{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Site Selection: Health clinics\n",
    "\n",
    ">* 👟 Ready To Run!\n",
    "* 🖥️ Requires Network Analysis Organization Configuration\n",
    "* 🔬 Data Science\n",
    "* 🕸️ Network Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Clinic access for the chronically ill\n",
    "\n",
    "Location is everything for the chronically ill.  For patients with amyotrophic lateral sclerosis (ALS), visits to clinics are exhausting full-day engagements involving sessions with highly trained specialists from several disciplines.  Patients with long drives to their nearest clinic may also face the additional hardship of having to plan for travel days to and from the clinic as well as for food and lodging.  \n",
    "\n",
    "This notebook demonstrates how ArcGIS can perform network analysis to identify potential sites for new ALS clinics in California to improve access for patients who do not live near a clinic.\n",
    "\n",
    "<blockquote><b>Note:</b> The examples in this notebook is intended to serve only as a technology demonstration.  The analysis results should not be used for any planning purposes as the data for ALS patient locations are fictional.  The ALS clinic locations were obtained from data that was publically available in October 2017.</blockquote>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "toc": true
   },
   "source": [
    "<h1>Table of Contents<span class=\"tocSkip\"></span></h1>\n",
    "<div class=\"toc\"><ul class=\"toc-item\"><li><span><a href=\"#Identifying-suitable-sites-for-new-ALS-clinics-using-location-allocation-analysis\" data-toc-modified-id=\"Identifying-suitable-sites-for-new-ALS-clinics-using-location-allocation-analysis-1\">Identifying suitable sites for new ALS clinics using location allocation analysis</a></span><ul class=\"toc-item\"><li><span><a href=\"#Clinic-access-for-the-chronically-ill\" data-toc-modified-id=\"Clinic-access-for-the-chronically-ill-1.1\">Clinic access for the chronically ill</a></span></li><li><span><a href=\"#Access-the-analysis-data\" data-toc-modified-id=\"Access-the-analysis-data-1.2\">Access the analysis data</a></span></li><li><span><a href=\"#Map-the-challenge\" data-toc-modified-id=\"Map-the-challenge-1.3\">Map the challenge</a></span></li><li><span><a href=\"#Introduction-to-Location-Allocation\" data-toc-modified-id=\"Introduction-to-Location-Allocation-1.4\">Introduction to Location-Allocation</a></span><ul class=\"toc-item\"><li><span><a href=\"#ArcGIS-Network-Analyst\" data-toc-modified-id=\"ArcGIS-Network-Analyst-1.4.1\">ArcGIS Network Analyst</a></span></li><li><span><a href=\"#Location-Allocation-Analysis\" data-toc-modified-id=\"Location-Allocation-Analysis-1.4.2\">Location-Allocation Analysis</a></span></li><li><span><a href=\"#The-solve_location_allocation-tool\" data-toc-modified-id=\"The-solve_location_allocation-tool-1.4.3\">The <code>solve_location_allocation</code> tool</a></span></li></ul></li><li><span><a href=\"#Analysis-Preparation\" data-toc-modified-id=\"Analysis-Preparation-1.5\">Analysis Preparation</a></span></li><li><span><a href=\"#Analysis:-Where-could-we-add-one-new-ALS-clinic-to-reach-the-greatest-number-of-ALS-patients-who-currently-have-poor-access-to-an-existing-clinic?\" data-toc-modified-id=\"Analysis:-Where-could-we-add-one-new-ALS-clinic-to-reach-the-greatest-number-of-ALS-patients-who-currently-have-poor-access-to-an-existing-clinic?-1.6\">Analysis: Where could we add one new ALS clinic to reach the greatest number of ALS patients who currently have poor access to an existing clinic?</a></span></li><li><span><a href=\"#Analysis:-Where-could-we-add-new-ALS-clinics-to-reach-50%-of-patients-who-currently-must-drive-for-over-90-minutes-to-reach-their-nearest-clinic?\" data-toc-modified-id=\"Analysis:-Where-could-we-add-new-ALS-clinics-to-reach-50%-of-patients-who-currently-must-drive-for-over-90-minutes-to-reach-their-nearest-clinic?-1.7\">Analysis: Where could we add new ALS clinics to reach 50% of patients who currently must drive for over 90 minutes to reach their nearest clinic?</a></span></li></ul></li><li><span><a href=\"#Conclusions\" data-toc-modified-id=\"Conclusions-2\">Conclusions</a></span></li></ul></div>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import time\n",
    "\n",
    "from IPython.display import display\n",
    "\n",
    "from arcgis import *\n",
    "\n",
    "gis = GIS(\"home\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Map the challenge\n",
    "\n",
    "Many ALS patients in California have to drive for over 90 minutes to reach their nearest clinic.  For the purposes of this notebook, those patients are considered to have poor clinic access. The next block of code displays a map that displays the locations of those ALS patients who have poor clinic access.  \n",
    "\n",
    "Map Legend:\n",
    "\n",
    "<p><img src=\"http://esri.github.io/arcgis-python-api/notebooks/nbimages/04_als_patients.png\" style=\"float:left\">Locations of ALS patients that must travel for over 90 minutes to access a clinic.\n",
    "<p><img src=\"http://esri.github.io/arcgis-python-api/notebooks/nbimages/04_als_clinics.png\" style=\"float:left\">Existing ALS clinics.\n",
    "<p><img src=\"http://esri.github.io/arcgis-python-api/notebooks/nbimages/04_als_drive_times.png\" style=\"float:left\">90 minute drive times from existing ALS clinics.\n",
    "<p><img src=\"http://esri.github.io/arcgis-python-api/notebooks/nbimages/04_als_candidate_clinics2.png\" style=\"float:left\">Candidate cities for new ALS clinics."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
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\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Create a map of California.\n",
    "map1 = gis.map(\"State of California, USA\")\n",
    "map1.basemap = 'gray'\n",
    "display(map1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "als_clinics = gis.content.search(\"ALS_Clinics_CA\",\n",
    "                                 item_type = \"Feature Layer\")[0]\n",
    "patient_locations = gis.content.search(\"ALS_Patients_CA\",\n",
    "                                       item_type = \"Feature Layer\")[0]   \n",
    "city_candidates = gis.content.search(\"ALS_Clinic_City_Candidates_CA\",\n",
    "                                     item_type=\"Feature Layer\")[0]\n",
    "drive_times = gis.content.search(\"ALS_Clinic_90minDriveTime\",\n",
    "                                 item_type=\"Feature Layer\")[0]\n",
    "        \n",
    "map1.add_layer(drive_times)\n",
    "map1.add_layer(als_clinics)\n",
    "map1.add_layer(patient_locations)\n",
    "map1.add_layer(city_candidates)\n",
    "map1.legend = True"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Introduction to Location-Allocation\n",
    "### ArcGIS Network Analyst\n",
    "\n",
