0Ikdo4g7o1rEtLQb3GyrizgBIIw9gZyhLGSdmdI2tx2X5Z7cxo8RqusHvBfhX3B7yR9lFCefGb2pO0ZFfu5gGYrpPzjlrV/DTwhaQU3V/eXWVBWRkr+7EGsd44jVDn+XWg2H2E/My/N37EHiKRx3Xa94FhiPbNVerxdOvbqPvsdJI4A9nBIUiPpFURiuCcCyhjxLUoqhtu0nT+fZLD9H0UBSa84majcP4o213bZfdptSJPEfflpRCXi1aTgfI9jq3x91xzjoFHV+hrgLoUSiCXNR8SvOhbLpTVY23WYW1UWLilZ740cOVLNYYSyz8/T480IheEinkGsjzelQdYpi93cSbO9QCd0s0X4Xdk6Io2xpVhCFUnBbfBnosijiMr71oq4VNKLbXeUlHcUg7xKHYohgKUJgtPKROX1vwiVj2Nt/7Wk/ToMkEA0JLzG9icURWF/Jua484A5mnRDrK33JFQa2sXVAZ6S9sdbAt+y/Zja2OtWxMGEyswzJX2BuHd/pqRdT7YxjiK7w9NPOzyfIEUsB9xcZ/AFnC7pI8T7yY/xX+1f0hbPSTGoN0pqsckqIcnsQ2fbqANoD9Nq+zvVoTZ/lz2ug7uoYLUjaTHiM8/2/BcQBdNlr83vl1cviREOBU6WtMApisKftuTc3GtK1wY97B0fTmuYaxOR8W80YgNVULzeN6n0ogLZXmGlNAqy/SpuFIccTc42tRv6jW8lPN/2VpLeZPs4hSLZ0NWUoLfrbIB4Gw1iyfYZsaSXjhRFxib2Ezcrig3z9/FeyBOVrDdT/035jXSPOb7YLsUa1iMs3NcnCiLLincfcRQhP56IXXfTmv+CapaD0wUz3GwndS9RpNsLLiXuW0vQPH8+CJS5GczxOcIJ6aYNbO8AsxmU6xOBpp3SpvBG26XqF136vBvYUM0yXWe6g0zXgFF1cZ4FIg5MP2XPZ5JLG7lZXngvSZcQTNGsba9f2Cp43OEH1zS8IZ3rduJG8TMiMDUT+EguyTkqz8uBQVHB9mVis/85YoJaApgh6d22z863dzXfS9QqCT2TIN2USg2PEpJOsv12tVFrcq7ixOFx+bCkxTosgjL/XhH+onm/xtr+vcSklyc9fDKNxYkcURzvQ8SG/wQ1qlL2Avoi3biiYk5+kyFpCdoQtqq2m8NRGhhM99FLuh2riG8Sai5NnuCKSqx9SQmzquScPhbS3cg0bSv3SN6vCa+z/ZLc4yMkXW57f0l1VSk6fR8XqNnXVMHPaMidt0sevJuCKo3tOyRtR9wneiHdPNrjcx2hqCjbmFRlWxIcy6MsCdXThrEGMvLY3xTS+n8lgud5zGf7rtzjix2VX/emIPzYod59hodyz05zQbtk1vmSfkF4aptIopZVblWGwl4uwwwioTH0+ajCPe9MKJdzVig7Zvg/ouL//NyxnyqqRfYhKpaKqEIYg1AJ+bSk/xHX+yAI8hOMFrsRKgS7EGv7TQmSVS1UXfP3gD2B8xRKOiLWHS32N1Uh6WuE+scRhKpmaYWm7QsU1lsvLvuO1W3XI55p+9jc4+8qVA+mEhbKCDcAts+fKnNXXdi+XdI8DgnxYxWViWV4SNJa2ZojrZmLhRR18Ljt7/Tx+iYMMjifu/9/N4vnTFFULQqAIJIeRMjH/5lY236kn5Or2cYpWyc8u58+B4x1be+YPbB9lqTP5Z5/pkI170YaZJvZzbM/lOxG1MZK1OVqKlnBWTvS++7EGv3txP4E4vPbgEbhXh5VScEUxjkDWAO4Lvf8MBJAEHuT9yqUhv5HY22UqRGUKhSWxQltfzw9l5Hys8rrnSTdZ3uVQjeDJhANA1nBxeZEtfe/CvHZORX/tH1ahXaHA3cS1+qFCnuDbO+VVdd3UsRoUsSxfYKkWUSxnoAtXa7K/6f0Mx8Nu/q+oCA/voWwyj0J+Jzt+/roMluf7pk7VlboVwX/R8RBl6Y1j9FCkrH9S4XNW2YbtWshXlKJtDAMaDgqO27zd9njOqhK7jqGuJ+9PT1+F0E8b1KvrRgjHDrchZw7BLyLmNc+SsyjyxDFdVXR8j9UByvIHMZFtp9dlOmwwxzy6dqe/75EPPo7Eb8eKcZwnVUlllTB1wc4rgz9FOc8TK7AQmEDtz4RL7+MUBk8xHY7ouhVKb58JLF+/Q8lZLBuc8c0w9m5WCuEfeRZvXRk+4+S/kwoy3YtVEgxl2fREB24skAAmvaYkG6643/EF/eR9PfS9LlgTSSbURFt8uftujiXVMY+y/dRlMBcSNLGti9Or9+QemzcfnGjQjloHkkvIALM7QJq/WJ/GguZFvLDNMW3gE8Tcoi/BjazfbmklYib7tnQU0Dmc8QE1CQJPcT3UQeZXGBZ0KcM/wVuUFjO5SXPdkm/q6jX1MF8khZxqoxyUqxJrN2OJB5Xq0qpBHX3x6xE2KpL7JqT0C0wmMMhQHFjXXasCqqquXyTCuQc4DSCnHMRzXg5UT3fghob5SqVe0+moG3mKZqvwq0bHPiNpA+61eLx/TSCwtMNS9t+XZc2w1ClyciGRfRKNkTS/xGkwaxa9lhJJ9v+fFn7QSahauDz6V78MeI7uigRFMnj6YVxfjT3cMlih4kEcVC3Y4OEp5Fqh+2PJpLMS9OhIxxKb/0gT2B5nAiEV63w7gfd7nnnSnqtC3YOkrYnSPKZZeEKBcINMHvjekSbvqsQxqbVtTFBOWz/Jv35H2BYxJl+cDEREMvU8PpVwvwYsUf/DLC3OiiqOsj0z2jtohlV2/WAfybCaxbY2oZIWE8l3KGQPc8qBbejYX8yFCgkv/ek1aKjnyryOhXDuwEnS/orsbZcigg61kLumhlk5X4TBhic/65KlBbqfubtYgO5/nq1wCkWBSxGrqirgHVtb1sY146E2lCvmEXjfWXrhPf30d+gcY+kzxBKIia+p/l7yTxEvKosi5X/f2WxwKu6nVANW6TTUlLiq5SQ3m3/VtKLCYn5rNjkAmAHlytEVyUFF8f5OEHwyBep/Jq4h1xDLqE3AJSRmfPI1k4vJJIHGRFjC5ol9vNYgNhHLJZ+/koophSxBIMlEA0Dp0u6lfjOfkRRqDrt1cArYB+FFca5NP9vikpSBxMFsBn+mOKjGarGJfP4HUHcmRdA0kzbfyqcdxhV5H8ANmiXYKw7J7hioV8V2P4x8GNJn83FCcrGWIyxZYS2melzLFo8LkioKc60/aGUd3ih7TMGNfYSZCoB8xP7x+uI+/lqwBUEEbCThREAbi6aGHSxaIaq5K4VbOdJJPtJurak3XRQ9xo4ckTo/9JGAaLD/1sUigjVxgqy5LXjItuvXrgGF8hdn/bwC36OkPR0Yv94GrFm+uyQzzkVUIlYUgUZsULhNvK3bI0naQEih9ALyopzSuMZOaI1RL5lFYIMmuFYwqa+EiHGdkbYP0zS2cCiZbmVhJfTKBZ9CrHnm3awvWeKtW5MfN59xVpdTbgAgJTn+RrhXCPgEEl7prl8joDmsnmsMiR9g2B2voBIHF6a/fTJ5B45ugUN8wGgtOgxIX19OoUqLxcqohR+18cQG0WA+wgv4pH4m6YF8N407I5+QbDtR8kUnbZQ8hdOf99ie+Xcc9e44Yu+he3TJZVWyrpgN6GGH+l1wJqJSXulp6jHoToor1R9zwMcyx6EPPSO2cZZUQ3zHeBc251kTgc5jo7+mJKuokHYOoICYSt37VRqNyeicO08TvjUXpJ7fgNintmNZrWRzKM2L6tY9Zy3235+t+fUwZte0g1uSH2eQZBzri+0WQfYxwULrfTcLVTYKKuC96uC2X4QUQEIwVDfnSD8rJ0RPqtAwaI+lVBiyVdezkd83n+v2tdUQUqwH+IOcufq4NHd6blRI103axY2a1fn56V0/BO2v5r+3sr2ybnnvmi7rgLSQKGQGD2/hNy1A/AK29sUjrf8D/Lzb43zvqXT88UAcI1+m1RxaFiIThRQaqLbPU/S5sT9bnPbv0vHPkUkrjaz/ed0bJbttdv0UfqdlvQGgjy5DA3C2L62T0/Pr2T71pJANNBzReUEI4SkjtXWUyVB1+aeN7K5SGGF8gLCAihPpv9JL+1qnnsmUfCwAXFfvZSojpsyiiMpAL0fKaFDJIz3c6td1yDPeR1BkJhFrprRrRY/dfpclrAjnI9YNy4GfNv27bk26wJ32f67goS8A1FxfTPwf3VJMgoVjLyqSNM62HavlaTdzlt7/k8xnAzzE9XUj9v+RM1zZ3udjYhg94/S462AWbaLxOSBQ6Fg9Bkn9WhJnwA2sb1Zod25tl/Z6Vj+mkiP30N8NncSc2bfxKlBIMX38jYd2ff0X+n5yvdUhZ32l23v2aXd14l968pEAjiLj17mUHTsCQoF0/UVlbYHE+STH9teocvrng4sk9+jthnjJWmMff/vJD2TZsWAPxWePwd4q1PxlKRFgJOdK5BIe7cXEXL7VwCXA5e3u8cq7HJa4ApVxKNE+n88kBIuCxLJqmm3t64DSd8nLJZuomEvZdvvK7R7FvBFYCnbm0lahSCuHN3jeXcmvv//IObMUkUc9Wfd1un8z6WVJHtheq7WnCDpIuL+dRGhcltmydbLGN9I4/54vnMEGUmdFFNd/Hwk/YhYn7zb9qopRnFZFkcfJhQ2WV/IYj0KRY6P235vod3+hFLH8cT1sC2wSBYzmQqQdBmwpxsF2xsBX7e9QaFd1xjhuCFpM9tnFY7taLsfsu9AobCAXC33e2HgJ7ZfU2h3KkGgzZPt17G95WhH3IphxbfGBSU1e0lPHUfOUpKIos270uPl6EwsqdrvVYT16KPp8XzE/Xzdzq9s6mMr2ycrCDx/JVec0+6zKqyPHgf+mMXLhglJ3yYsFvPqML+3vVN6vg4ZcixQcj5wq+PCy4C/OCkN9dj3SYQIQ6lwQa7ddYQi/93p8ZKEcEPtPFiNsbVTFszGWBQa6e98XXJicy0kZYop1zgkiactOgSAssX58wrtVyIq77Yggk4/AM5xs+VN8RyLEtfTqHwIs/M2JdzaHZugHPmATDE40y1YI+nZ7TbSkn5FeBZ/iajOuZuoQhu2RGFXqIPyCrGRGrvyiqI679NERaaJierLHqBUeQ9jWgw4PkvaqDphq1K7uRFpkfgKQko7v0F7EDg9S7rW7POHwK9LEv7vJ/zWt06PB0rOKRzvlljOS3+vQTDrR1a5p6gsy97TTR6dxePAkFsszkskBe+gRO48tX2C3GI33w2hDtOr2s1AIekswjLnvvT4acD3bb+h0K7neWsUSAH5nxL/j4yosDbwVEJh8B+p3TYEmWJjmpWkFgGesP2qmufNLEueSSQcsut6EyLY2DFoMQqojfx+BpfYdBY2rfMRlSQP9bJZ1fAq8que/zy63PMkvZJQq9sS+ABRMf2GfDJGYbNxYtkpgLfbrlRZJGk3299Mfx/hqN4sC0S3BKAnmHqQ9E/gLiIAdAU0KxyMO0En6dmE/cv3iXtfNr5FgcNsrzSicRxbcrgsSVap3ZwCSfMT69HnE2oLx9gepFJEp3O3JRL20edCJAn19Hge4Km2H861uRp4lcMK5WXEfXVn4j69slOhQY1zrkcQNv6WHo+EsDGo+V/SBbZLE/wVXnsesc94LD1+ChE/qmXPkfYrz7D9tfT4L8S6SMAnyvbCiuKZM4jq2NcRSfB35MYyP0EaPo/Yd+XvPWcV9qYDvSbGhbp7bEm/rjrPq9UWaQOgzBap6rnLSMH7ucS2R9L5wBuJ/c+1hA3VBbb3KLQb9BiL1unLArfYflGh3a3A6lmCSNJTgevy85uienoJwmblUqKg5EZP48B8+r5/mAbJ4QJiXh/JHDIutIuFlLQ7i6i439v26pLmJfIMWZFTJ/UKF/c8km4HXuIuZDcFCexHwMfJWbfZ/mT3d9e2zy8TVr83k1M0LsZvqs4JigKrjQlF0/WJ/dFF7oOwKelLhNX5CenQNsBVtj9VaDe/C+pbbY5lBaX5GOd1w0wM5s49O5ba5dgVbrZkLz02pDFWIndJWp1Qvs4Ktv8NvMetxX1d98vDQiIlbAs8z2FnPxN4tu0rC+2KZN9PEsVV3VTRRobs/y/pcoJQfi8x17yg0K6MbL+vp4DYwHSIb9VBtt8ZZ8xySHuusntSrXtk9pn0+tmoQyH9oCHpJmDV7FySZgA3lKwJpywZUj0UV9fou6pYQ9MaKn2O11VZV/UxtmXTnzul3xnZcFvgYbfa7/WFib1UGzgkIOcIuKZko+1bCeb8PpK2JhZGXyFkn5qQNpJvJbwP51XDt3igF2oHfIqoQOx2bIJy9CMx+XPa29/UkYQeNapaap1k++1qw4T0gBmQhb4PIyTtFgbkAVV89Ikmf0wa1TxQUMSi+fOq2m6ugxsS2t91qnJOm577+lgs7gacKmlbStRccu2qWi11ug8UJUzzZJpOMtiVLaskLU0EYDdKfV9MVIX3zGB3yKd2qnCaDqgsQ+3BW+ANC/8DblJY+Rl4NXCxpIOhiRCRTyQXZfNHbgZdhIOpv6GkTYngE8CZbiV3XUrIWS9BQ0IagnRXu9rE9vYwewO1Si7p9xzg0Lr9DQm15fddsDuStCURSO0FeVuC/Yi17iixb7cGts+V9F5CZvVS4JXF4C+RWGyHrhYROexBWA1i+0Ppd60E6QRTCs8m7psZoe9MQlHwpl460+CrC18LvJewNcsT7B4k1uUjQXavHFS7KlDYJ3Y4VXsbhBHiOMKO5SLCSmVlYk05NGi4dkznEsqh/0mPFwDOIYL2GebJnWNrQlL7FMK28toeznlYOieJsPElGoSNI2i2SK0MRTX4tbYfUtiTrQUclO0depn/1ayEPIMgBz+7l/ElLEXM8dnnuXA6Vhc7EsSZDHfbfm4izpxDKL82wfY9iRTxK2IP87bCPmoH4lpeigYZGsKapfj5DPqaGAoUlmwfJ8XgsuO5JOcrS17WCdco1NKqKHtVtUWqBDcUKO4nEmmdsJjtByR9ADjW9j6SytbMAx0j1a3TjweuVCgHmNh7N9kr235dSuy+iLgffQxYVdK/CPWMprWpomDsEOKePB9hHdYT+XyI+A5Biv92evyudOwDYxvRaHC5pFVs39yl3RK2T1KoV2L7cUVRDOlxXWvXu4jvSzfUsW6rijcT1krdVBoqzQm275D0CKFE/ChxD1i52K4mXg+s4Qbp9jjCcu5ThXaX0hrPLjv2qELdJkuwrsBgbB6r4BaFhVneSvCWknZPpPjfiandNuSUA4eMEwhy1xvIkbuyJ5Wsz2xfR+QfFgWwXWZVDhX2y0PEt4n49aZE/uJB4BQibpHHG4EzJOXJvn2RgiQt51aL6XXdsA2uizMURWxfo2EFeWRJu1e5VYFiK6ZATm2axLfq4LFEJFo6i3HmUfw/DAmX93ldleGfkt7oRJaW9CagkqVTDvcmwt3yKlHvdXORWttCekmjKKS/DZgJZEq1y1Aev31tgfj4HUlXEPas48ZyRcINgO2rFApIPcP2cWnOnGn7tg5Nz1aoXOYVg37ez7krjC3Lu21ke6PcU3tJuoQB560npJu5CG0CNt90qyzqcwn2+psJ9vHutPen+xmx4J/F6BaeSNoM2Bx4bmGyWpSQFZugAvpMxrZNbtrOgjVPSjqTETFOK2Je2+dAME9tXw5BNstIYwm7pt+9eCwPBLb/0+45DVmyTs3+mPMQm9+8P2ZVwtawvIOnPVIS5qR07T0VOIsIzD8u6Z22f1W3T4eKxoZqVnMpS/jvxmDJOVCdTPMmylnVDxFJ8LzU8rGE2tpW6fF26dirmbvxT+AxN6rHXkjMiX/sIRE6VXAqzWuN89u0c5u/yx6PDek711ZFKS34/0jDOm1QWM7NKlP/AFYc8Dl6gu39YHbl5VpuyO/vS8XAju2fStqrx/PPrq5QqLwMxSayw/k7Brpz87oIZaRXAnen5IyzeX2A425ZxynUIF5PayKvRYVogqkFhzLr2UQA46lEwP38tNY9pPOrS5FVOJVWFwK15pp03R4n6a0piT0WVCXzDpj0W6Y2txDwfmBxImA4bqziRtX90USF8bAxi2Y13jyh0EA/dkzz5/dRtv+jsDzJYx5J8zrUfF8JfCj3XC9xsmERNr5D7KdWJ6rJjyYS+UVVmjrzf/6zfxz4A3E99oovE8SNjNT+cnpLnM1ws3rDyQC2/5sCuLNRsheej7hm3iYpP2ceBBwkaecK98JBXxPDwskEyesoShKrPRDWnkFUweeVCUzuPq9WW6RLgQM9ROu5Esybkm1vJyzmmzDEMT5m+15JMyTNsH2epK8UG9n+gkLV5KXp0Pa2rylpZ+BGSfcRsdT7iZjTerQSwr9FxGZPJvbq76a5EGoqYF03V7T/WmEbMKdjY+A9CmX5UsXZhIckLU6DtLE+JaQZhapGC4rxekLh9vwUZ80TVYtr9Uxp6G+SXk+Qz5au8sY64A6CYNUt9l9pTpD0eyI5+wNibts5I8v0iafRIPwsln9CDeXFBSStSbP6WXGdAPGdPBtYRmEjvRFBIh8FtidUpLLY9IWUkE8Jsv1B6ceErd47RzFAupO7fkoiMkk6xfZbO3XWbb88ZLzEobZxTRrLvxXKaU2oQPbtBT+RtIXtvwAoVNG/BfSk+uAGof+URFqZ3+XOFNOhkH3Kxrdq4g0EOX9TWmPpo8ImwI6S7iT2p+3mrTrYEThBUkaEuosg39bB64n7xPE0FySWoWohfUfFHJfYp0vaGHiB7WMVKl4L2/5Dei7LkS1GECKzvfK6hGphEeMkQ3ZD5eLqupC0BfB1Yl+2vKQ1gP1dUCuzvaeiyGtj4jo8wnY77sGgsZCkjd2wO9yQiM0MFFNp4zjB8FEWsDmeXMAmLY4WIZLr76WxUJ1P0jNKNvBLO+dRPEL8lajmfSPNk9WDBElo4FAPtghzOFpY0lOAcVoFlZRXskVdxoSE0UrWdUNWEaM2knUDOMXXc3+3+GNWJWz1Seya07E1jUTLe4hK0yWJDcRxxCauJ7iLmssQyDlQnUxTh1W9pO28xcN3Je3W7n3NRTibSI78TuHHehlRZfSGVLlQrOSa8kiM+PlobKBvc7ks+diIfJKeBXwRWMr2ZpJWATawfXSXl3bqc9AVrOfnKgZMBOqnmrLTTKKaMcOjBMmjBWpW25hB3H8GMQePbB6XdLHtjUsShEUyzSDm7joo+wxOB/5LVIQPIug9wQiRyDavJ4I6ywEHU5Mck8EDri7M76PK9lQj3EdVJfMOjPRre3bwUNIiRPJkeyII1y2wOCrMnm8dVfhDP6GTGq/aWDz02f1DktbKAqoKuezivu+HRHLonvTcRant86mmIlDEsAgbj9u2onL0oJTcKpPurjz/u6YScjek4PRZQFbRuZfb2FB3QVNy1PYXYbbk+OKF5+rOmcdI+gxRefkhSS8gFBvOyLUZ9DUxLDzuAdpOu5qy10yCEPw7opjiz8B9xUZqoxKcO1c/iZ39gV8AF9v+jcKaJm/HXGmMPeA+hQLxhURi6W5yhX5qVo66M/3Mfi4fQ5W0C0Fk3Yi4715C7OOOoY0aj+3bJc2TyLXHKqxNphKekLSC7d8DpP/LVEksDRNV4+AfI4qTVlBUUi9JufLZmbm/5weWJyrqX1Ro96f0M1/6gfLv3OcVFvEfo2Hd1m+s/GHgWknn0kz4aVJoqDEnHEwk3LYB1iTuvxdm11KP+BINwo8I27N8bCSvvHgADdJNqfKi7V8qrAfXT213tV1XxaEnpLXRN9JPp3Z3ErG4caAbuSu/oOxKph5CbKQOHlMUoGQEuSXJ7YfVXCBj2pB9e8QOwE9TwnotIua0eR/9zYZDmaqJKKfpVcg+8PiWQs3nbNsPprXhWsDny4gYA8Setj+pUH8aafFXOuefCDXTgSLdr9dXH04Nth8lVHg2tP3PLs2rFtJne+z5iRjidcR3dzWCmL1xvrGkfVK7FxJ7/qcQKmOZIko+Rzb7ZTTmsCLGSYbshjrF1XWxL0EiPx/A9rWSZu870/7r68AKxLr34xnZcIR4P7EvzPad9wEDtxDXFMgdT0kUNk4t6KF6ZOxQwyPv/4C/pIBNk19eYjtmF0VZYqBpkaSoJjnEdj9yrT1D4Q07L91lqwZxrqzqpNQWwfacLp+aETwuAi51Q80m//xVNBinR1BgnLqGt/iwoJByzRi9CxAbR9Lj+W0/JbVrSyACpgqBCA3RvzclmDMpzSsdtikTVIRC+ntPwve9Rfpbzb7QpxA+14enx2PzeS1DgZxzUwk5B0k32l61eDw9N9uvU9Lttp/fpl3Tc5J+BXyXhuTgNkTVYF3Z9DkKhc/zc8AzbO+USCuzPEQf1GFB0isIstmdxP14GcLnu9R2aBxIwcNjgb1try5pXuCafj7vNG8WK1ifb7ulgrdGn2+hUWV74QgrBipB0t5ElXJefv+kLLlWaJsn3T1OXB9H9jsfTbV77LBQQvSZ/RSwgO15C+2v7zMhNsGYoJDPX5VQzTvR9o0D6rdpbk/J7+vbzfcd+ulo5+akhDVsqNx3vudjNc77DMLSbVtirjvIo1WI6Ijc/gia90hN5MAhnbvlftzvPVrSugSp6a/EPXApYGvbswrt1geeQ6zBH0rHViQqG2sF3tPctjlRtT+TUHRzImwc52YZ6zr9XkCQrbcnkof/JNSLW9YeVef/FEP5cOoPIjB6eBuyc9VxPpfWPU+tNZykbwP/sv2ZwvHPExYtO7Z53RvJvZcCkSZr8yMikPxu26sqlHMuK/meD+yaGBYUCoF3MyBLtkSSOIhIKpsggezmVN2ba5e3RdqQmHOabJEkLZua75R+H59+bws87CHb0FcZYw99LkSQsGbQsE4/wUmVSaF0kiViZxJq4SLUNv6UJ7lJOpBQ4LnEzZX77c59IVEZfxRRaPU34L1uVpYZKyS9ktgf3UG872WJ/fpUI/0PBZKeSa7wIyU2URQKXUJYG0HEkUX7wpJiv2sBO9jeoXB80DY0laFywmepCmedOSEla7cnbPOWdp+FewqC+LrE531FGeFHXZQX1YNKwqChcCvYl9bPsZiXWRL4IK1KpQNPIpaM8Q1EjmAZGuSu/dywmpm9nquytmsTG3mB7aFb0SoKDbcmCBjHEeS4z9geieqLpA2Aw4kCmNdXIB/0c67VCZX1/YG8De6DwHlTaY8Cg49vZTEPhbLJlwgSwKcHkUfpcM4biGvrilHHoQrfw66KUzX7Xowoss3W4RcQyiaVyepqdlpogZvtpdreU9rsKU8EvpDlrSWtShA93ltody1B/rw6l6cpjY0p1FveScQ0/wD8xL0pC48FKdd3KlH82FJcXTZn1uj7CtsvKeS7Zn+Oki4iFFsvJPLpG9ruaGs+LCjsDlXnWq3V/4R0U446G6fpgjoBmxp93gw8n7jJdJLUHAqUk62yvbzayFYN+JznAG91wxZhEeBkj0fxZ6SQ9D6CxbkBsRi7iFjw/Cw9PzsYLekW2yvnXjv7hjsdMC4CkZqr+lvggnWMotLpUJol63ayvWGf43g74f96PvG9finBzP5xP/3OTVDIKh9GLGLyvt2z0vOXE17n/yCqmNZ2Q7rwVtsrjXzQfaAqmUbSD4Ffu5xV/RrbW+eOzSTkIzcgru9LieqiPzIXo7BovQT4mu2fpsfXTaVAbFVImgW804lAmxIcP7S99nhH1oCk39het7CB6DkJm15/le11Cv/TS/u9h091SFqbRnXJhS6R3x/COfMElAVpJt0OLamsaUTkV9glnOtUPTTB9IGkJ2mQJtoqKvXQ77cIK4t8deHttnfuY7hjgyqSeau2q3jOrwFvIfYTh7qDfezcBDUsHr5PBC7zFg+H9bIOTmSbu2z/PRFLdiA++5uB/xv2/XYYhI30Ob0T+I3ti9La+BW2v9fHOI8iKjizROm7gCfcYxFRmju2Bm6iURXuujGZRG44ikiWZvY0qxMKxx8o++5I+nJqf0I6tA1BQN+r0C5bb+XXcNN1zfyHksMuJmJr9Hc5EU/I7nfvIGxeSpNPCvu9jQhSyxsIe5GnFdpc4gLRrM2xpwJvpTVZ3JGc0y15W2WMg4akw4DTbP88Pd4MeJXtj/XR57JErGA+QqVkMeDbtm8fwJAHhvR/zEgltwLr2L5kvKMaLhRkvwMIUufdBDHiFtsvSs9/nbj+VgKuJ5GtCAJYpbmoTQJxFvBGN2xoXkasLbKCnEPonLzcpd1zg0LVOUHSAcR+cGHgciIJd5HtO0Ywxl0JstiDhIr7WoQiT6agkCeNrU3MQ9k6xU6FdEMe463E974YT7y30O5SIjZfbDc2O9cM6lz02rI/GXdsJMX7X5nGd67tW0ravJmIZ96fHj+NWJf9tIfzFckGqxDkyn9DM9lgGJD0aoIE+nDXxnMQsrWgpC8BN9j+wbBzVmk/+CHCxib/eY+iwCG/9h3o+1QUEN9I855i9TpECoWdWls4ZzvX5Z4yu5A+175qcc2VttdTQ7BiIWK+zu5DKxLr420IS9YfEeSdZSmBxkiGrApVKK7uoc+jgXOBvYj1/S7AU5wKJ4qffbf1/DDQ696j9nk8Id10xDA2TuPCkAI2pTeXUSVE04ZjU6KiqSMTcYDnvJWYQP6XHj8VuG66Jcj7QbqW3k5UIjzdDaujWozTqYxxEYjUqOp/JrFJzya9TYjr/C2F9ssRlWkb0ZCs282F6pcexnEd8GonNYG0YPjVdAxMjguSZnUiDEh6CbEwXRL4ppPvrqTNgXfZLpMonLKoSqbREFnVcwskfZ+odvwLsZhd3vbDacN/wXT8npbN3cOez+tC0vnE4vyXaSO2PvAV2x03iV36HGgFq4K4+RViDhEj2MT3AoV087No3uT8Kff82APGg4KaifxF1E6SDfOzSUHE7xPV3I8xRa+fCUYLDaC6UNInbH+13fU7qu+0KpJ5q7areM4nieKUxxkgIWq6Q1Ex/15iDXhV7qkHge+6UGhQsc+riVjNv1Ii8kRgZ6Kad2XbZZYeUxop6Ptf20+kgO9KwFkuKCXUmf/LyCb9EFAk3QaslsVH+oVCeSWzVLnZHaxGJF0PrGH7yfR4HkKFsLimvJRIpF2S1nArEOTu9QYx5ukMlSvnXm57/dzjdrZIlxAJqycLr78W+Kjti9PjDQmyyBqFdmcT1l3FZHFH672yeEzdMQ4aZXv/LIE8zPOOC+m79naCPHmW7ZsUqhefJtQUp03BXS9I8bJNiRjZmil5tY3tDxXazUfMcxsSa4oNgPtsr1Jol7fenEGQQBa3/dpCu3WBbxMV4pkNzRa270rPl6rRZHAPtiaqaRtXdU5QWLxc6LA+HymyOU/Sawllrs8Cx5bFrIedjO8wxkoK5mUJ5OmKQcdGKp5zUdsPqE2hjAskuTYJ+56ukTpkg4r91VJokvQ9QuXuXoK4dRFh4ThllG6GEd9S2Cf/hbjW1ibU7K4cRRxV0s9sj9QOrlOubgB9D1QddtBIeYqHiBiXCcvohYv5FkkfJwqNXk2oH72P2CccnJ5/kvh+vN+J+CzpjnaxPE1hMuQwIWlBYG/gNcR39RfA55yspFNOfRsasdETyBXfFO9RQxpjT3uPuujHW3puwbrOydjaPkth5TDtkBKZB+Ye/4mQdOqnzz8CqCCpOUI8bvt+jcB3PofjgSsl5W0R+vocpwsUVXGrENU2FxFyi/kb4uqSHiAxTtPfpMfjuD76QT4o80jhuaGxFZ081dMicBUn2WGFROqhJe3vZDj+vTPcbN9xL7H5n6A6Tpf0EdpIf9u+ggicN8FB8vz5qAY5QOwGnKqQZW0h02SNUlBlwwKr+kznWNWS5ieqo/4NnE7YdL0M+D2xYBuJj/YUxgeBXQlm9mvcqExZhXKv2emAqxIrPi9D36+f7KCxB2EtuYJCYWhJYh7sB+8i7q0fJSrZliGIPb3iq0TgtaUqa6pA0s6EBO0/iE1O5oueD9jmE7D7pfbTEh68Omb22WxEfOd/lB5vRf/fmQOIZMAN9qQyY4JAIj/UJkAUkN2TrurYashI+9+uVaNV21U852T9XIKU+DtOXSweamKeXHJka+CI1PcpiQQwHXEh8FJJTycqB68i3tu2hXZ15v8nJK2QkVkSyeWJLq/phDsI5ZyBkG4cKgd1lA6eRlgIQSiBlGEfQvV5GUknEHPoe3sc4tihkMdfhWZbm1oxqVyC8TxJe9FQzt0aOLPQfDngx8DurmCLBLwfOEZhOwBwH5HAKGJp96YYXRxfL2McNO6R9BmaEzv3dn7JtMbRxL7lSuAQSX8kkrefcg+KD9MQj9m+V9IMSTNsn6dQeCliAULBbbH081fghpJ2i+T+fpy4xlvmRtu/SQSzcwgbmlc7Z0OTkWokbeWCLU4iufSCN9RsX2lOsH2ypDcmkixE8dDpvQywB2RJhM0Jss11ap9YGNee6DyFOsZPaI4nFpOSZ0jaPMURpzsGHRupgh8Q1/gsWgtlDBST6mXr+p7yqxmpRtLywN9yiekFiAKluuiUNDZBFMyf/93pfEsRca1DCfWuqZQvHkZ86+3A64Cv274v5Vv2HGD/bTFqwk1Cp1xdvwUgj0jaOEey3ojWHFpHSDrJ9tvbETyLxM6a2J6w1N01Pb4Q+E7JOb6uUH56gFDu+7/UNsNbCaWb8xJp40TKi+oyLGj7k32Me1oi5Sb2Tj9l+Bs5bgJBrswet9yjhoRe9x61MFG66QJJvyDIBfmN08uKbPOpDDXL6Tc9Rf/s0I6SmsOGushWDfG8I7dFmApIRKOlCInuC4j3PnTpz3FANSXrhnD+G22vmns8A7g+fywdH4pkXdrcrUZDZnrrdP65btHQKzRg6e/pAg1AolDSSUSF4kLA0wm5ytOJ++4atusGfiaY4lCoxu1E/I9FbHC+3a1CbtSQNC8N+fTbXKg077HPBYCZTtZaffbVIt0/1SDpduAlLkhjd2g/lurCQaFuxVmNfs8jSHePpcdPISxNNumlv9THLwg7zaFWg08wfTCM6sJxQNL/dXjabqgNVmo3weAgaR/KA6y1JZ4l3UisEx9PlXQfsn1h9lxxHzUdoIbM+c6EesRX21SVVp7/Jb2SsNXI9vHLEfZp57V9Uef+TiFsoM6lOTE4ChuTbYAvA+cR96eXAZ+2/cOStosTpAABl09XEn/6zryCIN38HNiMqEyvRQTXgJX42pxjUSLufH+b548ADrFdRkKYVkgkpn2IaxBiL7Ofp5CN6CCR7rer2X4yFczcAzzfc4lqrcKGckuiIn4JIh6+rpMNTrq2X0Sot11B2Cdd7h4VJFTThqZMzWDQCgcdxlppTlBYu6xHsz3gVbY/1ef5NwZeYPvYFC9d2MnGPdfmWEKlafk01nkIZfEWpepRfW4l5y2bk+2CtVXK+SxEfNYjVSqV9NRivEbSM+bU+x6ApGMIIumhxHdyZ8IB4L199HkVsKHtR9Pj+QhlvnX7HnDn825HqJm+mLiHX0xYvF02zPPWwTDiW5L2J3K9lzrZwQ4bki62vXEuR6v87+m2t84gaXVCiCAjWf8beI/t62v08Rzbf9MY3VQkHZPPo0laGPiZWy2oFyLm/m0IgshxwKku2LNL+jxxfc0JZMiukHRap+eLa5RxYlR7jwnppgvmwo1TqZxehuL7VkVJzWFBzbJVELJVn8/YwUM8b0dbhDkdklYGXkswz+exvfSYhzTHQdK3CGm7HxILsXcAt9veudBuaJJ1KdEyOwHuHuwEJpigF2SJkURw+LPtZ+ee61n+foIJ+oVCHn85muf/fmw6tyDUieazvbykNYD9e92USDoIeDbwU5qDnP2qVAwMKYD4atuPV2w/rewpi2gTMM3QEjit0e9twAbZ2lyhgnC57Rf20l/q47tENd9ZNF8/B7Z7zQRzNhJJru/qwnEHYiSVWUMvRKgxLG574TrtJhgcCp/5/ES18S29FBBI2puoWr8HmAmsZduSng8cN9VJqWWQdA3wEeAbhKT5TZJusP3iQruu87/CluQu239PZOcdCGn9vwN79RrjUhs7E/dgY9Lj+Z8DrEvsWa8oS/pLEqEO9Dzb+yss5J5t+8pRjHGQSJXAqxM2WqsrrHuPsr3FmIc2G+n6eiuta+b9C+1uBp4P/IG4brPkU0tV87hIoIqq7X2JAsN5c+cdWSFNIi/Z9oOjOmc3FNfn0329XhVpPnkWcC1RzT+DuLcsS6j3zkrtzibIODcSFpWXATe6kISpuj5SRRsaSZsR8+DbaahhQqjtrOIRWOpVnRNU0R6w5rn3IdSWX2h7RYWCx8nF+V9R1LgGcIdD6WJx4LlZoljNdqjvIFQN8u9l2lgdDxOSzgS2dKMI5DnAGWXkpemAXAzcBPnkpyVtFiLsyF5FzAfnEHmonskbbcjUteOeafxtUYwJSbqHUBM/DDjPoaQ/pTCM+Jak9xH/5w0IYuRFRM7jZ30Ndi5GWqfgsGrbzfY3xzwkoHQNB0BxDadwtVnC9odTXO1M4Ejbx3bo+xmE2vTWU4kMOQ5I+idwF5HDvIICod81rfKGiTp7j77OMyHdTJBHodplJsFQFCHZ+ycXJPKVPIoT+WZNR5XDlcNeyKdKih2JL8kNwNFVkzcDOHepLcKgv5xTEQqP5pcSJLSnExvHi2wfM9aBzaFIC+aXpoelpJeyxfkQxrEEcG8xQDBBZyhUBz5Mg7R5PnC4B6CMMadDHTxn55aA3tyGqpuhcULS8cAKRJA1Izm6n6CbpFkEefl8JzUXSdf3uqZIVXtFuJfk5bCgUCl8IbGR7UrsmHznyyFpe+I7k5F6Xg7s20+SMwWqW2B7v177nGB6Y1DVhVMpECNpEUJi+v3AScABbrZUrdVugsEiJetPc4/KwpLWB55DKH89lI6tSFS6D90nftBIidaPERXPX1FYQe1WXHtUmf8lXQ28yva/FHYeJxIV2msAK7umUsowUbXISdK5bq1CLTv2HcI+elPbK6eA+jkechX5MJDF29IachMiYXSj+1CbHgKp/GzgfloLgw4otKtc1TwoEmhdKFSzdqf1vdybnv+m7d3UqkSSteuZVCppHUKVahFi3rwPeF9G7BgnJD0M3J49JPZItzOHx0cVNvCfdqGKP/2v9smT3xLZ70XAhulnVcIK7zLb+6Q2lddH6b74C9uv6jC+1Yl7+v6EPUaGB4mkek9KO8NAIt28wo0CgmcQe+J+SDfXAmsCV3fbW6d54AU02/Rl6nilxKFcu1GRSl9PXEP5MbYoAXZ6L0Me3weB1xMky2UIK+6Pu6D6MB0g6dtEjimv9v572zuN4Ny/JJQXTkuP3wTsUlzLVOinLUGANjEhSS8iYtYbE9fQbbbfVee8w8Qw41uSnk0QFD9OqBUt0uUl/Z6v1MFgToOkP9meWaN90aFlYCpA3dZwhbZfIRR71ga+7MHZH8/xSOuTVxMKQKsRsd4f2r5prAMrQZ29Rz+YSh59UxIpQPNxWjego/AYGzkyUo2kw4hg18/T480IFm8R9ykkty4ETpB0N+E/O2wcRzAFLyLkdFcGdhvBeSGCry8su0HPBdiM+F8fZPuv4x7MnI7E3O7G3h6of28KVH+ZCAZ8DjieqNCZIendts8exHnmEnyH8LL+dnr8rnTsA/lGCinRY4EfTKUgyJixtKSDiUV29jfp8XPHN6wJhoijKdkMTTGsQ1QIDpKA+Ljt+9XWQr4ebG8/kI6Giz+ln/nSTwsKG+8FNVjf6bFAoc64B2El9iFJLyDWk2f00p9DMv0s4CXp0F7uU9J/Qq6ZoARXSfoR/VcXPptGIOadjCEQk5I5exAV6ccRKigt666q7SYYGhYkFLd6gu3LS479tq8RjREp4XpBqqzGYe3cQvatOP/P44aazdbAESmgfEpKVPaENJ99ibA7ySf8evo/FoqcMrtDE0HcrM38xLWyREo2ZgupRQk77CJe4rDpuiaN7d8K+4bpiKskPQ04klg3/wfoWbGnHamcsAvoFUvbfl23Rrb/mEgCWaHRRbava9P8H6Mm3CTcb/usDs8fn35/fQjnPgb4iO2LABS2OceS+y6MESuPewBjwnJFwg2A7askLVc4ZuBGSfcRJLT7CTW39Yh7HNRYH9l+QtLDkhZzG8u29P25TtIPiBzGQCyM66DGnPAl4BqFKuhse8A+T/+obUtyGstCbcb4ASK2vzRx71ufKCrdNI11JKSaTkh5mQUJcuVRwNsoudd3ey/DhO0j01z6UyJvtoPtSwfRdyIoLGz7ga6NB4OXA6tmsR5JxxFF3tl4hkawJIrKT5B0aHp8FxE/roW6sSCFOslMovBtOYJwMKVspocR35J0FHF/+geRV3wbMHRivkOo4DpJM8uI5HMQ6gY3zyXmwp8AJ3b6bEoIOk0oiRN2XMOpWR3qSkLF6krAkt7SQ8wj3/dYyJDjgO0ngLOBs1MBzTbA+ZL2t33IeEfXjIxcI+mZ5P43g8aEdNMdJxMya0cxdZNAw8C6tnfMHtg+SyG1VcSbCEnN3YnA5GIEo37YWMVJUllRMT1KWeC7iM3SXAfbOynki9eVtBZwpScVn0OBqssn7wp8WtKgJOu+RWx0FwN+DWxm+3JJKxGM/wnppjrWdbMc6K8VqmBFvAPYHvhNjoBzzoAT+9MNe+b+vqrwXPHxXId2G/0MfW74x4VuAe2pgBuJzeDfBtmnpHcC86QA5S6EBHlPSEmo99NaETdllG6qEDuGXWU0JhxLJMc2TI//TOwzeiLdJMwD/JPY060oacV+NvKSlgQ+Qev1M0cWG0xQCYsCD9Ow8oWYf2oFoMYdiJH0NeAtwBHAi23/p592EwwOCqucbE0zD7Ako4knTAtI2oAgJi8MzEwEhR1sf6TQrsr8P4+keR0Kwa8E8pbg/cQGjyUSyN8gkoPbUz/gnkeVIqcdiKKrpYi5NcODwKEl7R9LVZhZMm1JplhiqSpy//vDFIoyi5aRAGpgGKTySyW92PYNnRpJ2hX4II055fuSjmgzLwyKBFoX56W54SeF82YJumekxy2Kbalquh8ltwczwk06x8Up4TR2DLoieBqhU4JmgewPSbsQa/6NiDjdJQQR4hhyifwe1kf/BW5IyhgP5fopkjFfR7IwBpZXHxbGhXm6BW5Vkak0J9j+oaTzadgDfrLfAgLgJEmHA09LKizvIwiKReyaznu57U1SvHOqFR9saHs1hVLPfpIOoHz9PfL3ImmP/ENC5eZaYH1J67tHa+JEFtuRyL/NAhaTdKDtr/U55Cq4jSCgZPe2ZYD83Do0gqXt3xOf3cKA3KeVYMrbfBFYyvZmklYhbKmPLjS9OPfzLdt/7ue8w8CQ4luLE3uO+4iC43s8IvcMQo3zJklX0nwPn44x3HaotZ60vaWkxYg9+JHpf/4jgoDzr0LbRQAk7U/Y4x5P3IO2JVQBi+i2hitas15DFE9vQQ8xjwzjJEOOC2kN83piHbMccDCFzy/lktvCI1CllfRG4ABiD3k3QTq8hbjHDO48c3dOrzskzfI09aLsB5J+QbA9v0/cZLYDXuYeZZ4HDY3RbkQ1bRHmJEjailhgnk9Mai8F9rT943GOa06ExiefPNuuStIttlfOPXeNk0TrBN2hkHDfKm2gUMjB/7jdvSpVcryBUMN5kgjIHFRcZE4wgRqe7m8hSCDfT4+3Ae603W+F2MiQW3S/ndj4ttsMjR2pCm8NguibH2M/svELAnvTSGj/gvAE/2+P/Z0M3EpUSu5PbD5vsb1rr2McNOZWYocalqyz51L14NWe6+8rhFLBTeSUAPq8Hs8hAhwfJwKe7wH+afuTvfY5wQQZSgIxpwHH2P7LCM79JHHffpwS+eqMrF613QSDg5olnh8n1CxGFfie8pB0BVGBe1pu7rjRBWn6KvO/pL2BzYF7iMTSWkkR4PnAce7RSi6LmUm6IVcYdZHtl3Z7bZv+zgNe3ek6kLQuQV59m+1DFFYgbwXuJKwW/1Vovy0xZ65FKFi9DfiM7ZN7GeOchHTt7GJ7YKRySTcTNh1/IO6ppZZDCnuZDdywgluIsN4ps4IZi4Vquh7Lzrtpev63wO62z8y9Zgaxl3+2Kyj+dDj3Nwilix8Sc9LWwL+BU9Igpsw+aW6BpB8Cv7Z9ZOH4+4HX2N46PT6QKKS4pNt3q876SG1sj1xQZtEALYxz83Rms5ORD7YFHnbB7qjqnKCK9oA9jPfVxN5ahB3XL0va/Mb2ugqVt5fY/l8+FjoVIOkK2y+RdDkR97mXsBJ8QaHdyN+L2lgSZ3CP6qnZuNOcvTbwSWBWL9dtD+e+gCAvZUXd6xJJ8oehEfORtClBcHp4gOdejCCqvSwduoAgyfVU8K1Qwz0W2Nv26pLmBa7Jvo8l7RfK5uGphmHGtyStDLyWEBKYx/bS/fZZ4ZwvLzteRtydylB7xRkBC9juicyf1k9bA4cAX2yXa83ujxWOdVzDDQuJrJqRIdfIyJDZGmFOg0IZbFXgLIIsdWObdtn/Y36C9H8dcc2sBlxhe+MRjPU6Yn30K9trStoE2Mb2h7q8tBYmSjfdcbqkjwCn0pxgmdOToNsQE/6p6fGF6dhUwepqthpYID0eRUC0qy3CHIzPEOodd8PsxNmvgAnpZvCoLJ+swUrW5Sv+Hik8N2Fp1sOeBKv6DuLetCxRadMCSasRFUCbE0G0EwhP3V8TSf4JJpiNbEMm6XO2X5Z76nRJ002u8oDC43Vyf5upVQmw7yA7U1Rcn2b7VQTxZhB4vu2tJL3J9nGpWuwXA+p7UDiBIHa8gRyxY6wjGg0elbQAjSr7FcjtLXrAloQSQD99FLG47aMl7eqGpcm0CgBNMFgMqrqwEIjZr10gZliwPWOQ7SYYDFJg9cwigWSCZti+S802lGUKzF3nf9tfkHQuUWWbV9WcAezcxxD/m/6Xv5P0UeAvhFprr7iDUHroVOR0OPCqRLh5GWFTsjOxbzqCINUAs6+zPxCE31cS+7Itq+615wIsAdysqLoeCKmcsCWvAtF8PT9BG5Ukj8lC1fYmXZq8hqRSYvsnaa13MvAArRXUdbFG+l1McG/I1NsnzS3YDTg1kQIyla11iNjwm7NGtvdofWkrelgf/YggtBn4fYdCjYFZGLthxbBRgZy5l6RLaFWn6zgnqL49YN3x/hJoIdoU8GeFTd9PgV9K+jfw137PPWCckcb4NcL6xpSr9oz8vTiUd+YBvmx7z64vqI6nSHoKsc/9lu3HlKzCRoD/q9juvYTS3L1EsfpFwMXuz4r2GEJV+e3p8bsI0sxb2r6iM5awfZKkTwHYflxSy9pRFdUUx4yBx7ckvYEoIn8Z8HQi7n5RxxcNAOm+eOicsO/xgJWpJW1I5J1fSigvvdk5pb8SPJHm4ROJe+M2lOyPKqzhsvMvTRB9Nkr9XQzs6t7Vn/5r+7+SSOvDWyW9sMe+pgPeRSg3rQjsklt7NOXps/+HpBOBDzkpYkpalSj8GwUes32vpBmSZtg+T1HQOFBMSDfdkbHI84sI04fP+HRAIhVNmaroImzPM8ZzTzXJyVFihpvtpO4lgnQTDB6V5JM1eMm6jNCWJ7ORHg/N63AOxcUEGeqFxOd3a1mjVIV0H7HZ2SuXQL1CUk8VpxPMNVhS0vNs3wEgaXnClmHaoOomaCrA9gVKFovpUF8Wi7afkPSwpMV6rWIqwWPp931p4/J3omJyKmFuJXbsS8jHLyPpBGJD/94++ruDkL4dJOkmu37+Jun1RMB26BVfE0xpHE+sX15Lrrqwh34qBWImmLtg+0lJ10maaftP4x7PFMVdKRBtSfMRNpRl38FK87/ty0uO/bbPMe5GJFB3AT5H2ImUqjFURJUip3lyhXBbA0fYPgU4JVX7z0a6zg6wvQFt9mNzOfYddIe5JP0z6RxDOJbY82bFflsSyccWDCEhUgndFAhs3ynpVcAv0vt9F1GtW4l00QnTaZ80t8D2P4ANU2V0ljg90/ave+yy0vooKVV8kSji+iMRh11aoQC1t+3HCv0O1MI4YSFJG9u+OI1pQ2Chkna70XlOKNoDZm/6AcrtAbsip7ogKigV2s4IUvumyvvFiH1a1t8hhX6a4FY7r4HD9ufSn6dIOgOYvyxm0O29DHF8T6iLVUgPOJxQrLsOuFChsvRAx1cMDlcBj6Q1w4rASsBZxe+W7XcDSFqKIPgeSlzL/eRYV7D91tzj/YprmZp4SNLiNIp91gfK4k3fJPZ4pwHYvi4RmacShhHf2owQFzjI9sjIdpN9Tzkk3UnkRE4krG8fT8fXgraqfu8EDko/Jiwc39mm/9fTWkBUJIseC/wA2Co93i4de3X9dwRMD2LnwNBD4dJKzlnQ2r5RYYM5CtynsPK7EDhB0t2ka26QmNhLTVCKtMD4ODGRzV44eA6X/q8CzaW2CAAKH8TVCHlbiADX9Z7YDgwcqiifrLlMsm46QSW2d8Vjiem+l+0vjnyAE0x7SHodUc17Rzq0HFGZMtWUTbpC0q7EpuZBooJrLeK7cc5YB5aDpLcTlWbnw2AsFiWdRJAlf0mzp3NPgbxExDwFeDHwXaJq6bO2D+91jIOGpMttr6+wMj2Y2Hz+2PYKYx7aUCBpS+BS23en4Nf6xPVzue17+uj3FGB14Fyaybk9B4FT1ddFhIf9IUTF6X62T+u1zwmmN5Ts0JQsCVL16S/mhn3PBKOBpF/TkPPPz4P9qGzMMZC0BBFQfhUxd5xDEA3uLbSb8vN/VUhatZvag6QbgTVS9fatRLXkhdlzxSpiSfsB1wM/8TQPgkr6OnCs7ZvGPZZ2kPRGQs1yKeBuQvH1FtsvKmm7FqHwKuBC29e06fOXREIks7bZDtjWdq8JkUpI660bCVsyCJLE6rbfkp7P9vbPAb5HrOm/mr2+TbKo6rkHajkySKQ4VCdSwtDtYOYmKKzGFiGszB5MxxYFvk4QBXYttM9bGItQhvice7QwTn2uTZDiFkuH7gPe1+s1Lmln24f0Op4ez7kuoQJyVuH4G4G/2J6VHmckoY2AVQiFIYiE7Czbu49oyFMakg4gCg1PpnkN95O2L6p/jnk9AtvRVAz5UkL55HKChPOw7W0L7bZL7V5M2HVeDFxk+7I+zn0ZEVfKCG0bAV9PZOFe+lubiLOsSsxfSxJ2nNcX2mUWZtd4APbXw8Cw1reJ0PUC279SKNTNm91bh4nJvqcVks6nsZ7IyJMZ3E/cQdJhBAl0E+Aogih3pe33F9q1WPKVHetxDC8nkSFtP9pvf3MCFFadDwHfJ/7n2wEL2x66y47CyvYRgry8LfG/OaG4t+77PNN8vzkSJCblKjQTLL43vhENHwp/s8MI1vlsea5sAZprtxFRGbMsQc7JWORzrBKQpHOIBffHydkizOnEE0XJxdLE4iAfFDm14wsnGCo0DbyI5zZIejbwXGLx8E6a5XIPs71Sof2FbrYImusxFSqLpgsUHvDZNXWrB2s1MzJkm3tJryX84j9LJBQGXT3VM9La6NUuWCz2E5TIBfSaYPu4suNzAuY2YoekHwMbEH7wlxBVppf0myybG6+dCUYPSVfaXk9hXfgRorrwyjl5rzfBaJECkS1wstKcYO6DpIsJhZvvAj+wfV9Jm70JW957gJnAWrYt6fnAcW62QMlUEBYiKhn/yzRW2UoJqO2J+NuxwA/7IWHkFCIgPvenAA/189mkNfOmxDp5TYUqyDa2P1Rod7ztd3U7lo4PLSHSCd3Oq1CWaId+k0UdCT/jREpYQuzboEGG2pZIVBeryCfoA5J+B6xYJA0qLH5utf2CEY5lUSKf1Df5S6GWsxzNxb4951sSKfEY2ze3ef584L227ywcfz6hmLZp4fh5wGuc1E4S+fwcT1SogOrFohX66agM5mZ7yaEgK5CUtDOwgO2vtrn/3wP8nsiZnVe8lno89+oEaXMxYn3yL+I6va6PPuelobp+m1vVsLI4xYHAt4jCoF2AdWy/o9fzTgdI+iChqPIM2yso1MAOs/3KEZx7su8ZAFIs9oO0zh/FQvWscCj7vTBBwH9Nod2viH1HJjKwDbD9KK6JuREKm8kP0yCVXwh8px9i8FTDxF6qCyTtA7yCIN38nJAgu5iYDOdkPG77OxXaHQ3sToGcM4djrrRFSEGsn9peGxgYa32CcqQJ6P20KioVNy9zlWTdNMFrCcuQpYkKv7xc7qdL2v9S0scJMl+e6f6vkrZzC65Kv0sri8YyoqmLtWlsNFaXNF2Jwdn3ZHOCbHNdIntOJQzcYnFuJEjYPiP9eT9RcTJHw/bbACQtB2yYfnaQNBP4je3Ne+x34NeOQunyO8CzbK8qaTXgjbY/P+hzTTBtcISkpwOfIaTHFyZIkRNMMBBMgsydUTWoPCfB9sZpPtqesFy+Eviuc+qHtr8g6VxCXeScXCJ6BrBzSZ+LjGDoI4Hto4CjJL2Q+Iyul3QJcKTtTgSQdv01fTYKhb71+hzmY7bvlTRD0gzb50n6Skm7JuWbRCBYu02f9ySFgXxCZKBVqW3wiJotdTYiKmSBoVtADdpyZGBww0JsowLJba90PU5IN4OFi4SbdPAJSS3HNQT1+lTs89asz2yr3ivBStLxwArAtTTyCaa/fMutwJGJcFBGSly8jCRh+3aFImkRSxEKQ1lsbuF0bALA9vYD6moqzNGStAFBHMxUMOYpNrK9hKQXEcniLyTCxm1lZNGqSOSa1ROhDdt9WWpJuohIYl9EFPu0EG4SdiTUFJ8L/JlQU9ypTds5CTsR65wrAGz/TmEPOXRM9j0Dw8+I6/tXdM5HZ+u1hxWWcPcCy5e0ex9BPvsGMQ9dmo5NMAQkcs030s8ciQnppjveRki3X2N7e0nPIuSo5nScLukjwKk0S9YXk8D3uyDLOBcgW6z8TeEL+FciuT434HJJ69r+zbgHMhfgeGLD+FoiYLEtcEuxkcfk3ztBe9g+LgUQtrF9QoWXZAu5/ObGwFxbRZ4lkyW9F9gkV1l0GLERnIChBarGhVlJSW554FOSFgGeHPOYijhbYYmUt1jsaQ0k6U3A0rYPTY+vIGR/AT7hPiyrJpiasH1nItQukH6yv3tCCvB9iVY1zn7mjiOBPYHDU1/XS/oBMCHdzKVIyV2IwO1cuy6ZYPAoqGu0YDoqkAwJVYPKcxRs/1bSZwgi/sHAmomM/Wkn2wrbl5e9rqw/SecWq1XLjk0XJHLKSunnHuA6YA9JO1StUFcbyw7bP5W0V59DvC9VE18InCDpbkJlKDv3p4hilAUkPUCDfP8oYZ1bhrKEyKASvp2wI/A9hdUTwL8JtetRoCPhZ4pgocIYNyRUpSYYLG6W9O5icU0iot1a0v5kQonjKAY3d/yMKJqYRS5P0AfWAVYpIxP1igqkxE57r7Lr9svANTlFq5cTav9DR5rztgWeZ3v/VLDxbNtXjuL8nSDpE0kJplSh2jWVqW3vN7DB9Y7dgE8Bp9q+SdLzgBYiayLGzCQcH5YjYvB9xa0GTWgj5qiNU59fk/Q/wgKryRbNYXW9bcnr53T8z/aj2eecSHojsYLRENQF51Is6GqOI2ekQvWvAVcTn/2R+QZpTf1Fz8UWX6OGWp1zgL5jmVMKE3upLlBDUnsWUY37IHCjS7yI5yRI+kPJYWcXvxq+xW8nmL8/oZmc07Nv8VSH5jJbhDwk3QysCPyRUOTIZJknfs0DhpKnak4C7ynAL/qpTJlgtNDENqpvSLoN2CAjfKZq+8ttv3C8I5sakHQLAw5UjQuSZgBrAHfYvi9Vmj3XBd/pcUPSWxiAxWIK/r3D9l3p8bXAK4lg37HTNQk0QSskfZqwl1oSuI3wiL8cuN52z0Fwhf3GPkTyaQsisCzb+/TRZ2ZZeY0bvu4Ty8oJJphgaJC0P2Fbdjwxt24LLGL7q2Md2BTBVL4Ht0u2ZaibdMv1uxoxp70e+CVwtO2rU4XqZbaX7dhBc1/zAwsSibNX0Gz7e5btlXsZ4zgh6UDgjcC5xGdzZe6526ruk9Sw0shbFc0gEuEvt71BH2NciCCHzCC+04sBJ9i+t9DuS7Y/VbHPjWxf0u3YoCFpedt/yCsQZMeGed507jUIa6mBWY4MGpLWBo4hxghwH/C+OTkmPA5Iei4Rd3+EIL0YWJcgkbzZ9l8K7Wc5VMoHOYYbba9aoV1V24+TgV1s/23A45wHeAMxjywDnETs3x8irs97gc/kYyiS9gOe44IFXnru2cBL0sMrbP99kONtB0nfIcgcm9peOcXCzrG9bqHdW4CvAM8k7hNDt0+UtIXt0zVgu2NNA9VVSdcTDhgXE/GgPw+gz7NpENpmxwdsH9BHn88hSGIvJfKZf7L9uvTc/3V4qW1/rtfzTgdI+ipxL3g3oY74EeBm23uPYSxbAuvZLlPFn6ANJH0euNT2z2u85qnA/C6xRkzFlVvYfnQAY5uHyN+9qt++5lRIupUS55ziPmE6Y0K66QJJ3yYqMN4BfAz4D3CtByehNy2hIfoWTzA1kVj2LyUIN01wkpadYHDIEf4uJBaAfweunJNYn3M6JH2WCIp0tI2S9O6y1xermOZGSNqeYD83VRb1uomf0zCsQNUoIWkl27fmyLxNmEoBW0lfKVZTlB2r2Ndv8gEzSd+y/dH09+W216/Z31s6PZ9VhU8weqQN5X+AM4iq7CvKNvo99DvL9tqSbrD94nTsItsv7aPPs4CPAienRNzbgPfb3qzf8U4wwQQTlEHSFbZf0u3Y3Io6QeWkMLEczUnOoe0n2iXbcufuNel2IVGF+mPbjxSee5ft42v0tStRvb4U8Bdosv090va3ehnjOCHpfcCJth8ueW6xqmuMHOnmWBrkqceBO4nP5p+DGnOHMZSt/+8H/uiCCk823m7HhjDGsvMOnNDQZQwDsRwZJtIYNYg17gTtIWlTwpZNwE22zy08/4z05y7A3XRXr69z7iOAQ2zf0KXdpUShajGZdkqh3XlE0c2VhTH2rDaQSIlbAL+mhJQIrEWo/6xHqAVDuBtcBXzA9n9K+nwurdX4F/Y6xqrI3aPzxRDX2V690O52Ilncoow+gjEu54Jdl/pQx5d0AUl1NfeeK5G9eoWk0+lMIB66+sWg36Ok3xMqeD8gvovX2n4y9/zHSl62EGGrtbjthQc1ln4h6SrCKu4Htv89oD4FfAB4DXEv/QVwVJ6IN2iojbpgeq52/G9OQrtYcIaymLBCMWghYu54jD7JhpIOJ+aH02jO3xzYY3+nAe+arInKMc69vlpVdrJrZ6D51gnppgYkLQcs6ilWdT0sSFqVVsn6uT4JPDdj1MGFuRmSPgCcArwY+C7hHfxZ24ePc1wTVIe6KIbl2h2Sezg/oXZxte23DXN80wXjqiyaDhhGoGrUkHSE7Q+1IfNOKRJvm6D79e5B7U3S7baf3+a539teoWZ/x6Y/nwlsSAQaIaqazrfdkZQzSiisWr8ILGV7M0mrEIpWR495aENDCoBvmH7WJ+b064hE6rGdXtuhz0sIMvSPif/3X4Avuw8lMIWM9hFpnP8G/gBsOyFXTzDBBMNCSs4dCpxIJD22AXayveFYBzZFUDWorDaWo+5RbWackPRKQtGmhVTSR5872z6ke8vpgaR48AKaY3W1ksCS/gwcSIOINLur1F9PiYaaY7icSHJcn8bxYmJ9tDiwo+1zJG1ArEt2I9T9MixKKHw0JaAHOLaVCHLDV4kkcP68ezqpn/eSLKoxhl2JZOODBBFtLWAv21PGblkFW5TsuHu3RZmgD6QYlGn9XkOfSSWF8vnzif3B/6Bc+VwVFdokvbzsuO0Lehjbexw2702kRIVtzPG2t8mTEtOeJ3MwuMn2HW36/QphKX0TDQshj4iIcQVx7/tNIt8sSSjdrFlod4ntjYY9njZjnEUo0fwlPX458K2sIKSH/kauutruOsxQvB7T/+ETxPWTn4N7jltVJbTV6G9XQt1pGcJ+7gJClef3JW0XAXYlCDcnAQfYvnsQ4xgEJD2fUK3amiDHHUt8D3pKaCsUtq8fJpGrzXmHpi443ZGLBc9PfB7XEfPLakQOYOMRjKFULdo9Wt9JOomI+/2SZhLPtNuXDQOSvsyYnHM0IpWdebs3mSBDkb07JyPdbF5BkG5+DmxGSOcV/WP3KHn5/cAs29cOd5QTjAGX98Nan6A6HF7EED7oE3WbaQjby1dst3P+scIvvnIF51yAeYB/EmuWFSWtOIrKommCfcc9gH7hJOFse5Nxj6UdJH2YUBx7nkJOOMMiQK+S9ldI+qDtop/wDgSJqhacFBglnUFYjv0tPX4OkcycSvguESzJ5Ht/SyiCzbGkm1RVeoZCOnpt4GXADsD7iM+iF+xGWGbsAnyOIFh1VB2oMM47gFcpbCFm2H5Q0m7AN/vpd4LpC0kLEmqvM21/UNILgBfaPmPMQ5tgzsE7gYPSj4l59Z1jHdEUgu1FKjZdhxFbjg6xOvw9wHck3UtUaF8EXNxLhbOkdYG7MsKNQmH0rYR6777uQ/VhXEjFObsCSxMkq/WBy4C6Cb95CBJwWXJ+VLiTUNS7CSARsfck1jU/Ac4B5iPGOS+x9s7wADDMIpUXEhY1TyOUMzI8SFjnZMjsP0qTRUTis1e8z/ZBkl5LEOu3JyUc++hz0PgZDVuU/3VpO8GQUTUG1SOqKl+eIWlzd1Fo64Vc0wG7Snqq7SOyA2k/81PgT+l8sxUH0p6nlGhTwJbEuncc1/bBhFLRMyV9gbjffaak3VWSfkS813zychRKtzsCP5W0BUEK/CKweR/93SNpBdLaQqG6OlRV5/x1KGk+YMX08Dbbj5W85AQidvEG4v2/h4hX9oONgfcm0lxbQltV2D4IOEjSwsS8sS+xZpgna5OKgvYgLCCPA9bqZZ01bNi+HdhboST/BsLO8ElJxwAH1V3H2X5S0nWSZtr+0xCG3A1b0KouOG2KJoeBLBYs6UTgQxn5LIlBfLzd6wZBQM+9br/U56Lx0A/20k8OZ6afCcqRFVavkztm6u9lesH9ts8a9kkmSjcTlELSDYTE4jW2V09VyUfZ3qLQ7gfEF+T0dOj1wG+AlQhp+okX+xyEVNmwIhGkeog+F4IT9A+Nwb93gmpQj7ZRkp5CMO9XHsrAphHGWVk0weggaVngIdv3SFqfCDrcbvun4x1ZIBHhng58Cdgr99SDvSZrJD2TRmAsY/OvDTwV2NL2P3rst0maeFyVPJ0wjgq2cULSG4kqxY2IiribCJupSwmlm6HbN/QDSX+yPXPc45hgPEhB/FnAu22vKmkBQoFijfGObIIJ5g60UdFosd/RGCxH61aH99D/UkSS8eOEOl7tokFJVwOvsv0vSS8jFJV2JpQiV/Y0VBZNsbp1gcttr5EUWfazvXXNfoZuzVRhDC3rv+xY8TlJyzop76X17cIegd2SpA1sX1ah3YnAF4rJItvv7ePc19teTdJBhHLlqfn181RAce8xwXiRIxr+PT0eONEw7WPzSc4/peMP0lDZqaLQtj5wCLAyQa6bh4gJ1I5lJgLB2cD3bR+c1Eh+Dpxre6/Or+7Y71nAVi6xnRoF0v39lcRneK5LLKTUULzNw7bfN+zxpfNvABwO/Bd4fT97W5Wrrm43iiJ4Sa8gyCd3Ep/3MsB7ikl8NSyeZyseS7rAdsc1UYfzilCvbVGWdY9qs5IOIGJqCxOk3IuAixLZDElfA95CfNaHjuv6rgpJqxHkoc0JK6gTiPf3rl72pJJ+TayjrqRZhWRocWZNAXXBqY5Oa8KStqUEdJcoTqmCRaCkdQhSc0buvp8gPs/q4/1UIfFNMGKMSmVnonQzQTs8ktifjyeW392Uq20sTrBh/wOzFXJ+TFTwziKkWOcItFH1mY25ZIKsWtkwwejwVcbk3ztBV6yb+3u2bRStimH5KtEZhMLYSaMY4DTAloyvsmjKY5CBqnFB0v8R1UFOwepXAecDr5f0Ctu7jXF4wOyquPslfQb4u+3/paDMapK+Z/u+Hvq8G9hQ0qY0pK3PtP3rDi+rgvMl/QL4IXFfeQdQZt01TjwkaXEaFWzrE5vaORXvJQg2nyCUIB8d73BqY5wV8BOMHyvY3lrSNgC2H0nB4QkmGAgkrQh8B3hWInatRlgVfH7MQ5sq+DZRPZ5ZDsy235G0I0EgMREkvlnSyCxHC9XhCxCKWLf126+k7YgE1IuBe4BvEQmjXjBPLsm8NXCE7VOAUyRd2+9Yx4T/2v6vJJKyw62SerGWHPi9PBGCOqkfFYu1bpP0HYIMBfE/+q3CsqiYnPhSuuafIGKNi0k60PbXBjP6tvhH2q+vT7y3y4Dd3WpHs5Jz1iC2b5S0Rp/nniXpHGB54FMKG5Anu7xm1LhU0os9IFuUCfrG4cR+mkQ0/DINouER9KEOlQoJDgCWInIEywK3kPayrq7MluFbxF71ZKKY992EakFtJGLlq4CzEmHzTcB3bB/cS385PAxcK+lcmufWUVmE/I5Q9ZoXoEydw0nxdpRQq9LdgsR+/mhJPa89XKK62v9oK+MA4DXZOiatT39IFEblkc1Nf5P0euCvROK/J9i2pG/YLp6nJ6R92rXAVzsUcn2MuJ4/Q6jIzH45U6yIV2Fhdh+hirxXLjZ8haRebdV6sgzqE1NBXXCq4xZJRwHfJ+4v2xFzTBl2pUFA3yQjoBcb5Qp5byZnv0u4SuRxDPAR2xel121MkHB6EhkoI/EpbBAnqv0J6f5ZtOkbhTXpSFR2JqSbDpiK1cEjxFWSnkb4Bs8C/kO53cFMIJ88eAxYNgVk57QkabaBeCFxYz8tPd6C1pv1HIlcZVFTZcMEY8U/JoSbqQlXt436eu7vx4nK1T8Pc2zTCHcAT2EiVd0OAwtUjRHvIEhDCxLSz8+2/bDCf/3acQ6sBKcA6yh8pY8m1gE/oA8J5USy6Zdok+/vo5LeTJCfIZJLpw6q/wFhD+KzW0HSJcCSDNceYKyw/ZburaY0JrKoczceTcn0jCS3ApM5eYLB4kjCTuZwANvXK9R0J6SbwJ10tt/ZdXxDCyhsJb5OEMCXT0SD/fsg/HwT+D1wGHBenxXu80iaN6kCvRL4UO656RoP/XOK1f0U+KWkfxNJv7p45SAHlfCG9Hun9Dvb+25LJK+LeC9h4bobkZS4mFA2eoywzcxjFdsPSNqWULD4JBGrHDbp5geEVeub0+N3EInYlxTa1UkWVcX7CbLEHWl/tDhR7T+VMFBblAn6xjCJhp8jyGe/sr2mpE2AbYqNJJ1r+5XdjkFYx0iax/YTwLGSLu1lYAoFcAhi0YHAucS98i3pPD9J7Z7RqZ8SJaDTaMT+RwpJOwP7AP8gksUi7i2rFdotTRRibZSevxjYdcgxxa93b1Idkraz/f1isXNGBhlRkfNT8sRh279VqJAX8fkU2/0Y8bkvCuze57kvl7Su7d/02U9G4tnNdlnsOWszo9/zjAIpL3uK7S+WPd9rnMWDtbarir+NiFAwnbE98GEae5sLicKMMlQloG9JtULeBzPCDYDtixXqbb2iKolvroSkw4gcwCbAUUQ8uIx3MAy8Kq05horpuskcCTx+n7+xwfZH0p+HSTobWNT29SVNf0AsDn6WHm8B/DCxkm8ewVBHBjf8/c4h1H0eTI/3JRKeczy6VTZMMDhImoewa1uOZgm8A9Pz2eJynP69E9TDw5QQIgpVoksA945yUFMc464smvIYVKBqjPhvUv54VNLvbT8MYPtxSVNNEeTJNK63AN+0fYika8Y9qAwFsvhUI9rMhu2rFZYULySChxOp1TFDDTn4lqeABUY8nAmmFvYl5PqXkXQCEdCfagm/CaY3FrR9ZUFA6fF2jedCrJQRbgBs3yxpTdt3pGrycSQOitgXWI9QKsT2tZKW67Uz20tIehFBIP6CpBcQa4V39dDdD4ELJN0DPEJSzEkE6mmpsmc7I3/sK+k8YDHiPl23n75tZkr6zIq0NrKdr0DfKxGt9y+0f4SILx1Q0l3R7uIpKQG6JfAt249JGgUxWIXk5fclfbSkXZ1kUVXsa/v/co/vAw4mSExTBRM17KmFYRINH7N9r6QZkmbYPi+pCAAgaX7CVmoJSU+noeiwKBFDLuJhhf3GtZK+Cvwtvb4XbJH7+7TCMRMkVQiiXmaBNZOwMBLwNKIAaPl8p7aP63E8g8CuRLK4W3zwWCI3s1V6vF069uphDWwIa4/s/15XLWmQuErS0TSTRVusZWyfkf68n1ZyaK/YBNhB0h8Ju6N+yYsDI/GMEykv+zqglHRTFx1iHtn5hqnwM1G46QLb/wW+kX66oSoBvWMhrxo2vldKOpyGYvjWpH1Nj6hK4ptbsaHDPvV62/spLPFGlce8XdKPgWOGKWIwId10x3OAmxQyvSPx+Ztq6FRZZPtzkn5OVDcI2NH2VenpqbQRHCSK6j6PEsSIuQGVKhsmGAhOJzxxb6BcQji/qXwYeE3ucX5TOcGYoC62UQpLlS8D/yK+W8cDSwAzJL3bdu3g6RyIsVUWTRMMMlA1LjwtkVgELJojFIpIIkwlPKawWHk3jXvwlNk4TReyeArIfoRYOxq4SNJhaZM9QUVogJYsri8HP8FcAtvnKGS91yfuy7vavmfMw5pgzsI9SUEpU1N6G7GemSBQyX6nTSLhfuAq4GNutcIZJB63fb8G5DynsDefSRT4LEesB3uy1LH9hUTefw5wju383mzn9q+cupA0M/fwD+n3s4mE8VTBQpI2tn0xgKQNKdmjKKwh9iX+1/lCozJr+8MJ5afrgAslLUvYrgwb50nai/gOZomYMzPFjIy8VDNZVBUzJX3K9pfSd/5kwq56ysATNeyphmESDe+TtDBBKDtB0t00k2R3IFSrliLICtmk8AChFlXEu4h78UcJpZBlgLf2MjBXtFiyvTzMrrI/zfbP0+PNSLZceSTS55eIWF7eAqPsHjVo3EW1/9mSto/NPf6upN2GM6RAl4IN1yUv2M7UDsdh+5Phw4RK2y7E+7iQsPgEQNIhdCZs9FMYOGjy4ibAjpLuZDAknnHil5I+DvyI5rxsbeJwFvOQtD/wdyIGLyJ/Oex4yDDUBeco1FkT1iCgdyvkLZK+98mfpuZbyKMSiW8uxiPp98MKS8h7KZBeh4jVCNXKo1Ph6jHAibYHuqdQY885QRlSJW4LpkhF0dhR2PDPxlRO9vQLSXsDbyeqyE3IzP7I9pfGOrARQNJVtteRdB2wZkrwXWl7vXGPbU5DYnt2XRCnKrJLuh2bYPQozB8ttlGSrgI+TSwOjwA2s325wov0h7bXHOmAJ5h2SMHmfxBy/rsT19K3bd8+1oHVgKRjOz1fNYA2CigsHXYELrP9Q0nLA1vb/vKYhzYbkn5NWGBOWbK4pJOABwn5fQjy7tNtb9X+VRMUIekCkiVLNl9IutFzpy3uBEOCalgETDBBL5D0PGIdvCFRcf4HYNsskTu3Q2HvlhFVM/udbxPFGQva/k9qtx9R4fmD1O4dBBHjNuDDtl8xxDEeTVh57EUkTHchKjx37LG/64n3eTFwoSe2u02QdAMNpYb5iSD1bbanjPqwpLWJIHZGoL8PeJ/tqwvtbiX2MLMI+xQAKig7ZK/PFD2GBoVtUjs4SwbVJBBVPbeAE4hCrE2As2wPktTTN9RGDXsqXY9zG1JxV0Y0fCgdWxFYuPgdrNnvQkSibAaRQFwMOKH4fZW0s+1DuvQ1D3Cc7e16HU8/kDTL9tqFY1fZXqdw7GIiCfsNouhmeyKXlk/MDmuMRxPKsGfSnCw+sNDuV8B3CcIVxN56++m4Vpe0JPBBWhXf3zeuMWWQ9J7cw/1oTs4PRBWpSF7sNbeW4oQtmI5r6zZzsPucW6+w/ZJuxyYYLfpdE7bp8z1lx4etYpaI0jvR2L9dSMTqJzbdgKTPEvZ8ryRIuQaOLKg7jmIcLyPmzqcBPwY+N6h8yoR0UwFpsnqB7V9JWpDwSO3H122OQW7DDyE/P+U2/INE2vQuDSwJvDQdvtD2lLGXGCbSYn5Lgum/BLGpXtf2huMc15wIhUzrubbP6dLuattrdTs2wXihZBuVq65E0rW210h/32J75dxz10xIN2OvLJpgghak5NfMvFToVMJ0IItLus726t2OzSkorJVb0GvFmaTf2F43P1/k55UJJugHSZFqQeA84BU0WwSclV+zTDDBIJCSeTOIhN7Wtk8Y85CmDKqsPdokEC63vf6w59gUI9ubhvLqL4ig5SSwPAIopPF3sL3DuMdSRFItku1StYY6SS5JzyIsJpayvVkiw29g++jBjbh3DDJZpIbdAYSq5uHAJcDRqc8po3aTCvI2paCGbftDXV46wRwMSavSGsP5XqHNL4AtHFbTI0U690VEEYgJS6aX2X5tod0s22tLusH2i9Oxi2y/tKXTwY+xlNhTVINJxdDfAjZIhy4hlClHRrAYIFnkUuL/UryPntLvGDuc803A0rYPTY+vIHI+AJ+0fXLJawYarx0GeVHSxkQu89hEZlrYdicS6VyDdJ0dSkPBbhtgp0lua7wYBvFJ0qbA5bYf7tLuaYSi+XI0E/76UbCaoAISQWn+dnuFIZxvHuD1BIl2OUKN6AQiz/9F2ysO4jwTe6kukPRBwgP1GcAKwHOBw5iDZcGStNL1VSpls0Vn7rVrEZKScyRsW9JPEyN+ymx0R4g3EYHQ3WlUNuzf8RUT9IrLgVPT9/ExCjKdkjYgKkKXlLRH7nWLAvOMerATNKDqtlF5mfRHmnvpS8ZwTsKxNCqLNiFVFo11RBPMtZC0BfB1QlloeUlrAPtPJRUZ2xekpMS66dCVtu8e55hKcI2k9W1fDiDpJURwcE7FG9LvndLvvMRsx81/F0wsWSYYJupaBEwwQS2kZPxORHzlZ8Cv0uOPE/YxE9INsxMxX6P72uNJSW8nqvQA3pZ7btj7itfb3psg3gAgaSvCCqcy1GzN24KptN6aSrB9taR1u7ccPgpxifxxoFWhgbBu+hphjZ1XciiLtX2X2Btm19lvCbuJoZJucsH55WhOxBTfy/22zxrQaYt2B/8mCAwHEN+RTQd0nkHgMdv3SpohaYbt81IB2QRzKRJZ5BXENftzwjrnYuB7haZ3ApdIOo1mhdbid2sY2IaIM52aHl+YjhXx3xST/Z2kjwJ/AZ45gvFVtlpKBJexzI/tyCJAr2SRBW1/ckDDq4pPEOqAGZ5KxFIWIuacsrXMoNdVnyOsfJvIi712lr6D6xBKSccS5M3vAxsNYKwjh8Kicjma5+Di/aQO3gkclH5MxKLe2Ud/EwwGddaEVfFe4DBJ9xKEvouAi23/u9Du50Qe7gZ6tLTNo03hXWb7+/l+1HvmNKQijVEWavyOKCz7mu1Lc8d/nJRvBoIJ6aY7dgLWA64AsP27xOCdY+GwDLpO0sy67OSptOEfIi6XtK7t34x7IKNGJk1KBPXOpKDcMcFAcQBRqXBDm894PmBh4j6e9x59gOYg6wSjx7do2Eb9moJtFA2f0dUlPUAkshZIf0NDKnwCWMD2uZKUKnX2lXQRBSnXCSYYEfYl1oTnA9i+VmExNWWQEm5fI8Yo4BBJe9r+cccXjgC5jedTgHdLytaYM4GbxzawISOrMlRYP+YDXXtJuoTeycs7EZYsK0n6C2HJMhaJ9gnmPNg+CDhIFSwCJpigRxxPJJIvI6wEPkHsb7a0fe0YxzXVsA+ta4/lStptSyQPvk3MtZcD2yWVnI8OeYyfojUpVXasG74+mOHM2SgQW2YAawH/HNNwilike5MmZBXNeUuXdqSSJWyfJOlTALYfl/RESbtB43TCzq1bImZgySLbm6RE/1a2f1T39SPGfZIWJkgLJ0i6m7DWnmDuxduA1YFrbG+fCkKOKmn31/Qzg/r3jiZIekun523/pPD4X8CuFbrejVB+3IUgRmwClNqVDAqSvml7t3ZE1CIBVdLShE3HRqn9xYTSzSisGQdKFgHOkLS57Z8PZniVMJ/tu3KPL04J8XuTCuMoMGjy4puBNUnF4rb/Kqmv79i4IOl4QgThWhrqR6aVxFcZtu8kisonmFqovCZM381HUg57RWAlQo33sXw72+9O7Zci5qZDCZJgkRMxv+1S4niPOIu4Xn+QHr+DiM/eT5DItxjguSaohzVsP1D2xCCVjSakm+74n+1Hs8oMSfMydygQPAe4SdKVNDPOi4u7qbzhHxY2AXaUdCfx2WQKJD3ZA0wH1FDumGBw+B1wYztSk8Mq5AJJP7F9w2iHNkEXzOtkCyZp/0zNwfat2VySHk8UibpjbJVFUx2p6vLLtvcc91jmIjxu+/7895iptybcm7B9vBtm+6L/ikbl+zjxhu5N5mgsJGlj2xfD7IqtngN5tu8AXpUCDjM8sb6dYAiwfYgqWARMMEEPeF7OquEo4B7CQmlyL2tG2dqjBWlOaBfAvXjgowIkbQZsDjxX0sG5pxalh6S7c1aYmuJ2nmNGPnH2OHAmMDTrjTqoqsyQa79JjeYPSVqchsLf+kTyYthYumKsrw6BqCtSImknQs1nKmOihj0XQtLTgWVsX1/ydJYIfTyp2t0NtNiD171fdEE2/z2TUAT/dXq8CUFabSLdpCTtx2lVz2j6vuaKbf9DqC6PApkqalUi6rFEYner9Hi7dOzVAx5XGQZCFpH0IHG/FPBpSf+jRPF9SHh6/oHtPFE5s5nKjxFgwULRZL9jHDR58dHk1JDNl6MiDw0D6wCrDLLgO8XIPkjr9/99gzrHBPVRc014IfDSNBf9f3v3HSZbVaV//PteMkgwYESiCCKSBJUgChhGRMc4iiCImMYAGH+mGQV0DKMoggEMDKKiIDIiSlAk6CXJJaMyKqCoqIAkJcP7+2Pv4lbXrc5Vdaqr38/z9NN9Tp06tS50V52z99prnUapIPMKynXIAyTtTmkb9CTKveahlGo3nY5S6XZzImMTp/8+nX9Dm84Fd5dJWmh72xpTNOdCSX+l/B6cBSx0H1pbJelmcmdKej+lCsGzgTdTVjqMuqle/A7tDX8fPa/pABow1cod0TvXAWdIOomxH/idpVa/KGlZSqbst2zfPLAIYzxpG9U7+zHglUVzhe37JD25VgGas79X012V1rDLJb0KWErS+pTfy7Mnec6gLfDYdlI3UpKiG+e2vvKtgVrG3osMrO98Q/YGviZp1bp9MzDjgZ2OxPdW64ZbgEWpEhG9oqm3CIiYrgdWItZrmquTcNPVlK49JB1B9xXx/ZxA+DNlkPuFlDZ0LbdRJuBnRHOgnWeTejxR3Rd1QvuLwCNsbyxpE+CFtj9SH9/d9jc6r2Va2sc8JO1Haf3wHkorunVrpcDVWTzJ3E8nSXpOa1HNeKY5WTRVP5b0LkriTftiyJlOAvVcezVs4MgmY4n+knQG5f1+aUrVieslndmlOsAFklYDvkz5bPgHcH7bebajJN5+vW5/F3hIffgjtn/KNNneq57rRMoE/XV1+1F0b4t6LPAlSgWeQVTMmjLbi+r3Myc7tlrd9hFt2/9T3zcHoSfJIrabrMJynqTX2/5y+05Jb6Tt97bPMf4rpaJar5IXj5F0GLBaTSR4LeXvcS66HHgkvW2j/X3KhPtPGLK///lO0vMp7enaF/t0+1uQ7dsl7Q0cYvuTki7qctxngd9R3u9Pr1WOurmbUjH8Ayy+nzJdEkan6EGSnmr7PABJT6F0q4B5XA1Q0oZ1QfoW3R6fSXXI6bL9OElrUpKxdgG+IOlm25v18nU0h+dpBqKusN8beA4le/WUzg/iUSVpLWB92z+RtCKw1HgDYbVMnW3/Y6BBNkTSppQ/ToCf2b6kyXj6TdLFrTcfSb+y/YS2xy6yvXljwY2oOsmxhG6DbHVQay/KoNP5wBG2f9zfCGM8KmWuW1WwVgBubz1EKVm4TFOxxWiR9GlgfcqgUftA7DAlqkyoThLBOKvSbE+YlDNI9VroA5RrQoBTKZNAg+w/OyGVsvabUBJioaz2uNSD740+LkkHUnor/462G9rOlYWjqq741GxXU0j6FmXlV2sxwPOBX1BK6x5r+5OzCjSCB9rCtVoEbKraIsB2SiLHrLRdL8PYa+ZBrGqeM6Z67SHppW2by1NaC/y5l2WyJ4hxGddy7pNUP5jq+RZRqoOc0RpnkHTpKFcWng5JJ0z0+DAkJ0k6E3g3cFjb/8PLbW9cf36j7cOmMuYh6VOUe4QNgV9TKp+eAXzH9g19/YeU138x8A1KEvuElRemMVk01de+ustu257pJFDEjLXGfiW9jvI+/6HJ3ptV2iGu0v6ZIOk04G22f1m3L6PcG64EvN/2v8wixgfeZ+r2Asq98MYdxy2y/eSZvk4/aXFL5iUeokuVfUk/oSzCbN3/7wrsZXunPsa4pu0/1Aoqd1DeH1vJIt90ac80k/NuC1xs+5+1GsQWwGdt/2GSp86YpIcD/0tZ7Nqa8H0ysByl5elf+/XaXWJZhbGVV2acYFkLB7TPZc6pOQItbq+2MrAZZa6jfUHyjK912ue4YnhI+hJl0e0OlITIlwHn2967y7EXUQpjfAbY2/YVki5zraLacewTge2B7Sjj51fafnXHMb8Dntqr60pJWwFfoyTaCLgVeB1wBfB828f04nXmGklftv16Sad3eXggY8IqLRmfDjyDMs71d0pbwY/18nVS6WZyb3Ppaf9Aoo2kfeu+kVUzYd9AyTZfD3gMJStwp47jNqaUPnxI3b4B2NP25QMNeIAk7UspQ9ea1PyGpMNtH9JgWP2Wyh0DNp0VbLb/T9IHKSsNPwdsrrLk/f1zafJ9VDhto2JwHkKpZNJ+YWo6yicPsxmsSmvSrrY/QJn8AkDSx4H3NhfSA3EsZ/su2++u1YO2o9zcHW77+IbD6/RvwHq27246kEGStBzwUmoZ41qZZjaTMQ8FtmglvNeJq+9SBhQWAUm6iV6YUouAiOnK9fKUTenaw/aYasOSjqas4B2EH0uaSvWDqZpSS6157GrKqu9v1O1dgWuAU5oKqIsVbZ/f8f/wgZW9NeFmKeBW25+Z6ES23wWgUt13S0oCzo7AB+rK1I16Hv1Ynwa2Bi7zBKtWx5ssms0L215nNs+P6LGl6z36v9H2mdRN/UzYvm6eCbQnYq7SSripftOq7iJptpNeZ0g6hZKAYuCVQLfJvR9IejNwPL1pJdJL023J/FpKdfrPUP7NZzOLaqpT9L+U+9B/SjrO9kvpTaWrLwKb1oXO7wG+SplzekYPzt2VS5XgbSTtSEmaBPihZ1BxaaZqVZ0DKPMt91MTrJjFPVdNsplTiTYdptpebSZOlLSz7R/18TVi+raxvUlN5ty/LjIdb2x7P+B9wPE14WZdurzX1/GLNYG1KONwqzJ2jrPlChYvmJ41l9aET1Kpci2P7UoxLxNuAGy/vn7vR3XIqfoDZbHif9l+U79eJEk3k9sT6EyweU2XfaPmLcBTgPMAbP+mZv92Ohx4h+3TASQ9s+7bZjBhNmJvSvbjPwFU+pWeA4xy0s2mKv1KRWm11t67dPnxnxYzVbM+u5UI37HjuE0oVW6eT7mgfoHtCyU9mvJ7OWcm3yNieloJKyNi7VbCTfVX4PFNBTOOl0m60/Y3ASR9nuH5DDwH2ELSUXXVxjC/918OrEaZvJ9Pvk9t/0Tb4O4srEkpg9tyD7CW7TskDU31pZjzJmwREBF9N9Nrj/UpnxODsKrtW2v1gyNa1Q9mcb650M6zSZvb3r5t+weSzrL9/sYiWtINktajjmdIehkdrSFc2sq9kDJRPBUrAKtQJkxWpbQ3u6xnEY/vN8DlEyXcVNOZLJoSScsA/87i5IUzKNWD7hn3SRH9cwAlue/ntn9RJzl/03lQTQzdCvhm3bWPpG1sv69ur9Z+vMdWtn3EbAK0/da6AKVVmX68BSitluXvbn86HUkOklanLLpdm7EVSPqW1OK2lsw1hjHVT7oc/wdK269Bas+o7GUy/r22LelfgYNtf1XSQNrL1ySbgSXadHgX8MQeVtl4CfAJSjVpMQerSLq2V5O0DnCd7Tvr9grM8n0C2Bd4fx0zmbCCXQxUa5H/7XVO60aga/Jx/f04s237Ksr9Qqeft30davuP47z2fcDFdS6uPRFzRhVD+7DgbiTU96ZxDahwwOaURaqvkvReynXMmba/2ssXSdLNOCTtCryK0kO6vXzrKpQ/+lF3l+27W28Kkpame0WTlVoJNwC2z6jlBUeZGNvz8T7GXnCOnKxEbMS72n5envJh3a3v46GUlVTvt/1AFSLbf67VbyLmpLr6cZ/JVj/OZyqt5b4IPML2xjUJ74W2P9JwaDMx1VVpTXoJcIKk+4HnAX+3/ZaGY2pZtg5IbdPtRmbIqp59DLhI0uX0qETwHLGGZ1EuvYtvAedK+n7dfgFwdL0O/+X4T4uYOttvrj9+SdLJdLQIiIi+m9K1h6TbKNdPrdXRfwEG1VpyytUPpuht9Tx3Ua4LTwEO7MF5R8XqktatEwytCanVG46p01soi/E2lPQnSnWe3bscd7akQ4HvMLZVbqvFB5IOp1QfuI2yKPBs4CDbN/Uv/DGuo9ynnMTY69aDOo6b8mTRNHwRWAb4Qt1+dd33ulmed9Y0fgscAJx2cCPH9rGUttat7aso45SddgY2s30/gKQjgYsoVQkAfi3p+bZ/2P4kSbsAV/Ygzu8xScLbNKpIfR/4GaVy3H2THNtTHdVPHmjJzBAkBjH2b7+X1e9vk/Q+yufF9nVMcJkenn9Y/Y4eVtmgVLx9ge1f9fCcTTmWsQv776v7tprpCW2vPNugoi9OrIt9/pvS6s20dZ6BMW3HuuocU2xdi0haeaLnUap3/e8MYh5PrxfcjYqJWpQPpGq/7UtU2on9jpKguzslub2nSTeaPFl/fpK0FuUG6WOMLd17G6UfaLfJ75Eh6ZPAzcAelEGPNwO/rKWN2487nvJGeFTdtTuwpe0XDSzYAZP0DkpWfCtb/kXA/9j+bFMxxfxQy3T3raxmxLCRdIbtZzYdx7CSdCZlddZhtjev+8b0MZ9LOlalnTUsbZEkPaRtc2XKzdhC4D9hOMpQS9qO0kf934ATOh52nwfdpkXSFcBhlNXJD5R2ba1mGlV10ugQ2z1blS3pySxuJfZz2xf06twRAJK26LL7FuD3o34/HNGkuXDt0SLp5cB/UD6H3lyrH/x3bTcxnfNcQlmJejaw0PY1PQ92BEh6LmUS4qq6a23gDbZPbSyocdRE4AW2bxvn8W4J9m6v7lsTPh9GqZR4NqW641Qqz/SESvvObkHu33Hcf1CqX+9EaZFr4Mu2/3MWr32J7U0n29eEOmYOJcEKFo8J7wbcPt9Xc4+iOk/wEUoSyMnApsB+tr/RcdylwDNbn1P18+yMtsnPxwE/pPw9txLsnkyZWN/F9v/NIsYpV/iQtDGwEW3V42x/veOYi21vNtN4ZkPSb4CtJ6t+IulsSmLQItoSg9zRdrLHsd1HSZQUpQpZK2FkVhVDJD2SsgD+F7Z/JmlNyu/S1yd56pwmaXPgCEpiaS+qbCy0vW2PwmtUt7/BXn4O1qp8r6S0c52T46ijqFaKWd72LR37J5wT6xxTrO/zRwEPobw/XQ/safvyLq+5ArCm7Vknf87lcflRJ+kCYDnKNcjPKXMPv5/4WTN4nSTdTKzeJLZ62T8e2BA4adTLeUpaQGmj9BzKm9Iptr/c5bgHA/tTBvwBzgL2H+Cqk4GRtI7tq+vPW7B4kuMs2xc1GlyMnI6B1gWUm9DP2d6gPj7eyqLWTU5WFsWcJ+mjlPLh465+nM8k/cL2VpIuaku6aWxgaFRJupqxq8fbq9vZdi9LKs+KpL17XRaz1+ZrAqmkXwKPo6z2vosZfl53XB8sYZgmYmPuk3QusAVwKeV3duP680OBNw3jJG/EKJjJtYdKq54H2tDYPrHvgfZQHRjfpu1rJcqA6NnA2bbPazC8oVDH6V5GWUG7Yd39a9tDsYpW0u62v1EXqi2hvTrMdKqaqpTgfiKLfzc2Bv4OnGO7a1JMk8abLJrBeS4EXm77d3V7XeC7trslxDai2+TuKE34xmKtcQZJL6YsPn07cHqXxLBXUhJfTqd8dm0PvM/2t9uOWY6SoPXEuusK4FuuLWRmEeNvmUKFj5pM90xK0s2PKJXkfm77ZR3HfYTy+fOj2cQ1EzXh8CW2J6yAkvGfuU/S+ZTJ385FSUdO8zytisfPAB5JSdhuT+IZpurHUyLpx5SFSyfU7X+lXDvsNItzPoqaaANsQim48L1eLo6K4VCTEj/g2qVF0jOB/7K9TcdxLwA+BSxrex1JmwEHdFbOmcbr9nzB3SiR9Ajgv4BH236epI0oSaZ9H8uW9HDbf+v76yTpZmKSFlFWXT8YOBe4gJK1v1ujgfWZpH1tHzzRvnqTfIrtZw08wAZIWmT7yZJOm82He8RUdAy03kuZpDvA9s/r42tN8PQl+gBHzEVTWf04n6mUOX8rcKztLSS9DNjb9vMaDm3aprMqLZak4eiNOyWSDqIM/pzA2EGgkU6mG+9ze7qf1x3XB2sCN9WfVwP+4KmXS4+YlKRvAwfavqJub0SpsHYgZXByswbDi4hK0scppfa/WXftClxg+33jP6tnr30EXRaDeJZV9iQ9jDIpsh+wjtPyGgBJZ9nefvIjB0/SG2wfPo3qMKfb3mEa518D2JZaEQN4qO3VZhHyVF5zdeA9lOSA9ooYfb8flbQTpfrBVZRrvbWAvVqTR8NA0sXAW9vGqbYBvpDrg9Ej6QrbT5T0ZeA42yd3VpxoSwz8GeUzScB5tv8yoBinlPBVFzFuClxke9M6AfgV2y/oOO42SgLo3UBr8fVAxiimWv2kycSgXpP0NErFsCcAywJLAf+wvWqjgfWZpLM7kwBmeJ4jJnjYs70ua0KtRPNN4DF117XAq1vJqNM81+sp18drAMfUr+9n/GTumO4C9KlWDKzz/ztSFi20FrReZvtJM4yzJwvuRlWdyziCkhC1qaSlKZ/HM/rvPc3Xvhr4LnCE7V/263WWnvyQeU+2b5e0NyVD7ZOS5kNVkz2Bgzv2vaZ9n+37JN0uadXZruCYIxbUwYPHd1u54yV7OkfMSL1R3d32wvGO6TZJVwcmb3SyKWNETGcQdp56C3A4sKGkP1Eu6HdvNqQZG9q+03MkoaU1QPhwykTET+v2DsAZDKA37jRsXr8/rW2fKTe5I6v1uS3p4bRN2szgPOvU83wJOKE1wCrpecC8SISPgdqwlXADYPuXkja3fVUpPBAR/SBpK+Da1kSlpD2AlwK/Bz7cparZzsBmtu+vxx8JXAT0PekGaK+oszzwYuDP0z1JXdS1OeU6ZltgPeBPwFcoLYWi+LGkd7FkJdBhqHS3Xv3+S9vHTuH4syUdygRVTSXtw+LfiXsobdbOAb5GqQrQb9+s8e0CvIkyVnp9P19Q0n6Uf+eZwPrABpQJm6GpatTmtcARklalXM/fUvfF6PmBpF9T2ku9uSakjalM49Il4K22j2HJlseDcIGk7zB5hY9WR4N7Ja0C/A1YooKc7ZX7GewkDqPc04+pftLFvsD7Jd1FeY+cy4uXDqUk2x4LbAnsQXkPHHWnS3oD8APG/t5O63Pd9l4AkrbtnE+QNCerj9XkmqdJehBljrZru8op+jzl+uFVrm25JWX+ZG7ZZZrHX6XS/rPVAnN3yrh5p3tt39IxvjGb3405txB2wB5m+xhJ7wOwfa9K28JB2ITyOfOVOv/6NeDbtm/t5Ysk6WZykrQ1pezh3nXfyP53k7QrpX/mOpLaL5BXAW7s8pQ7gctqubf2m+QZ9Z0ccq+klNBcmtJXPaIv6s3fp4CtxzumrgD4OKWs8oGUC4iHUZLD9rB98kCCjeijJksOzgW2rwKepdIKc8Esb0Cb9tdhTLipXjDBY2YIElraBlhOBDayfV3dfhRlcGFozNdkOpW2H58GHk0Z2F0L+BWLy6pP11a239TasH2SpANnHWjEWP8n6YtAqyXAK+q+5Vi84jcieu8waiKlpO0p931vAzajJFy/rMtzVqPcG0JpzzoQto9r35Z0NPCTGZzqVsrn4ueB97q29o4ltBIa3tK2z3SZMG7AzpI+SEn2mkrSTWtl/wFt+zoTsdemrEh9e+v6dsAeavurtfL3mcCZks5sP0BllmYN29f26DXXoCx43JDS0vFsShLOtbRNyDatJso9o65SXoUyITofFmTOS7bfK+kTwK2tRbjAv3Y5tMnEwFWA24HntO3rdr9+gaTVgC8Di4B/AOd3O6Gaa914r+2urfraNZwY1HO2fytpKdv3URL6zm46pgF4Vf3enig9m8/1QyjtgSfbN/RqQueHqH+D9fP3gBl+1jwaeDlwUB1rPgZYplexxuyoS2eRzn3tC9BrJen1bf9E0gp0n69/LbA/iz8DzqIUleh0uaRXAUtJWh/Yh3LtNSO9WnA3wv4p6aHUxKY6x9nX60dJS9u+t86bfBn4cr3HPhr4jKTvUio8/7Ynr5eCCBOT9AzgncBC259Q6aG734gmlbTesNah9DN8b9tDtwGX2r634/g9u53H0+w7OZdIerPtL3TsWyeDQtFLkvanDLB8r1vlGkkXAO+nDKgeDjzP9rmSNgSObpXDi5jLmiw5OBfUgaI9KIPRD9xgzMVrFEkHMyJ9p5sk6XLbG7dtL6Bcv208wdMGqnPghLKKd6YDJ3OGpEsok0g/sb25pB2AXW2/YYbnO4VSuv0blJvV3YHtbT+3VzFH1AGsNwPbUVbO/hz4AmXhxYq2/9FgeBEjq730uaTPA9fb/nDdvtgdrVvq4qmPA6dT/la3B95n+9sMmKQNgB/aftw0n7crZdHJk4H7gF9QViSfY/tPPQ80ek7SfwNvoLRjuZ1acaH1fS5WXpB0ru2n1euuz1GqOH3X9nodxy2y/eQev/aylGoP21D+NrYGbra9US9fZzYknWH7mU3HEf0naUXgHcCatt9QJyY36ExCqa0bOtn2MCQGLkHS2sAqti/t8li31o2LbL+389g+xPVRSnW7Cauf1EnDJdg+q68B9oGksygJx18B/gJcB7zGHa1gortaNGAbSlvOz7Q9tArw4rn431HSccDlQGue8dXAprYnrEY9hfOuQVlcvyuwInC87ffP5pwxM5KWp/w/OB14JuWaEcrv7Um2n9DlOa+nXG8+xPZ69fPoS12Sdl7eWXlxnH0rAh9gccLmKcBHbI+p5jaNf1PXBXe2Z7rgbqRI2oKSCLgx5e97deBl3T6He/iaF9reoiaMP5+SkLUWpYjBN4GnA/9l+/E9eb0k3UyNpJVs/3PyI0dDXTXfKrf4eMoKi5NsL7Gisd4Ibki5mb7S9t2DjXawWn+kHft6foMd85sW9w6+j1K+dcxAVftgq6RftV+ESLooSTcxCiT9wvZW7b/T3SYa5qu66udcOkoOz8XEV3XvP20PUd/puZAsolKif31Ktr4pAwm/tf22RgNr06+Bk2En6QLbW9bkm83rNfb5tp8yw/M9hLG/j2cB+w9oFWnMA3VA4hTbaVsWMWCSLqe0i7pXpZ3HG1oTaJ0Jtm3PeRRlclDAea6tqQYQ622MLcH+F0rCz3HjPGUq51wReAqlpdBrgGVtrzWbOEeFpGWAf6et8gJwWLexuqZI+r7tbhUwuh37fErVvwdWAts+YPxnDJakXShJzo+lTBCsQrneOqHjuM8D/2P7Fz187VUpiTbb1u+rAZe5VrgcBjUxYFUmaBEWo0GlbdMiYA/bG9fE7HOmOzYj6TImaNthe5NZxLg8pUtB53vKjMYUJF3K2NaNS1EWgc04xmm89pSSlyT9oG1zecpn5yLbc651c10I/jdK9ZG3U95bvtCrygPDRj1uY14LBzyT0grxS20P3Qb8wPZvphtj08ZJNO/pmHBNFn+l7f17dc6YOkn7UhLFHk1pK9tKurkV+LLtQ7s852LKe915bXMFl3Uu0B1nDveBffUz403A4yjj6l/tLDgxw39TTxfcjaK6qLrVPvXKft/HtCXdXEVJ8PqK7XM6jvlcrxYxj2ybpF6pWaJfBR4ErClpU+CNtt/cbGR9dxbwdEkPBk4DLqCUE9+t/SBJO1NKH/+O8keyjqQ32j5pwPH2Xa0g8kRg1Y4Lo1VIqbDoMU9eIrS9p+8dnU/vcTgRTRl4ycE5ZnlPoeTwXDBMg8cT+BolWeTf6varKZWYhiZZxPZb6zXK0+uuw20f32RMXaxn+6Vt2/vXm+ZRd7NKL/KzgG9K+hsw4xv6mlyzb6+Ci+jk2jpA0qrDlFwYMU8cTWljcwPlXu9nAJIeR9u1cF0p2O6P9fujJT16EBPfU7hvnbK6+OuplJXa21KSiK6ltNaJ4ouUCclW9eVX132vayyiDrb/VV3K/rujFa6kL1FWN+9AqWzwMsZp8dKUtioet1DiHM8OwJskXUNJPmktmpr25Lykwyljj7cB51FaHBxk+6bpnmsAptIiLEbDerZfUauSYfsOSeo8qE5itqokmvL59aW2igG71O+tFnlH1e+7USpkzcZRwK+B51J+J3ejtC2cjdUYcOtGlWq177X9ncmOtT2mFbakxwKf7Fds/eTFrWPuoLSEGXU9bWPuxS0Q/8f27yWtXHbP6cqkd0jazvbPASRty5JzILNi+0rmx+/bULJ9MHCwpLfZPmSKT7vL9t2tj6CawPHAXJik5wE7A4+R9Lm2563C2DG4Iykts38GPA94AiUBaLbusX2jpAWSFtg+XaU9Yyz2FBZX7d9CEra/3sfXe7ikd1DG9e8Atq55HwDYPqhXCTeQpJup+CzlYu0EANuXaJzSfSNGtm+XtDdwiO1PSrqoy3EHATu0so4lrQf8EBi5pBtK9t0ulAvu9guj24DXNxFQjDZN3Dt4U0m3UgZzVqg/U7eTBBaj4h2Uz9/1JC2klBx8ebMhDZWjVMpqnsgEJYfngl6vSuuTOZEsUldEDXNbrr4PnAypf6X8O99OGQBelbETFFMi6bO296urGpdIsrX9wtkGGtHmTuAyST9m7Ar2OdfGMGIusf1RSacBjwJO9eIS1QuA9up1n57oNAx44ruOB+1KWTE8rdaWdbxpTRa3lfo0cO4cnyzqGUlL19W3W3lsi4if1hW1Q0NtZf+B9YA1KKvud+o4dBvbm0i61Pb+kj7NkF3DSlqdMt63NmPb+Xbeozyvhy+7JrAc8BvKqu8/Ajf38Pw9Y3uiRKQYLXfXBLrWgqj1aBuDaPN1yjh5a/J0V0oyzMthcWKFpG1tb9v2vPfWMZ/ZVLp6nO2XS/pX20dK+halTchMfQy4SFJ768a+t6CpFVHfQqkgNV1/pLTsmDP6Wf1omPVx4dnK9ZrqIQA1gXtP25f36fX66d+BI2vlN1ES4F7TaETRL3+RtLLt2yR9ENiC0uKp2wKCMyW9nzIf9mxKomd71a8/UwpIvJBSoa3lNsp4XMtGreo4kr5K7xK/e7rgbtRIOopyf3AxpcMHlM+AfibdLEUpqqL6va+SdDMFtq/tSN6+b7xjR4hqttdulEkw6P778reOMn9XUUoBjhzb3we+L2nrzvJTEb2mJXsH71snKd8LYHupxoKLGJwrgGfQVnKQMtkQxd3Af1N6z7YGKQwMZb/0SfRjVVqvDW2yiJZs7fDAQ7S1JhwS7QMnADcxDwZOvLhN7f0sbq01E63VoJ+aXUQRU/LD+hURA2b73C77/q9ju/EJb5W2Vq+kTKxuQpmk3HUGp9qT0jonVVu7O58yAXGfpPVs/w5A0roM3xjlW6hl/wFs/0bSw7sc17qOvl3So4EbgXUGE+KUfZ+yAvonTPDfuVYV2I5S3eeImqwzo0F92/9SK4g8kVJJ5p3AxpL+Tmnn86GZnLcfNAfa70bPfAg4GXispG+yuP1fpw06EgNPHycxcKWOe+ttgJVmGWOrPcXNkjamtDtcu9uB3f5ebY9p6WT7aElnsLh14//zgFo3Aj+W9C6WbN02ZoGVpENYPA6wANgMGKpEzCnYZfJDRo+k3W1/o1ZfWILtg2Z46sOBd9g+vb7OM+u+bSZ4zlCyfTFl0fEqdfvWiZ8Rc9h/2D62vjc/lzLe9UVKBcxO76XMV18GvBH4EaViIlCKZgCXSPozsND2eFXU7ml7zr1dirfNVE8W3I2wLSkJT4O857vOA2xfm6SbyV1bL/wsaVlgH4ZvEqgf9gXeBxxv+4p6I39660Etbq90haQfAcdQLvJeTlmZNMpurKvOHuHSx3YT4IW2P9J0YDFSdmZs7+AjgYsoFxYR88U5Lr1Wr2jtkHQhZcA5SiWgx9m+oelAeqDXq9L64U3A1zuSRfZsMJ4H9LK1Q79l4GR2bC+StBTwetu7Nx1PjDbbs0kQi4g+k7QVcG1rElDSHsBLgd8DH+5n9cNazWRXShWTYyjtjb5ve0Yl+m1f2sPwRlFrJuBdlEnsq+r22sCwtWmdsOx/mxMlrUZZRHBhPebLgwpyila0/f8mO0jShyiTCBtQ2s8uA3yDkpgwbXUi4nJJN1NaW91CmZh+CiX5YVgMffvd6A3bP65jMU+jvB/tO844xEWSntZKHJX0VLq3CNwb+FrbvfXNwGyr3B4u6cHABykVkx8E/EfnQVP9e5V0mu2d6rk69/Vb67/FW9r2dVtgdUHbz/cCR9ueUy0Z29pKzTetJLNuYzmzmYxeqZVwA2D7DJX2nXPGeIlIreuKWSQkdf0bHuDfdYyvldj8fOCLtr8v6cPtB0i6ETiX0nZzIfDNCRJqoFyTfL4+72f16+de3K6z1UUCxnaSmNXixfYFd5J+CNyYRQVjXA48ErhugK/Zs4yqqUjSzeTeBBwMPIZSou9Uxl7wjCTbZ1FKYLW2r6IkHLW0t1f6K6USAcD1wIP7HmCzvgy8GzgMyuBQnRxM0k302moMuHdwxDCQ9EjK5+4KkjZn8cXRKsCKjQU2fK5g9n3Ph8WUV6UNmqQ1bf+hrpYYymQRSavYvlXSQ7o9PkwtxyT9F/BJ2zfX7QcD77T9wUYDm0Ns3ydpdUnL2r676XhidElan1K1YiPGtv6bixXVIkbRYcCzAFTaoH+c0n5qM8qq5pf18bU/T2kD9SrbF9QYMqDcP6u3TUIdRimT/k/Ke/PmtC2SGwITlv2XtB9lsuRjtWXWcZJOBJYfwgopJ0ra2faPJjnuxZT/DxcC2P6zpBklxUvah1KRYFvKPdJCyt/a1yiruofJnGi/Gz2zPGXhydLARpJa8wftLYKWAfaQ9Ie6vRbwy84T2V7E4ntr9eJv33ar0sFZTFz9d8K/V5XW1ysCD6v3qu3jUY+ebZxTYXtKVb/qgqXV68/X9zeq/pL0NEpbsicAy1I/54asam8v/RCgW7KypBcsefiUXSXpP1hcIXd34OoJjh9GE31+zuhacxj+rmNCf5LUuq/5hKTlWLLS/TqUxM9tKK3+nlyT0M+mVLQ5pv1g23sA1GqKL6PcuzyamhPR6y4S9T3s45S5vAMpf4MPAxZI2sP2yb18vblG0g8of78rA7+UdD5tbSptv7CPLz/QpLok3UyiZm3v1nQcg1Yv2N5DKWfaPsC6Y/0+bCtpBmlF2+d3lBxLX77otW69g9/XbEgRA/NcSqniNYBPs/hm6DYG0EN7DrkPuLi+T7RfqO4z/lOG1pRWpTXkf6nVlSQd1zGwPCy+RVn9uohyE9N+kTJsLceeZ/uBv2PbN0namfL/PqbuGmChpBMYW3J8xqu+Iro4grKi/jPADpRqCgNdJRQRE1qqLbH2FcDhto+jJDFc3OfXfjSl0vFBkh5BqXazTJ9fcz5binJ93P4e3GpfNGwVD5co+2+7vYLNGpTFjRtKupTFK5aHpo27FrduFfB+SXdREmDGW/18t223Es9mWVVgbeC7wNttD3IV8EwMbfvd6C1Jn6B8zlxBaZcL5W+ktWB3Wi2C6oTqSym/70u3VbAYRPuHyf5e3wjsR/mcW8Ti991bKZO2fSdpRUpl4zVtv6Emwm9g+8T6uCjX6G+t8S2QdC9wyCBbaPTYoZR2lcdSKhHtATyu0Yj66zRJz7V9TftOSXtRxkZ+0PVZk3stsD/wPcrvxlkMX0W8CbUSkSRt21m5qX7OzETjf9cxoX8D/gX4lO2bVdrXvrv9gLrw8dT61Xrv3ovy//WtlHuRB0jaHXg68CTgBsp7zM/6+G84lDJnsSrwU8rY57mSNgSOprRonM8+1dQLD3ohqlLZaGI1+eT11IvA1n7bsy15ONQknUrpG/ouSrWfPYHrO8uqSvokpcLLHZQ3jk2B/Wx/Y7ARD46kkyhv5Mfa3kLSy4C9bT+v4dBixNQLjFbv4PM8uN7BEUNB0kvrxEF0Ialra6O0A+ktSRfZ3rzz55iZOrmyle276vYKwAW2n9hsZP3Vtvqz3S2UkuAfsX3jNM/XtbXATNt6RHQjaZHtJ0u6zPaT6r6f2X5607FFBEi6nNKS+F5Jvwbe0FZ14HLbGw8ojjUoE2W7UlYRH9+eYDvFc0zYjsb292Ye4dwn6UKXtrtDT9IBtv+zbXsp4Ou2d+s4blnKxOo2wNb162bbGw0y3vFIWgBsPZVWLZLeBawPPJuygOq1lDYvn+tvlM2StCnwdRZXZr4J2DPt4kaPpCuBTVr3cOMcswC4dCqfPZJOptwLLWJxWxFsf7oH4U722t3+Xr9l+5C2Y5YC3m/7wH7HM06M36H8t9nD9sb1nvkc25vVx98O7Ez53L+67lsX+CJwsu3PNBH3bEi6wPaWki61vUndd7btbZqOrR/qwqODgZ1t/6buex/wKspk/R+bjG8YdLv2me31kKS3tf+tx/CQtB2wvu0j6pz8g1rvb/XxR1OuGbehzJdBeZ88l/L++PuO890A/A74EnB6Z4JbH+K/uO09+le2n9D2WMaS55FUupnc9ykZcD+h7SJwHnio7a9K2tf2mZTysGd2Oe45tt8j6cWU9lsvp5S1HdmkG0p7scMpq3L+RCnRt3uzIcWokHSq7efUzdfY/lijAUU0a41abvg2Smu/LYD32j612bCGQy0lvCzw+LrrStv3TPScmBGP8/PQUWktsYTWBNyQ+AZlVdcRlP+erwXmQ6LYSZR7iW/V7VfW77cC/8PY1q2Talv9tUrZ9G29CTNijDvrBMpvJL0V+BPw8IZjiojFjqaM1dxAWQj1MwBJj6NMZg5EnRj6FPApSRuw+DNuOlqfgw+nDKb/tG7vAJxBWbE9n82lKmNrSnqf7Y/Ve5VjgYu6HLcCpa3DqvXrzwxR+yTb90v6FCUZaLJjP6XSSutWYAPgP23/uN8xNqWOFR9MmRAbyva70XNXUaqZjZt0U/9mLlFtzzzJ+daw/S89jXCKpvL36tLOd2dKi5AmrGf7FZJ2rfHcobEl9/cAnl07NFCPuapWdjiVUqVyrrm9fmZcXBd5XwfMpmrYULP9o1pF7SRJLwJeR0kk2N72TdM9X62AO9Hr9bN1S09J2ppyLdjeWhPKNcOMWgJJ2gq4tpVwI2kPSrWt3wMfHnQljBirLirbkvKefATl8+YblFabLX+ktAX8DGVuYMJW67YfJumJlO4RH60Vw660/eo+/BNgcRU4WLLq31CPJQ9CWxXJJR6iexXJOStJN5NbsbO6yzzRmrS7TtLzKTe/a3Q5rlU+eGfKKo6/j70GHD22rwKeVUuYLcgkR/TY6m0/v5yy6iJivnqt7YMlPZcyAL8X5eI7STeApGdSkhWuoVykPlbSnkOWYDEKNpV0K+W/8Qr1ZxjOG4P28qvLA0+hrPzYsZlwlmT7k7XazbMo/w0PtH1Kw2ENwra22wcMLpO00Pa2dXB0WiRtSXk/XLlu30J5z1zUm3AjgFKqeUVgH8qkw46UCqgRMQRsf1TSacCjgFO9uJT1AuBtDcV0JaWtwXSftxeApBOBjVzb6tTqryn7Dzs1HcA07AV8s67Y3wE4qb3qgqTDKa3sbwPOo7SXOmgmk4wDcKqklwLfa/v7WoKkT9Sx4x932TeK9qJUaDgE2CLJNvPC7ZRkiNOYuLX1o4ArJJ3P2Ba4nRP+Z0t6ku1ZJ9rNpFJaTbKZLDFuSn//fXJ3rW7TaoG1HmMTnpZpT7hpsX29pLna6vHVlOuXtwJvBx5LSYoYWbZPk/QaSnLx2cBOtu+c4em2Bq6lJGSfx9xK1u20LKWF5tKMbaF5K/CyGZ7zMMoYVGux2scp18qbURbXz/S80RsvBjanJNVg+8+SOtunbkv5PX8x8A5J11Bak55DqZ49Jim0JgSvCaxF6WKzKmMTY3ptorHj5fv4unOC7WFrh9s3SRT61qkAADnASURBVLqZ3ImSdrb9o6YDGbCPSFoVeCflJmoVygVPpx/UMsZ3AG+upb9menEwJ6jZvrMx+uZ95mtEm9ZN4s7AEbYv6VjdM999mlJx7koASY+n3GA/udGoRoztGa2kaYLtMdVSJD0W+GRD4XRVq2V80/Z862f8IElPtX0egKSnUAaSAO6dwfm+BrzZdquqwXaUJJxNehFsBIDtX9Qf/0GZYIuIIWP73C77/q+JWHpk7VbCTfVXFld1nLfmwgpsSe3tHg6mTHAtpFRj2sL2hfWxNYHlgN9QKqj9Ebh5gKFOxzsolRbuk3QH4yfdPxvoTLB5Xpd9o+JXdbLr4TWZvqX13yfXo6PnhPo1makmXW4HvEbS1ZRkktn87kypUpqkn9verstq+/H+rlt///dKunOC4/rhQ8DJlIVV36RMNr+m7fGJKjxMWP1hWLW1hrmTGSTvzjVtv4eifCbuBPytjnnO5PfskZTPol0pLap+SFkgf0Xvoh6Mtq4b/9PZMmgWlmq7lnoFcLjt44DjJF3co9eImbvbtiW1Eg2XqHJlu5Vgc1A9Zm3K+/+RlGIRnYktP2/7OtR9btk2l8aOmyDpIRM9PhfudaZKg0/UnRs6PvhWolwA3sNwrmpulKQHA7fW0osrASvb/kvTcfWLGuw7G6NP0s3AWZT3mqfXnx8wl8pBRsxWbT/zGGAdYFNKGdEzbCepBFBbr+uJ9s0FKj3Tn09NaG3tt31QUzGNgjpgc6ntJzUdS4ukj1DaTlxISRw5pYGVgwNXyxl/jZJoI8oqrdcBVwDPt33MNM+3sKNyTtd9ETMxSuXJI2JukXQosD4lkdyUa4bf2m6kck9MnaTTJ3jYtndsO1aUajfb1K+Ngb8D59j+UF8D7SFJ/w68GVgX+F3bQysDC22PbCt6SY8ETgGWuCbo4SRpzHGStgVeZfstHfvX6nb8bH53aqW013dWSrM9YSWcYSJpW9sL64LfBwFPo9w7ntte2UbSfbRVEmo/BbC87TlT7UbSv1LajX2+bp/H4irw77H93caCm6Pq78+uwH8DB7RaKs0Vkj5rez9JP6DL4uSZ3ItKuhzYzPa9tYDAG1pVwiVdbnvjWQceMybpXZTr/2dTuj68FvhW5++upA1ZfO24LfBgSiLOQtufGufcK9nu9n4ZA1STbFv5Fp1se90Bh9Q3SbqJriQdCexr++a6/WDg07Zf23HcipTM7zVtv6H2xtvA9omDjnlQ8kEc/STpGRM9XrO9I+YFSQsopT6vsn2zpIcCj7F96cTPnB9qUtL9wFF1127A0q3y/HOJpB9RVjRdRlu5T9sjv8KplyQdwuJBidbfzzXDNuBfJ1qeQ6mcsSVwDPBV27+b8IkjoFaSVOsaewbPb60ifzWl7U9rUvIVwE22P9CLOGN+k3Q9E5Qnz/VoRLRIOs32TpPtm+Y5X0JZgAJwlu3jZxNjDC9Ja1AmTbYBdgEeanu1RoNqU69ZdwPWsX1grSL5KNvn18dXpUz4fAx4b9tTbxulFbvd1EUTRw7bfUb0lqTLmKAid7cFP5I2o1Ta+DfgauA424eOc/6H01adwPYfZhHrmPH6Op50aecYvqSjbL96sn11/4MpE8HtMfatnbekRbafLOlC21tM/oy5T9JC4JW2r63bF1OqvqxEqXg9l9orNqom2zyfknCzNqU61dds/6nJuKZL0pNtLxpvjmQm96KSPkCpon4DpeLeFrWyyuMon2VZvNQwSc+mjBOKsjjvxx2P3wBcR2nFdjYl0ea3E5xva+CrwINsrylpU+CNtt/cr39DBKS91KQkvRj4qe1b6vZqwDNt/2+TcQ3AJu2TAbZvkrR5l+OOoFR82aZu/xE4FhjZpBt62Hc2olMmMSLGMLARZQD2AMpN97zvg9rmTcBbgH0oNyVnAV9oNKKZW2MuVugZQhe0/XwvpZzwwqaCGU8d3PgL8BdKnA8Gvivpx7bf02x0/dHD9qSdlRXbV4NnNUX0ysiUJ4+I/pC0PCX582F1UrKVnLcK8OjZnNv296jtQGJukvR8SiWb9onqA+pj+7B4hfI9lBZU51AqAg7bONsXKAsCdgQOpLRb/DywFUAdK75F0geBv9i+S9IzgU0kfX2mSdZzQa12/jBJy9qek+1sYkp2mcpBKq2uX0m5drwR+A5locEO4xz/Qsp9zaOBvwFrAb+ivG/M1BmSTmFspbRuFbjGvIakpenSolvS64B9KW1LLqZUnTmH8n7QL/e0Kj5L+lzng7b36eNrN2XZVsJN9XPbNwI3dmsxE93VBfQbAycB+9u+vOGQZuMKSfsBj6NcF3zV9kxacj/A9kclnQY8Cji1rdryAiDVFBsm6bXAz2y/e4LD1mvN0U/RZ4HnUlsj2r5E0vYzjzJ6QdLXgZ9R/n//uul4+iGVbiYh6WLbm3Xsu8h2twSUkSHpEkpy0U11+yHAmZ3tCSRdYHvL9v8mki6xvengo+6vWobufkqy2vrAVcy+72xERIxD0hepg5y2n1AH9E+1vVXDoTVuvFVbc5WkTwCn2T616Viiv+pEy56UFUZfAf7X9j31d/o3ttdrNMA+UdqTxhw118uTR0R/SNoX2I8yYfonFifd3Ap8ebyqBlM470uATwAPr+dMi/c5RtKXKAlZO1Cu9V4GnG977/r4QSxeoXxdY4FOQavaxGRjnrUyw5aU5OpTKBM8G9jeecAhD5Skw4AtKP/eB1o3OC2CR15n2yhJ91Mm0fZuVR6QdNV47SLqvMOOwE9sby5pB2BX22+YZVwvBlqTqmMqpUl6H/B+YAXg9tZu4G7K59Z7O851GSXB7lzbm9W2JvvbfsVsYpwk/ocBz6J8Dv5n5+O2j+zXazdF0m9tP26cx343quMDvVb/Blvvw+0TvnPuOkrSdyhJuT8Dngf83va+zUYV/STpAGA7SgLmIhYnZVw8i3OeZ/up82Heei6RtCPl//XTKe1ZL6Z8Xh/cZFy9lEo3k1vQZd98+O/2aUpFl1bfzJcDH+1y3N2SVqB+mEtaj5KIMooeQ2nTEBERg/HU1iAnPFB1bdmmgxoGtu+XdImkNWdTgnmInAscXxMv7mEODgw0SRP3Qf9/to9tLLglPQx4ie3ft++sv9NTWkk5R61h+196dbI62XkEcBvwZcqEx3uTuBa90qU8+edI5YmIqOrA6MGS3tbjZLxPAi+w/asenjMGaxvbm0i61Pb+kj5N2+eH7Xc0GNt03VPbKLXGPFenrRVum/tt31uTxj5r+5DWPeyI+3P9WgCs3HAs0Wdd2ka1Xxe+lFpZpi42+DYd7Uk73GP7RkkLJC2wfXpdiDPT2NoXJXVtSWj7Y8DHJH3M9vumcNo7bd8pCUnL2f61pA1mGuNU2L4B+LakX9m+pJ+vNUTOk/R6219u3ynpjcD5DcU059juNoc5V23UWvgv6avk92Dk2f5PgDrP/Hrg3ZRKNUvN4rTXStoGcJ1L2IdSUS0aZPunks6kJLXuQKni/0QgSTfzyAV1FcbnKTdZb6Nk240021+XtIjyiy/K5Mgvuxz6IeBk4LGSvkkpD/uagQU6WFd3ThBFRERfTXWQc756FKXs6vmMXVn4wuZCmrFPA1sDl7WVeY2pew9lkLNlOcoNzEqUxIzGk24kfR/4OWX1b9dVzSM+wdbr9qSvtX2wpOdSqgHsRfl/naSbmLURK08eEX0gaSvg2lbCjaQ9KJOuvwc+bPvvMzz1X0f8emA+uKN+v13SoymtZtZpMJ7Z+BxlAv/hkj5KqdrzwS7H3SNpV2AP4AV13zKDCbE5tvcHkLSS7X9OdnzMPVNtG1Uryhxf2wG9CHg78Ihavfj4LgsDbpb0IEqL7G9K+hul7fCMTHNR0lM6d0g6zfZOHbv/KGk14H+BH0u6iZJkNgh/lvR+amvi1k7brx3Q6w/S24H/lfQq4MK678mUMY0XNRVUNOqe1g81obXJWGIAVNp0bgs8CLgIeBel2s1svImSyPEY4I+UsbK3zPKcMUu1zdtKlHaNPwO2sv23ZqPqrbSXmkS9WPwPSmk/KH+cH50PNxN1ovMRjL24W+LCVdJDKX1NRSm5eMPAghwgSX8Exi2RmvKp0QuSfsDYMpBjzNHJ9IgZkbQb8ApKBYcjqYOcQ1a1ozGSntFtv+0zBx3LbKn0Xn+e7SRVzYCkX7S3XZN0qO231p/Ptf205qJ7IKZdgG3q1ybAr4GFlPYCZ9v+a4Ph9Z2kX1J6kl9ND9qT1tXjm0g6GDjD9vGaBy1wYzBGqTx5RPSHpAuBZ9n+u6TtKVUN3kapDvwE2y+b4XkPBh5JmeR8oIqy7VTamiMk/QdwCLATixcwfrm1inmuqS1ldqJ8Bp7WLSlM0kaUyZ1zbB8taR3gFbY/PthoB0vS1sBXgQfZXlPSpsAbbb+54dCiR6bbNqrjuQ+hVM5/he0dOx5biZKgtwDYDVgV+KbtG2cR608pC0+6LkqStDxlou+nwDNZXIlnFeAk20+Y4NzPqDGebPvumcY4VZLOpvx372xNfFy/X7spteXIE+vmFbZ/2mQ80RxJ97H4b1gsbgmXe9ERVe8r7gV+CJxJmWO+s+OYCSslZm52bpD0GUpi5V2UMeGzKNfPd0z4xDkkSTcTqEknp9h+1qQHjxhJb6NUsfkr5eJuzMSApC0mer7tCyd6fC6SdB3wRcYpj9la4RExG22T6C+hDDZ+o27vClxj+/2NBBbRkKkMcs43kh4HPML2wo792wN/sv27ZiKbOUn/Q+nlehJjJ1hy0zQFmmN90Os19uaUwc43AevYnk3Z2KEnaa1u+2daRVHSEZQVO+sAm1LK7p5h+8kzDjIiImKKJF1ie9P68+eB621/uG5fbHuzGZ73iC67PaKr+0eKpP0og+cX2b637lsOWN72LU3GNlM1Cew7ts+ewrErAGvavrL/kQ2H2tL2ZcAJrcRvSZfXFj8xAiS9mFLpZhtKpftvA1+xPXTVqyZblFTb8+4HPBr4E4vH92+lJAYe2uWcWwDbUZIHFw5qvmM2n6MREXORpJUp77fbUdoY/tX2dm2Pf6j+uAElwfKEuv0C4Czbr6vHTZTkbdsH9jr2mL5a7W4vSlWjR9peruGQeibtpSZg+z5Jt0tada7eIM7CvsAGE2SYf3qC5xrYcYLH56rrbB/QdBAx2tpuBg+0vX3bQz+QdFZDYUU06TeUQZClAaZYLnjUfRboloB3e33sBV0eG3ZX169l61dMz5zogy7pYSyudvM0YHngJ5SyoiNJ0iq2bwVu6/Gp96ZUE7jK9u218uRePX6NiIiI8SwlaemaXLET8Ia2x2Y81mg7n2Vz1xqUMv4bSrqUUs1wIXP7Ou9C4IO1xc7xlAScCzoPkvQC4FOU+5h1JG0GHDAfKhXbvraj9cd94x0bc88M2kY1xvaZkh5BmYwFOL+9ZYXtg4GDJb2t1RpxInXi9uVAq9LaEZKOtf2RXsfexYmSdrb9owG8VkREoyRtDDwdeAawJXAtHe2l2lpangpsYfu2uv1hoL0ifrcONStRxtAeCiTppkG12Md2lGo3vwe+xuxbiQ2VVLqZhKRjKJMCP2ZsacJ9GgtqACSdDjy7tTolICX7Y5Ak/Qp4vu2r6vY6wI8mKncaMWomq7o2X020elDSZbafNOiYolmSHs7iNgxL9EEfhtZNkn4D3AIcB5wL/ML2P5qNqv8knWh7F0lXUxLT22clPJXS7OOct1vVyVuA3+f6PSIi+k3SB4CdgRuANSmD364VGY+0ve0Mz7s8ZVD8iZTkXABS6WbukLQsZcJkG2Dr+nWz7Y0aDWwWapucl1Iqfqxpe/2OxxdRFh+e0VbxZeTvyyR9FzgIOJQydr4PsKXtVzYaWPTVRG2jmiTp34D/Bs6g3HM9HXi37e92OXZjYCPGfs58veOYXwGbt1qc1GpWFw5iXFbSbZRJ4ruAe0hbnYgYYZJ+SGkz9DPKWOE9Exz7a2BT23fV7eWAS2xv2OXYlSnFJfYGjgE+3Z6MGYMn6d2U/9eLRnXsMpVuJvfD+jXfXAWcUd/wlmjzIOklEz15RPtt79R0ADGv7Ef5G7yqbq/N2NWDEfPBZFXX5qvlJ3hshYFF0UOSVgfew5ITLEMziDfM6k3jNh190H84ZH3Qv0YZjH8p8CRgY0nnUFoQjOyK2JpwI+AZPa7S9QVgC+BSyiDsxvXnh0p60zCtOo2IiNFj+6OSTgMeBZzqxSv6FgBvm8WpjwJ+DTwXOADYDZj37WXnmBWAVYBV69efgcsajWj2HgdsSBmX+WWXx++1fUtHxZf5sMr1TZTqRo8B/gicCryl0Yii72z/HTisfs1YH1qyfQDYqjWhWscYfgKMSbqpLUqeSUm6+RHwPODnwJikG+AaytjEnXV7OWAgrbxtrzyI14mIGAa2nz+Nw48Czpd0fN1+EXBk+wE1OfQdlPuIIymLA27qQagxQ3VhxZuAtShVuxc1GlAfJelmEraPrKs0Hl93XTlRpt0I+UP9Gq/NQ6t1xcMpq1dakzo7UDLKRy7ppt5URPSdpAWUwan1KQM7AL9uZfBGzCPXUio3xFi/GKeV0N7M3YvWbwLfAXahXITvCVzfaERzUE2yGaZEmwfY/ljr51qifxvg9cDTJV1v+xmNBddndeX/8ZTqQ71yDbC37SsAJG0EvJtSKvd7lEmPiIiIvrF9bpd9/zfL0z7O9ssl/Wsdj/sWcMoszxkDIOlwSvL3bcB5lPZSB83lSQ5JnwBeQploPwY40PbNXQ69XNKrKG3X1qdUfDl7YIE2xPYNlAmtiGnpU0u2BR0VDG6kJIJ2ehmwKWXxx161JdVX2mI7hJI0dxdwhaQf1+1nU5Jz+k7S9t322z5rEK8fETEIki5jgiTlbpXua+L/SZRqZgb2sn1R2zn/m3LtdjjwpPlQYXuOOJJSue1nlGTXjSiLrUdOkm4mIemZlF+IayirSB8rac9Rv8hp9cib4PG9oJTMBzayfV3dfhTw+f5HGDG6bN8v6a22jwEuaTqeiEGT9I7644RV1+ax/Sh91XdjcZLNlpQBqxc3FdQsPdT2VyXta/tM4ExJZzYdVPSepHWBpwBPpVS+WZ3ytz7qzpW0le1f9Oh8G7YSbgBs/1LS5rav6lhlHRERMZe0FrndXNt//IVSXSSG35qUShC/Af5EqXxyc5MB9cDVwNY1uWQib6NU2bgLaCWKfaTPsTWmLSmhK9v7DDCcmJs+TLknPAPA9sWS1p7lOU+WdApwdN1+BaWSTac76rjrvZJWAf4GtLf8vaB+XwQc37b/jFnGNx3vbvt5ecp/q1Ybu4iIUbFL/d6qkndU/b4bcPsEz7sPuJ9yLXJ/x2PvpFyPfRD4QNv4WNr0NWujVttVSV8Fzm84nr5J0s3kPg08p1XqsK7MPZrerlQdOtNo87B2K+Gm+iuLqwJFxMz9WNK7KJUf/tnamYpLMU+0SulOVnVtXrL9V0oroR0oLWVg+FoJTVdrguU6Sc+nlKFfo8F4osdqpZenUapXnQMsBA6x3a1E/yjaAXiTpGson+utG/4lVu5M0ZWSvgh8u26/Avi/2s96PlTljIiI0XS4pAdTBspPAB4E/EezIcVU2P6X2lLziZSKhu+ktBP9O3CO7Q81GuA0SNqi/ng+sKakNdsft31hx/btlKSbDwwmwsa1khK2paxU/k7dfjlzt/JqDFa3lmwzImk523fZfreklwDbUe61Drd9fJenXCBpNeDLlN/Xf9A2+Wf7yC7PGSjbL2jflvRY4JMNhRMR0Re2fw8gaVvb27Y99F5JCymtZseQtC+lavZxlPf6b0g63PYh9ZzdKpxF8x4Yp7R97ygvFtTitsvRjaRLOwfDu+0bNZJOpdw0vYu2Ng+2/1/HcYdSWuAcTcksfCXwW9uz6eEdMe9JurrLbttet8v+iIg5TdIulBKTjwUOAVYB9rd9QqOBRc9IeiFw9hRWCo8kSWt1298aZJjB+VYA3sziQeWfA18A7gRWTAndiIiIaIqkNSgJGdtQVjE/1PZqjQY1DZJOn+Bhdy5IrO1nXt5qPVUTx75t+7n9i7J59b/Tc2zfU7eXAU61vUOzkcWwq6vcTwPeC7yU0pJtGdtvmsG5LrS9haSjbL96ms9dG1jF9qVdHtuF0rp3LcrC9caqJNSExktbVQIiIkaJpIuBt9r+ed3eBviC7c26HHsppQrhP+v2SpTk7pGer5/rJN3H4sICAlagVDMauQpESbqZhKSvUZJJ2ktbLd1qrzSqJC2y/eT2BCNJZ9p+RpdjX0LpoQdw1jhZ5BEREdMyXwcvI2I0SdoOWN/2EbWq5INsd0uyjYiIiJhTJO1DSbLZlrKadSGLqxteZruz/P/IkHSR7c0n2zdqJF1Jmfj6e91+MHCu7Q2ajSyGnaQVKZWhnlN3nQJ8xPadMzjX5cB/A//J2LZMANj+XsfxoszvrGv7gFrJ6pG2z+847rfASyjvXwOdQOto4bYA2Ay4xvbug4wjImIQaoXBI4BVKe99twCv7awsWI+9DNiq9XkhaXngF0lKjGGR9lKT+3dKT7l9KFlXZ1FWkY66Kbd5qBev3+v2WETMTF0h9O/A9nXXGcBhrRVEEfPE6q2EGwDbN0l6eIPxRJ/UBITXA2vTdn1q+7VNxRTRS5I+BGwJbEAZTFgG+AZlYmom59sW+DCLV14CkIp4ERER0ZC1ge8Cb+9oQz9nTWNc5n5Ja9r+Q33eWiyeMB9lHwcuaqsM9AzK9WnEuCQtBZxg+1n0piXbmyhJNKsBL+h4zCw5Z/EF4H5gR0rrktsobUq26jjuWuDyQSfcVBe0/XwvcLTthQ3EERHRV/Uz4Rm2N5W0CqVQyC0TPOUI4Lzawh7gRcBX+xxmxJSl0s0U1IkgbF/fdCyDMk6bhw/b/kF9/DYmuIEcpXJQEU2Q9BXKhFyrl/Crgftsv665qCIGS9Ii4MUdg5fH296i2cii1ySdTbnuWATc19pv+7jGgorooVoud3Pgwtaq59m0rJX0a+DtLPk3c+Pso42IiIiIqY7LSHou8GXgzLpre+ANtk8ZVKxNkfRI4Kl18zzbf2kynpgbJJ0AvHqSidXpnnNv25NOvLa1o7qo7b7sEtubdhy3FaW91JnAXa39tg/qVcyTxDnv5qMiYn6SdIbtZ07j+C1Y3Gr9LNsX9Su2iOlKpZtx1FKDHwLeSvnjVe07dojtAxoNbgBsn1h/vAXYAUDSfm2Pr1z3HQD8hdJ+q1WeceVBxhoxorbquOH7qaRLGosmohkfAH4uaczgZYPxRP+saPv/NR1EDIakx7BkhZazmotoIO62bUmGB/pOz8Yttk/qQVwRERFDo7YceSewpu3XS1of2KBtjCpikCYdl5G0gNIOYQvgaZSx0bfbvmFwYTZqKeB6ynX94yU9fh5c18fs3QlcVluK/7O10/Y+0z2RpJfUH29q+/kBne2lgHtqZYXWfdnqlMo3nT4K/ANYHlh2unHNRJf5qAWS7mWezEdFxLy1UNKhwHcY+5nwQHspSQ9pO/6a+vXAY61WlxFNS9LN+PajlHvfyvbVAJLWBb4o6e22P9NkcA15B/DZjn3Ptf3Utu0vSjoP+OTAoooYTfdJWs/27+CB95/7JnlOxEixfXLNXp+Pg5fzzYmSdrb9o6YDif6S9AngFcAvWfy5ZkoL11F2jKTDgNUkvR54LfCVWZzvdEn/TSmX3r7ycome1xEREXPIEZQqblvX7T8CxwJJuokmTDouY/t+SW+1fQzz7Pe07br+ChYnLcyH6/qYvR/Wr15otZR6OLAN8NO6vQOlJVxn0s3ngOOBR0j6KPAy4INdzvsQ28/pUYxTtR+Zj4qI+Web+r09udCUNoAti+o+AWsCN9WfVwP+AKzT9ygjpiDtpcYh6SLg2Z2TezX7+dRW+cH5RNK1th/bse9s4PPAtylversCb7G9TZdTRMQUSdqJMuB4FeUCYi1gL9unT/jEiBEgaUPbv64JN0vIpPLoaGtXKWAlSvLAPXXbaVc5eiRdCWxi+65JDx4xkp4NPIfy+32K7R/P4lzdrgdse8cu+yMiIuYESRfY3nKyth8RgzDVcRlJ/wHcwZIrtEd61fV8vq6P2ZO0LPD4unml7Xtmeb4Tgdfbvq5uPwr4vO0lqt9I2hDYqW7+1Pavuhzz8frYqbOJazoyHxURMTFJXwJOaC3alPQ84Fm239lsZBFFKt2Mb5luq+ltXy9pmSYCGgLdMrReBRxcvwwsrPsiYgYkvdz2sZRBnfWBDSiDO7/OQEbMI++gtJH6dJfHOjPdYw6zvXItyb617YVNxxMDcRWwDG3VWeYDSZ+oLdR+3GXftNneoWfBRUREDI+7Ja3A4rYf6zHPrhmieZL2o4xvnsnUxmVeW7+/pW2fgXX7GOYwmJfX9TF7kp4JHElpDyLgsZL2nGVrsrVbCTfVX1mc1NNpRUprNAMrjHPMW4D3SBrkwqDMR0XEvCNpVUprve3rrjOBA2zf0uXwrWy/qbVh+yRJBw4gzIgpSaWbcUi60HbXFfYTPTbXta04X+IhYAXbSdSK6KPW+8sov89ERHSSdI7trSc/MuYqSYdQrjEfA2wKnMbYtkj7NBTaQHT7XJd0qe1Npnme3W1/Q9I7uj1u+6DZxBkREdGkWhXug8BGwKmUNhuvsX1Gk3HF/CLpU5RWBxsClwJnU5Jwzhn16jXTIek45uF1fcyepEXAq2xfWbcfDxxt+8mzOOehlCS5oyn3na8Efmv7bR3H/SfwcuA4ynzHi4BjbX9kpq/dK/N1Pioi5rd6PXE5JRkT4NXApuNUKjsF+BnwDcp7/e7A9rafO6BwIyaUpJtxSLqPtpKg7Q8By9ue19nFkt5j+5NtEyhj5AYrYmYk/ZhShWwzygXEGLZfOOiYIpokaRtgbdqq89n+emMBRV9I2p8yoP095+J0JEnac6LHbR850eNzlaR/B94MrAf8tu2hlYGzbe82zfO90fZhkj7U5WHbPqDL/oiIiDlD0kOBp1HG387ttuo/YhBq+5stKQk4W9evm21v1HHcMsC/s3iF9hnAYbNtlzPsxru+H9Xr+uidbosPZrIgoct5XwI8vW6eZfv4Lsf8Ctjc9p11ewXgQttP6Dhu+87nAsyyGs+EMh8VEfORpIttbzbZvrr/IYytinMWsH+SomNYpGrJOGwv1XQMQ67V6/SCRqOIGD3PB7YAjqJ7a52IeUPSUZSJ6ouB++puA0m6GT3vAFYC7pV0J4Mp3RwDNI8H378FnAR8DHhv2/7bZjgo8EMA2/t3PiDpBTOKMCIiYkhIaq3ib7UIWbOWnP+97XsbCivmrxWAVYBV69efgcu6HPdFSpulL9TtV9d9rxtAjI2Zx9f3MXsXSPoqZewTYDdg0WxPavt7wPcmOewaYHngzrq9HPC7Lse9u+3n5YGnUGLsW7vzzEdFxDx1h6TtbP8cQNK2wB3dDqzjaPsOMriI6Uilm4iIISRpddvXNx1HRJPqCqSNUvkkYnRIuowlqyTeQknk/ojtGwcfVf9JOsr2qyfbN4XzXAk81/Y1Hfv3Aj5oe71ZBxsREdEQSedSFqFcSknC3rj+/FDgTbZPbTC8mCckHQ48EbgNOA84l1J16aZxjr/E9qaT7RsVko6x/W/jXNcz22olMfokLQe8BdiO8l5/FvAF23dN+MSJz/k04BDgCcCywFLAP1sLedqq9a8JbAX8uG4/G/i57VdOcv7HAp+0vetMY4yIiCVJ2pSywHbVuusmYE/bl3Y59vHAu1iyKn7fEiIjpiOVbmJGJJ0w0eNpgRMxM5J+QB20kLTE4/nbinnmcuCRLF7pGiOqidLN0ZiTKJWrvlW3X0kZaL0F+B9gVKu1PLF9Q9LSwJNncJ63Az+WtLPt39RzvQ94FfCMWUcZERHRrGuAvW1fASBpI0q1gQMp1QuSdBODsCal+sVvgD8BfwRunuD4+yStZ/t3AJLWZXGl1lHUWmG+S6NRxJxVk2sOql+9cijl3vJYSlu4PYDHtT3eqta/CGhvO3XGFM//R0oiaERE9ICkfW0fDDzI9qaSVgGwfesETzsW+BLwFUb7WivmqCTdxExtDVwLHE1Z9bFkdkBEzMSn6veXUJINvlG3d6UMQEaMvLbks5WBX0o6H3hgxVOSz0bSwEs3R2O2tb1t2/Zlkhba3lbS7o1F1Sc1Ieb9wAqSbmXxNfPdwOHTPZ/tH0m6CzhJ0osobQu2ArYfb/V1RETEHLJhK+EGwPYvJW1u+6pui1Ii+sH2v6j8wj0R2AZ4J7CxpL8D59j+UMdT3g2cLukqyrXeWsBeg4x5wFaStK3the07JT2d0oIrYkKSdqEkU65FmZ/qSXtp27+VtJTt+4AjJJ3d9ti02qG1VcYBWABsBlwym/giImKMvYCDKVXKtpgk2ablXttf7G9YETOXpJuYqUdSyi/uSllZ+0Pg6PbBkYiYPttnAkg60HZ75YcfSErFh5gvPjX5ITFKbI+pbtIq3dxQONFfD5L0VNvnAUh6CvCg+ti9zYXVH7Y/BnxM0sdsv69H5zxN0msoqzLPBnayfWcvzh0REdGwKyV9Efh23X4F8H+1Fck9zYUV801tcXy5pJspFRlvoVR2eQrwIQBJ+wELgTOB9YENKMkDv55Nm5w54LOUpPJOd9THRrVyZfTOZymLDS/rYTvx2yUtC1ws6ZOUiskrtR4crx1aS5e2aBe0/XwvZd5jIRER0Su/knQN8HBJ7a2kWomY3dpV/kDSmykVy9oX6P69r5FGTJF6d10T81Ud/NgV+G/gANuHNBxSxJwn6VfA821fVbfXAX5k+wnNRhbRf5IeBzyiy8q57YE/tcp2x+iqK0svtf2kpmOJ3pK0FfA1SqKNgFsp1VquoHzuHdNgeH0jaQElUX0d2wfWxLJH2T5/mue5jTJYLErbg3soJXV7sjo0IiKiSZJWAN4MbEf5bPs58AXgTmBF2/9oMLyYJyTtQ6lwsy3lWmshcE79fpnt++txn6rHbQhcSkmGXkiphjOykz+SLrfdtc2OpMtyDxeTkXQ6ZeHA/T0851rAX4FlKS15VwW+YPu3bY+Py/bvu5xz9frY9b2KMyIiFpP0SOAUYImq9uO8L1/d5TS2vW4fwouYtiTdxIzVZJvnUxJu1gZOAL5m+09NxhUxCiT9C6XtxFV119rAG22f0lhQEQMi6UTg/bYv7di/JfChzqooMfeNU7r5Gtsj124oCkmrUu5Fbm46lkGoq/bvB3a0/QRJDwZOtb1Vw6FFRERERBtJB1ETaGxfN4XjlwW2pCTgbF2/bra9UV8DbYik39p+3HQfi2ipCzEOpFSJaq9UcNAsz7ss8Pi6eaXtaVdIqwuAPgS8lZL8uYBS6eYQ2wfMJr6IiBhL0lLAkRn/jVGR9lIxI5KOBDYGTgL2t315wyFFjBTbJ0tan7JiCka/PHFEu7U7E24AbF8gae0G4on+S+nmESdpd9vfkPSOjv3A7AdY54Cn2t5C0kUAtm+qg8IRERFR1XvgjwEbAcu39mf1agyS7XdMftQYKwCrUCprrAr8Gbis13ENkV9Ier3tL7fvlLQ3sKihmGJu+SjwD8r7fE/uiSQ9EzgSuIaSLPNYSXvaPqvjuKcBhwBPqK+9FPDPtoqh+1GqXG1l++r6nHWBL0p6u+3P9CLeiIgA2/dJepikZW3fPd5xkna0/VNJLxnnPN/rX5QRU5ekm5ipVwP/pGSP79OaMCGl7SN66cmUCjdLA5tKwvbXmw0pYiCWn+CxFQYWRQyM7SNTunnkrVS/r9xoFM25p67gMTxQqrxn5dQjIiJGxBGUCgOfAXYA9qKMM0UMHUmHA08EbgPOo1THOcj2TY0G1n/7AcdL2o3FSTZbUhIYXtxUUDGnPMT2c3p8zk8Dz7F9JYCkxwNHU8ZW2x0KvBI4lvJ7uwfQXp1pD+DZtm9o7bB9laTdgVMpn08REdE7vwcWSjqBMucMLLE47xnAT4Fu1e8NJOkmhkKSbmJGbC9oOoaIUSbpKGA94GLgvrrbQJJuYj7Iyrl5olvpZkkp3TyCbB9Wv+/fdCwN+RxwPPBwSR8FXgZ8sNmQIiIihs4Ktk+TJNu/Bz4s6WeU68WIYbMmsBzwG+BPwB+Bm5sMaBBs/xXYRtIOlCroAD+0/dMGw4q55SeSnmP71B6ec5lWwg2A7f+TtEy3A23/VtJStu8DjpB0dsd5bujynOvHO19ERMzKn+vXAsZZqGf7Q5IWACfZPmaQwUVMh2w3HUNERHSQ9CtgI+dNOuYhSY+gTE7fTZeVc7b/0lRs0VuS3g7sDLyhs3QzcHJKN48OSZ+b6HHb+wwqlkGStIbtP9afNwR2oiSYnQY8zvYPmowvIiJimEhaCDwd+C5lNeufgI/b3qDRwCLGURcRPBHYpn5tDPwdOMd2ksUiupB0G6US6t31a9aV8yUdQakkelTdtRuwtO29Oo47C3gW8BXgL8B1wGtsb1ofv9D2FuO8xriPRUTE7EhayfY/JznmLNvbDyqmiOlK0k1ExBCSdCywj+3rmo4loikdK+euyMq50SPpIjpKN9f9qwOn2t68mcii1yTt2ba5Px0r1m0fOdiIBkPSlcBzbV/Tsf+1wAdsr9dIYBEREUNI0lbAr4DVgAOBVYFP2j63ybgiJiNpDWBbSuLNLsBDba/WaFAR84ik5YC3ANtRknjOAr5g+66O49YC/kpZ1PV2yufMF2z/tj5+H23tTdqfCixvO9VuIiJ6SNLWwFeBB9leU9KmwBttv7nLsf8B3AF8h7GtqP4+qHgjJpKkm4iIISTpdGAz4HzggRtE2y9sKqaIiF6TdLntjaf7WMxtki6aLwlVknYGDgZ2tv2buu+9lJWXz2tVwYmIiIiIuUXSPpQkm22Be4CFwDn1+2W2728wvIihVStE7QasY/tASY8FHmX7/BmebwFw6VTHD+oiH2xfP5PXi4iI3pF0HqUF+wmtscLxxoQlXd3lFLa9bp/DjJiSpZsOICIiuvpw0wFERAzA3TN8LOa2eZP1b/tHku4CTpL0IuB1wFbA9rZvajS4iIiIISPp8cC7gbVoG7O0vWNjQUWMb21KK7S3p0pxxLR8gdIKakdKVbN/AJ+n3CdNm+37JV0iaU3bf+h2TE30+RDwVkrVmgWS7gUOsX3ATF43IiJ6w/a15W36AfeNc9w6g4koYmaSdBMRMYRsn9l0DBERA7CppFu77Bew/KCDiegH26dJeg1wBnA2sJPtOxsNKiIiYjgdC3wJ+DLjDLZHDAvb72g6hog56qm2t6jtprF9k6RlZ3nORwFXSDqfsS1HWhXD96NUpdrK9tUAktYFvijp7bY/M8vXj4iImblW0jaA62fBPpR2sw+Q9JKJTmD7e32ML2LKknQTETGEJD0NOAR4AqXP8FLAP22v0mhgERE9ZHuppmOIwZB0G4sr3KzYlmwlSinYkfx8a/t3C1gO2An4W11pObL/7oiIiBm61/YXmw4iIiL66h5JS1HvD2u7p9m2Y9t/ksf3AJ5t+4bWDttXSdodOBVI0k1ERDPeRGnL/hjgj5T35Ld0HPOC+v3hlNaeP63bO1AWuCXpJoZCkm4iIobTocArKSv9tqTcHK7faEQREREzZHvlpmNownz9d0dERMzQDyS9GTgeuKu10/bfmwspIiJ67HOU9/mHS/oo8DLgg7M5YXvFcEkPA2603d7WeJn2hJu2510vaZnZvHZERMyKbO820QG29wKQdCKwUautp6RHUdoTRgyFJN1ERAwp27+VtJTt+4AjJJ3ddEwRERERERERfbJn/f7utn0G1m0gloiI6APb35S0iFIFVMCLbP9qkqd1VSuFfxz4O3AgcBTwMGCBpD1sn1wPvXuC00z0WERE9NfZkq4GvgMcZ/vmCY5du5VwU/0VeHw/g4uYDo1N+I2IiGEg6SzgWcBXgL8A1wGvsb1po4FFRERERERERERETIOkVWzfKukh3R6fSVUzSRcA7wdWBQ4Hnmf7XEkbAkfb3rwedx/wz26nAJa3nWo3ERENkfQUSteHFwG/BL5t+xtdjjuU0g3iaEpi/iuB39p+2+CijRhfkm4iIoaQpLWAvwHLAG+n3Dx+wfZvGw0sIiIiIiIiog8krQi8A1jT9hskrQ9sYPvEhkOLiIhZknSi7V1qRYP2SSkBtj3tqmaSLra9Wf35V7af0PbYRa2km4iIGH61PeBBwG62lxrnmJcAT6+bZ9k+flDxRUwmSTcRERERERERERHRKEnfARYBe9jeWNIKwDmtCdWIiIh2ki60vUXnz922IyJi+EhaBXgxpWrNesDxwDG2FzUaWMQMJOkmImKISLqMsas9xrC9yQDDiYiIiIiIiBgISRfY3rK9OoGkS9JmOSJidEj6PvBt4Pu2b5/luVptowSsALTOl7ZRERFzQK1+9r+URJtzJjn2JcAngIdT3udbldJW6XecEVOxdNMBRETEGLs0HUBEREREREREA+6u1W0MIGk94K5mQ4qIiB47CHgF8HFJ5wPfAU60fed0TzRe+5GIiJgz1vXUq4N8EniB7V/1M6CImUqlm4iIIVd7Wd44jYuPiIiIiIiIiDlF0nOADwAbAacC2wKvsX1Gk3FFRETvSVoK2BF4PfAvqVQQETH/SFodeA/wRGD51n7bO3Y5dqHtbQcYXsS0pNJNRMQQkfQ04OPA34EDgaOAhwELJO1h++Qm44uIiIiIiIjoB9unSloEPI1SLn5f2zc0HFZERPRYrWr2AkrFmy2AI5uNKCIiGvJNSsWzXYA3AXsC149z7AWSvkNpR/VANUzb3+tzjBFTkko3ERFDRNIFwPuBVYHDgefZPlfShsDRrb72EREREREREaNE0gnA0cAJtv/ZdDwREdF7dcL0qcDJwDHAGbbvbzaqiIhogqRFtp8s6VLbm9R9Z9p+Rpdjj+hyCtt+bd8DjZiCVLqJiBguS9s+FUDSAbbPBbD9a0nNRhYRERERERHRP5+mVD34uKTzKateT7R9Z7NhRUREDx0BvMr2fQCStpX0KttvaTiuiIgYvHvq9+skPR/4M7BGtwNt7zWwqCJmIEk3ERHDpX1lxx0dj6U0WURERERERIwk22cCZ0paCtgReD3wNWCVRgOLiIiesX2ypM0k7UpJtLwaSGuQiIj56SOSVgXeCRxCue5/e7cDJS0P7A08EVi+tT+VbmJYJOkmImK4bCrpVkr/+hXqz9Tt5cd/WkRERERERMTcJmkF4AWUidgtgCObjSgiInpB0uOBVwK7AjdSqpnJ9g6NBhYREY2xfWL98RZgss+Do4BfA88FDgB2A37Vv+gipkd2CidEREREREREREREcyR9B3gqcDJwDHCG7fsnflZERMwFku4Hfgbsbfu3dd9VttdtNrKIiBg0SYcwQWcH2/t0ec5FtjeXdKntTSQtA5xie8d+xhoxVal0ExEREREREREREU07AniV7fuaDiQiInrupZRKN6dLOhn4NqWyd0REzD8XtP28P/ChKTznnvr9ZkkbA38B1u5xXBEzlko3ERERERERERER0ShJKwLvANa0/QZJ6wMbtJWdj4iIOU7SSsCLKG2mdqS0ETze9qlNxhUREc1oVbCZwnGvA44DNqEk6z8I+E/bX+pziBFTkqSbiIiIiIiIiIiIaFRtL7UI2MP2xpJWAM6xvVmzkUVERD9IegjwcuAVaQ8SETE/SbrQ9hZNxxExW0m6iYiIiIiIiIiIiEZJusD2lu2rXSVdYnvTpmOLiIiIiIjemyzpRtI7Jnq+7YN6H1XE9C3ddAAREREREREREREx791dq9sYQNJ6wF3NhhQREREREb0k6TbqNT+woqRbWw8Btr1K2+ErT3CqVBaJoZGkm4iIiIiIiIiIiGjah4GTgcdK+iawLbBXoxFFRERERERP2Z4okabz2P3He0zSfj0JKKIH0l4qIiIiIiIiIiIiGifpocDTKKtcz7V9Q8MhRURERETEEJL0B9trNh1HBMCCpgOIiIiIiIiIiIiI+U3SabZvtP1D2yfavkHSaU3HFRERERERQ0lNBxDRkvZSERERERERERER0QhJywMrAg+T9GAWD56vAjy6scAiIiIiImKYpZ1PDI0k3URERERERERERERT3gjsR0mwWcTipJtbgc83FFNERERERDRM0m10T64RsMKAw4kYl+wkgUVERERERERERERzJL3N9iFNxxERERERERExHUm6iYiIiIiIiIiIiEZI2gq41vZf6vYewEuB3wMftv33JuOLiIiIiIiImMiCpgOIiIiIiIiIiIiIeesw4G4ASdsDHwe+DtwCHN5gXBERERERERGTWrrpACIiIiIiIiIiImLeWqqtms0rgMNtHwccJ+ni5sKKiIiIiIiImFwq3URERERERERERERTlpLUWhi4E/DTtseyYDAiIiIiIiKGWm5cIyIiIiIiIiIioilHA2dKugG4A/gZgKTHUVpMRURERERERAwt2W46hoiIiIiIiIiIiJinJD0NeBRwqu1/1n2PBx5k+8JGg4uIiIiIiIiYQJJuIiIiIiIiIiIiIiIiIiIiIiKmaUHTAUREREREREREREREREREREREzDVJuomIiIiIiIiIiIiIiIiIiIiImKYk3URERERERERE9Imkh0q6uH79RdKfJN1Xt38p6e+Srq7bP5F0vKQXtT3/SkkfbNs+TtJL6s+rS7pH0hs7XvOjkq6V9I+O/dtLulDSvZJe1rZ/bUmW9La2fYdKek39+X8k3S5p5bbHD67PeVjv/mtFRERERERERMwtSbqJiIiIiIiIiOgT2zfa3sz2ZsCXgM/YXqru2wg4AXh33X4WcDawDZSEHeAfwNZtp9y6HgPwcuBcYNeOl/0B8JQu4fwBeA3wrS6P/Q3YV9Ky4/xTfgv8a41rAbAD8Kfx/t0REREREREREfNBkm4iIiIiIiIiIobHQmrSTf1+IrC6inWAO2z/pT6+K/BOYA1Jj2mdwPa5tq/rPLHta2xfCtzf5XWvB04D9hwnrqOBV9Sfn1njvHc6/7CIiIiIiIiIiFGTpJuIiIiIiIiIiOGxCNi4VpzZBjgHuBJ4Qt1eCCDpscAjbZ8PHMPihJjZ+DjwTklLdXnsN5TknwdTkn2+3YPXi4iIiIiIiIiY05J0ExERERERERExJGzfBVwBbAE8DTiPknizTf1qtZZ6JSXZBkoCTGeLqZm89tXA+cCrxjnke/V1nwr8bLavFxEREREREREx1y3ddAARERERERERETHG2cD2wMq2b5J0LvBWYHPgS/WYXYFHSNqtbj9a0vq2fzPL1/4v4LvAWV0e+zZwIXCk7fslzfKlIiIiIiIiIiLmtlS6iYiIiIiIiIgYLguBNwKX1O1LKVVv1gSukLQBsJLtx9he2/bawMcoVWhmxfavgV8Cu3R57A/AB4AvzPZ1IiIiIiIiIiJGQZJuIiIiIiIiIiKGy9nAupS2Uti+F/gbcIHt+ylVbo7veM5xdT+SPinpj8CKkv4o6cN1/1Z1/8uBwyRdMc7rfxRYo9sDtg+z/bvZ/OMiIiIiIiIiIkaFbDcdQ0RERERERERERERERERERETEnJJKNxERERERERERERERERERERER05Skm4iIiIiIiIiIiIiIiIiIiIiIaUrSTURERERERERERERERERERETENCXpJiIiIiIiIiIiIiIiIiIiIiJimpJ0ExERERERERERERERERERERExTUm6iYiIiIiIiIiIiIiIiIiIiIiYpiTdRERERERERERERERERERERERMU5JuIiIiIiIiIiIiIiIiIiIiIiKm6f8DEeba7plRtMUAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 2880x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = plot_data.T.plot.bar(color=list(symbology.values()), stacked=True, figsize=(40, 10), legend=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "beginning-disclosure",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.patches.Circle at 0x7f24417c2f70>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = plot_data[\"Barnsley\"].plot.pie(colors=list(symbology.values()), labels=None, normalize=True)\n",
    "ax.add_artist(plt.Circle((0,0), .7, color=\"w\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "primary-creation",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>TTWA11NM</th>\n",
       "      <th>Barnsley</th>\n",
       "      <th>Bradford</th>\n",
       "      <th>Halifax</th>\n",
       "      <th>Skipton</th>\n",
       "      <th>Dorchester and Weymouth</th>\n",
       "      <th>Falmouth</th>\n",
       "      <th>Grantham</th>\n",
       "      <th>Hastings</th>\n",
       "      <th>Hexham</th>\n",
       "      <th>Isle of Wight</th>\n",
       "      <th>...</th>\n",
       "      <th>Cardiff</th>\n",
       "      <th>Cardigan</th>\n",
       "      <th>Colwyn Bay</th>\n",
       "      <th>Llanelli</th>\n",
       "      <th>Merthyr Tydfil</th>\n",
       "      <th>Pwllheli and Porthmadog</th>\n",
       "      <th>Rhyl</th>\n",
       "      <th>Swansea</th>\n",
       "      <th>Tywyn and Dolgellau</th>\n",
       "      <th>Wrexham</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <td>0.22347</td>\n",
       "      <td>0.167767</td>\n",
       "      <td>0.506016</td>\n",
       "      <td>0.333247</td>\n",
       "      <td>0.803093</td>\n",
       "      <td>0.818335</td>\n",
       "      <td>0.895052</td>\n",
       "      <td>0.767591</td>\n",
       "      <td>0.094503</td>\n",
       "      <td>0.599603</td>\n",
       "      <td>...</td>\n",
       "      <td>0.195818</td>\n",
       "      <td>0.523145</td>\n",
       "      <td>0.248822</td>\n",
       "      <td>0.314656</td>\n",
       "      <td>0.355109</td>\n",
       "      <td>0.294169</td>\n",
       "      <td>0.335685</td>\n",
       "      <td>0.285298</td>\n",
       "      <td>0.2267</td>\n",
       "      <td>0.677904</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <td>0.043759</td>\n",
       "      <td>0.044535</td>\n",
       "      <td>0.008178</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>0.003389</td>\n",
       "      <td>0.001462</td>\n",
       "      <td>0.003266</td>\n",
       "      <td>0.029322</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.025276</td>\n",
       "      <td>...</td>\n",
       "      <td>0.026761</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.008323</td>\n",
       "      <td>0.000882</td>\n",
       "      <td>0.001534</td>\n",
       "      <td>0.000185</td>\n",
       "      <td>0.00977</td>\n",
       "      <td>0.017182</td>\n",
       "      <td>0.00008</td>\n",
       "      <td>0.008354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Open sprawl</th>\n",
       "      <td>0.176207</td>\n",
       "      <td>0.228543</td>\n",
       "      <td>0.078606</td>\n",
       "      <td>0.002516</td>\n",
       "      <td>0.021314</td>\n",
       "      <td>0.014444</td>\n",
       "      <td>0.008395</td>\n",
       "      <td>0.015181</td>\n",
       "      <td>0.000812</td>\n",
       "      <td>0.019297</td>\n",
       "      <td>...</td>\n",
       "      <td>0.104238</td>\n",
       "      <td>0.000554</td>\n",
       "      <td>0.006357</td>\n",
       "      <td>0.004573</td>\n",
       "      <td>0.04385</td>\n",
       "      <td>0.000677</td>\n",
       "      <td>0.00609</td>\n",
       "      <td>0.035248</td>\n",
       "      <td>0.000736</td>\n",
       "      <td>0.019103</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wild countryside</th>\n",
       "      <td>0.078137</td>\n",
       "      <td>0.031195</td>\n",
       "      <td>0.116988</td>\n",
       "      <td>0.62652</td>\n",
       "      <td>0.02962</td>\n",
       "      <td>0.025869</td>\n",
       "      <td>0.00005</td>\n",
       "      <td>0.000017</td>\n",
       "      <td>0.897572</td>\n",
       "      <td>0.000087</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.457116</td>\n",
       "      <td>0.666861</td>\n",
       "      <td>0.614383</td>\n",
       "      <td>0.203098</td>\n",
       "      <td>0.637449</td>\n",
       "      <td>0.555019</td>\n",
       "      <td>0.108456</td>\n",
       "      <td>0.749014</td>\n",
       "      <td>0.068111</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <td>0.001209</td>\n",
       "      <td>0.008261</td>\n",
       "      <td>0.007744</td>\n",
       "      <td>0.000671</td>\n",
       "      <td>0.004454</td>\n",
       "      <td>0.000537</td>\n",
       "      <td>0.000426</td>\n",
       "      <td>0.000163</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.000908</td>\n",
       "      <td>...</td>\n",
       "      <td>0.033123</td>\n",
       "      <td>0.000037</td>\n",
       "      <td>0.002164</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.009065</td>\n",
       "      <td>0.000017</td>\n",
       "      <td>0.000335</td>\n",
       "      <td>0.016865</td>\n",
       "      <td>0.000001</td>\n",
       "      <td>0.003938</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <td>0.000215</td>\n",
       "      <td>0.002243</td>\n",
       "      <td>0.000413</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000505</td>\n",
       "      <td>0.003124</td>\n",
       "      <td>0.000075</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.006657</td>\n",
       "      <td>...</td>\n",
       "      <td>0.018411</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0008</td>\n",
       "      <td>0.001571</td>\n",
       "      <td>0.002301</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.001034</td>\n",
       "      <td>0.007052</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000004</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Urban buffer</th>\n",
       "      <td>0.46441</td>\n",
       "      <td>0.43115</td>\n",
       "      <td>0.252566</td>\n",
       "      <td>0.036192</td>\n",
       "      <td>0.121557</td>\n",
       "      <td>0.094407</td>\n",
       "      <td>0.09079</td>\n",
       "      <td>0.165562</td>\n",
       "      <td>0.007011</td>\n",
       "      <td>0.32411</td>\n",
       "      <td>...</td>\n",
       "      <td>0.579492</td>\n",
       "      <td>0.007042</td>\n",
       "      <td>0.059214</td>\n",
       "      <td>0.059388</td>\n",
       "      <td>0.382751</td>\n",
       "      <td>0.031029</td>\n",
       "      <td>0.089543</td>\n",
       "      <td>0.51091</td>\n",
       "      <td>0.016699</td>\n",
       "      <td>0.216287</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <td>0.003625</td>\n",
       "      <td>0.008945</td>\n",
       "      <td>0.004335</td>\n",
       "      <td>0.000069</td>\n",
       "      <td>0.000286</td>\n",
       "      <td>0.002359</td>\n",
       "      <td>0.000676</td>\n",
       "      <td>0.003296</td>\n",
       "      <td>0.00001</td>\n",
       "      <td>0.000196</td>\n",
       "      <td>...</td>\n",
       "      <td>0.007812</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000006</td>\n",
       "      <td>0.000143</td>\n",
       "      <td>0.000539</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000154</td>\n",
       "      <td>0.001141</td>\n",
       "      <td>0.000098</td>\n",
       "      <td>0.002296</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <td>0.006018</td>\n",
       "      <td>0.032706</td>\n",
       "      <td>0.018123</td>\n",
       "      <td>0.000568</td>\n",
       "      <td>0.00436</td>\n",
       "      <td>0.000202</td>\n",
       "      <td>0.001139</td>\n",
       "      <td>0.004595</td>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.003108</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008038</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000323</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.000775</td>\n",
       "      <td>0.000199</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002975</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002831</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <td>0.000762</td>\n",
       "      <td>0.012633</td>\n",
       "      <td>0.001106</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000405</td>\n",
       "      <td>0.001662</td>\n",
       "      <td>0.000002</td>\n",
       "      <td>0.003681</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000155</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008753</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.002737</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000977</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.00029</td>\n",
       "      <td>0.001466</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <td>0.002179</td>\n",
       "      <td>0.023457</td>\n",
       "      <td>0.00532</td>\n",
       "      <td>0.000182</td>\n",
       "      <td>0.000706</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000129</td>\n",
       "      <td>0.001751</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.011502</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000005</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.001266</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000747</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Local urbanity</th>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.008332</td>\n",
       "      <td>0.000605</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00024</td>\n",
       "      <td>0.000177</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000069</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.003292</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00099</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Regional urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.00023</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000074</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000021</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>...</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>16 rows × 218 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "TTWA11NM                              Barnsley  Bradford   Halifax   Skipton  \\\n",