    "[ArcGIS Network Analyst](http://pro.arcgis.com/en/pro-app/help/analysis/networks/what-is-network-analyst-.htm) helps organizations run their operations more efficiently and improve strategic decision making by performing analysis on the travel costs between their facilities and demand locations to answer questions such as:\n",
    "\n",
    "* What is the quickest way to get from point A to point B?\n",
    "* What houses are within five minutes of our fire stations?\n",
    "* What markets do our businesses cover?\n",
    "* Where should we open a new branch of our business to maximize market share?\n",
    "\n",
    "To address these questions, ArcGIS Network Analyst creates origin-destination (OD) cost matrices along a travel network such as roads, to find solutions to reduce the overall costs of travel."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<img 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\">"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To perform network analysis, you need a network dataset, which models a transportation network.  In the ArcGIS API for Python, the network dataset is accessed through a network service hosted in your Organization.\n",
    "\n",
    "### Location-Allocation Analysis\n",
    "\n",
    "The goal of [location-allocation](http://pro.arcgis.com/en/pro-app/help/analysis/networks/location-allocation-analysis-layer.htm) is to locate facilities in a way that supplies the demand points most efficiently.  As the name suggests, location-allocation is a two-fold problem that simultaneously locates facilities and allocates demand points to the facilities."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "<img 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Ru0ZhwTHkjJEmMgD2DeNLL+yM228UoQd296E0tavI8YU5vYeeZmOjQg7t70Jpa1aVFDxFoc3mqbdWua9zLSzsPTkxj0T44tj2Psfvp+GMAjwdaWy232+V36ikstUlRLGCscqcFlDeeBbAI/PPen2o+GHxIsFBHVm3oba0/piSaZS0Kj8QPDl17KT79HUZ7BZt9aWlo3XKCmQChpS9K+vrurY3Fp1SWRLlLtBpRKhSxByr69sM2kdbWwW+napqSVRSASAW8nHtqcbL8HpLrW0FDNf6CKa4071UMUQaSQxxECTrrtSwz+euW4fggbNZr7bbjfmFfTUktbRVE8KLTzwJ2ykDwyeP7Drhh2AuuTKWn+rcVBrWhNCe7WJOEezHGZh4B9vcAIqCaGhNzrlEM8zwDsyqpx2fHetiMfifU0fCnZ/ww3daF2huGlllvMlOZYJGkcwyIgBDIwwvIEj6T2QNH9NbNtxW+31lHboaf+jletJflWBSszH6GWQsC3FciQEHH8tF5jZGYYfVLuKopJplah90jtIp2w0L9i+ItOFp55KSDTI5fdI7Yp/eaORoqW4Qwyy/LVMZ5IjPjn9JHQI9/GjWp2vuSjokuMtmrRTvJFGJDCQMzMETOcEAsR3q5G7Gqo5LjtiKKmltNZapKijaBB68c8BywJXHJePEgD6h+egL4g7iuu5dm1jUtYf1Y9hjrqX5fCymspJFMhZyT0DxAGPOdTJHZ4zSWG3Tat76KoQO2tbQySXsjZfZYamniSCa0tY38jWIVHwu+IBa8RyW2Gna0QpO3q1CgOrqWHjOPGo5oJ5amjgqWiMZlQOVYFez5xnyM5799W23Hu2+UHz8lNRRT090t9HFUSTT4kGaZ2DKFBBJPnOgyxbM29uPbO6JZZ0F3tEUE8PCU8Yl+XBVSG8I7A5AGAckd6kzuyiEYat5CQFApprWwBre3WNY32g9j0snCi9hgo4CKVNa2oRyuaxX+lq4KtTJTyJKoJXKHI5KcEfxB0q10qbJc7A0dNdqE2+d41laLH0/X9WVYdMDnzrnqu5xno3SkCkfO2IyipeYUypJBBpQ52jNeMQASTjHv9tYCD470wV8r185tVO3GNQGqpR1xX+oD9z/AHDXpWWLzm7kBcngPrKNZGTVMObuQFyeA+succQ0dzl+cnIWhpCWQn8Mjjyx/Ie33OuFHXLWXN6mSZ4hFBySE5CmIn8be2T7flpHVVRr5IqKijBgjP7NPCvx/fb7Rj+86Yq+uP7WhpP8YEgAllH4ppD1x7/c+wGn/DsLVMkskUqKDLqjnzN6/KsWbhuBrmwWaUJFALdVPE1tvG9ddBkaS7Z96Vu1btBX2HhUVroyrG31RmKQYYvj93Hj8xqx2wbOd3bdeu29U8LvRSFa2mrCPSquX1LIGQD02PjkAQcdjPeqkWMW+ltwlTijAYnckdMvlSfGF8Y8ak74QfEmew75WCgDSxVsXoCl9Ms9W7H6OLZxGFPfJuiNdNmZjGcMxFTeBkpUgkkmgrTQ52pp39nPAMB/acyrZxxjpJaqt4qFDvUzBzTyAPM8pqu01029BJPfrPcKRYmVXcQ+rAC5Cr+2QlMEkDs9e+i+x7Mnus8f9LJktNJIpdbeZk+aqEHnmyt9EffYQlj7keNC25Zam7VlZPUxybnv8sOIbRBKf1XRemeSmQj6WdSM5PvqQoDs3aFXS191MVz3VcIRHFEOBlAdQ7RRKTxijGMn74ydW5tF7T9pJzDkym+ErULltNFGw1J6ozqqg5Q24Z/8e9n8Mm0zPWcVmEqoQO61QOJt2xI1ZedtbdsskoCGkt8LEQUsRmYJGO1SNASTj2AydV43k9Paaqk3bZGrK3bNfBIktCikRwPMQ/OIHARwwyD+62dTLtm91VvgvVZuKWnZvmDUx09BGZWhgMYPA8ATI2QckADJxqKd8VNpe3W7dFjqZY7LV1Uc3oOGiiWomDIQY2I5CTlh48ZU/VjOqp2bbLU6W1VVU0JrVJqK0y97gYuDBKNObgIpWlsjbIc+BgEvHxEt1bZ4Zr7RYhucBorpHUOFaoRVJglRV5ZmjYfWP9euNBfb9ZlpdqvU0rWWrZKqmqmRy8XqgNDLEwIwA34hj76Eb5QVtHPVQGiENC5KwmRw5ikZckH8h5Bz9S96YqK7VD7N/Vd8uUQNKWkt9wEZkK82AaAgD8Lex8A6txnBZYy46FNUkiozpXIjmnIjh2RYyMMZCN5FSk6cOBHMZdkS7dLnJNeK6+0tdPT1ETR0V6FOgieCSdApdGA7Vx2rffHvqO61Kiw3BaGQy1UEtQodmk8hQcOehnkpz15zpfbtwLNc6ejuk1RxrKI0dfJGihHgTqNyxB+tCc/fA02bgtU9DbRDN69XV2uWOnlYydvEWzHKc9EAdda6SEl9ndEu7rbLMaXtkbdhEbScoGT0Sxyv5eB9REi22msU11SAeiJb3b5qGrDvyJqYl/Yyvk5wwC9+NPVFf7dH8EKGW6SxLcLPWQw5iTJMsMoHsCRkZGT1qFIfkKSqprjDHElXCykv++wibkpOfIHjGpN21e6Cnse+bXdZo5FqYZK+L5aIt5PIBUXJPEMM/bGhWL4SUNpVc7qkHnY7p7qHyiJiOH7gSoaEHwND5GHz4nVIqbhdKqD5mWG40FtrUXjiMPEzI5GQCemHenSuvjXT4X7Zu8tBLC1tq1AaeVUBaNJIz+Fj0QesjGhHcNyhudl25cw9Q0lTZqu2GMLgPJAySKe/sFOT9tN9TV1F0+CNTQ1dCVgp7oV5ySKQwI5qQB2B/HQ5vDgqWlkKF0uAdmaTbuEQRK78s0gm6V0+Hwgttl9vK2ndtumSmjpVs1HIJOTvKS0fphcDiAMe/wCenu0W25Udb8Ods0lYsMFLQyPJEIAwMDpgqeWfP31FcF/qorPeaWrkpInu/wAlRU/EtzZEVTxUfvHHZ1MdupLlN8V4pnuTJBYrGqP6cYAPJB+LlnsaiYpLGX6SwAoo9pCAkacVRxnWAnfFNFHtO4B8YSUFzl258Rd4y2ysqqmO22unmNBJn0CIS7P6WTwR2JxjrONPu8a9t4Um3Z6aNaa6RNJWpbZ5FSeeN4CjpEScF05g4PR8Z1B081VcRVIy1M1RvGrmpFlRwiCFWGQwXBOSevy1Oc1qsVFW1twVIUXadsWigmYBnaqkQFgS2ScAKMfnqK60cLnZfEGD/GRShpqkBNxqCokZVpW8KG1WyUtiEkuRfHUWndPcAO7rGBGvtNztuyKWtuFHPAt5uq1tyLIeVPTUwPyySAdp9QUnrAyQdaUFLRXg1VZc5ONhtYEtwkXv12IylMn9Yv1zA7wQPfUoW/cm4bCu3bFuOmNzqrvGwqZIMcYVWPk7lWJJXwpXs/bTnujY9NdtvU9BtcQUS0tR85DTqvGmmfs4cL2Dk5U+ze2i2He0ycl5d7DZshv7U4VKeTU0STRVBnkKDgIojHvZSyiZZxBodIJduiGjSiimu6a2tW5teISqbhNVz1W5LxiGSoC/sx2tNTr1FAg/IeQPLk/lo+tfw1kulpnum4pJaKoeJno4oz9VJxHISOAcNIcdqelHXnJ06bN2HVSVMd73VAImgbNNQFg4R1/52Ujpm/qDwB358Hu9679WbOvVePxQ0E5QZxlyhCgH7knA0R269p6KsbN7KL3GEFI3k/eNRQDWlczqYA7FezZX8faDahAW8sKO6rJI4nnSw4DnFbLVWPcLdT1rgAzRhxjwQfDD7Bh3j204aR0FOKWhpqUdiGGNPGPwqBpZr7DlwsMoDhqaCvbrHyNNFBeUUCgqadlYzXOWJJo2jcdMMdef5fnrprNdiK2McQSDUQlp5Hy0Ex/aJ/8AvL7N/P30q0mqIi4EkXUsfan7/cH8jrpDKs0YkXrPRB8gjyDrVP4THRYr1hHXWazWa2jlGazWazXo9GauP+jj/wAkrj/3i3+yj1TjVx/0cf8Aklcf+8W/2Uekj2hf3OfzCLI9ln9+o/Kr0ixOs1ms1Q0fTEeHxr5EfpRID8cdwMc/5Gg9/wD7wuvrufGvkT+lET/8uN/AH/M0H+wGq89pIP7Nbp+Mf7VQubT1+yCnEehivUVLTw8zDGqeo3J8DHJvufuddgqjwNI/l5zWmq9ZuBj9P0c/QDnPL750rwx8t/dqlXK1BUuvj4QiO1J3iutY315ka14DwST/AD1o/owoXlKqo8ljgf2nXEBJOcc0thR3Rcx0LqPfSSruFJQxCaqkEaEheR8ZJwNClx35t+iZaemlFVUSZCJGDxz/ANrGPP20AVV93BdiaGsd4oxgMI+KrIAcnJIyM+OtOuA7EzU+Q46NxFb7xoe4U9Ys7Zb2V4pilH5hHRNClSs7pI13Qc/SsSPX7xt9tuAoqj6lkUNG0J9U59wyrkj8vvpil+IMUkyvTwzxRoGLpNAwEg8ZV1yFx9mxnQKKaSmX040WM9YfsnA8ZP8A56UiKbgvoyqCMEgAjsfx841ZDXs4w1pCVrWCR3g8ezlFvS3slwBltKnFgqyrUkHiaAKA018ILau7wbgYPHxqIAFxC30Mrd5ZHzgn8jodqaeOHHoksGYrwkXjIpH39iPsdNM71cDNURxxrLjvAwrj7Mv/AJjvT9S1PzaKGHItj9mcvxJ9gfxD8vI0Yk2ncLaDcug9HwrUfVdc+Jg4xgzuBsoMiKsZUBqO+nkbHjCSnpqmqxT08bSsfwqo5Nqx9tvS0dpitEcTQGmjicSrCCydgshJHFwcdqc/lp1sey6O0WiBaR0NZIoaX1MKzM3eFf8ACwHgDo64XKhqEhlpJGaF3Rlz4ZT/AAOm+XmJeYbDahrXnX67ot7BpNv7NRwXVfsqIkFt3UFbTU1rvdPVT0xDCmr4Fw9Gy4IKsSGKH/7M9j2OlW39337Y1srttR09LcLZUmT5WSokMkAeb6yzceTYPLLr5B1FEFynp4oUghlmWUBJM4C4x5bP/lpfbrpJQy19HQ08LRVgWSemnPIeoV4hxjsEYGCO9DZnAGS2pvdBSb0J1BzHA+R5R2ewlsjdpVJ0+I4HyMH9ZcRYbja69KyOniqZnVFiBaajnK8uSEn9pGR79Bl6IyNSBNX3LccNbR3u8ktNmShqRFGUpKgx4VBxH1QTDOM++VPeq4NcaqjpYFuTRPiREyqMwDN10PYHP8tFdtqqmlq3juNZIYJlUR8eIjQe/gZ4t799MM+dQJ/Z+qA4D1xWhpWt62+PGIc1gwI3gKqGv158YBf1leKGmiuFHVx0UqNGsU3psskcmeLHiccTnwPbUt7A3hU2BKii3XUTXenvOKKtn4r6qvL0k79gFVzhiO/HWovrI3NPVVU9XOFp2kQrOql2VHz6jMMkn7HrIwdJlhp0eKhmaeojqkdvrZv+0PqGMYPjTHO4exPS/Rup8r2vnyzgs9JNzTNFC9AK6/VYsHano7DdIZvmlpUasQT4ZeMkr4pZSC3jmvpsFHtoPgNtoLHdtoXEHlFPfKWMU7FjIjL668ig+nJH8CetCktTRXmlqRFARcKPhI/rr+yklToMh+5XiS3sR76kBLjHX1NTNNCadrjHTVDRxkDiZomhl4kfiXPX8NKpkFMEFdSbV5EZeRMAkyi0EKUKE/DL1MAFtvFwrdl2+enpyCsMNAy1Up5F4lIZhgNkYPRP92jGius9p23fI46inp63cDCCnhA5SslO3FipyMquQPGoosVVUw7dekt6KzQ11Sh+YcsSylSMjHWdSZa4UqNw7NtVxnp6bhG9Q5CZwXJmYd4ycINFsVkkJSpJT1d4q41Cet6gRPn5ZIaocgSe4X9QIMPiraTfJbDTbkqqmqfb1AK+vShRYmkZwqJEoB7LHwCcDGjLY/wt+HzV1du6ahDUPAU9KKyRnBjhGZJSGOO2yP4DOouuVVXXJrjXy1c9RUXaSWvZAVUJTQgiFV8FQACwGfJGnw1Ng3QLVWSQz0O39uUaPOryuWknmUAwY5YYt4I799V/PYJ0kshsWoCCQNDelLXKrDlCRO7MSrxStbKd6hBVQHO9O0mwiFPihU1MG4qiSipIKWG4yMbZHAhQfLZ6kdfY+/XWMaiCqnVUNooT6gJ5TyZ7lf8Ae79lHuf5DUi/Fe71lVuH12aCOouMYWGjiXElJTAYVCfA5AZ+/vqIJIbhKrUtvp5ZAcLLIqEBseFXr8I/v86gs7IvmcLaG6VodadpPAaDU1PZUM5sE+MZdbYaoCd6wt2nknIDU1PCnKtugRXpaRg3PAlmAxzx+6v2Qe2myJiQGY+mB4fyQf8Aq/mdEFPs+/TSEGiZQMHLMqg/lpxi2LeatA7yQLh8FeWQOPXtqzZDZ5EoAhul81fX9Bwi08M2NXLANMIN7lRz88/QcIF1rHeAU0f7KnQkjkcjJ8sw8s320+7RufyN9p5YqiohDOEeSIEyMG6OcAkKM5wO8dafI/h/Ca1aSes/azKXVUX+r0cZ08ybMoLBRNXx1FQ9TAAR6IBZuxkH2A/hohL4Qy1Nl2vv3pzIz537oPYbsiqXnPtQSACakc6XPM17qxPdk+ap5am3bGFXJU3BFimqmdg8gTPEIgOIlyTlj399SXsen2Xs+iopLrBDcN5SRM88AlWd4JAcP+0chUA/eJOoFt9XeKmaFrbNVJLLAYBFTkozI5DEMEwWOfc96IbN8K5q1ZF3jXUW3zUSyxRmaUCpkU4kwFJzkr2cnS3jWGsFC0TT24k5gXWrMXpcjkBBbEpJoA9MsIB0+8rt5chFmtkbra63SvuVTcKWeCujQ0tHQoZDD8uzRycnxmQ5xkgcftqIvibAbzQVN6siVdrgs1X85dLVXCOFJERseuikkgsO1ZSO/PedSXsCX4fT3yqi2tWy1d4ooBRPWSxsYmjbD4iOBGVBHhcd6bfiJtLcVPT3K9i41dxSaKVk4Qxs1JlMcBHj9rTtj6lJyD2NV1h7zMrjNE9T3aBQp3Upw1JBrftS5NaWZ8pRbKgIp3U7MjYxBxrJ6h1pWjhqLbWRg08/M8z5xC4xhXXyp8A9eDqOGppYZJaCmqokSjnZZeMfWPJX6vBGe/sdGNO9yraBbjQ0cMcTxK1ytzlg0f09TQgeF5d9fh8HrQq/rXytrKIVB9WAq0hMfVTGU7GW8sB115xq58NSG1KuABnyIOZH1XOLPkxuqrpr9fXGBmtSShvNPWy3ApQvE/0Z6yB7AAgqdGMM4gaqrKlp65aqAoySSciyhAFC5wBjAI0MXG3JSwRqZy0DSJFxcgcEYcSEIAwTrn8oFD1dTDUingQrHCW5OnEEFlwcnkPv40fcbbeQmp5ZUrf1gktCVChEPSJbyIaqojijldQo5kcgWGSuT506bQrEpNxVdMKp6OKtR4WkhIkkKzxlSVBzx7AAGhGmgpZrXSyzzfLLEykGQL6gIOACTns/w0vgq0tN4+fiPMOIuLxjlJzRsjIAxgZ864TMuFsrarUkEfWccnmg42URKVoqJqvY1AY2qybVdmSZJYzy9KshaIAZxwbme8+exrhTteqr4SbkpKaFYvSuVKWWVlYSw5UccDtS2lMdzhukO5qWkhmkppIqa8QSqcJ6lPIGbODk4yfPnTNS32ah27uOgliijpJhSzieSQ8uUc2AvED3zn8tKAYWSoBNw4hVDzIJ9TC+hokqp+NKvME+sB9FuasqBS291go6ZaqOpkZY/Vnh9CPio45z5+oADB0b7U+JlRQ3Hc091ea4XHcNGiwVUcfBIyqlTzjJ/ZqRjGM9+dRrtqAz1/zRqUjFNLOYwDzcsA3ZPRKnlgDHWuqPFa7tQz3ictTyfs5p1AWQKG5EEAfhA6z7HTLPYVKP9IypOnfnvcOIFYKTEky6FJIr9Vp5CJkinNu3JYI/TSWlsVOJqoMWGCyM7Ece+QZlH20U22mtdstLXK8elFJXSSX2tac8gWP0UkOGPZdgDjyQNRRRVduoVla4VlUsdxnYz1MhZwtFEfUlLtjBBGF6+2j++08d/vFut9U0Edsmia7V4lXBgp4QvoKCehiMZx5y2krEZUdIltRoKXPGlSe8knvpAOeYSVhKu89lT6k99INrBu0Q7Yo79ueRZ79eoRbbZBSxtxQxg4b6eXp5YcmYnrA01p8Y6zZd8t+xYKKs3A9PxjuNa5USzE8frgTrk4ZsMMKMDI7000W9RZ9vz7xurUqzQNU0lhpoFKhImYkzlck5CkDPufHnUc2S4y0l6/Wy0i19RV0FVmWQMJ6dpMFZVJx9bd4HRzjQqW2cYf6Zcy1VIrQVoK6AGgskc7qrAlvB23ULdeQKDIVtXKleCR4mPoXFIk0ayxnKsAR/PUa/F2oKbLmo1OHr6qkpVPt9Uqs2fyKqRpu25uBNtWizU97appIq6GJI/wBZyJ8y8pAyH4kgyd94/F/EaTfF2pWVdu28MDHPXSVWR5LUsLMmD9st2NImx+CKc2mk5YiqS4m+hAN/SKV26nDJ4FOvfhQoeVB5mI76z149tZpO8rmeKipYpKqrnOIaeEcpHP8AqVR7seh7663q01dgnokq7gtRdah/8ZtdMA0NNTsDiQyEcg6keT02cBes6+9sT2tw2Sn2cMcXV5w0CUipHNVMhzMfBmHbKYjOyTuJNoo02KlSjQE8ATmeQjfWazWaZYWozzpDL/i03zA/yb4Eg+x9m/8AXS7XjKrKVYZB6I1hQqI3Qqhj3OdZpHAzRP8AKSHwMxn7r9v4rpZrwVUVjy00MZrNZrNZjSM1cj9HH/klcf8AvFv9lHqm+rkfo4/8krj/AN4t/so9JHtC/ug/mEWR7LP79R+VXpFiNZrNZqho+mI1Pg6+H36YV0uVF+kbucUtQ8aCntmFB67pxnr89fcBh0dfEH9MfaFgun6R99rq6Wuiqault8amCQxxkRU/Sk46J5HGdBcdm5eXYBmWukBNKUroTXwBg1gc3h0u+TiaN5BBFN3evY5dgN4rzBvO5xDEyxyj7kcT/dpzXf8ASICKimkDgeEIb/XjQhS2C0wUlTKRUJLSyKZYq2o5fsvfHQ+rSiioLKQ0FbPLBIzn05PSPpyIx+nDd9+3n20rvYRs48hS5iWUggiu7fO+SSbXEME5g2wywpUxLOAgj3RTMA5AqtQ6d0J7lv7dlYzxWihit8XgVE59Zu/cIoAz/PTZHbxVxR1257vPcZ5pBFJRswjSND+8FA9vY6KU2xUzTzUySoJYWwUbIyp8MD9jphqaOaGeWGUcXhbi2p2EbP7OOOhuTWQoXqDeh1vpfSD2DymzSliWwQhpQoSU3WRx3lAkA1FwRygrm2/S2OjgW2xpLStIo/aKAYw/73Mdga2rrHVGIpLFKF/FyiYSj+/Df69DSXG4pCaNZ3aJgQyt9Shf4Hxpyi3PcVemaRsrTZHEfSJAevq++NeOzeNsKDjCkrKCSTep1FcqHTKAjuzO0rSg+y4l1SSolVTvUzTXQGtsqQ3tQTxtwjkDH+o2UY//AKLaQSAqzJIvFk/EPto//pbbKtVjrqNsHpjgOB/56TVFHta6Or09UKVwO1xgH7Z5fb8tew/H5qWcBxeXWkfiSK+JTp3Rthu1M9Kuj9tyi0D8SRXxKdO6AjkRgDxjOD40kEj0VZHUxgBOQLD7EHyDp8utre2uOL/MQkcvVjGVyfb3799NWBIOJxg++fOn9gyj7YmZNVUnui18HnpN0JmpNW80qxGVe7iOcWutVwqI1NWlQalKgJJkkEAcQMDrx/HJzp6e6w1EJgqEDpjiA+cjI/dI+pcfkcflqtO2N31FhKW6vPKizhWOSYz/AOn5alWgu0l6dnt8kaRQS8XJBcupXIKnIGphw9CzvjTXKLHQhl1AW3ccfrWHdF9ClWO2xzVSxv6X7Rhk8Tgnn0Dj7dHSU84bkQIkinli75N9ZVD14HgZ1wovmqWGqgjpgzLK7IsZAVuXYJPsT76UTzTmWllnSOOXJRS7cm+odqCO/bUtKCFUz746ioFM45z/ADsNBLJWSo5QMxMcZzgHIGMnPWlAppJ3iqTUS4CHCDCr9XeSPuNeejWj12lnUq2SiKn4RjxnOTnXGmhFbT01S0kwwA4XPDyMYYDvH8dZratfqkb0vHGKtrpEntixpVCKaQGUngUV15BSMZfvXRGrS0crtEqMyiMDJIUr3kn8xrorJTVU8coEULKhEjP2zHrHfuPbTXLPbqakjopnZzA/NWbJxwfyW8Z79zroEAnqj6IjUAaQ9Qw11OXmFSJJfr48lATDDpWx2QNLuVRdrdTQVkrRtBTyQj0D6eXV1kDK/Rwo5DA++mypEPOKsrpfRRDxVeeFYv0OX3P2GvZfRepp5+DZjYoH7CgMPH89R3G94hRz408o1caCqEw0WahrLZNWUvqJP6j+orsSGOf63nOM6OqA3KuR624yQRVIVIEaNTgZHFiufGIx3+Z0L/40t6y3D5dogPfny/8ATrT8ZyKdYB0AWJIPkt14/h1rnPgu0Nqml41eb6QGsOlGtwrq6WKmqZGluHpxJGAqpHFF+Hx4H7zd+NLrt+p4oKe3UqCoo6CT1IxIzN8zVfvVDLnACHpB9tN6ym10rJEf8ZqkxIw8xwt+7/F/f7DrTS7l2LtgZ846HWhaZbpHAvJIy56V+URhKpWve0H9P6Q1VMQa6JVTiJlkR+TyDMhfyDyP5Z1xqqqlraSRKeZgUcdx5ByhBIzjXarcGallWSP0w5557yrKfH89azVVNUpUUULurhMFo0PXIdEHGNHEA0SaZfOJoSBlHb5uT1UjjppWDqTzIAVcexyfJ0lhSohhqYaCKOJ/ULDm3XJ++8Z11SqmSngEdPJMW4qSSBgY/ESdc4V9KtqFgRI5ZlWVwXySfGcDWQKAiM1tWPZ5ZY6ilWZ40kkLIpCk5PHJx/ZrKmjqBR1ZkqpZPUV2VFADDr8K4GudQ9XTUkctbKhZHXLRoTnkcePbzpelM6SyzPPI/NcBOuIwD4GPJ16tACPr5R4ixh82jRXOpit10tlLLTVMScEqZHMYRmXifqJVOWB9ydG1hTZlou9W++mi3DeJp0a30tLIZiWKHKO7YUvkffGNRfYeFfYqakudJU1UdCzCOmmlLQRcTlW6yM9+/wDbonhM9prfXrZaKyUPoeVdUl559yA7gEH20t4nKF1biVGlai1jStab11doAHbAGdld+pJCTysfHPuFIsdUX26izW64zSWvaNIksFS1KpWeqaNSOSYUBQSOjgE96kW37wjv9ZUUFutNxelEORWSRehA7OSpRTIVbIHecY76OqgDde37PZv1BSVsjzPE2Kijp+dQ4DBvqqp89/mADqUl+NO67nVU9HZ7RKIPTPOojhapfkoGOjxGW778DVY4psjMKG821xoSd2gzre5PaTCZOYC8q6E055d/E95MAO5dg7m2fTLftr5NHTTmPlUS+tJCOZDK+M8lIOOz/Eajipi+duwuFG6wVTQM0tJFniAjAmRB/V77H7v8NSKlj+IldWz0FotkrW1616uopa2sEJlqwfWI9KPOBkciCewexoTvtDeIbxT3iBqKmqSCauhocmWgcg5LrIQ3ByOgFwP4asXB5tYoy+6lS6ZgjLQKF/GGrC5tQSlp5wKUNbeBHxgPraeZKKaSolmrHUmQDC8ic5GMADr2/LSkUNI0kdS6t6nDAy58Hs9Z70ploZJYaqpjmlklflI0K4Cjr/mxjofl7aQ09JTVMNNUzxn1FXkodieJI798aakObyM/rshmQaw0ho6SbjVSUyqJJWaLjyZlHYK58EDzrahvENznhq4jLGF5oYuH0uG/CwOPPXj20sE1LDVVIkkp40yixt1yWRhgg/nodq5aW3xx1cZeoracxF1UlEc5K9D8OfyGp6AFihBqco6AWpEn7WeKeaSzrRzJBUwVVHxBCchKpcFTnI+rUTb8+Ic2zdrX2qpzDPWJQRSw0p5STyFZF5lkUEYXBOSfbR1R7gelnjrKWmllaDhMAfoQtn8BY4IPsTqknxIue6aff0l1WnqrDEKf5Okjp3WeGX9qzZk5DjInE9qPqHvpcnkKY3nFJsqniNYSdscQdw+SW6x7yqAG9BzroeFdYW7QhoPiJebhvW37znt1LLJDLWxTusUkU2BgU7IfwMAAVAIPuDk6nC33wbpvFXYv1iK+G3ywR+ulOYJv2ytleJHY6BLADOfGq3fDbcm2V3TPuWO1U9oeSxzSTLSFeU9axXDxqw4o7d4AGPfT/sKvutbuqverSrmFzmjkkqkBmaFlBC+uVA4jBAzn+WoOAYklU+ElVN6t89LdkKuyv