       "Countryside agriculture                0.22347  0.167767  0.506016  0.333247   \n",
       "Accessible suburbia                   0.043759  0.044535  0.008178   0.00001   \n",
       "Open sprawl                           0.176207  0.228543  0.078606  0.002516   \n",
       "Wild countryside                      0.078137  0.031195  0.116988   0.62652   \n",
       "Warehouse/Park land                   0.001209  0.008261  0.007744  0.000671   \n",
       "Gridded residential quarters          0.000215  0.002243  0.000413       0.0   \n",
       "Urban buffer                           0.46441   0.43115  0.252566  0.036192   \n",
       "Disconnected suburbia                 0.003625  0.008945  0.004335  0.000069   \n",
       "Dense residential neighbourhoods      0.006018  0.032706  0.018123  0.000568   \n",
       "Connected residential neighbourhoods  0.000762  0.012633  0.001106       0.0   \n",
       "Dense urban neighbourhoods            0.002179  0.023457   0.00532  0.000182   \n",
       "Local urbanity                        0.000008  0.008332  0.000605       0.0   \n",
       "Concentrated urbanity                      0.0       0.0       0.0       0.0   \n",
       "Regional urbanity                          0.0   0.00023       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0       0.0   \n",
       "\n",
       "TTWA11NM                             Dorchester and Weymouth  Falmouth  \\\n",
       "Countryside agriculture                             0.803093  0.818335   \n",
       "Accessible suburbia                                 0.003389  0.001462   \n",
       "Open sprawl                                         0.021314  0.014444   \n",
       "Wild countryside                                     0.02962  0.025869   \n",
       "Warehouse/Park land                                 0.004454  0.000537   \n",
       "Gridded residential quarters                        0.000505  0.003124   \n",
       "Urban buffer                                        0.121557  0.094407   \n",
       "Disconnected suburbia                               0.000286  0.002359   \n",
       "Dense residential neighbourhoods                     0.00436  0.000202   \n",
       "Connected residential neighbourhoods                0.000405  0.001662   \n",
       "Dense urban neighbourhoods                          0.000706       0.0   \n",
       "Local urbanity                                       0.00024  0.000177   \n",
       "Concentrated urbanity                                    0.0       0.0   \n",
       "Regional urbanity                                   0.000074       0.0   \n",
       "Metropolitan urbanity                               0.000021       0.0   \n",
       "Hyper concentrated urbanity                              0.0       0.0   \n",
       "\n",
       "TTWA11NM                              Grantham  Hastings    Hexham  \\\n",
       "Countryside agriculture               0.895052  0.767591  0.094503   \n",
       "Accessible suburbia                   0.003266  0.029322       0.0   \n",
       "Open sprawl                           0.008395  0.015181  0.000812   \n",
       "Wild countryside                       0.00005  0.000017  0.897572   \n",
       "Warehouse/Park land                   0.000426  0.000163  0.000008   \n",
       "Gridded residential quarters          0.000075       0.0       0.0   \n",
       "Urban buffer                           0.09079  0.165562  0.007011   \n",
       "Disconnected suburbia                 0.000676  0.003296   0.00001   \n",
       "Dense residential neighbourhoods      0.001139  0.004595  0.000085   \n",
       "Connected residential neighbourhoods  0.000002  0.003681       0.0   \n",
       "Dense urban neighbourhoods            0.000129  0.001751       0.0   \n",
       "Local urbanity                             0.0  0.000069       0.0   \n",
       "Concentrated urbanity                      0.0       0.0       0.0   \n",
       "Regional urbanity                          0.0       0.0       0.0   \n",
       "Metropolitan urbanity                      0.0       0.0       0.0   \n",
       "Hyper concentrated urbanity                0.0       0.0       0.0   \n",
       "\n",
       "TTWA11NM                             Isle of Wight  ...   Cardiff  Cardigan  \\\n",
       "Countryside agriculture                   0.599603  ...  0.195818  0.523145   \n",
       "Accessible suburbia                       0.025276  ...  0.026761       0.0   \n",
       "Open sprawl                               0.019297  ...  0.104238  0.000554   \n",
       "Wild countryside                          0.000087  ...       0.0  0.457116   \n",
       "Warehouse/Park land                       0.000908  ...  0.033123  0.000037   \n",
       "Gridded residential quarters              0.006657  ...  0.018411       0.0   \n",
       "Urban buffer                               0.32411  ...  0.579492  0.007042   \n",
       "Disconnected suburbia                     0.000196  ...  0.007812  0.000003   \n",
       "Dense residential neighbourhoods          0.003108  ...  0.008038       0.0   \n",
       "Connected residential neighbourhoods      0.000155  ...  0.008753       0.0   \n",
       "Dense urban neighbourhoods                     0.0  ...  0.011502       0.0   \n",
       "Local urbanity                                 0.0  ...  0.003292       0.0   \n",
       "Concentrated urbanity                          0.0  ...       0.0       0.0   \n",
       "Regional urbanity                              0.0  ...       0.0       0.0   \n",
       "Metropolitan urbanity                          0.0  ...       0.0       0.0   \n",
       "Hyper concentrated urbanity                    0.0  ...       0.0       0.0   \n",
       "\n",
       "TTWA11NM                             Colwyn Bay  Llanelli Merthyr Tydfil  \\\n",
       "Countryside agriculture                0.248822  0.314656       0.355109   \n",
       "Accessible suburbia                    0.008323  0.000882       0.001534   \n",
       "Open sprawl                            0.006357  0.004573        0.04385   \n",
       "Wild countryside                       0.666861  0.614383       0.203098   \n",
       "Warehouse/Park land                    0.002164  0.000003       0.009065   \n",
       "Gridded residential quarters             0.0008  0.001571       0.002301   \n",
       "Urban buffer                           0.059214  0.059388       0.382751   \n",
       "Disconnected suburbia                  0.000006  0.000143       0.000539   \n",
       "Dense residential neighbourhoods       0.000323  0.000008       0.000775   \n",
       "Connected residential neighbourhoods   0.002737  0.000003       0.000977   \n",
       "Dense urban neighbourhoods             0.000005       0.0            0.0   \n",
       "Local urbanity                              0.0       0.0            0.0   \n",
       "Concentrated urbanity                       0.0       0.0            0.0   \n",
       "Regional urbanity                           0.0       0.0            0.0   \n",
       "Metropolitan urbanity                       0.0       0.0            0.0   \n",
       "Hyper concentrated urbanity                 0.0       0.0            0.0   \n",
       "\n",
       "TTWA11NM                             Pwllheli and Porthmadog      Rhyl  \\\n",
       "Countryside agriculture                             0.294169  0.335685   \n",
       "Accessible suburbia                                 0.000185   0.00977   \n",
       "Open sprawl                                         0.000677   0.00609   \n",
       "Wild countryside                                    0.637449  0.555019   \n",
       "Warehouse/Park land                                 0.000017  0.000335   \n",
       "Gridded residential quarters                        0.000003  0.001034   \n",
       "Urban buffer                                        0.031029  0.089543   \n",
       "Disconnected suburbia                                    0.0  0.000154   \n",
       "Dense residential neighbourhoods                    0.000199       0.0   \n",
       "Connected residential neighbourhoods                0.000014   0.00029   \n",
       "Dense urban neighbourhoods                               0.0       0.0   \n",
       "Local urbanity                                           0.0       0.0   \n",
       "Concentrated urbanity                                    0.0       0.0   \n",
       "Regional urbanity                                        0.0       0.0   \n",
       "Metropolitan urbanity                                    0.0       0.0   \n",
       "Hyper concentrated urbanity                              0.0       0.0   \n",
       "\n",
       "TTWA11NM                               Swansea Tywyn and Dolgellau   Wrexham  \n",
       "Countryside agriculture               0.285298              0.2267  0.677904  \n",
       "Accessible suburbia                   0.017182             0.00008  0.008354  \n",
       "Open sprawl                           0.035248            0.000736  0.019103  \n",
       "Wild countryside                      0.108456            0.749014  0.068111  \n",
       "Warehouse/Park land                   0.016865            0.000001  0.003938  \n",
       "Gridded residential quarters          0.007052                 0.0  0.000004  \n",
       "Urban buffer                           0.51091            0.016699  0.216287  \n",
       "Disconnected suburbia                 0.001141            0.000098  0.002296  \n",
       "Dense residential neighbourhoods      0.002975                 0.0  0.002831  \n",
       "Connected residential neighbourhoods  0.001466                 0.0  0.000426  \n",
       "Dense urban neighbourhoods            0.001266                 0.0  0.000747  \n",
       "Local urbanity                         0.00099                 0.0       0.0  \n",
       "Concentrated urbanity                      0.0                 0.0       0.0  \n",
       "Regional urbanity                     0.000086                 0.0       0.0  \n",
       "Metropolitan urbanity                      0.0                 0.0       0.0  \n",
       "Hyper concentrated urbanity                0.0                 0.0       0.0  \n",
       "\n",
       "[16 rows x 218 columns]"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "decimal-seventh",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2880x2880 with 225 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(15, 15, figsize=(40, 40))\n",
    "axs = axs.flatten()\n",
    "for i, place in enumerate(plot_data.columns):\n",
    "    plot_data[place].plot.pie(colors=list(symbology.values()), labels=None, ax=axs[i], normalize=True)\n",
    "    axs[i].axis(\"off\")\n",
    "    axs[i].add_artist(plt.Circle((0,0), .7, color=\"w\"))\n",
    "    axs[i].set_title(place)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "allied-harbor",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_interpolated.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "fiscal-spectrum",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = interpolated.set_index(\"TTWA11NM\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "featured-agency",
   "metadata": {},
   "outputs": [],
   "source": [
    "plot_data = geopandas.GeoDataFrame(columns=[\"level\", \"order\", \"area\", \"urbanity\", \"geometry\"], crs=interpolated.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "double-childhood",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata = interpolated.set_geometry(interpolated.centroid)\n",
    "\n",
    "centres = ['Hyper concentrated urbanity', 'Concentrated urbanity', 'Metropolitan urbanity', 'Regional urbanity', 'Local urbanity', 'Dense urban neighbourhoods']\n",
    "sizes = pandas.DataFrame()\n",
    "for centre in centres:\n",
    "    sizes[centre] = interpolated[centre] * interpolated.area"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "loved-claim",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n"
     ]
    }
   ],
   "source": [
    "centroids = interpolated.centroid\n",
    "for level, c in enumerate(centres):\n",
    "    sub = interpolated[interpolated[c] > 0]\n",
    "    area = sub.area\n",
    "    sub[\"sorter\"] = sub[c] * area\n",
    "    sub = sub.sort_values(\"sorter\", ascending=False)\n",
    "    for i, ix in enumerate(sub.index):\n",
    "        plot_data.loc[ix] = [level, i, sub[\"sorter\"].loc[ix], c, centroids.loc[ix]]\n",
    "    interpolated = interpolated.drop(sub.index)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "3a58f860-5b3b-49cf-afbb-8202dd5270a9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>level</th>\n",
       "      <th>order</th>\n",
       "      <th>area</th>\n",
       "      <th>urbanity</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>London</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1.306116e+06</td>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POINT (538745.517 181341.137)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Birmingham</th>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1.075148e+06</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (411388.314 285146.915)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Edinburgh</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>6.384964e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (336390.208 665534.358)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Glasgow</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>6.059172e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (254347.160 665607.051)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Manchester</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5.153730e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (386789.011 394849.149)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Clacton</th>\n",
       "      <td>5</td>\n",
       "      <td>44</td>\n",
       "      <td>1.356900e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (616875.217 223103.518)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Yeovil</th>\n",
       "      <td>5</td>\n",
       "      <td>45</td>\n",
       "      <td>1.311523e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (353450.605 119753.694)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Kendal</th>\n",
       "      <td>5</td>\n",
       "      <td>46</td>\n",
       "      <td>8.299633e+02</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (352724.630 492020.453)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Worksop and Retford</th>\n",
       "      <td>5</td>\n",
       "      <td>47</td>\n",
       "      <td>6.096959e+02</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (468352.260 381552.153)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Bridport</th>\n",
       "      <td>5</td>\n",
       "      <td>48</td>\n",
       "      <td>1.525966e+02</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (344728.416 97774.130)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>152 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                    level order          area                     urbanity  \\\n",
       "London                  0     0  1.306116e+06  Hyper concentrated urbanity   \n",
       "Birmingham              2     0  1.075148e+06        Metropolitan urbanity   \n",
       "Edinburgh               2     1  6.384964e+05        Metropolitan urbanity   \n",
       "Glasgow                 2     2  6.059172e+05        Metropolitan urbanity   \n",
       "Manchester              2     3  5.153730e+05        Metropolitan urbanity   \n",
       "...                   ...   ...           ...                          ...   \n",
       "Clacton                 5    44  1.356900e+03   Dense urban neighbourhoods   \n",
       "Yeovil                  5    45  1.311523e+03   Dense urban neighbourhoods   \n",
       "Kendal                  5    46  8.299633e+02   Dense urban neighbourhoods   \n",
       "Worksop and Retford     5    47  6.096959e+02   Dense urban neighbourhoods   \n",
       "Bridport                5    48  1.525966e+02   Dense urban neighbourhoods   \n",
       "\n",
       "                                          geometry  \n",
       "London               POINT (538745.517 181341.137)  \n",
       "Birmingham           POINT (411388.314 285146.915)  \n",
       "Edinburgh            POINT (336390.208 665534.358)  \n",
       "Glasgow              POINT (254347.160 665607.051)  \n",
       "Manchester           POINT (386789.011 394849.149)  \n",
       "...                                            ...  \n",
       "Clacton              POINT (616875.217 223103.518)  \n",
       "Yeovil               POINT (353450.605 119753.694)  \n",
       "Kendal               POINT (352724.630 492020.453)  \n",
       "Worksop and Retford  POINT (468352.260 381552.153)  \n",
       "Bridport              POINT (344728.416 97774.130)  \n",
       "\n",
       "[152 rows x 5 columns]"
      ]
     },
     "execution_count": 36,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "resistant-provision",
   "metadata": {},
   "outputs": [],
   "source": [
    "sizes = sizes.cumsum(axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "d3f4c295-c4d9-474f-aa80-a4cbe6974b87",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <th>Regional urbanity</th>\n",
       "      <th>Local urbanity</th>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTWA11NM</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Barnsley</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>2.652940e+03</td>\n",
       "      <td>7.457278e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Bradford</th>\n",
       "      <td>0.0</td>\n",
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       "      <td>79723.179688</td>\n",
       "      <td>2.965356e+06</td>\n",
       "      <td>1.108895e+07</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Halifax</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>2.213591e+05</td>\n",
       "      <td>2.167267e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Skipton</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>2.157967e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dorchester and Weymouth</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>15383.532227</td>\n",
       "      <td>68559.571289</td>\n",
       "      <td>2.408603e+05</td>\n",
       "      <td>7.469582e+05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pwllheli and Porthmadog</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Rhyl</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Swansea</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>86499.750000</td>\n",
       "      <td>1.083695e+06</td>\n",
       "      <td>2.358544e+06</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Tywyn and Dolgellau</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wrexham</th>\n",
       "      <td>0.0</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>3.795116e+05</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>218 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                         Hyper concentrated urbanity  Concentrated urbanity  \\\n",
       "TTWA11NM                                                                      \n",
       "Barnsley                                         0.0                    0.0   \n",
       "Bradford                                         0.0                    0.0   \n",
       "Halifax                                          0.0                    0.0   \n",
       "Skipton                                          0.0                    0.0   \n",
       "Dorchester and Weymouth                          0.0                    0.0   \n",
       "...                                              ...                    ...   \n",
       "Pwllheli and Porthmadog                          0.0                    0.0   \n",
       "Rhyl                                             0.0                    0.0   \n",
       "Swansea                                          0.0                    0.0   \n",
       "Tywyn and Dolgellau                              0.0                    0.0   \n",
       "Wrexham                                          0.0                    0.0   \n",
       "\n",
       "                         Metropolitan urbanity  Regional urbanity  \\\n",
       "TTWA11NM                                                            \n",
       "Barnsley                              0.000000           0.000000   \n",
       "Bradford                              0.000000       79723.179688   \n",
       "Halifax                               0.000000           0.000000   \n",
       "Skipton                               0.000000           0.000000   \n",
       "Dorchester and Weymouth           15383.532227       68559.571289   \n",
       "...                                        ...                ...   \n",
       "Pwllheli and Porthmadog               0.000000           0.000000   \n",
       "Rhyl                                  0.000000           0.000000   \n",
       "Swansea                               0.000000       86499.750000   \n",
       "Tywyn and Dolgellau                   0.000000           0.000000   \n",
       "Wrexham                               0.000000           0.000000   \n",
       "\n",
       "                         Local urbanity  Dense urban neighbourhoods  \n",
       "TTWA11NM                                                             \n",
       "Barnsley                   2.652940e+03                7.457278e+05  \n",
       "Bradford                   2.965356e+06                1.108895e+07  \n",
       "Halifax                    2.213591e+05                2.167267e+06  \n",
       "Skipton                    0.000000e+00                2.157967e+05  \n",
       "Dorchester and Weymouth    2.408603e+05                7.469582e+05  \n",
       "...                                 ...                         ...  \n",
       "Pwllheli and Porthmadog    0.000000e+00                0.000000e+00  \n",
       "Rhyl                       0.000000e+00                0.000000e+00  \n",
       "Swansea                    1.083695e+06                2.358544e+06  \n",
       "Tywyn and Dolgellau        0.000000e+00                0.000000e+00  \n",
       "Wrexham                    0.000000e+00                3.795116e+05  \n",
       "\n",
       "[218 rows x 6 columns]"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "sizes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "vocational-significance",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1152x1152 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(16, 16))\n",
    "scaler = 20000\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    if centre == 'Dense urban neighbourhoods':\n",
    "        mapdata.drop(\"London\").plot(markersize=sizes[centre].drop(\"London\") / scaler, ax=ax, zorder=i+10, color=symbology[centre], edgecolor=\"w\")\n",
    "        mapdata.loc[[\"London\"]].plot(markersize=sizes[centre].loc[[\"London\"]] / scaler, ax=ax, zorder=i, color=symbology[centre], edgecolor=\"w\")\n",
    "    else:\n",
    "        mapdata.drop(\"London\").plot(markersize=sizes[centre].drop(\"London\") / scaler, ax=ax, zorder=i+10, color=symbology[centre])\n",
    "        mapdata.loc[[\"London\"]].plot(markersize=sizes[centre].loc[[\"London\"]] / scaler, ax=ax, zorder=i, color=symbology[centre])\n",
    "\n",
    "ax.set_axis_off()\n",
    "plt.savefig(\"figs/hierarchy_map.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "painful-campus",
   "metadata": {},
   "outputs": [
    {
     "data": {
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      "text/plain": [
       "<Figure size 3744x1800 with 6 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(1, 6, figsize=(52, 25))\n",
    "scaler = 20000\n",
    "axs = axs.flatten()\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    mapdata.drop(\"London\").plot(markersize=sizes[centre].drop(\"London\") / scaler, ax=axs[i], zorder=i+10, color=symbology[centre], edgecolor=\"w\")\n",
    "    mapdata.loc[[\"London\"]].plot(markersize=sizes[centre].loc[[\"London\"]] / scaler, ax=axs[i], zorder=i, color=symbology[centre], edgecolor=\"w\")\n",
    "\n",
    "    axs[i].set_axis_off()\n",
    "plt.savefig(\"figs/hierarchy_map_layers.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "collect-perception",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>level</th>\n",
       "      <th>order</th>\n",
       "      <th>area</th>\n",
       "      <th>urbanity</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>London</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1.306116e+06</td>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POINT (538745.517 181341.137)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Birmingham</th>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1.075148e+06</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (411388.314 285146.915)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Edinburgh</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>6.384964e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (336390.208 665534.358)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Glasgow</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>6.059172e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (254347.160 665607.051)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Manchester</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5.153730e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (386789.011 394849.149)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Clacton</th>\n",
       "      <td>5</td>\n",
       "      <td>44</td>\n",
       "      <td>1.356900e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (616875.217 223103.518)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Yeovil</th>\n",
       "      <td>5</td>\n",
       "      <td>45</td>\n",
       "      <td>1.311523e+03</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (353450.605 119753.694)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Kendal</th>\n",
       "      <td>5</td>\n",
       "      <td>46</td>\n",
       "      <td>8.299633e+02</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (352724.630 492020.453)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Worksop and Retford</th>\n",
       "      <td>5</td>\n",
       "      <td>47</td>\n",
       "      <td>6.096959e+02</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (468352.260 381552.153)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Bridport</th>\n",
       "      <td>5</td>\n",
       "      <td>48</td>\n",
       "      <td>1.525966e+02</td>\n",
       "      <td>Dense urban neighbourhoods</td>\n",
       "      <td>POINT (344728.416 97774.130)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>152 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                    level order          area                     urbanity  \\\n",
       "London                  0     0  1.306116e+06  Hyper concentrated urbanity   \n",
       "Birmingham              2     0  1.075148e+06        Metropolitan urbanity   \n",
       "Edinburgh               2     1  6.384964e+05        Metropolitan urbanity   \n",
       "Glasgow                 2     2  6.059172e+05        Metropolitan urbanity   \n",
       "Manchester              2     3  5.153730e+05        Metropolitan urbanity   \n",
       "...                   ...   ...           ...                          ...   \n",
       "Clacton                 5    44  1.356900e+03   Dense urban neighbourhoods   \n",
       "Yeovil                  5    45  1.311523e+03   Dense urban neighbourhoods   \n",
       "Kendal                  5    46  8.299633e+02   Dense urban neighbourhoods   \n",
       "Worksop and Retford     5    47  6.096959e+02   Dense urban neighbourhoods   \n",
       "Bridport                5    48  1.525966e+02   Dense urban neighbourhoods   \n",
       "\n",
       "                                          geometry  \n",
       "London               POINT (538745.517 181341.137)  \n",
       "Birmingham           POINT (411388.314 285146.915)  \n",
       "Edinburgh            POINT (336390.208 665534.358)  \n",
       "Glasgow              POINT (254347.160 665607.051)  \n",
       "Manchester           POINT (386789.011 394849.149)  \n",
       "...                                            ...  \n",
       "Clacton              POINT (616875.217 223103.518)  \n",
       "Yeovil               POINT (353450.605 119753.694)  \n",
       "Kendal               POINT (352724.630 492020.453)  \n",
       "Worksop and Retford  POINT (468352.260 381552.153)  \n",
       "Bridport              POINT (344728.416 97774.130)  \n",
       "\n",
       "[152 rows x 5 columns]"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "guilty-contribution",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata[[\"level\", \"order\"]] = plot_data[[\"level\", \"order\"]]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "retired-october",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "67"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mapdata.order.max()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "professional-member",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata.loc[mapdata.level == 1, \"order\"] = mapdata.loc[mapdata.level == 1, \"order\"] * 5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "satisfied-registration",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata.loc[mapdata.level == 2, \"order\"] = mapdata.loc[mapdata.level == 2, \"order\"] * 2.5\n",
    "mapdata.loc[mapdata.level == 4, \"order\"] = mapdata.loc[mapdata.level == 4, \"order\"] * 1.5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "baking-trinidad",
   "metadata": {},
   "outputs": [],
   "source": [
    "for l in mapdata.level.dropna().unique():\n",
    "    mapdata.loc[mapdata.level == l, \"x\"] = (mapdata.loc[mapdata.level == l, \"order\"] - mapdata.loc[mapdata.level == l, \"order\"].mean()) / mapdata.loc[mapdata.level == l, \"order\"].std()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "angry-wallpaper",
   "metadata": {},
   "outputs": [],
   "source": [
    "mapdata.loc[\"London\", 'x'] = 0 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "rotary-programming",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 10))\n",
    "scaler = 30000\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    ax.scatter(mapdata.x * 10, 1 - mapdata.level * 10, s=sizes[centre] / scaler, zorder=i+10, color=symbology[centre])\n",
    "\n",
    "ax.set_axis_off()\n",
    "# ax.axis('equal')\n",
    "ax.set_ylim(-50, 7)\n",
    "plt.savefig(\"figs/hierarchy_diagram.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "93ad31fd-5596-4e60-b8ed-ed6ff2d470c4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(10, 10))\n",
    "scaler = 30000\n",
    "\n",
    "for i, centre in enumerate(centres[::-1]):\n",
    "    ax.scatter(mapdata.loc[[\"London\"]].x * 10, 1 - mapdata.loc[[\"London\"]].level * 10, s=sizes.loc[[\"London\"]][centre] / scaler, zorder=i+10, color=symbology[centre])\n",
    "\n",
    "ax.set_axis_off()\n",
    "# ax.axis('equal')\n",
    "# ax.set_ylim(-42, 7)\n",
    "plt.savefig(\"figs/hierarchy_london.pdf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "35761329-a420-411f-b826-dc2e77d6b35d",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = geopandas.read_parquet(\"../../urbangrammar_samba/spatial_signatures/esda/ttwa_interpolated.pq\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "4b7b62cc-f967-400d-ad01-db6277b3ab40",
   "metadata": {},
   "outputs": [],
   "source": [
    "interpolated = interpolated.set_index(\"TTWA11NM\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "93527cd0-01ce-431d-9bd7-e7f77484bc3b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <th>Open sprawl</th>\n",
       "      <th>Wild countryside</th>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <th>Urban buffer</th>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <th>Local urbanity</th>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <th>Regional urbanity</th>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <th>geometry</th>\n",
       "      <th>TTWA11CD</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>TTWA11NM</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Barnsley</th>\n",
       "      <td>0.223470</td>\n",
       "      <td>0.043759</td>\n",
       "      <td>0.176207</td>\n",
       "      <td>0.078137</td>\n",
       "      <td>1.209109e-03</td>\n",
       "      <td>0.000215</td>\n",
       "      <td>0.464410</td>\n",
       "      <td>0.003625</td>\n",
       "      <td>0.006018</td>\n",
       "      <td>7.622296e-04</td>\n",
       "      <td>0.002179</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((443116.607 409861.824, 444593.769 40...</td>\n",
       "      <td>E30000004</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Bradford</th>\n",
       "      <td>0.167767</td>\n",
       "      <td>0.044535</td>\n",
       "      <td>0.228543</td>\n",
       "      <td>0.031195</td>\n",
       "      <td>8.260556e-03</td>\n",
       "      <td>0.002243</td>\n",
       "      <td>0.431150</td>\n",
       "      <td>0.008945</td>\n",
       "      <td>0.032706</td>\n",
       "      <td>1.263258e-02</td>\n",
       "      <td>0.023457</td>\n",
       "      <td>0.008332</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000230</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((404536.924 450487.224, 406675.831 44...</td>\n",
       "      <td>E30000018</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Halifax</th>\n",
       "      <td>0.506016</td>\n",
       "      <td>0.008178</td>\n",
       "      <td>0.078606</td>\n",
       "      <td>0.116988</td>\n",
       "      <td>7.743638e-03</td>\n",
       "      <td>0.000413</td>\n",
       "      <td>0.252566</td>\n",
       "      <td>0.004335</td>\n",
       "      <td>0.018123</td>\n",
       "      <td>1.105669e-03</td>\n",
       "      <td>0.005320</td>\n",
       "      <td>0.000605</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((417371.807 423577.976, 417747.206 42...</td>\n",
       "      <td>E30000029</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Skipton</th>\n",
       "      <td>0.333247</td>\n",
       "      <td>0.000010</td>\n",
       "      <td>0.002516</td>\n",
       "      <td>0.626520</td>\n",
       "      <td>6.712196e-04</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.036192</td>\n",
       "      <td>0.000069</td>\n",
       "      <td>0.000568</td>\n",
       "      <td>4.415132e-07</td>\n",
       "      <td>0.000182</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((399705.754 475251.492, 400486.847 47...</td>\n",
       "      <td>E30000039</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dorchester and Weymouth</th>\n",
       "      <td>0.803093</td>\n",
       "      <td>0.003389</td>\n",
       "      <td>0.021314</td>\n",
       "      <td>0.029620</td>\n",
       "      <td>4.454053e-03</td>\n",
       "      <td>0.000505</td>\n",
       "      <td>0.121557</td>\n",
       "      <td>0.000286</td>\n",
       "      <td>0.004360</td>\n",
       "      <td>4.049208e-04</td>\n",
       "      <td>0.000706</td>\n",
       "      <td>0.000240</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000074</td>\n",
       "      <td>0.000021</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((381318.618 95599.564, 382904.110 952...</td>\n",
       "      <td>E30000046</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Pwllheli and Porthmadog</th>\n",
       "      <td>0.294169</td>\n",
       "      <td>0.000185</td>\n",
       "      <td>0.000677</td>\n",
       "      <td>0.637449</td>\n",
       "      <td>1.737449e-05</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.031029</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000199</td>\n",
       "      <td>1.370748e-05</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>MULTIPOLYGON (((212467.543 322328.962, 210862....</td>\n",
       "      <td>W22000030</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Rhyl</th>\n",
       "      <td>0.335685</td>\n",
       "      <td>0.009770</td>\n",
       "      <td>0.006090</td>\n",
       "      <td>0.555019</td>\n",
       "      <td>3.346282e-04</td>\n",
       "      <td>0.001034</td>\n",
       "      <td>0.089543</td>\n",
       "      <td>0.000154</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>2.896387e-04</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((323624.950 374399.714, 321442.625 37...</td>\n",
       "      <td>W22000031</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Swansea</th>\n",
       "      <td>0.285298</td>\n",
       "      <td>0.017182</td>\n",
       "      <td>0.035248</td>\n",
       "      <td>0.108456</td>\n",
       "      <td>1.686457e-02</td>\n",
       "      <td>0.007052</td>\n",
       "      <td>0.510910</td>\n",
       "      <td>0.001141</td>\n",
       "      <td>0.002975</td>\n",
       "      <td>1.466345e-03</td>\n",
       "      <td>0.001266</td>\n",
       "      <td>0.000990</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((298705.805 215503.170, 298231.853 21...</td>\n",
       "      <td>W22000032</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Tywyn and Dolgellau</th>\n",
       "      <td>0.226700</td>\n",
       "      <td>0.000080</td>\n",
       "      <td>0.000736</td>\n",
       "      <td>0.749014</td>\n",
       "      <td>8.903418e-07</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.016699</td>\n",
       "      <td>0.000098</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((300174.007 330847.935, 298615.652 32...</td>\n",
       "      <td>W22000033</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wrexham</th>\n",
       "      <td>0.677904</td>\n",
       "      <td>0.008354</td>\n",
       "      <td>0.019103</td>\n",
       "      <td>0.068111</td>\n",
       "      <td>3.937673e-03</td>\n",
       "      <td>0.000004</td>\n",
       "      <td>0.216287</td>\n",
       "      <td>0.002296</td>\n",
       "      <td>0.002831</td>\n",
       "      <td>4.259803e-04</td>\n",
       "      <td>0.000747</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.0</td>\n",
       "      <td>POLYGON ((351207.619 343162.826, 350623.359 34...</td>\n",
       "      <td>W22000034</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>218 rows × 18 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                         Countryside agriculture  Accessible suburbia  \\\n",
       "TTWA11NM                                                                \n",
       "Barnsley                                0.223470             0.043759   \n",
       "Bradford                                0.167767             0.044535   \n",
       "Halifax                                 0.506016             0.008178   \n",
       "Skipton                                 0.333247             0.000010   \n",
       "Dorchester and Weymouth                 0.803093             0.003389   \n",
       "...                                          ...                  ...   \n",
       "Pwllheli and Porthmadog                 0.294169             0.000185   \n",
       "Rhyl                                    0.335685             0.009770   \n",
       "Swansea                                 0.285298             0.017182   \n",
       "Tywyn and Dolgellau                     0.226700             0.000080   \n",
       "Wrexham                                 0.677904             0.008354   \n",
       "\n",
       "                         Open sprawl  Wild countryside  Warehouse/Park land  \\\n",
       "TTWA11NM                                                                      \n",
       "Barnsley                    0.176207          0.078137         1.209109e-03   \n",
       "Bradford                    0.228543          0.031195         8.260556e-03   \n",
       "Halifax                     0.078606          0.116988         7.743638e-03   \n",
       "Skipton                     0.002516          0.626520         6.712196e-04   \n",
       "Dorchester and Weymouth     0.021314          0.029620         4.454053e-03   \n",
       "...                              ...               ...                  ...   \n",
       "Pwllheli and Porthmadog     0.000677          0.637449         1.737449e-05   \n",
       "Rhyl                        0.006090          0.555019         3.346282e-04   \n",
       "Swansea                     0.035248          0.108456         1.686457e-02   \n",
       "Tywyn and Dolgellau         0.000736          0.749014         8.903418e-07   \n",
       "Wrexham                     0.019103          0.068111         3.937673e-03   \n",
       "\n",
       "                         Gridded residential quarters  Urban buffer  \\\n",
       "TTWA11NM                                                              \n",
       "Barnsley                                     0.000215      0.464410   \n",
       "Bradford                                     0.002243      0.431150   \n",
       "Halifax                                      0.000413      0.252566   \n",
       "Skipton                                      0.000000      0.036192   \n",
       "Dorchester and Weymouth                      0.000505      0.121557   \n",
       "...                                               ...           ...   \n",
       "Pwllheli and Porthmadog                      0.000003      0.031029   \n",
       "Rhyl                                         0.001034      0.089543   \n",
       "Swansea                                      0.007052      0.510910   \n",
       "Tywyn and Dolgellau                          0.000000      0.016699   \n",
       "Wrexham                                      0.000004      0.216287   \n",
       "\n",
       "                         Disconnected suburbia  \\\n",
       "TTWA11NM                                         \n",
       "Barnsley                              0.003625   \n",
       "Bradford                              0.008945   \n",
       "Halifax                               0.004335   \n",
       "Skipton                               0.000069   \n",
       "Dorchester and Weymouth               0.000286   \n",
       "...                                        ...   \n",
       "Pwllheli and Porthmadog               0.000000   \n",
       "Rhyl                                  0.000154   \n",
       "Swansea                               0.001141   \n",
       "Tywyn and Dolgellau                   0.000098   \n",
       "Wrexham                               0.002296   \n",
       "\n",
       "                         Dense residential neighbourhoods  \\\n",
       "TTWA11NM                                                    \n",
       "Barnsley                                         0.006018   \n",
       "Bradford                                         0.032706   \n",
       "Halifax                                          0.018123   \n",
       "Skipton                                          0.000568   \n",
       "Dorchester and Weymouth                          0.004360   \n",
       "...                                                   ...   \n",
       "Pwllheli and Porthmadog                          0.000199   \n",
       "Rhyl                                             0.000000   \n",
       "Swansea                                          0.002975   \n",
       "Tywyn and Dolgellau                              0.000000   \n",
       "Wrexham                                          0.002831   \n",
       "\n",
       "                         Connected residential neighbourhoods  \\\n",
       "TTWA11NM                                                        \n",
       "Barnsley                                         7.622296e-04   \n",
       "Bradford                                         1.263258e-02   \n",
       "Halifax                                          1.105669e-03   \n",
       "Skipton                                          4.415132e-07   \n",
       "Dorchester and Weymouth                          4.049208e-04   \n",
       "...                                                       ...   \n",
       "Pwllheli and Porthmadog                          1.370748e-05   \n",
       "Rhyl                                             2.896387e-04   \n",
       "Swansea                                          1.466345e-03   \n",
       "Tywyn and Dolgellau                              0.000000e+00   \n",
       "Wrexham                                          4.259803e-04   \n",
       "\n",
       "                         Dense urban neighbourhoods  Local urbanity  \\\n",
       "TTWA11NM                                                              \n",
       "Barnsley                                   0.002179        0.000008   \n",
       "Bradford                                   0.023457        0.008332   \n",
       "Halifax                                    0.005320        0.000605   \n",
       "Skipton                                    0.000182        0.000000   \n",
       "Dorchester and Weymouth                    0.000706        0.000240   \n",
       "...                                             ...             ...   \n",
       "Pwllheli and Porthmadog                    0.000000        0.000000   \n",
       "Rhyl                                       0.000000        0.000000   \n",
       "Swansea                                    0.001266        0.000990   \n",
       "Tywyn and Dolgellau                        0.000000        0.000000   \n",
       "Wrexham                                    0.000747        0.000000   \n",
       "\n",
       "                         Concentrated urbanity  Regional urbanity  \\\n",
       "TTWA11NM                                                            \n",
       "Barnsley                                   0.0           0.000000   \n",
       "Bradford                                   0.0           0.000230   \n",
       "Halifax                                    0.0           0.000000   \n",
       "Skipton                                    0.0           0.000000   \n",
       "Dorchester and Weymouth                    0.0           0.000074   \n",
       "...                                        ...                ...   \n",
       "Pwllheli and Porthmadog                    0.0           0.000000   \n",
       "Rhyl                                       0.0           0.000000   \n",
       "Swansea                                    0.0           0.000086   \n",
       "Tywyn and Dolgellau                        0.0           0.000000   \n",
       "Wrexham                                    0.0           0.000000   \n",
       "\n",
       "                         Metropolitan urbanity  Hyper concentrated urbanity  \\\n",
       "TTWA11NM                                                                      \n",
       "Barnsley                              0.000000                          0.0   \n",
       "Bradford                              0.000000                          0.0   \n",
       "Halifax                               0.000000                          0.0   \n",
       "Skipton                               0.000000                          0.0   \n",
       "Dorchester and Weymouth               0.000021                          0.0   \n",
       "...                                        ...                          ...   \n",
       "Pwllheli and Porthmadog               0.000000                          0.0   \n",
       "Rhyl                                  0.000000                          0.0   \n",
       "Swansea                               0.000000                          0.0   \n",
       "Tywyn and Dolgellau                   0.000000                          0.0   \n",
       "Wrexham                               0.000000                          0.0   \n",
       "\n",
       "                                                                  geometry  \\\n",
       "TTWA11NM                                                                     \n",
       "Barnsley                 POLYGON ((443116.607 409861.824, 444593.769 40...   \n",
       "Bradford                 POLYGON ((404536.924 450487.224, 406675.831 44...   \n",
       "Halifax                  POLYGON ((417371.807 423577.976, 417747.206 42...   \n",
       "Skipton                  POLYGON ((399705.754 475251.492, 400486.847 47...   \n",
       "Dorchester and Weymouth  POLYGON ((381318.618 95599.564, 382904.110 952...   \n",
       "...                                                                    ...   \n",
       "Pwllheli and Porthmadog  MULTIPOLYGON (((212467.543 322328.962, 210862....   \n",
       "Rhyl                     POLYGON ((323624.950 374399.714, 321442.625 37...   \n",
       "Swansea                  POLYGON ((298705.805 215503.170, 298231.853 21...   \n",
       "Tywyn and Dolgellau      POLYGON ((300174.007 330847.935, 298615.652 32...   \n",
       "Wrexham                  POLYGON ((351207.619 343162.826, 350623.359 34...   \n",
       "\n",
       "                          TTWA11CD  \n",
       "TTWA11NM                            \n",
       "Barnsley                 E30000004  \n",
       "Bradford                 E30000018  \n",
       "Halifax                  E30000029  \n",
       "Skipton                  E30000039  \n",
       "Dorchester and Weymouth  E30000046  \n",
       "...                            ...  \n",
       "Pwllheli and Porthmadog  W22000030  \n",
       "Rhyl                     W22000031  \n",
       "Swansea                  W22000032  \n",
       "Tywyn and Dolgellau      W22000033  \n",
       "Wrexham                  W22000034  \n",
       "\n",
       "[218 rows x 18 columns]"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "interpolated"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "2799063f-4f51-4d36-b867-aafacc627a7d",
   "metadata": {},
   "outputs": [],
   "source": [
    "for_heatmap = interpolated.drop(columns=[\"geometry\", \"TTWA11CD\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "679d886b-4832-4ac4-9c72-8592e65b3248",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>TTWA11NM</th>\n",
       "      <th>Barnsley</th>\n",
       "      <th>Bradford</th>\n",
       "      <th>Halifax</th>\n",
       "      <th>Skipton</th>\n",
       "      <th>Dorchester and Weymouth</th>\n",
       "      <th>Falmouth</th>\n",
       "      <th>Grantham</th>\n",
       "      <th>Hastings</th>\n",
       "      <th>Hexham</th>\n",
       "      <th>Isle of Wight</th>\n",
       "      <th>...</th>\n",
       "      <th>Cardiff</th>\n",
       "      <th>Cardigan</th>\n",
       "      <th>Colwyn Bay</th>\n",
       "      <th>Llanelli</th>\n",
       "      <th>Merthyr Tydfil</th>\n",
       "      <th>Pwllheli and Porthmadog</th>\n",
       "      <th>Rhyl</th>\n",
       "      <th>Swansea</th>\n",
       "      <th>Tywyn and Dolgellau</th>\n",
       "      <th>Wrexham</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Countryside agriculture</th>\n",
       "      <td>0.223470</td>\n",
       "      <td>0.167767</td>\n",
       "      <td>0.506016</td>\n",
       "      <td>3.332466e-01</td>\n",
       "      <td>0.803093</td>\n",
       "      <td>0.818335</td>\n",
       "      <td>0.895052</td>\n",
       "      <td>0.767591</td>\n",
       "      <td>0.094503</td>\n",
       "      <td>0.599603</td>\n",
       "      <td>...</td>\n",
       "      <td>0.195818</td>\n",
       "      <td>0.523145</td>\n",
       "      <td>0.248822</td>\n",
       "      <td>0.314656</td>\n",
       "      <td>0.355109</td>\n",
       "      <td>0.294169</td>\n",
       "      <td>0.335685</td>\n",
       "      <td>0.285298</td>\n",
       "      <td>2.267002e-01</td>\n",
       "      <td>0.677904</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Accessible suburbia</th>\n",
       "      <td>0.043759</td>\n",
       "      <td>0.044535</td>\n",
       "      <td>0.008178</td>\n",
       "      <td>9.679447e-06</td>\n",
       "      <td>0.003389</td>\n",
       "      <td>0.001462</td>\n",
       "      <td>0.003266</td>\n",
       "      <td>0.029322</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.025276</td>\n",
       "      <td>...</td>\n",
       "      <td>0.026761</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.008323</td>\n",
       "      <td>0.000882</td>\n",
       "      <td>0.001534</td>\n",
       "      <td>0.000185</td>\n",
       "      <td>0.009770</td>\n",
       "      <td>0.017182</td>\n",
       "      <td>7.951733e-05</td>\n",
       "      <td>0.008354</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Open sprawl</th>\n",
       "      <td>0.176207</td>\n",
       "      <td>0.228543</td>\n",
       "      <td>0.078606</td>\n",
       "      <td>2.516165e-03</td>\n",
       "      <td>0.021314</td>\n",
       "      <td>0.014444</td>\n",
       "      <td>0.008395</td>\n",
       "      <td>0.015181</td>\n",
       "      <td>0.000812</td>\n",
       "      <td>0.019297</td>\n",
       "      <td>...</td>\n",
       "      <td>0.104238</td>\n",
       "      <td>0.000554</td>\n",
       "      <td>0.006357</td>\n",
       "      <td>0.004573</td>\n",
       "      <td>0.043850</td>\n",
       "      <td>0.000677</td>\n",
       "      <td>0.006090</td>\n",
       "      <td>0.035248</td>\n",
       "      <td>7.362045e-04</td>\n",
       "      <td>0.019103</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wild countryside</th>\n",
       "      <td>0.078137</td>\n",
       "      <td>0.031195</td>\n",
       "      <td>0.116988</td>\n",
       "      <td>6.265198e-01</td>\n",
       "      <td>0.029620</td>\n",
       "      <td>0.025869</td>\n",
       "      <td>0.000050</td>\n",
       "      <td>0.000017</td>\n",
       "      <td>0.897572</td>\n",
       "      <td>0.000087</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.457116</td>\n",
       "      <td>0.666861</td>\n",
       "      <td>0.614383</td>\n",
       "      <td>0.203098</td>\n",
       "      <td>0.637449</td>\n",
       "      <td>0.555019</td>\n",
       "      <td>0.108456</td>\n",
       "      <td>7.490144e-01</td>\n",
       "      <td>0.068111</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Warehouse/Park land</th>\n",
       "      <td>0.001209</td>\n",
       "      <td>0.008261</td>\n",
       "      <td>0.007744</td>\n",
       "      <td>6.712196e-04</td>\n",
       "      <td>0.004454</td>\n",
       "      <td>0.000537</td>\n",
       "      <td>0.000426</td>\n",
       "      <td>0.000163</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.000908</td>\n",
       "      <td>...</td>\n",
       "      <td>0.033123</td>\n",
       "      <td>0.000037</td>\n",
       "      <td>0.002164</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.009065</td>\n",
       "      <td>0.000017</td>\n",
       "      <td>0.000335</td>\n",
       "      <td>0.016865</td>\n",
       "      <td>8.903418e-07</td>\n",
       "      <td>0.003938</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gridded residential quarters</th>\n",
       "      <td>0.000215</td>\n",
       "      <td>0.002243</td>\n",
       "      <td>0.000413</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000505</td>\n",
       "      <td>0.003124</td>\n",
       "      <td>0.000075</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.006657</td>\n",
       "      <td>...</td>\n",
       "      <td>0.018411</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000800</td>\n",
       "      <td>0.001571</td>\n",
       "      <td>0.002301</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.001034</td>\n",
       "      <td>0.007052</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000004</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Urban buffer</th>\n",
       "      <td>0.464410</td>\n",
       "      <td>0.431150</td>\n",
       "      <td>0.252566</td>\n",
       "      <td>3.619192e-02</td>\n",
       "      <td>0.121557</td>\n",
       "      <td>0.094407</td>\n",
       "      <td>0.090790</td>\n",
       "      <td>0.165562</td>\n",
       "      <td>0.007011</td>\n",
       "      <td>0.324110</td>\n",
       "      <td>...</td>\n",
       "      <td>0.579492</td>\n",
       "      <td>0.007042</td>\n",
       "      <td>0.059214</td>\n",
       "      <td>0.059388</td>\n",
       "      <td>0.382751</td>\n",
       "      <td>0.031029</td>\n",
       "      <td>0.089543</td>\n",
       "      <td>0.510910</td>\n",
       "      <td>1.669930e-02</td>\n",
       "      <td>0.216287</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Disconnected suburbia</th>\n",
       "      <td>0.003625</td>\n",
       "      <td>0.008945</td>\n",
       "      <td>0.004335</td>\n",
       "      <td>6.877031e-05</td>\n",
       "      <td>0.000286</td>\n",
       "      <td>0.002359</td>\n",
       "      <td>0.000676</td>\n",
       "      <td>0.003296</td>\n",
       "      <td>0.000010</td>\n",
       "      <td>0.000196</td>\n",
       "      <td>...</td>\n",
       "      <td>0.007812</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000006</td>\n",
       "      <td>0.000143</td>\n",
       "      <td>0.000539</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000154</td>\n",
       "      <td>0.001141</td>\n",
       "      <td>9.760898e-05</td>\n",
       "      <td>0.002296</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense residential neighbourhoods</th>\n",
       "      <td>0.006018</td>\n",
       "      <td>0.032706</td>\n",
       "      <td>0.018123</td>\n",
       "      <td>5.675908e-04</td>\n",
       "      <td>0.004360</td>\n",
       "      <td>0.000202</td>\n",
       "      <td>0.001139</td>\n",
       "      <td>0.004595</td>\n",
       "      <td>0.000085</td>\n",
       "      <td>0.003108</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008038</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000323</td>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.000775</td>\n",
       "      <td>0.000199</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.002975</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.002831</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Connected residential neighbourhoods</th>\n",
       "      <td>0.000762</td>\n",
       "      <td>0.012633</td>\n",
       "      <td>0.001106</td>\n",
       "      <td>4.415132e-07</td>\n",
       "      <td>0.000405</td>\n",
       "      <td>0.001662</td>\n",
       "      <td>0.000002</td>\n",
       "      <td>0.003681</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000155</td>\n",
       "      <td>...</td>\n",
       "      <td>0.008753</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.002737</td>\n",
       "      <td>0.000003</td>\n",
       "      <td>0.000977</td>\n",
       "      <td>0.000014</td>\n",
       "      <td>0.000290</td>\n",
       "      <td>0.001466</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000426</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Dense urban neighbourhoods</th>\n",
       "      <td>0.002179</td>\n",
       "      <td>0.023457</td>\n",
       "      <td>0.005320</td>\n",
       "      <td>1.824795e-04</td>\n",
       "      <td>0.000706</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000129</td>\n",
       "      <td>0.001751</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.011502</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000005</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.001266</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000747</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Local urbanity</th>\n",
       "      <td>0.000008</td>\n",
       "      <td>0.008332</td>\n",
       "      <td>0.000605</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000240</td>\n",
       "      <td>0.000177</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000069</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.003292</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000990</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Concentrated urbanity</th>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Regional urbanity</th>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000230</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000074</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000086</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Metropolitan urbanity</th>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000021</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Hyper concentrated urbanity</th>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>...</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000</td>\n",
       "      <td>0.000000e+00</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>16 rows × 218 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "TTWA11NM                              Barnsley  Bradford   Halifax  \\\n",
       "Countryside agriculture               0.223470  0.167767  0.506016   \n",
       "Accessible suburbia                   0.043759  0.044535  0.008178   \n",
       "Open sprawl                           0.176207  0.228543  0.078606   \n",
       "Wild countryside                      0.078137  0.031195  0.116988   \n",
       "Warehouse/Park land                   0.001209  0.008261  0.007744   \n",
       "Gridded residential quarters          0.000215  0.002243  0.000413   \n",
       "Urban buffer                          0.464410  0.431150  0.252566   \n",
       "Disconnected suburbia                 0.003625  0.008945  0.004335   \n",
       "Dense residential neighbourhoods      0.006018  0.032706  0.018123   \n",
       "Connected residential neighbourhoods  0.000762  0.012633  0.001106   \n",
       "Dense urban neighbourhoods            0.002179  0.023457  0.005320   \n",
       "Local urbanity                        0.000008  0.008332  0.000605   \n",
       "Concentrated urbanity                 0.000000  0.000000  0.000000   \n",
       "Regional urbanity                     0.000000  0.000230  0.000000   \n",
       "Metropolitan urbanity                 0.000000  0.000000  0.000000   \n",
       "Hyper concentrated urbanity           0.000000  0.000000  0.000000   \n",
       "\n",
       "TTWA11NM                                   Skipton  Dorchester and Weymouth  \\\n",
       "Countryside agriculture               3.332466e-01                 0.803093   \n",
       "Accessible suburbia                   9.679447e-06                 0.003389   \n",
       "Open sprawl                           2.516165e-03                 0.021314   \n",
       "Wild countryside                      6.265198e-01                 0.029620   \n",
       "Warehouse/Park land                   6.712196e-04                 0.004454   \n",
       "Gridded residential quarters          0.000000e+00                 0.000505   \n",
       "Urban buffer                          3.619192e-02                 0.121557   \n",
       "Disconnected suburbia                 6.877031e-05                 0.000286   \n",
       "Dense residential neighbourhoods      5.675908e-04                 0.004360   \n",
       "Connected residential neighbourhoods  4.415132e-07                 0.000405   \n",
       "Dense urban neighbourhoods            1.824795e-04                 0.000706   \n",
       "Local urbanity                        0.000000e+00                 0.000240   \n",
       "Concentrated urbanity                 0.000000e+00                 0.000000   \n",
       "Regional urbanity                     0.000000e+00                 0.000074   \n",
       "Metropolitan urbanity                 0.000000e+00                 0.000021   \n",
       "Hyper concentrated urbanity           0.000000e+00                 0.000000   \n",
       "\n",
       "TTWA11NM                              Falmouth  Grantham  Hastings    Hexham  \\\n",
       "Countryside agriculture               0.818335  0.895052  0.767591  0.094503   \n",
       "Accessible suburbia                   0.001462  0.003266  0.029322  0.000000   \n",
       "Open sprawl                           0.014444  0.008395  0.015181  0.000812   \n",
       "Wild countryside                      0.025869  0.000050  0.000017  0.897572   \n",
       "Warehouse/Park land                   0.000537  0.000426  0.000163  0.000008   \n",
       "Gridded residential quarters          0.003124  0.000075  0.000000  0.000000   \n",
       "Urban buffer                          0.094407  0.090790  0.165562  0.007011   \n",
       "Disconnected suburbia                 0.002359  0.000676  0.003296  0.000010   \n",
       "Dense residential neighbourhoods      0.000202  0.001139  0.004595  0.000085   \n",
       "Connected residential neighbourhoods  0.001662  0.000002  0.003681  0.000000   \n",
       "Dense urban neighbourhoods            0.000000  0.000129  0.001751  0.000000   \n",
       "Local urbanity                        0.000177  0.000000  0.000069  0.000000   \n",
       "Concentrated urbanity                 0.000000  0.000000  0.000000  0.000000   \n",
       "Regional urbanity                     0.000000  0.000000  0.000000  0.000000   \n",
       "Metropolitan urbanity                 0.000000  0.000000  0.000000  0.000000   \n",
       "Hyper concentrated urbanity           0.000000  0.000000  0.000000  0.000000   \n",
       "\n",
       "TTWA11NM                              Isle of Wight  ...   Cardiff  Cardigan  \\\n",
       "Countryside agriculture                    0.599603  ...  0.195818  0.523145   \n",
       "Accessible suburbia                        0.025276  ...  0.026761  0.000000   \n",
       "Open sprawl                                0.019297  ...  0.104238  0.000554   \n",
       "Wild countryside                           0.000087  ...  0.000000  0.457116   \n",
       "Warehouse/Park land                        0.000908  ...  0.033123  0.000037   \n",
       "Gridded residential quarters               0.006657  ...  0.018411  0.000000   \n",
       "Urban buffer                               0.324110  ...  0.579492  0.007042   \n",
       "Disconnected suburbia                      0.000196  ...  0.007812  0.000003   \n",
       "Dense residential neighbourhoods           0.003108  ...  0.008038  0.000000   \n",
       "Connected residential neighbourhoods       0.000155  ...  0.008753  0.000000   \n",
       "Dense urban neighbourhoods                 0.000000  ...  0.011502  0.000000   \n",
       "Local urbanity                             0.000000  ...  0.003292  0.000000   \n",
       "Concentrated urbanity                      0.000000  ...  0.000000  0.000000   \n",
       "Regional urbanity                          0.000000  ...  0.000000  0.000000   \n",
       "Metropolitan urbanity                      0.000000  ...  0.000000  0.000000   \n",
       "Hyper concentrated urbanity                0.000000  ...  0.000000  0.000000   \n",
       "\n",
       "TTWA11NM                              Colwyn Bay  Llanelli  Merthyr Tydfil  \\\n",
       "Countryside agriculture                 0.248822  0.314656        0.355109   \n",
       "Accessible suburbia                     0.008323  0.000882        0.001534   \n",
       "Open sprawl                             0.006357  0.004573        0.043850   \n",
       "Wild countryside                        0.666861  0.614383        0.203098   \n",
       "Warehouse/Park land                     0.002164  0.000003        0.009065   \n",
       "Gridded residential quarters            0.000800  0.001571        0.002301   \n",
       "Urban buffer                            0.059214  0.059388        0.382751   \n",
       "Disconnected suburbia                   0.000006  0.000143        0.000539   \n",
       "Dense residential neighbourhoods        0.000323  0.000008        0.000775   \n",
       "Connected residential neighbourhoods    0.002737  0.000003        0.000977   \n",
       "Dense urban neighbourhoods              0.000005  0.000000        0.000000   \n",
       "Local urbanity                          0.000000  0.000000        0.000000   \n",
       "Concentrated urbanity                   0.000000  0.000000        0.000000   \n",
       "Regional urbanity                       0.000000  0.000000        0.000000   \n",
       "Metropolitan urbanity                   0.000000  0.000000        0.000000   \n",
       "Hyper concentrated urbanity             0.000000  0.000000        0.000000   \n",
       "\n",
       "TTWA11NM                              Pwllheli and Porthmadog      Rhyl  \\\n",
       "Countryside agriculture                              0.294169  0.335685   \n",
       "Accessible suburbia                                  0.000185  0.009770   \n",
       "Open sprawl                                          0.000677  0.006090   \n",
       "Wild countryside                                     0.637449  0.555019   \n",
       "Warehouse/Park land                                  0.000017  0.000335   \n",
       "Gridded residential quarters                         0.000003  0.001034   \n",
       "Urban buffer                                         0.031029  0.089543   \n",
       "Disconnected suburbia                                0.000000  0.000154   \n",
       "Dense residential neighbourhoods                     0.000199  0.000000   \n",
       "Connected residential neighbourhoods                 0.000014  0.000290   \n",
       "Dense urban neighbourhoods                           0.000000  0.000000   \n",
       "Local urbanity                                       0.000000  0.000000   \n",
       "Concentrated urbanity                                0.000000  0.000000   \n",
       "Regional urbanity                                    0.000000  0.000000   \n",
       "Metropolitan urbanity                                0.000000  0.000000   \n",
       "Hyper concentrated urbanity                          0.000000  0.000000   \n",
       "\n",
       "TTWA11NM                               Swansea  Tywyn and Dolgellau   Wrexham  \n",
       "Countryside agriculture               0.285298         2.267002e-01  0.677904  \n",
       "Accessible suburbia                   0.017182         7.951733e-05  0.008354  \n",
       "Open sprawl                           0.035248         7.362045e-04  0.019103  \n",
       "Wild countryside                      0.108456         7.490144e-01  0.068111  \n",
       "Warehouse/Park land                   0.016865         8.903418e-07  0.003938  \n",
       "Gridded residential quarters          0.007052         0.000000e+00  0.000004  \n",
       "Urban buffer                          0.510910         1.669930e-02  0.216287  \n",
       "Disconnected suburbia                 0.001141         9.760898e-05  0.002296  \n",
       "Dense residential neighbourhoods      0.002975         0.000000e+00  0.002831  \n",
       "Connected residential neighbourhoods  0.001466         0.000000e+00  0.000426  \n",
       "Dense urban neighbourhoods            0.001266         0.000000e+00  0.000747  \n",
       "Local urbanity                        0.000990         0.000000e+00  0.000000  \n",
       "Concentrated urbanity                 0.000000         0.000000e+00  0.000000  \n",
       "Regional urbanity                     0.000086         0.000000e+00  0.000000  \n",
       "Metropolitan urbanity                 0.000000         0.000000e+00  0.000000  \n",
       "Hyper concentrated urbanity           0.000000         0.000000e+00  0.000000  \n",
       "\n",
       "[16 rows x 218 columns]"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "for_heatmap.T"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "ab6f0526-f37d-4c5e-8da3-14119d652de6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import seaborn as sns\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.colors import LogNorm\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "dad6c015-faa9-453c-9fe4-f6cba0ed7733",
   "metadata": {},
   "outputs": [],
   "source": [
    "order = ['Wild countryside', 'Countryside agriculture', 'Urban buffer',\n",
    "       'Warehouse/Park land', 'Open sprawl', 'Disconnected suburbia',\n",
    "       'Accessible suburbia', 'Connected residential neighbourhoods',\n",
    "       'Dense residential neighbourhoods', 'Gridded residential quarters',\n",
    "       'Dense urban neighbourhoods', 'Local urbanity', 'Regional urbanity',\n",
    "       'Metropolitan urbanity', 'Concentrated urbanity',\n",
    "       'Hyper concentrated urbanity'\n",
    "    ]\n",
    "order.reverse()\n",
    "for_heatmap = for_heatmap[\n",
    "    order\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "5b9b3493-0690-42a0-9ad5-ae83d51cb4b0",
   "metadata": {},
   "outputs": [],
   "source": [
    "plot_data2 = geopandas.GeoDataFrame(columns=[\"level\", \"order\", \"area\", \"urbanity\", \"geometry\"], crs=interpolated.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "b331507a-da14-468c-ae25-6c88ff650790",
   "metadata": {},
   "outputs": [],
   "source": [
    "sizes = pandas.DataFrame()\n",
    "for centre in order:\n",
    "    sizes[centre] = interpolated[centre] * interpolated.area"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "b86a7288-d7d8-4e4f-b0f9-ad698db05efe",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n",
      "/opt/conda/lib/python3.9/site-packages/geopandas/geodataframe.py:1351: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  super().__setitem__(key, value)\n"
     ]
    }
   ],
   "source": [
    "centroids = interpolated.centroid\n",
    "for level, c in enumerate(order):\n",
    "    sub = interpolated[interpolated[c] > 0]\n",
    "    area = sub.area\n",
    "    sub[\"sorter\"] = sub[c] * area\n",
    "    sub = sub.sort_values(\"sorter\", ascending=False)\n",
    "    for i, ix in enumerate(sub.index):\n",
    "        plot_data2.loc[ix] = [level, i, sub[\"sorter\"].loc[ix], c, centroids.loc[ix]]\n",
    "    interpolated = interpolated.drop(sub.index)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "899da1eb-ac65-423b-aff0-6f0cffe51024",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>level</th>\n",
       "      <th>order</th>\n",
       "      <th>area</th>\n",
       "      <th>urbanity</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>London</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1.306116e+06</td>\n",
       "      <td>Hyper concentrated urbanity</td>\n",
       "      <td>POINT (538745.517 181341.137)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Birmingham</th>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1.075148e+06</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (411388.314 285146.915)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Edinburgh</th>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>6.384964e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (336390.208 665534.358)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Glasgow</th>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>6.059172e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (254347.160 665607.051)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Manchester</th>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>5.153730e+05</td>\n",
       "      <td>Metropolitan urbanity</td>\n",
       "      <td>POINT (386789.011 394849.149)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Portree</th>\n",
       "      <td>11</td>\n",
       "      <td>1</td>\n",
       "      <td>4.187323e+05</td>\n",
       "      <td>Open sprawl</td>\n",
       "      <td>POINT (139392.915 845200.808)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Newton Stewart</th>\n",
       "      <td>11</td>\n",
       "      <td>2</td>\n",
       "      <td>3.890446e+05</td>\n",
       "      <td>Open sprawl</td>\n",
       "      <td>POINT (243111.771 562519.436)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Mull and Islay</th>\n",
       "      <td>13</td>\n",
       "      <td>0</td>\n",
       "      <td>3.332326e+06</td>\n",
       "      <td>Urban buffer</td>\n",
       "      <td>POINT (143779.227 704221.821)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Lochgilphead</th>\n",
       "      <td>13</td>\n",
       "      <td>1</td>\n",
       "      <td>6.808734e+05</td>\n",
       "      <td>Urban buffer</td>\n",
       "      <td>POINT (188024.719 687097.024)</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Broadford and Kyle of Lochalsh</th>\n",
       "      <td>13</td>\n",
       "      <td>2</td>\n",
       "      <td>2.705685e+05</td>\n",
       "      <td>Urban buffer</td>\n",
       "      <td>POINT (187338.604 832547.182)</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>218 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                               level order          area  \\\n",
       "London                             0     0  1.306116e+06   \n",
       "Birmingham                         2     0  1.075148e+06   \n",
       "Edinburgh                          2     1  6.384964e+05   \n",
       "Glasgow                            2     2  6.059172e+05   \n",
       "Manchester                         2     3  5.153730e+05   \n",
       "...                              ...   ...           ...   \n",
       "Portree                           11     1  4.187323e+05   \n",
       "Newton Stewart                    11     2  3.890446e+05   \n",
       "Mull and Islay                    13     0  3.332326e+06   \n",
       "Lochgilphead                      13     1  6.808734e+05   \n",
       "Broadford and Kyle of Lochalsh    13     2  2.705685e+05   \n",
       "\n",
       "                                                   urbanity  \\\n",
       "London                          Hyper concentrated urbanity   \n",
       "Birmingham                            Metropolitan urbanity   \n",
       "Edinburgh                             Metropolitan urbanity   \n",
       "Glasgow                               Metropolitan urbanity   \n",
       "Manchester                            Metropolitan urbanity   \n",
       "...                                                     ...   \n",
       "Portree                                         Open sprawl   \n",
       "Newton Stewart                                  Open sprawl   \n",
       "Mull and Islay                                 Urban buffer   \n",
       "Lochgilphead                                   Urban buffer   \n",
       "Broadford and Kyle of Lochalsh                 Urban buffer   \n",
       "\n",
       "                                                     geometry  \n",
       "London                          POINT (538745.517 181341.137)  \n",
       "Birmingham                      POINT (411388.314 285146.915)  \n",
       "Edinburgh                       POINT (336390.208 665534.358)  \n",
       "Glasgow                         POINT (254347.160 665607.051)  \n",
       "Manchester                      POINT (386789.011 394849.149)  \n",
       "...                                                       ...  \n",
       "Portree                         POINT (139392.915 845200.808)  \n",
       "Newton Stewart                  POINT (243111.771 562519.436)  \n",
       "Mull and Islay                  POINT (143779.227 704221.821)  \n",
       "Lochgilphead                    POINT (188024.719 687097.024)  \n",
       "Broadford and Kyle of Lochalsh  POINT (187338.604 832547.182)  \n",
       "\n",
       "[218 rows x 5 columns]"
      ]
     },
     "execution_count": 60,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "plot_data2"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67a3e2a7-d57b-4714-929d-8a261bb357d7",
   "metadata": {},
   "source": [
    "Per proportion within TTWA"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "89e6028c-88ad-4d3b-bc49-d1d94939ace6",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 61,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
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\n",
      "text/plain": [
       "<Figure size 2304x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplots(figsize=(32, 8))\n",
    "sns.heatmap(data=for_heatmap.loc[plot_data2.index].T, norm=LogNorm())"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c42ead27-3f51-4833-bc13-95b89503bcab",
   "metadata": {},
   "source": [
    "Per proportion of type within ttwa"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "17f9995a-919c-49db-9596-fa9cc7349bff",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2304x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplots(figsize=(32, 8))\n",
    "sns.heatmap(data=(for_heatmap / for_heatmap.sum(axis=0)).loc[plot_data2.index].T, norm=LogNorm())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "f7962974-3344-4135-bb22-61044a03e56c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot:>"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 2304x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.subplots(figsize=(32, 8))\n",
    "sns.heatmap(data=(for_heatmap / for_heatmap.sum(axis=0)).loc[plot_data2.index].T, norm=LogNorm(), cmap=\"magma_r\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "abb1d069-5b24-40ab-a13c-c12f2b88f5e5",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
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