2mUnUGcfPW0NLlVcwMyONdYunaWMFhlr6iojZmi/V9G9QGLcYm5OzRNgHm/FSPtqQKaa21NPJtvcVZGlVXRrc73M6lVp6BfwIPPEPg4XPjA0E22w2WSWKe9Kk0FuRZZXdmCt6XahVYnBduvv/Zpber2yU7xyNTs9ZxqKyp9QMzAnEUA6wUCYz3+LrUqcYD7vRt1qTWuVOHhnTjSLFfY3l7ozOv1wz7aQ43zcVvuFa92gijSip0EdFSxqCPSjH0LhffH1H7nUk7TttupKS379v8AHWQUNFMlQvqxFfmpJFKlmBPaqSAikee/tqCaG4U9Nuajkqsz0atHJJTRxZ5RRZLRhgRgucYJ61JJ3LdrvJJfd7UtTUbfo6j5ylo/URTTyhkMMIjUD1eABP5DzoZjcg6llMuzUJpc1uQbbqeKjxPHjELF2HAyGGbJpemfYOZ46ROcUS7ruls3nve3i2wpUyUlpjqnQGFZhhJcZz6spAI/qjr76aLtLDvLdf8AR2y1TR3CwpJHPPPC5oVSbBcI/wCEyjAZQD2MqcDTVeaq6b+pn3JeZktO3be6yxPLhVUhgv7MnzJg45+B4H31Ld8g2xsrbC1VMohhp1DpHGPUmquvAX8Urn29z499VmmbdwuZaflyQ+KhATcNnvrU0NxxNTFW7T4BKT0suSnEle+KbgyGtK6n4xGT3y2bepqih2VIHlYYuG4KgAu5HkQZHEgfcYRfYMdNlssTTUD3u7TyWayM4eWuqMmtr2Y/80COZL+A5HI/uj3071Nt2vtiOjuvy1Rc5qxi1rtVSPTpqVwBITIcdhM5QNkgdKOs6bqCg3Nv+7GujkFVJGSrV0uRQ0f3Snj/AH2HjI7/AKze2rZwjEW0SC5ySWWGz/bTLtC6tWqGx5Wj5cxfDHft6ZKeb6ZxP9lLN1DaE1spw/OGW3SRxGSl5SJGZZWo0qnBqmpgcqZBnJYe/vjGe9O2pXqvhRZP1BJQ0LMbryE0VyqDzm9dR0SRjEZ/CUXC4Oogp5ZXDw1UZgqoHMVRC34o5V6I/gfKn3BB1bXs39o2G7QIXIypUFNUA3zVSk5b3bxipfaJ7PsRwJaJ2YCSl2pO4KJSrPd7OEKNZrNZq04q+OE8Pqp9Jw6/UjfZv/Q++sp5hPEHxg9hh9mHRGu+kIxBWY/dqAT/AAdf/Uf6taKsd6OqOsN2F2s1ms1vHKM1cj9HH/klcf8AvFv9lHqm+rkfo4/8krj/AN4t/so9JHtC/ug/mEWR7LP79R+VXpFiNZrNZqho+mI8bwdfHr9Kql+e+N25aepULH6dv9Nge8inU8vyIOvsI3jXyA/SroKet+OF8NQGPpLbpFAYrhkgGD15/hpE9oLgRh7ZJp1xfMjqq5iAuPOhthK606wuMxnllFMr7K1FUxSVNMHnRglQ7dpKn7hK+5Pv9jp8tny8dOkEkjT0Fdyw0mAYpW/dOB0Ptry/MamrqKimDwi3Quss7Z4Bjg44EHmCD5HjTClfHA0wp4JXpKgIJEYcFSQ/1WPQI8+NC2KT+GNtIFHAL+NQORFapv8Ay8IbZUjFMKbaQKOpF794F8iM0X4pOkOjtU2uvFcxZpacLHOCch4PCuB/r/PXDdFHymF3ppCYqnAODkA46/kdb3CueSMHnFJNQFoZ8nuWNh1/Ed9++dD9NWzw0slAOHoytzZccicf1ScY/LRXAZGabKMSSKLR1SOKPh+JNtaQwbPYdOpU3iqAAtvqqGikcOVLKTbI00hAjvGxZGw3EgkjIwR3/HSl2RhHUED6vofAzhl8n+Y70kGW9iB5OfOu0J5q8GOn7X/tDxp+njugPIsRY9hz8MxFoT6QE9OioIseYOdeytRBVS0Vpa307VFO7sZvQlkRuPAn8Lt379adZdk0jDNPUOp9uQDDTBZpkmiloZCFFRGVBY4xJH2h/LrrRLa1gvlMtTWhkqoMxExOy4Gc5/jqocVfxKUcW4h9SUpN/vWVlYnKoItyiicdmsXw95x5EytKEK633hRXu9UnKoItlaBet27drf6phUzRKB9UZ7P3+nTJKlTH/lomTHjmhGP4HGpEkst9jeR6S4lkZ8or5yq+2Sc5OvGpt3oDymgmx/Wwc/wGP/PROS20W2lKS60o8alBy1sRXjBrDdvltoSFvMrVa9VNqy1sRWIxIRlYHHfsdGO1b3W2IvPJG0tA5xLxXJjI/ez4/wDXThLTXtmLVFqppuXuAAf9ejj4eWSuuDXeJLLXzIsUbfK0iLInuGJ5/wBbwNPeC7asukyzgG6R+NJuPA9lYtzYj2gNPzgk1hISoaOJVceB7LQptVyirZp6mlhmLzIkpDkcfBAwc47A8DSyoln+WhnrooYnjkVvqfkFcnHRx3nOme57ZvmxKpLtR2a5LRVURaenmgbnFx7+nGRgDzpZBcBeLdLXxyU70bKHjPZK8Rk8vbIOnIOMuELZII7b8NIuILQ4N9s1EPQirjUMzzqIyAFVU7B9zk+c6RU9OlbC0c5mUQzEYyUyUOQevY6UJFPU+hVJVER8eXFFHFww6Jz31rjHAtTJV0tR6vAEDJbiHDL3jGDrANKise4RpUwQJVoZoozTemzM7tnDKcjo/Yd50leqjWnqYGlp2edmNMnhWHHIzjOdd61aKmFMo9ARiQLJ6rg/Rgj3Jyf46T1O5Ns00ZU11Mn0niVw2PboD/VrYLAA1/rG6W1aCFSzUpFMJIpKhnwelLqhAznv2+2vaxnq5o4FpXcRMJeZYJwdTkDHvnQ9T73s8FPHTo89bKigO0UTd48nxj+Wmuq3xR0V3p4RRyU012cU8Mle/wAtDyVSQXLZ4r+YB1HmZluWbU+8aJSCaxxmnEyrKn3zupSLmDOWSqWoinqhFTgSmNMty5B/H27zpcsVeryu1QvnMQCAccDwSc570LbV2X+kJuoy0xsdHLPSzuzTCVXt08Y7jalmUEk94+oLnBzjTZje0tVLbbjXJbqynkkhnhSH1DG8Zw6syllyM9EHS/ge12F4w4piRcBWmtU2rTjrYxAw7FZScO60sVIrStTTjasE6zVVXDS1U3rzymTMhp2Cx5OQTnrIB1rlUrqmnqCGEkauqTPhUU/SfqHRydBlNt24z0ria41M6wSFPRpyI4+j3nOMHvOl67NtS3CGGvkqZ1mRzxkkLBmXGMsPGB7abVAJqBleDO43T3vAQvqq63U1FTPJLRq9PKpWOGTj4OD79gD2Olk2+dux59Kdpx4PoIX8/wABrVrJtqOGoS3wUoqIwV5MvMqxHWc6eoaiiiEESQ8uafiih+gcR74HWfbXJZ3hkdfnGKtA2vAlR7sligFNRWqvqQpbDSLjycgEnXpvG6ZqxZILJHTzupjX5iUAkDs+O8aLKVpYRUrEsspaRnUOcAchkD8l1xqmlKU1VUCGmqOQjRm+vi0vRxjGf4e+tKDePP5R7pUZpTAzXSb0hpGmq6ijgQkYRULnJ/dz4HfvpbT7du9ZEJay+1H7VAT6AVFwe8Do9fbRVT0NRVSyU1zNQRHkItMkeKhWTvkHyR37DRTZLfT1lPSVENJIjxRH6J69aUKxHEkoMAHH7p1GmZ1LTdhfjEd2eKMk+kRfsymYVl+23WyTzQU8isysxHJHH/OBiAAcZydFyR00N/gonho44CrLGKioHKT6Rjj6WccSPHvnSXbFLRx/Fi+UNxltlNFVUEE3G4A1FIOBKlUbP1P7sCT7aneKttksNNJQbxplp6epjYC12viCEbgyBvTYdDI/LQCfxwtuqO7Wo50uOIB4QHxTEehVvUzAOuo5CA2OkrrpDV0NvpZYhwKGSitcpchx3xmkUKeP8dH1LZ98z2qBZRdXiEaKiyVEFBEfpwva5bHXfuNSRa4du3mqloX/AKSyrHEH9WoE8ULmQkfQV4/V1nwAAdCMOxbjYaOOp25bf16omZGo7xN9TAMQxikLN9QHeGH89Ir20KXiWlAJUKU3hy/FUU76QpuY82t3olEBWlR8aikMO1th3w7reqtFZaKK5UcQqpw1TLcZUqJ0MQlYBlQkAYwfOt/jHZtxWyotO5a6S3RNRyU8f65ii4VEk8gKvFJH+H0n6xnlj30a2Letltm40tc9sh2rV1NOVZaiBljcxt9I9ZQEPk8RnOmD4i7k3jtOwyUt2aHctHWB5YqtKYJDDhuQFQw5KFVelI767++okvN4ivFmlqQMgADQFQOdFXSewk98D235tU8FqRfQG292HLsFYg+vt1K0zXAVLUNwcqHgDhYJmJwGp8dAtntP7NR3TU88zRM4WV4JZ4pHlZo26JGFUfb+GphrbBsrcMKy2O5MlTXMMWiul4j1OOf8Vk6Htkd6jOogobfUNQXekeOalnEdMzHm5VwO5AT4/wCt3q28InAtJQK7w0IoQMrakRYslMBQ3b14HMfpDJR0dDR3FqaIgyCL9rKSH+sNkDB75YPnHjXWpKzW2ZY6h6loZC2ZUwAUbJ7wPA8aTkmCuDQyQu6TyxoyZAT6ehJj8RB9/Ol1XVTVNtqqaRvTlVQDIYiImJGTjl0QfGj53itKq50gnSt4bxRVM9IpjpJmeWI59ab6RhuSggHv+I1wNsh3LZKy119tij5SP9EucK7d8lIGc++RjT5Q3R6impUpY43YovqDmF4rjyB5PfjOuBo6lryZ6aRUkH1yo8hYcWXAwo8DrWjn8RKm3QPWObzaHEFtwVScxnXuiNF+EFipJKalqapzDJJwihiiVBxAyVdgOT/zI0TpYYbKs1DaRU06qMl4gkcZKoSCR4JPjOiGsqql/Wgep9ORZYwqxRkvHz6HZyCD9/bTZUW2SoUmuSqml9NZGX1cR5Z8FesZAGuWGSMvKD+EkJrnQC+sQ5HCZOTqZdsJJ118YYKCOpWZDWsskM4IUSs3p5C8oyxJw2O8H+OjG2mgel9Or+UB54hCnkvQB8H7HXI0lGLejtTQRvzUTJMwOI0JXl75wNNsdwoLVTy+qaZzhQqQpgIxzybPY/CQdEXldN7ovygkaKOUKoKmopbwtVJMapIzLEPRjCSYxzC99Ng+MaLKKNKqmrI6z5mFMerDJNJ6mJJe2Kxk+evHjQfLco1qLa4E1XUwE5QoUVhx7cDHbdgD20TSJMZnqY6Yv84EE6yPx4KBg9eB0fA1AnWt8DeFOfZ+mscnm94daJVf4h7p3JFRRvbqSpkjDGC3t9VO0SLxUxxLgvKThsn6V0R2TdN+paqa6Vc0N4vjUMckFAY+a0AQ4dppxyihBHRQZPXnUCwXC7xSQU9lgip4zG1KtSrlpBCD9SM4xwzjrHvqRbFPdKyxxU6VcENigilpxACBFPIpIJmYftp2GDkeCfOkfFMBZbbIShISfH458LE6mFTEMIQEENpoDbn9eHbFiLzetm3eqjtFwiWvtssQqqmZT/ilMUIcK84IVXycpg9jIOppooaOCkhit6Rx0yoPSWIAIEI6446xjVVrHS7IrNtUlTuStq7pDNRRqtkgh9Gkp1XJHKFfo5D35sdGG1viXV32zGzWAUsV6qUma2RcjPTxxxEBfVdRxRmXtUJxnrxqo8ZwF0tBEtvbiDetQkV1v2XNKW1itsQwdEsVTLDZNBQml7VtxOvLhEn7u3rQbXjFOoFVcplLU9IrcSQOi8jYIjQe7Hz4AJ1XotuC7/rDeK0klwiPFq2sT6IhFHkcaZMZkEQJz9xk5J60b2/YNJbaabc/xPrkw7CWWm9Qskj+3ruMNM2fwxoAg8AHTfuPedduGnahoFaz2JUKlMCKeoj8YfH+RiI/dH1EeSOxq0fZzKOSk0Gdlmg89bpH11DaU5lKBz45nQUj5u9oE01NSxe2mdLTP/bYSQVqVeilfAZDU1hjjkSVFkjYMjgMrDsEHsEH3yNb6RLTXSmsov8ABbxFYKUKjVDN6bemcKrxR+TEpwCxx14BGlgOf/8AmvrPC8bkcR6QSboWUHdVumtDwj5XxTA53Dyj7W0UBY3k1FKiPdIa88Yll/8As5EYf24P92l2kVw7pmQDt2VB/MjRJz3DA1n3xC3Wa9OvNbxzOcZq5H6OP/JK4/8AeLf7KPVN9XI/Rx/5JXH/ALxb/ZR6SPaF/dB/MIsf2Wf36j8qvSLEazWazVDR9MRq3jXyM/Si/wDffuD/AODQf7Aa+ujeNfIj9KQ//jvv4Hkw0A//AMA1XvtJFcNbA/GP9qoXNqE1lEj+YehiuEtHUTTrMtS6RmJ0aEAcSzeGz5yPbQdX0sgt9QtG0jSQD5eoaqX/ACuMftR4BK+xGpEAwMaF9wdskdfxNukAV8dOkmfpbOexn21WeAYg6ZpLYyse4ctTwgVsxiLwnUtoysacQNKfePDn3RH9XRlv2LgPNEvKOQDqWMjyPzH9umpXOA3uB9J9tE08U0EzUNU4Qp9dNKPAP8f6rf3HQv8AtOmYnIPuMEn+GvoDAJovslKiCkUI8/qmhJGUfUWzE2ZhgpUQQKEdhrpwPDQ1GUdJMgh8/i8j89aHkoDDojsDWyn6sN4Pefsdc2Y+T2dG27/wQO7Sn1nDI2CaMU7tKQo/Yyc0Ayr+R9j/APz0+2a6z255Gp1D+oqsVY4A4kcv540O5bjkfx/s0pp5BDKsg8Bg2D7g9MNAsbwxl1oy6hUEZcaf0ELm0GDsPsLYWKgjLjTn3CJfqquqhhimoacVIkZSRz48VIznwc/w0nFwup7FuYj/AOIuhzbN0rBXy2yofnEqn0hjGAvsD+Y0TTV9UtS8EdBM3DGJAVCOCO+86ojEcFXJzJlFtpUabwNaVSctRx0j5nxTAXMOmzIuNIUabwUVEVSaUzIEamvuo824/wDiLoy+E+6nO5p6umFSrrSSRenTVhg5EOPxAK2TkddaAqmtvyCSU00MFOiFmaR8lcdknH5aIvhpXV9ZvWjeC5tSMYJ0U0EDyseSg/hUfVnHX20Z2ckWUP8ASPITqKpUTSxsQK5w5ez2RZaxZp9xCBelUqJoSDYgb2fdE3XXet6rZaCsq6K/UXozOixy1v0uZFKY7iIbI8A6gebZu6KCpmrrIyUcU5dqmmdC0ROSeS5A4nGMjHn+zUybupdzR2qprNyU16qKK3VSSQvUuiq2CAsgjLGRSCxB66Heg+CrmrpRPRBJaVl4gF2ly4ODkjrHtjV5YQ2hpkLYSkAZ0NRa4GfPKPsrC9xtJLIHwgAprdu+400c362ghgPSGnjyRjr+euY2tXVNa9NcrtWygRiQumI1Yk449fYaLoQK6lkgp5TAIp3XMKcCMNkr3noeB+Wt5oWWsgAV5Fk5K7l8cQBkdDHvpgrcg8/nBsTC6VAp4QKVOyrBBTSzxxfMzKQCZpmxgEZBx10NPEVs2rSPHDFSUyvIOSqE5Z4+T76c3paKOKeOkEMczciScHDMPLd515DX00UFN6zAyOFX9mpP1Y78Doa8bjUxgvLJzhDHVR2i31M7x+r8szyMUiEYEf4v7l1Xqa8bY3kL1bt/2wTWqSvDUV5pqn07tQRfQROkTji1OpkUNjOc4IOrM00U7y1ssSTTxkLIwZcIgxgDLYHePHvqM9ybDt91gNUKNaOSdDDNHzCgLMyF/SYZCuSi+3E47Gk7bXC5vEJUNyZyNTQ0V3XHgYUdp5KYm20Bq6UmqgK17RoaCtjEl/ByvbaXw03dZ59zzbhsm1LglNbTLUSWyCpFWpkJYRD1HfkcKmeJ/LOow+H90iei+WNVIlQ1bVyyUyLyZVkcsrNn6uP2b30Q021BDRzUNnWot9JVzrU1C1sgqJHlQcVb00Ppgj2JJxpZY9vW6ELcaOWX5lmKS1DACSRUJHDJHSZ9gANI3s22TxDD8QexKZQEpctfPS9AKZ1MTpJASoIk2SluuauqaBIFkjUmpJNM4VxxxvNX0oVpg2HEQ+gnkvfI5/eI862lRUe3tJA8A5hSit6iZK4+r8h7HTzT0EFRcjTMWQyw8mlkYqjMpwFyPHR9+teXWxzWijjjWJYQrIUeQ+ohQNkhWyQf7dXZ9qRvhJNz8qQZLgrQm8cXntkjTUSsnMplwnRw3Xke501UUtXDTxSH1yOKxCniUMFAJHIs2M9edOpultWNpY3EnBiCsY5PlTg4A7ODrahmaGkkRIZap0Z8FmEbEs2R+LA6BwNeKlJQapPfGxNI5RBo66d4Yj6k6q5Dv0ePWcd4GtKqWqjt/wAzXpFCUKsT24Bz1joaLPlWjrI6z5Fo5ZoXp0Z+LgoAGPHgQW8fz0+xUkb2ipavr6dVhV3jjMMwTio6B4mRSR5zj+WhT2KIbIJFcvrWILs+lFbG0Ascc5qRPJUFk4cfTUAKfsc+dPe3rDT3mjearlooxBVMFStqDCzemQQeK+VJ+/nUvUXwz3PV0duuaxiqgdBMq06wBJElT6eSyKrdfYnrXey/CiqvlRdaa72+GJKaSPilfEVEyuoJw0EgAAIxnGlyd2tkujVRwAjhSovTK0BZrHpWld6nf8IglYoLV8eNtRyzW2KG60FRA8kKLPb4+HYMoYqBIxxjvvVsyJpLPX23bm6LREKMEOlHQoTExxJgBXIBI/vOq2fHLag2ffNg7uipbfDTUt8ihk+TLyQSiZSqLUK3IcA3fLvv261Yio+ItqtyVtipKS30FbJTlw1DVU5KNIpVXAYKGYEZA70lYq49PbjkoN4f6SLHM1qcoB40VTTLS5YA2pcJ0PyIiSLrvaGzpRk22410U6n1J6WAukPFQRzHTYb2wD+eqL7839dbPvCOl2VPX2uioq6Wdvmahi1Q9ZhpGSOTPFE5ccZ/gBqd7f8AFTd9BY6OSgglvaRBYJGalETBUGGkZ1k4nBGCAB5zqMd3bkr9yV1xjnoJaSW6+kJoZXSRIUC8fUiSSM8MkDJBGiWx2CKkJtS5pgKSaj3qjPMpI0BNI54Dhi2HQt5AUKcbHtB8oiDcO4rsKKmo7lWGtp0nnAgeVqhFaQ8g5DnPNWOR3gfbRbbtz7rt0MlvpbiY6MwY9GRVkgqQyHkrxPywo8njpJdIrdDxqZVplRJkI9KFo5PU/AeZQlWJz/VA0mnsiThDVVLzPG7enKhCMFJ8dAYGOvz1aYRJuNJQpsAdg8rZw+tyzC0bnRgDsjtUy2i6W2nrKW3SCsmMYm4T4oyAvFnjRu4/4Do640lRAlbPS18KTqkMfovPlmgGCoETnvHXakka4UtHS1FH6dTC0awykBXcgDg3R6OMaTXKvoLPXQVFQxWKSN0KogYcgQQSR2Ndm5dJqymp4Z25COqZZO6E/HLsjWbE1LT1UEkNWYp1ctHGY8cW4sffsDTrUSw1TmklpZJoyvPkVHDIPQ799cZqqjr7fUfJ1PFUU8nj644+r7a1e41Eyf8As6BpSoRg7jCOp88T7nXSijpcd1I7gEWhkP6xpjFRUsPGR5wnzJ45KqSxVgB110Pvp6jNRHXAVJp4551YLxBJZEORnOOwD3rWiFSkNR6NMsU7uZSkkmQHYDyRnTBu3dFDtimo6m8VVPRzVE6UsJ/GzSyDwMlcDo9kgAa0mplttJLpAAzJ7PSNHX0NoK3DQCHa6Gqora88k3rTIw4lFC4y3XLGcADyddKahhq2MFYaiRojzV2fCPz7+njjKjOmWzVFDevnpoK5mkEzCpp8KMnhgLjvkpHYK9HTyKCSsoBNBPNBLLGgUOcBCnX4fAz4OtpeaZeZC2HAQdR+kZbcbcG82aw3yNQWaCWR6NXMTlOJcPI1P/W+o+MnSW2VdHW3ISzCLhNEyekcDgq9qCoyGyO8+RpF6EMNXVWmr+X5LAGfmMgxYOQhJypzjydLFSNRRSxVDLMnFuH0EwRuhX7d9j76KbiQm9anWO+7QQ/1tVT1FFNKoliNOTh+BVgIyCcE/unGm6W93QM1fTUMslJwVeDlQQzd8hjJPnsaXm5RGiEaSSVbSJxJMf4cg/U69YH301WS6tKsvpU5cuFLsXAX1cYUBT4VsZ1DbbogkprTif6Rqk6mFEFRdIllpqGCBeMiq8aZb0pJMEk+AV0R2mO6yTcqdjEtNMwZTEFifIyfx+Rk56OmOlr70Lu9AI0p3qUiKylDJFEf3ssoyf5d6N6LbrVtfV05utdUODFMwo6J5E4+CFeQBcHHnGoGIPttCjlBUVyryiLMvIRZcF21Nt22+0EVZuS4XOolp5p0/V9sH7EBWIHOQcY+x3g9jPnRVYLnadn0gprPbaGxSy18hnNTWmoq54I3PSRx8iZQoHEZwD+WhW17LBlq7ethvDwpPHL/AI5XLQxOxUFiVjYZGfv17aJrPTvt6srri42vtxaYLJFUzSCsqULqQ3Ficg9YIGdV5iqm3gsLWVJNwmtBysknjqkmEzEkNvAoWqoOQqAPAE+hg0v9DcN4UFP8RLR87W8EjH6mqYOMkaElTLTIeJV3H1EPnIGBx712jsNq2/BDe/iGyyTOeVFZoT6hdx2OYz+1cfn9Cec++nvbdn3Na74u4qndP61t8+XkpIYVWL9oowqkjkAPxKAfvoW3DtkWi5z3zede9zhrp2Wihp8/N1ynLpCz/SsMUS9ELgMBkns5G4FtFMln93BNFMtmEtpPSLJ/7QNB3k6eEfM22uyeHyuIHHZdpLj2W8tX8Nv+cg50FrDOnbDLfd0XjdTLW3WnkSyRTrCscQHyUMrf5NZXJ/buT1lQY1OPfvXbGNeU0O499VUdLQ08Hy1AQsSRgx2q3hfbrHrSgfbx/wBX3419PQUFzhpLJcZrssYdblUyYWnEo/CIMDGQemAJAHk8tX9sDjclhikbPpZSl1RJ3WxvdGKf91eRUdT3R85bd4LOYkhWOl0qaSAN5zq9Ia/9pGYTwEKNIaj9pUwQj90mU/wXof3nSqWRYo2lfoKMnXGmjcBp5v8AKSdkf1VHgfy/16uRQrRMU+iw3oUjrXuvCQoyxwPudJGrqcHijGRh+7GOR/u61spQGZjUIUchCzVyP0cf+SVxH/5Rb/ZR6pT6tbJ/k4RGPvK3/kudXS/RsEo2jcfWYO36ybwMAfso+tI/tBXXCDQfeEWN7L0kY6mv4VekWM1msGs1REfS8at+E6+Pv6V1DHXfGncdPOzqjw2/uNijDEKnojsd6+wTeNfIn9KJc/HHcGT16NAcf/qBqv8A2jrKMObUk0IWP9qoXtpXCiVSoGh3h8Yr9lsZA6A9zoGnrItzGZ6aOV4qFjHLA44+pnsOn5jH06OJVEqmEjIYEN/A9HWtJS09DTpS0sYjijACqPYD8z3qosPxBuUq8E1ctumuXEniTpwzhWwvEm5El8Jq7906DiTzOnDOIcrRPFLGZpGlhKlIWz0qZz4/rA9HTa4cM31Fs+Cez3qQr9aDG8tQoLUsv1SIoyYW8eov/mNAkkTQS+i/1Adqw8EexH5avzZrHG5xtJZA3iL0HeewjXjnH0/sftCzPMIUxTepcAd57CNRrnCfAGc56Ax+evMHoZPZ16S32wAO/wA9eqCMN7Z8aew7urCkgXGkWKl0JXvJpcaRquC3LPQB16pOML7Z/sOvPGVA15lRge/31FW0HMrhPj/SI62ukHEDx/pDlaaw0tfTz8m+lgDn7HrGpCkutVNS01dHygWOq9OeNsNyGSuM/wASDqLRyJzgdf3aJDcZ2hkp4HQpLwklXH1B+PRB9sFf56Q9ssFTMzDcylA4cqcNRrbsisdv9nETcy1NobFctaU4cMjbmIOrluG221mp6pw0vDl6YGSQesH7Z/PSraF/FVuizC2W+rnMdUAqwTGlLFwV481xgHPvplnutjaqpoqqKNqiojVi7BTx6+jmfPZ6GlUC3d5aOSpaKmSKrpn4U5IbKyrxw/WMf2ar/DJSWlehKmSlROalWNyKpCR1h3xWmzktKSMxKrWypCyoHeWohJvSqEpFVd5i2172hv25UdXHcaC1bcomhP8AjlTVmaqGMlhyfkQR+ROdBM+2KSSlpHsd8e5kqGqVpKPEGGHtMWVPxDvOrC1GzNwT14FLQ0U1O9OpNwvM8lZOrnPICAfs+OPB5aj6Gzfrq109HtO6G7V1PN6bfL06tQQrC5V17xGp6x+8Rjxpzw3aGiaJWABwFhzUTvEZakdkfVEnjPWG6q3IUHfWp8xEOJYYpqqupWmlSOJUL8QGB9QEHEuFTP5DJGmq6UdFRxQRUKPUIkqIzvIxwvY/E3k/fA71MV5sEdiv6W/c/wA9erpXUokgpKL6IAQ/Hi0gGRgHwoGmG6/DL+ie3Xu16KyVpdGorRJUO0knJwSrsMt9K58D+J03Sm0DJUkuOE71N0aK7NaDiaCGCXxRulVmtcufZrTnlEYpDboqhgBDHK68z45MF6z32caINtWVJLVJd77U+jQU8rKWgjLzzty+mKCMZLNg4z4GpWg2rt+2SU+5viElLFUzgx22y0wUSy4+oR8R9XXRI/mx0O7m3VJZmrFnmiqbkzOYoaSP9hbKeRc+nGAO5j4Zj49sZ14465OK+zyYJNqn1oeWpy4VjKsXU+tLMrSp1+R9TlwrABeaxDdClLDLDEIwq0oOEj4Hyx/ekOfqJ8eBocqpXmopJKymWIRtzHquCBwOVbrTvcaNaX9XVk0c4raiNnMTngI4pBlOQPl2xn7gaR1EdayzwVcEQjIyoLcsoVz9Qx0dMsoEJQnc9bmnr2wblikIok/rGBa95lkWWJYeP4QpYknwc9e2kcKtWJU0onkj9OUqeC8CM/V0SO9OdFFPcbWKqlnjT0micsq8g8ZypAJ6H1Y038fVrJ6R3mBaJWLL9CnOR0fuNd0LBKk6iOqTU20jeeEpVUylHkVyys7P+HrrP8dPVBcorRRVlNR+gnqqxZZEE0fJu8tGx7Jx5GDpiqaVaeOmSKNpQsqKxdzkL4yc+dKRDb4pZAixJNIoZvGSPAJH21o+yh1G4u4/WNXWUOJKViJKNu+H18mpasl7NcJEKLPTI1RQEsoLc8DlBkj97oHoE6RHaF026ldJcLNU3WmkkEqVdLLgqGQYC+RwOPcfz0CWm+z2OCOpWoImX9m/pISrZOOJXsEfcHOpT2tvoUF0kqaGSW2Vc0CR+iQXt05RiTyjc/sSc+VONLU9L4hKpJYJWjgSeNbHMecAppublxvNK3k8L+ouPOONk2/VNVW3cmza+j/WEThUpa6RFniedeJTAyrf1fudSJFdLlT1FRTfFKxUtHHlRBVU9C0n5MXdGwO8Yx7a4319u36kjrN22Fdu3aGQVFNXxVCrTs6N9DJMgKlj9jg6kCCn+KNokR5aul3DZWiJKrEprATgqQzEI4A9sd6RcTxMupBfACri53VW0SsVSe8CFecnulJS6L8+qf8ASoWPeIT7I2/ZNxW+gv239x3EU9NMwMNNMVhdoSUKukgZsH7ZA8aIrpLcKPck1C1muF2pZqKNvXjnQIWDMrJwLL4BH9uh2ybU2zvSKvqYHuFukp614nNKHtsgb6XIYLjkMnzor3BT3K23O1G3W6ovKTLNDMzVfpNGqqGXo4ByR/HSbNOJVOFG8VG9lWI194EA9sKj5CnUihJGijSneDfyip36QNn2/S/Ddarb+3prStrr6eRnjnilRUSTDJwWRskk8fHWhi83DblXDbZKOAUhqo0lJoy5LKoBIYuGCg58Y/hqZ/irtKmrPh7ualptt2u3VD0s8vOCqQ1UcuOZIUDBl9/zOow2BfrPH8OdrzPLYoZJqWKBhW07zVhdRjlOFH0k47PjJ1ZWz0/uMp3UqUQT96puK8VVEWPhMwEyiaVJCqZnUdp4QBUtS9JQtHT0zFoncJFGcAjl19RwM4P20oqKyvWsWrgBFZJF6SmWU9hPqCnBJIGpCN1o6FrjNRXqKoaWT1VpobYAo5J+FDIPpXIwDnz3oIvlb83+rp6eFndXBf5kJEYy6kELwzk560/SkwX3P7Ox7eHMCGBiY6S+76/EQ1vBX0tNOVmRIX9SadMGRmY/V0T30ddmRpY0uQmnYCIkRKAOXLvxjz9s6baqe/xTToqxyCQL6UadlFIwWbPeAdN9LJdZYaKsqLgkCcDE6kYyxOBgffI99GEsEp3iR9d0ThC6mzW/PU8sTTHIb0pTx4BlBCv3337jSW5LTg2yorlgWOOX6/SbkMlTjv8Aqgj89a0dAlPcmohUS1nrQmV+b8QW5d5PnvPgDXSekh/Vq8aanDRSr9ML5K8W+5+3uNdxupcBBt+kZBoajKFdLcLdBbilPK1SryMn0qXI59jkAPAB/s1ztdSlJbo/kad6osw5sn0qSTgkZPQH2Gu5uMSP60NUro4x6MMQLlg2CwHnA9zpMZLjFb3pIad+cbO4kiwoHFgwXDf1h561y3AagjMg3+hGbwy7p3T/AEUoqy+fKemmIWklkBK4D8G5cMkcQcnQHcbjumy3Sp3LDQ27f3w5v8tPJdTRRiqFFGeKyrIkmJIuAGQ/Qz5A86It0bXrtx0kNDUNJBFUcyY2mLxS8/rKy4GBggcT2PuMaB6Db++qisvNttVUqSVdLVwXIRyR0cbwevzp45RlUkCQnHIZ5Y7/ACp32qCaKUIA/ggX4E5VqLpI0vSukIe0LCprEWZeZVuMi5UbJtrUXB0EWr+Ml82xZfh5b7VtrblpssdwmoTSRvN694ip6iRP2yiMBYjxPuzfw1H1LGop6j9YymelpJSBKWYSZU5wVHnH5aYd9XK5fEBrZbyHkpbZS01JTrAwEELwKCZTPxy2WUHoN4xnXS0yw222QG+1EldNH+CoXKicuuWPAHofx1j2LYVNyeGutvoUN5W8Cdc8ib98HsGRLoUUSqSQblVyCam1TcmlL3HOHa6263V1ckZcRieIIH+kqCrBivZyGYf3aRV1bDS0tRA7+oI6mNYag9cXyOm4gDCe2fOsq7laHQmheCBo5GDiRObMWXp1x+fvp0uF6t8tseNJPrYYyIi3YAJbj/V9s6utPSJCUqSaekMN8jHWaSjWlq5KyKWR1iVJZVjKeqB2MEfmdJrSstfRxJ8ujJEQwkc8SHRulKgew8H310ivL0vpQVEU1QtXKywmQKvWMj/9H7E6QQ/OpPUNMvoLFL6zqZSio8igKCcYYE+cda57iglQNu/ujGhggp6m70V09WmmWnrJYZFSWNCyKgYFQeRxy/loi/Xdw/XcBuF3udQktOQ0MLinQ8cAjkoYYycjoah3cd3t+w44b3ue6pSvVSinhZVLF5ZQcLjP1AAddacNuX237tmastddVVop6r0ZURfSEBCcgWUDIU58nIOoMwxLLXQqBNOF/wCkD3HpRb3QqUN/hrE1QXva1M4o63bv62jNMytPcq95yXV8/UhAGMH2xo62/wDFew0Fy+drtu0K2xaLhAtBAHfmjZLEt5HHrrJ1BrWu2U88dTkRnk30s+VdpPOQT2ftp2W8zWeWkq6SslgNJyihWE5AEvRHAZGD1pendnpOYQUhJJI1UoeFz6RBm8Fl3UkbtTzJi3sHxLul7phFRbTrpIZoxJH2qEp5DANjx148a42q5VO8PT2nvra9ZSRySNOJXdTDC8bZjHqKwcGUZOB15U+2a10/xA3pS3qK5RVle81IslNxlBaLhKAc8ccfIGDp/r/i18RZ7TUS1M1NRzxrIEeSmLyvGOwVCkAt7r9jpDmNiJhs/wDSoQmtCFb6wUnSkJuI7IKdbLSW0EHmdeRrWJR3df62a6T7EoaZrfQUUi08NtoRietBUMp+nGIWB8Drr6m8jXtZte37ZsLXrfEccrhfToLFA+EeUghFcgj1D7kD6VAz3jOiHZN83duast9RVxWKGoeiR62qp5DLWvTsD6fAYHH6u2z0pyO9CHxk2xVWWe37jpzLc6VD6c8M6T1U4YktJMvp4CBIgR2MZwPfUvCdoVoel9mgpMs2ojpVpJKnDXVeYrw4GPnHarYhUiuZxmYH2l5APRpNN1saUTkSM+cCFFP6VLTwVknqmBRkKeRZ/wAz44r4GTnHnS81zy54uEH2jUyuf7PpB/t0qpaeheniqIYQFkRZF5LhsMMjIPee+8+NLwABgYA/LX2jLsLQ2EhVo+JJh9CnCopvf6pDOEjJ5yU08w92kOT/APs50qFZFEOAhlQD29PA/u0v1mpAbpkfKI6nQbEQi/WFH/Xx/FWH+saul+jXNFNtC4vCwYfrJxkf/Cj1Tk/V51cn9HAD+idyP/5Sb/ZR6SfaCFfsg1/EmLC9l5T+3U0/Cr0ixGs1g8azVEx9LRq3jXyJ/SjcD44bhwclIaDOP/gDX12bxr45/pX2+Y/HbcFdQy+lMYaAMD2jgU4ADD/z0i+0BpDkg2haqdcU7d1X1WA2OMNusJQ4rduKcK3z4dsV8p7jPTztS3ZFiZ3PoyJkxuuegSfDafdMUdbTV4a3XKL0piMGN/Dfmh9/9euQkqrIeE3KoovCuO5Ih9m9yPz1Tk1Jb6yAndXw0VzSfh4cIU5zD+lUUoTuucPuq5pOV+GunCCFgGUq3YIwR9xqOb7ZlpUJiBFKznicdwsfb/sE/wBmpDiljmQSxMHRhkEHIOvXjjkRo5FDIwwQfBB17BsXewx/fTlqPrWPYBj0zg810iK01H1qIgeRZInaKQYKjx99aYcp0cDRZfrJ8i/IDMBP7Nyfw/8AUY/6joTwQeJOPvr6awHG2p+WQ+3ShFMo+v8AZzH2MUlUTLJFxTK316RqRgkede5AHZ5df2a9bBYka1wM50UbdDalVgy28EFROfKPeXjo5zjSymfi5OPxDGPY47GkRchSddUfiwJ9sZxrjibKlyxW2YjYtL9JKlSPnzh1uOJKSiqiB9IaNiB5KNkD+zUk3jjNY35kqrohLAdgHHfWoxk9SS2OisOME/Ij8nUgY/nqRJJmk2zFPyI/ZxksPIwR3/LVS7QhZVh6lH3XCOyqgfQxSe0raw7hilGyHinsqoKEfR61bkva0uzqa1wUr0V1p+LvPIxl4pByRlAB8kYOe9KaWKrvFLe9vbcu1NaaijrCk0lHAHkgklCysOL4XJDfY+dRFY7/AH+Kg+G0FtME8rI8LTTnn6lOf2bHCAYYAD+zRTYL/iq3xJHchDVxO9Wyww+FCmJGV38/Un54Ohc9g62itbQANSRrfpCAVCh05RcM1hqkkOIr+u8RflD5cLNLs+ut01virrzcrnJLTNUAIG5FOfKaU9on0/u/yGmZ9l2La8NZcbmP13ue5tI9PTyzNL6csgJCxhiTHGPduhjxokqZquw7Y2496qLhdK6pqKKmkZGVXMkxw7EAKAACc4073q1bO23VT7h/V0c94rVSBAWLz1JHSIORJ4jPfsBqE1PPJIQSTvEio+9unLMUSK3pEdp15K1IKa71b196mnIdkQtdN027Z9BHU19VRVu9quKNSsWGS3q6/hiB7DH2/eY6iHaEMVyutfuS7vPU0cAWdomjIeWoyQsXYHbN22fYale5WqhsVheerNuq97XmpzRxemJEpvQlJygA5fsUOeR8nTDuCekjuVLa7fJVtTUcc8NQXiaMVlYxV5JwCAz8SeCEdZbVjYRNMoZU0wOsuoKuQz3eCa2HeYb8NnG0tBpqlVZq5DPdGg0HE3gAqoqncPrX+8UNR6hqw6K7BSDH9TkYOOKx9Ae2RpqlW4z1M9SY4EpyMoC558ifGAMYxqS66BpqG4W6tt9RClMvyOZAEEjlRPUuPqBC8MIPf20Pfqi+Ve25LvSw04oaZI5qkySESj1ifT4BQQfIzk+NM0piSQOtQCoAva9KUhjlp5INSbWA4Qx7ViqK213Wmo6hYvTiVy0KBsCnmDMuT0AQcZxpir4pqW7JSSPIxLSoWQAKOPYydGWx6WS4111sNPVrBJNa6oMYFHKMlfUGeXgkjTFuimenu1K3KaVapYpjIMKB6kXZIHgFsgaIy00Pt7jRIuK07v0iSw9vTCkEc4HqmhFNQyLTK0zBufGWQ/1gW70pb9VQVKBvSE0q5UnBJUd+e/GvGoKeGOoMShpHy55sT9WOie+hpTb6mhNLT0tY0MU8qgRYIx6pHaj8m/16KLWQjeuYIk0vSElJK0NNUszGoeKR3EcSHkVPYCj3xrWRleqpqoRS8+LIAeh9QycjOM9a7UsppayqYSys3JXVVQkqQMYGB+XvpbV0slctPWy0ctPVQlZTA5CkhxgMuDg/cgZ1hTgC75H5RoXQnMwUWK+7oobTWwmCCttLB1qKCZxMnpEduyYyn8Vzj31LGyNx11xhpn2Nd6ehYRhmstdylgm+n/mJSRw/gOvbGoCp5rnT1BdTHDHxHpzIxLAt+JWAA0Z2Jtv7tioYrvWCwzo4RK6hhX0KhY24nny6Vh45L19+9KGO4Wy42pakgA5kCoy1TevaLiF/FZBtdVlNjqL+Kde0XEWLtW6P1pdLntzc09ZYK+aOMMhVYo5C6lWaCfBUn7EHPjOmXfux7fa7Lbq+s3ReIKanq4IZppJWqTJHIDGqkIBxwxB5DvPnrTQ1HvSx3WO1bkp591WKalcpVQFOSxRsD4/EzAHIA79wdFc8u1qPYMn9CnpHFHw4QXGrkRYyHDOsnIsysBnrGqxW0ZWYbdkj1VEe7Qp4ZkVT2KHpCCthcsoLlhYnQ1HnUjsIiGLzt/4SUK19A1Tc6u51MRnIkX02YlCqu3qYLeMZ841Bfw1nH9Eo1alqaqaknlSRYoGlb6GPQ4gnjjH8PfVq7rvCzLWxtJWUPzc6FUWzW01U3BeziokBXHf21WL4Z0m4eW6NuWGkrqkUF0qZpYIJfTEbVBMh9UZXjIxOSPHf21YWCTTxZV0yjp7yu0WsBTvh9weYcMuvpVUNjc24cAIfntVetw+ZMDUwlhxiokWJFweWeJOR0ceNM9dTqlIst0kpVaGVWxGzSqCG+kq2FHY+/vp9rLLOtXRVl3NPQVDc4xHLNznyw5FSqFvq69zplr4p0p6s1npLAhJjbDOWQDIJX7+dOEq8HCKLB7PDO9YMsvBVQFeA+MNUtHcJK9eTKjOjA1EadhA4ITBJ8j+zXCloqNYI/XkliEFQ6L6pALsT1nPnOetLY6O51aRVEleUiYFwkUYXkrfhznJ6Gk9PbIJZpYqozuKbAVpX+lwwB5YHuMedFg4KU3suETxGiW0QXlqmUrMJ1Yc3b6o1AHFQPcZz3pZOtB8rUQULQRyLkdANxY99jUO76+INNtqnZ9lWz9d1dtqUp7gF5P8ALQ4yx92cjI6XOiLbO/5K+ytX3+0T2x6iYQxSRQs6TephUbxlDk4w+NRFzrSnQ3vXtAD958N+0GV6UbwNOVeFeMSIKinElNIkDSysvDmifhBGTn7Aka4enOsk8VPAXWokDS+pJghWXB4jv+Q12p6mohooI4oZalhxRy2EP2JOcePtrRxLFWyS00SioqIsASPgH0/BwM4HftruAQTQfQg7vc4Hq9b3B8rAFghjp2/Y5YsshPSo35486fpbT8+EluUcTKEH+LmJXVHI7IJ8n20hvdRcqSBaqWenjjXh+xK5YuOzxY+/2GNJGe4z+jAtRKrMszRrNiN5WHjtR+DB/j41IW30raa0peMrbSsUUBSEJtlPGKaeGnqP2qlGLSemI0UhcAZHQHYGu3yljtJKXIQzxqn+UJ5yF2bJHEeOsE6yKktAKRXmORSgdgZpi0eEx2e/fOlpewUtREaQ0ohaNi+F9RiW6Ujz151KLhsm9OXzjelBDJSGxfJ/MUSmaYNy4MpBCxMTnoYzxPQ99PlPWM9P6SUlTLURRmNZjEFPCQ+RnHQHePy0nFVHFTyAyygrCad2hi4orKc8xkeAPJ8adaSeocNX01PK7VCxqBNIArBP3lGT5Bz1rV9ZIqe6pjxVHFzHXWukcxLOkbIfUlf0hlTgkf8ApoY3TdV2jarldKoF6CjphUzRyH1MIGweLH3BOe/A0QRsj0FSkphYwzSZao/AOLZ/CPYex1H/AMVtp1+8bGlDa68QJPHJHPBF1FUoRyCMCCckjIx/PUR1a0IUGxU3p6/WUDsRdeRLLXLglQBoBTPvitu7tyX6XcFVe7vb6bcuzr7LA8j02apKRMKrr/WiK8eWcBcnz95nvN8tG07XZotr2qK1x1ldQCF3qv8AH/SllTEhjj9ipP4yf4artUWPfNtq7jZ4YXo5aynmSugjCwq8JkzAJFJ4nEfRYecd6lC4WLdvxCeiFtpHSG000AjwVQB6cAl/UIBfsA4HLHjVdLnVLmS0ASq1qXiisPw8LWHpolThUSU33qjKqRkT4Ui8AvscfJaxKKrCsCwq4o5Sp9vPj8tKf6ZbYCzy1dgpXEB/afK+pTE9dAfu6h2hiubWAUt6nopLlJTRzO0MJiEjIcnOSwX2HZ0ZyW28XGnqo6ZJaxGgSVRHEGiXHtkHJ778adV4ZLUCnCR3kU8LReqGWC2FkbtuNPSDCrueyapIHlt97tqJJFIZI5kkjPPrBXIY8c+/WjuCz2KYZoNzTwMVXArKVsAn7leQA1BM9JWj5jkJoOcSH1GlwQy9nCHoD/XoygujRxCSRgykBmbPkdHP/noZO4UrdBl3D5K9QY5OSSiP4Sz5H1rEnbEsl/2pvO4XKw3K3bhrbhAppqU1XoFolblP9JQnI6wPb+erb1tDbNyWea3XKFaqirojFPC2eLqemU+PfrVD6Lcs1LKtwtlTJTV8CMsM2M9MOxy7+lugcDU9fDj4hUr3GOkvm5Fqqyvp1eSheH0kgmT/ACkiS4AdW6GD2B3qrdtcAnnVCezUkDIEG3ZYAAZ2hA2nwZ0kzCgCKXt8rUiLrzQVXw93dJQ1yU6QXJxIyUNPUtGpkb06aJJHPAMFUtIP4n30Zflqc99bNsm8rLPFcaRayaKmnNGWc4SWRCAy4PHl9mwSPbVcbPcnqgKGppqmlqoKeGSVKmFoT+0GB03fsdX/AOxDb39qyJw2cUOlboBU3UL5DWlL+cfAXtq2F/Zk6MSk0/wnK1oLJIpmedbeEPes0gqLpbqOVIKqphilkZVVGcBiWOAMeez0NL9XwlaVEhJrSKLW2tIBUKVjNXI/Rx/5JXH/ALxb/ZR6pvq5H6OP/JK4/wDeLf7KPSV7Qv7oP5hFieyz+/U/lV6RYjWazWaoaPpmPG8a+RX6UXfxw3AP/vNB/sBr66t418i/0of/AH43/wD+DQf7Aarz2l/3Y3+ceioWtqv/AMifzD0MVxq6GCri9Goj5KO1YdMp/I+x01ipq7UfSruVTS4wJcZdB9nHuPz0R6Za6K6JUGqpWE8JQK1M2BjHllP3P2PWqiw98OHoHaEHja/I6Hy4wtYXM9Ifsz1Ck8TS/wDKfuny4wmEElL/AI9ZSstO/wBT04P0n84/sfy070VdBXRerCT0cMp6ZW+xGh6nCM7z2VxDOO5aSX6Qx9+vYn7jXT9lXzNNSk0VyjH1o3XLHsR+8v56nTMmF1DhuNdR+Yaj+YQVnZFLgIdNx94jrD841HBYrzgiqaaGrhenqF5o4wQdRPfrRNb6ggktGw/Zvj8Q+x/Mf36kqiuazSGkql9CqQdxnw3/AFlPuNK6ujgrqd6edcq4/sPsR+Y12wHHZrBZkJX7hzGnaPq8d9mNpJzZ6cCV16M5jT8w0PxiCeuseNZp2u1qntVR6Uvat2j+zD/1Hvpp19Dyc81OMpmWlVCo+qpDEWZ5hM0wreSq8ZkjxrPfOs16FJ8DU0IWRYROCVEWhfTNmOeMn8cQYAe5Q/8A89EzVtUlhpIkZTC6TRuCMk8CMYPsNMFrtVzrqlYaSlkmL5X6V/rDHv1qQ4fh7ueo2bFclhjSCK5NSH1JAGRjHyPQ7x99KmMYUpSm07teuk35givkIUca2amJhxpLbRV/ESoWt7pFe6gidLbe7pRbc2XNYflYJaCGaSMnMiBzLllKjGMg489ZzoxtVwmLfK1NSEa/y+m3CMsBFSn5icljkL+IgA+ftqC7LDW223i2QNApp18HLoXcAksBg4YjPepYp5bk0m37dUzn1KiJopGijJCtXHLsc9LiJM50XxTDUNopapqa65lXPIxcE3IhLCQoX19fUxItRVXGCyQVt0qq68C00rV/ps6LL69bLiCMNhfwR5wM9DUp2uTZd+3LV1j0DvXWgRUb11a30g1CrKI4XY4c9gHj4PWoLWZVhut9qpp6iFpHuC07ScUYqvy9GoUYwCF5fy097StO049vWC0XuKCgo6RoLhc2qpemuMzcoYsk/i5dnH5DSBiuGILJcqQQadXncimvDnvDhCniOGAfxMjlbxI+HeIlayUNFbNw3m/bjqqFJKWWRaJIQAKekdQ5Jz2ZGx9WPHgaCaue0bhnp/iXdJqoU0FV6tFAqOsclLGjCLmCvfJ8OB13jOjLbW4Iqzcd4rleJbI0MSUMSQfWTCWWaXIHaN1gEeBnW90uNj+IO1qappIrh8jHWwzgKjUof5abBDcsAxsR48EflpcbfeYmN50HJKSRoCLpApmde+ASJl1mu+aUoCRoPw04n5xF1da73XR09Bc7TUxx3JVi9WRlX5me4t6lTjDFlCRLxyR/DXptF1rvhtcjY0paOkWuHqeq5OaahxGI0CdciVwPv/HU0XCk3Bc912yrS3Rx2y3QTPmaYK7VEn0qAqhhxVMnP540lqtnV52pLti0yUdnpzIXUxxGYIpl9VgBlR32P496nJ2iADSTQGqSdQLnMXvQCCKcZ6zZrqDyF4gHaavHvjb1KGEU9bR1scjpDj6ebL+I5DEfbyBoE31Zai12OzVHOpq3iWajkMhVX5U05HkY8KdS9HHWU152PNyqGFTc7kizxoFREd2YDl7FwMgY9tC3xD23HSbZv8dNzlmtd9mkxJMzZFYgk7Ptkn+WnrDcRH7RaXXOg/8AZSe7MQ0yM1/1aFUsef8AMofERCppLek7FuPrTL2WfLlV+2ftnTRRVL0lPHNJIBBAXiwU5zsQ2AwK/lpyY22FoHq1iSeQBV5dnJGSAT3pZbagLT1tKxNRIJGngWKPLdDPEfckD+3VkqXuoNRX6paHVagBDtWiOolW80hmeURKlQirxT6PwzDPgtnD/ZhpfQ3F663IbjRpF+rpvmKWoqXUiN4m5fXjzC/uD+EnPjXOyTSfrSib0ZzMS0SwSEIknrLl4nDHB9QD6TnphrpcLbW2+Wec06fqqdeURlbk7Qnp+aYIzG30uM+POgDxQo/Z1Z/dPw+HZAlxYUVS6jfMfIRJcmxrnu+WW97WFFRtw519qkLF1qDhh6Z6AVs5B8fbUaU9FXxQ3C01kVR+r4KoQzxrEYpYJ2AZhHIwIV8H2+ltSfsmsud9W0zUN2W3XGnj40kyx5SrhweNLUcu8Y7jbz/ZqU6jbVLvGirLhTPNDeF/xe4Uc0nGKUxg/s5FUeCD9Eg7HR/LSS7jzuHumWmqFAoAaXTfU6jgcxkYWlYo9Kq6J66R3Ed/DgfGI/sC3u2VNrqtpVVVuCwSSvHJStOIaqiPAkg+PcYHsTorqtlfDTdcNbcbHLDbL0zmWd3YGZKgr4qIXPecfz9tDz7FoIqeluWwZWs9xtk1PHcaKvlkZPTU4Yyd5ce/Lw38dSht7cO1P1pUW6rpKa2370g1QEjDevGhwJEkAPNMnrPY0tYrPEK+1SSlbwzpY5/fGShexHfC/PzO4tT0saK10P8ArGRHMd8Nm3t3Vdojttt3HQrUyTKqLcrVTM1MCFyxlwP2OMeSSNVMtdzobH+kHv8AgFE14orwtPXwRU03oLJMV+t5zyAZFXCgnx3nVnlt6W+zvPfpL5uowVTxrR08Ppx4kkPH6F9NWCqRnkfA1V/4jWiSl+O1mmkt0G3f1/bJoo4ql1MXGlIy7OmVRsMMJ7/x1KwFqUcmllZpvAg3oCRew97wpBLZ0sOuL3j7ySDSwqL2Fa6aAQ9bo3RX3ilo1rqO2W2nopxLHBSAYiY5TPrEdnBx1oSlkrXqJSHiSnYAIFUs/wCeWJ7z/DGvbjS1DpWLWyUtVDEzMJ1LCAIhyCeQByPy1tRWq5XithitUklS0qYEUEfTZ75d9gD7nVuSbEvLs9WgA8OPPzh9lWmWUdWw+u/xgZgCzxxxVNVUD5iYiJMemR6Xt0M4ONR98UtwjY+1rpW0LhKp40elWSUO88rSBXVEY9nif4DUtxbfrReKyhmimlq4pjEI0kDqcAEleJwPOD3pi3B8LLNfayi25uCiSqq29aOliopxIKZ3wVd5fZvuoJX76nTc6gNqDSutu1A86xHxd5Rk1olyN8g0vTvrpyMUIrImhu8+/dq3KS0XGhMNVcLRcpC4qCCATA6txkDYwV7HXtqed97oukVdtikr66rlkq6ygqpFRooaQoWVuAhT6vOAC570Hb7+AbbPvDUMdyS6UoaWnElAhmK1UspmeGTJwjAnyPpI8Y8aJKH4cVN+rBX7pldSRDGUHEzFAOEaM/4U5AdcQcYPek+Xbn5p7eZbJTUXNhxz+UVLgeBPApWGSp2pJqKCunWOY1qKm8WQoK0mjqpKJCWWWRj8xJgKx+riT7AD7a3rJKiSWklgEPzEuY0kUeoEDDJJOR0ce2kVksEdmt4tcFMqRCGP0aeeT1DGmCvbdlux5PnSuqpmp6SmNS8cTRyxgGBGA5HodD279+tPqSgrr9ZRdzSlFI3heGq/irrLdXkN6ppgqCMQ9h+iWBOT4PtrejtFdcaaCpraohGZZFVT2F4gDDDwc9kDo6cjQyzVTUFRV1BJgBcqoRZAxwSTjGfbXSkpKR7fH82jRJCxwsj448GIXx1qR9o3GghHHhxjvvUAEMElvt9r9Va2GKql4qY5Jn5SOT+NsN0AvnSiO50ENJRyRSITCSZfQhyrheiAcdeQdOVxqqO2VK1VQsbQmIoqKvKRnJ7A/lpukrIZbYaeD06uQyetGOBRBGHBB66yo1slZWkKVUxrvWqY9p55KlFqaKKrqMGRkZ8BGWU4IwT3xPYB9tOFNRzulF6tPHMYg3OR3w3Lx0B1/L211Sauh6o6NlgjDqYXAjbny8gk/hxnSegqpk+at9HHAjRSP6QaQkkntuQxnonXJalEHcFu2PV4QmiiusFTWBpaX0w4mKMC7LHg/TjrGQNLZlEkEFW8klRHLNG8fBFHohxxyvWR586c/Tlra1af1IKaseFeZVeTSohwQex7HAOuFbRzUkEtQZpnSNOAiRQBlTnIH9b+euP2gKUAbGOe9vWgfu216C416RyRJcHhRJh83hWj4EqX5Yw57/DpVQGGKOlWWKnVgJKflMDHMSuR9GOgDjx40U2+lsby0luuMBhWRpJTWOxk4scMqyxk/Uufcdge2phtts2nuGKek3i9DZrtJVYt9wpcClqlkA4d/hLk5GBg6DYjjSJMVdbJGpAvTKtsx2XECpqbbll76288yM+3nz1EQjaIqm6x0dpplNY8sUsRpDD6kzcPvIuesff76dqOFIIoLbK89tuQjkjeKRJIkQp9OFlAGCfABxp7uW17vsppZa2p9QR1TpHWUysIzlgF7TJQjIH1YH56dbNvuqpv/wCnt3W19xQz1OI2lUJUx+scgrN0OIPuf7dRZieU8jppKi0Z2IB5m4oew0POOZnOkSHpVQWnkb+dvQw30NVuiOkpbVdbZHcaF4XQTXL0/T4xgjAnz5P8f46VWzbFuvlsC3K31G2aUwoIZZiailqhkqyggEIPBB5EEakLZ/wyS/LXf0futwtluikmglobhD6nqM+GH4uniAOMjz4z1o8Xdu5ti1VDtLdNmW50UsLimqrcg4iKHAKvEegQvsPI0nz20NXCzh1C5mQCUkamxqknxgA/i5WrckyN7UDqnwNvWIWqvhPuSSgNTtmalucIUiGWjkVmjyPeMnrA8jOmittu2YaeGHclHcaGupuKyJPB6sc8jfQSAvFyrE9jsAasFTUnw1u9RJd9rVP6trpWDVEVI5pahn8cvSPTMPcYwdOj7d3tUQvUVdVRbgpslqWnrIxFPEMY7kXkjufByAAOtDv3ues3NGnaNxXxSfKIrm0Tv9k/Y8D1SfVJ8oIdhVF2obTFadwCkjaBilJ8qW9L5b/mlJck8uPvnvx50u3ZtLaV5H623Chh+VTL1Mc7U7GIdlZHQgsn/VOdQvuLalDfLTHFUWqt27Xx3WlgWmSrxDUDmr8wEYgx8gcfYjxqSLklk+IlNWbNkr/RudpqIZH4AM0UifUvNG+luvKnI7B+2ktcv0M4ieaeUipO+UC6RUAkUJqCDxiv9oZBLkqvdbDpNSEqApUZVzGesRFe6+xVpSx7WtMVHbJpEMUVNT8q64tGwZcAjmkQYA5yM+WKjzwhqKv9YTW6sijSeJVd1hkEwiLf83IyjiJR5KgnA99aVNdBb5q212tZ6FBUSUVTPI3qXavljOCilO4o2PapH2VOehpXNYqK00KpuYSUSyRk0ljoHCVkgPiSaRTiFQez3/FietfUGzWNs4DLtFAKWnLpb/tH3yRZar0SNR5kR8ebR4M9jjzqXDvOIspz3GGQDdCbVUdD5CO+rkfo4/8AJK4/94v/ALKPVG7NX/MU0VNO5eoSMEvxYJIM45I5AEgHhmXrOry/o4f8k7j/AN4v/so9P+3Ey3MYH0rZqCocM71FtRkYUPZvKuS+0QacFCEq9LG9LEXEWH1ms1mqPj6RjxvGvkV+lD/78dwf/BoP9gNfXU+NfIf9KORE+ON+DsFLRUAGTjJ9AdDVee0oE4Y2B+Mf7VQt7UJUqVSEip3h6GIE1h8a0LqPfTLcK6r9UUlB+zlHF/UljZoWUnteQ6B686piTw96YdDbYv6c+PgITMPwyYnHQ0wL+n12QqqrbS1yq7gxyp+GVDxdT/Ef+emOuSWEKl4QyRqf2dbCOMiH25Af+XWl0Nq3XcK2oolZra7qqg1IxACe+UUgBBz/ADxoik2jcVoY03dSTS/tl9N6YhVYK3FmWRjjKjJA99WDIbJ4mAlSrprl94A6prQeZHKLdwX2d7QrCFbm8iotkoA6prQHncjkYDZpVeJYrmfWiHcNdF5T7cseCP7NbWvcQli4TN6gY8Ipj9PJvChx+6T7ff21NNo+HtkhucdbteRbzEYnklt1c49cqpAPqQJgN+RQ+O8aQzrR0FJWT1FHRWyZGeUQwUpaJkDEhApywIGB35PfWmGV2IbmKtOmuR5g69Wlu6x4Q/yfsbM0hTc2oUtSlajj1bU50O6eAgPj2Dvre9KbdRWWWKuh4zPDKOBaP7xs+MhvYjQLT/Du7O7pX4oGikaN45lPqqUOCCOgNWTS+3moqKC5Ut2q2e3RFYYSwVolchsqcFnAx4JOB1p5kpLB8S6O5NWpDQX+ndpsyTFYa6EKCSSxHF1x4P8Aq0z4BILwMFDgq0ToPcNeBuQfLnFj7L7FtbPJ6FVVNk1/KfM0PbbnnFbYNjW+nq1SsmMsBjJ5cuH1g+MD2x+enlbTt9KdltkQR4JVBdULtlSCRlgeiNPk4ihq6Z4mhWNSwcAcieQ6wR/DW8lVDVJUUiLKPp4l1UgHkP3W/LVhtoTRKgIs5mTl0CraRCmKtamqoPRpZCvLlyACqvEg9/x0W071P9CdwUVBCoanvNPV8Xl+kGpGGGAM54n8hoIinqRT0601OZFIVWaRwMKB2fudP1tlqZLfuOipWiiqJIaSqkzlyWR+AZvGeutQJ9iqQoaFJ8FDPujWbbBCFDQj1geTIr6iKMxRzSIrvxBLHyATo0gluEdkNVWVU00+YYFeNVT8Z9JTj24R8ice2gwmRK6GGSQerLE3aR9EJj3Ocfw04VcE9LZDSRyzVEjGSo4O4UFm6UePAHj+Ou06z0u4k8vCN5pnpUhJGsE9up7dLeqq7Vhc0VKiO0MkrYlWD6YI+OcZJ84H30+WK42++2uKl3OtLbbVbKiauu1Sv1+ozSH0wMgnPEgKAOvPtqNIKS3SzUskqRpO6cFZ2ycHBPk+B561IW04pLnT1tjqqmCl27Q1LVtVVRx8JGjCghWIyXbo8RoHjEqhDZWSail+FLWzqrhzpwgXicuhCQ4SBSl+A5cTw/SJfiujby3TCLRJU020KKmakKQx8YqzgQ5wxC4GBg9/hzoiqq6r+ItrqbbQWypoNuUrMhlLrC1Z6BBX0sHKwgjs9E4x40OzSUO6KS1V1MKy17NthX0oxG0P6wSReJaXkAVQfY4J0TrdrxvOCejtlCLRtOnh4NVSyiB6pQCCkeAeEYHlvf21VM22AUqQmm7ap+7fX8Th4aRXswAd7ctu8sv+Szw0iY7fPBVUVPU0rrJDJEjIyHkpUjrB9xpRKf2bf9lv9WoW25d79dLXbbZsCOhprRRmOKSteNng9KJsNHAMrzOBjl4B++imHcEN13NLtWC4yzMKR5ppKWECKNg3HgZgCA+Dnj50mP4S626onSpPEDnwPKsBVyziTUAn1A58Ijq7rKNo7NlihmkKXyJWkiOBCJHdCzdg4OeI89nSXdm17V+st9WyID16y301yBmcnEqAr7tnwg9tGW5NmfqzZNPZtvGprhQVdIUWoqiSirMpeQseyyqScE5OsvNHta37+tpmFKs92t9VSOz/AFvJ6WGHZySVBOM+NNcliaQoKZUfvm2dlJWKisGpeeTv7yf5j5hQr4RSeOppI6CknqirSsqxP6Kc/q7GcdnH3OldJBcIXlulqgqKib1osp0EQAYBGSOujke+nCCGppobjaYYpbhVUdfIkMcEf1sJX4ooyR5IHnRtsm1frDcVfbWpqha2e3yfLRs/pqk0Th+0JwxDA/y1dc5iSWmFu50vnmLHwofKLJmp5LbHS1sL24H4X8oa7lHbqiCivlbEqU6SREl2wYhI/FZAQfxRPkfwxqQTbLxXVFRTV01LHG0ix8RGzCKsKnhMxJAENYmAR4DfnoZNFcbNaTd7vBQpbpHnqoEmk5riE/toZAwVQ+AWCg+V61SDdPxs3d8XLrS2b4c3qC2PbqqqomtyO6PcaMSH0i8vv6QHKMDsA9nSs8Vv06A1Ca3z1yHPjCVjuPsSa0hRubDh38KcYu7t5nhRbPUxNFieeCk9QGMrLExDUzHojB+qJvY4I6Opvsdxqro61FNKtPuCiTgrS5jjuEMf4o5QfEinonyp7HR1Sbbm6b9NWWnZHxCuUV5r72ZIaqpp6gJVo0UbOkzRRrg+kq8XdeJK9kZ1bIbXivRtNdYSlLUU1THT3KN5WYI3AiKpjznnz+nz0yHvsaC4620tILx3Sa3zAtryOVOPOOX7VYnpYPi2hJyrz4gwdXyqtW77VPcLPXxWu+0H7GVZeLPGwwzQTx5+tWXsZ9sEaLpN22CgrLZRyCR6m5KyQPDSvwYonNhyAwoI8DOmfbt4sc/6wsk60Ntv0UQ+eSNUBfmCsc4x26Nj6fzGPbQMN1H+hW3rncZXrbjabrDTTtBCfqKymnaQoBhQVOfPWkL7CX1dAUndSaAa9YVF6XTUWvrAAsKce3FWTpqbgkUPCuUEliu94ts+74KKirbvPT1/zNPTySIjETxK4jUuQFGc49tVq/SIbcY3LsHce5qSnt0VRczblVC1QIUnTmxqGXHQ4eV8asxa556P4k396amqJhcqCkqUSUiMBoS6Nx5HpfHj31A/6RdXdtz/AAns283oYqKotd6ppQiz+qUPqGJ1P0gFfc96L4W4tjEm3WkAb26N7UFSaUArTMG9IMYK70c+2pAsqgrT8SfnD3bvhluC8TVky1aUlgEI4zPTkTyBVPqekhwQje3Xf56Q2axzbyt1Da/h6a220UB51txdflxLgFSjDHNgP6vId/lqf6vb+4tz/JTzXtILRJSx+rRUsWPXY4YFpS2eJHWBjOgWG3Tb1tD7es1TW2uzUFZKlVWIDQj/ABeQ5iiQBWKnH1N+Ej76ns7SOugqWsdUjSyNKqFBvq4DKN0Yw6tY3jl4J5n8R4DKAODbdPBeblsXZtH8+01PGtde6iXlEgkBWRAqkAePH56Q3OXb2zKKn238PjTz1yzolfcyquyBfpaOHPQI9z4UdnvRBfY4IKmisWyKBqe0VMUsT1Zc+rVyKQSsSsclcZJlPQHY0CTwUL09RtPY/wAoayo5RVNRHgIOJy6gnBES/vHOZG/LTFJlTwDjyju5kHWlt5dzSmicoLS4K0KW7lnc8PvL4U0TA/cqeku8dZaLRKsgocVFyrjCZYo+J5Hi3Wc+OWfqb8tCVHWi5WWnraOzBKSiZab0oyF5EOSObE5aT3Ye3jVlNxPtvbG11+HVgVa6svUYFwqPSLokWAWklIBVevwKT/DVfZqyqoqcpTUoe00tTPFTSIBFk4DGV0b6mZh5I8dDTLgeIfamyUJITXq1NyMibUuTkNAINYZN/aDvp937tdRqe/TgIa5FlkvBkEUaVE8fE5b2Q/YewzrrcYKi3wFLlPErIA8rIhITJyBgnOVGM/npXZXHqQblqqaIQgH5dpJBmaNh0AMZ+px49wDpyutsu1vpqyorKiKSatjQrGq9o0q83VmJ8gce/scaOqmkh5LVQKW7TlQdgzgx9oHSFqBWSgE0LtU1Ur88tzJCEKTyA+nGANM9vaj9CVLrIKovUAZKloyXAKhPuPz++nSno2rKb1Z55cVEKq6Kw4r1g8SNJqCz0dFXPBFBIEjiXg7yFgck5AGfbRZK0hCkKN+yJ4ApC2b0lqKeWL0RApcSHonOOsEePHemeWvpZIa2njqmk+YwYfQjyUV16AwOxkHvSq4QUKUsT29Uys4K+ljAYnBLDPYB8jST9cUtPVQh6hpW9F1daeLCgqe38dYwRroyioBAJ+q848E1gl+cqKm2W65U9LNIKhRHOzALwkQdns95GDoUjS6Ud0IAgnZzlJJmCyKJP3fp/h0dFWzpK++UH9GbYjmWozJDNPx6mhYsEPfRkQkf2aHa1Kx7gOdHBBURI7yyTtyWH0WwvIjx57HnXCWUG3XGFAVHpofhHBtwBRbOY9Pq0JauuusFSXqaiippkXAKoXcKRkj7nx1qS6G3y1oX56tbNRSg0wRVSGpPn6iclXPhW9j0dRlILzV1QEBhWokcKFWMGTgG4BwScEd9E+xxogjlElBUJUz1UtOQsaoi+k0Tq3FnXIB/7Q1jEGd5tO4QDyjWZG+OqbxsuzKanVa67mpp4w0TiWV2L03EEvHKoJBDA+ceOwdFNoq126anhHR1liaOJ/l3b1EdBn6k9xx9mXsHyNG1isST0FJDvaBqSWZHp6G4TS+pBKin6YajieJBBBRj2udIqaywbTus9DWQ0qWpw3OIOFqaaoyG5Rv+Hiy/hP4XHRwdKsxjKXwth47xGmhA/CeP12g14glwbi6E+R7OfxiSdhb7pEmrIKSo/XFsniWoa3z8TW0saDD8Bj/GIx+InyB+ejC37F+Hm6JXuyUXqWm7NBUweqZEVpIc/SisQY1J7K9Bv4agyqsEst1XeVpqIbZUUPOGmuSEJT1JYAlKmL/6u3LyG+l9WS2Lu+n3vZZ7BdQ8F7pKdYrhF6RgHORcepDn9xvKlScffVa7SS6pYfbMOURWm/Q0Ke0ZHS+ehFYTsZYU0Onk1ECt6GniB6+MK7jsu62wfN7DrxQVCH6aWsDTUZGexxyGQY9lOPy0z/EDcVBY6vb94ucM0np1ElNPDApaXMqY6X7c8Hl7AZ0o2tuOHbGzKVNw1mUpJWtyVVTIWkedJDFGsrE5LMcYY+dRR8S7pcrjsO1X67S0tNeo7v8ALuiZ9NRA7Bo1BPI5UAk/+WguFSD8xPpamesneKN7ImoPeR6QPkmHXZsNuXFSknKtQdYmWt2jtOpro7nuuipfmyvpU1W+Iyokx9AcFcSE+/k+2l9u2zcNt3X52iutXUWoowlt8wEvFzjEiyH6/pA/DnvOdRXuT4rfDbeVki26tyje4mppHFPPE0TCWGVTyXmAMqRlSP4jrUhbnv11SG20Vkq0WWouNPCamMLJHNCx+tAc4Dlc5I8ahzEliSEoafqN6oooWAGorXnlEVbEy2hLSyesSADpTt+EB3xWv0dVdqKxUaOr0tFVXNq1SAsaiNowgOQwclgfy/jqIfhHUXW5bohqrnEiNaYTcDKJ3d5SIlgkWRjjkOI5ZbPenX4tXOW17zrqGhSP5NratLLyOZEeRg5ZPuD+/wC+mi2D9U/DO+31apqGorqqnt1PUoAzAORzUAggqwYhhjxqw8Nw5DWApbAu6EgHM9Y39cob5XDtzCQCOusAA9p/Xyi2FdYKCrirdxbaSlhvVdS8ae48BIc8fobPjH5/258arlVUds268s29WFwurESPbUqealj/AM5X1JxkeOMS9Y/dPtMPwku87bTpbdcKaGhioy9NRCN+SGmhPCPJIGCQOvYjTbv/APU+2b5S3O22GjqLxeDIwr6vuGF6dR3w7zKVOQFxkKct1jS3snOTspia8HbCllw7o3SApVMk9IalKSPepfSKC29waVQwqcdUEhkk1UCpI4q3BZS+FcojcjdW5HO4ZYE9OmhZIqqrP6vtlLCe+EIYc3BwMtjvyDjrVw/0Xq0XHYVVXcChlr2JXBGCI0BxkAlcjo+4wdUrrbsl6rke818l8rlYelBEhmjRs9CKCIFFP2z9X56un+jFcY7htO9IkbxNSXh6eSOQAOriCFiGUE8SAw6PevoeZamJLBzIzbrSbp3WW77gvUlRO8Sa3JAFYoLBHGJ3HUzsq06oUVvPOfeJAoAMgBpFmB41msHjWaTYtSPD31qg/wAb/gZtfePxEu269x1NRIrrS8KaDCFTHEEHF/PJtX4PvqvXxBpzVXqugU8WYRFSfZ1VSp/kRpG2+WUSDagaUWPQwZwOSamJijoruio7cvjFT7f8FbBt2oSptDwDsRiOvPz0KP54yciCpI8EHzppvm87tZdy0UEdPZK6kkoZMUlGFkSceoAZFIGQfbj3qWar4dWa51k1T8pLbHqZzU1b085AqJ8YDFASpOQDkj2xqKtxfBprfdKU2Wogkp5opl9F4CkxkUh8h4cZBz44j+OlfAn8LW//ANYsFVNU00/EIuDBWMLaXvOBI7UAHxEM825vh7dXkoa63XLbs4454w+rSOT9lb6Rj+AOh+l2juagt9wm2T6VzhWeRljWdZon5gH66dySvnwp1yum3d9WacwPaLg9ME5CTCzwE5wQAcsDjz1nGo9irJ7Zc6j5eBbdWzKsxMEjwSBh9IJj9/z1ZUjIpUisi6CLGhO+P+Q8TFgS8tvAKlHajh7w+Y8YV3Bo6K7UdRWxLYrgrGJZIw7ASkZ+lThkGR3gkada2tuVbHUS7oc3OJuWKukjRJ1HHpeQ6cZGcOMn765Ve/dwG1x0+5mpb3HE6MGqKbMoblj6WBz4OlMdDtSsmaspLlcLRUugUxS4lpT79FByGfzB60X3XEhKphFxqOt4H3h5iCO4sH+Mg9oNf1EC5sazUVJeqeoeohUBgwYxvEzDGJI8gg/2jTUBE1ZUrViERuqcSfLdENzz99LHtwhpGq7jCvCmqHCVKy8oyUb6WyD1+WQNJJplNySYvEIniZSEQci+c5JH5flo4xvKBBNRf5wSbG8kFV4yrrqWtgpJKFljjhdP8jHkMo6xjHQ12NTLJM0C00hTjn1GICkn2++dI6iaKto5Y6dZ0CNjKIUOUOej9j99KzVVPqxrHTMyMpJcsBjHjrz3rvuBKQAMuMSEilhCSmWqhoxDQRxKInKgSOSAA3fj304U9ROlXUUsbIk1VSPniCTwjYHJzjIUnTdAkqx1VPbzDC6yEnsvxZgDkjXWoknppKd5ZcNI3okxp55j384Bx/DXnE71U/XfGFJqmkc5kqKZKUTTSzN6gjZ0VQcP7n7DS40cPqyuWZ5JeyHckdDAwPYdaQ1NLLS0ssiSTVD+oJOJYDyRnH2AGlfyVuWpE0iokrAKWZuyoOceexryjaoPHIRkp4xlopaCWKF7rJTUqwn9rUN2kQJ45HkknoAe51NlljtFvZq6/Sy0W23SOSjtSw/tqyWHrm7AAnmTniTjQLaai0bUthrtypT1kkE0k1JboEyZATlJanGTgDwnk6b6zed1uN+h3FPLJPVenJHErJmGFXAI4RnoMvt9tLOIMP4gtSW7IGtf9vA89NLwAnGnZw0bsga/L56aRJ+6d0vfqSK47zpqm222nlSe32SIqryrC4MbzkN9KnHgjxryr3veNw3JJNy00SWdEJpbLTu3qSvnKcwg7THnlgflqFKmpnuxrGvMMsgcMC8jgtKMeST2ANLqe8XNRT/KLTx0pwZVQt6kq8egZB9R7+3tqONmGUNhISKivYmv4b58Sb8xGqcDbSKDPyHZz5584leC+3Xc1DNYZLythttHM9MLXaIuVbgENwGOlGDjJIGne5bpq6G6Wq10dW9qpH508dFRhJ7nMxXI/ABHHnj2SSe86g03y4Sy1lto6kUKEK8iUkYj7cYyWP1MTjvJwdKKJa9PkaSB6uUCeNJJYFJZeeQZHZBz8HvBH21xd2bbF3KAaCnEZm1z4nhEZ3AUFHXAAGQ+fE+MTLWNcKOyXS2Ii2Val5JyPmmuN3nZlBLmMZWNyRgDJA1PFDuLZ1DQ2Sa4TU1LWV0USU6TBTUmSRASpAGQ39bUH2XYcFGrSUtHOvzxAaaoqFt8dQQPpJPJpZOv7tH+2rn8P9i7fpJ9wzWikuan0p3pv2hMnqFF4k8n+2T/AD1XePyrDqd1gKUqpskXNRS+ZpbXyhOxOVaK/wCGCTyArlrmfGIf3HStaviPd6i3LUVRrahZYkjjwkR9P1lb2J7jP9ui2hoKqDf9p3mbYqW2tqSLdPJOFy1bDyOVGcfXyGDrXf8AvHY8W4HvlHeJLhUGKkQ0dKOaqsMxEjKQAeTI5BOcYHWmOb4qbKt236PbxsNdV0Vl9KeinnIdxOkp4dFuWQpzyOjwbxGalGi0woko3FVFLUodRfKnG8FlfbXpZAQ2o9UpNqWpz7vOIF/TWve6ds2aLZcFFJT0t1vlvu9LcoYmkpabg+KiJmYcSznJCdZB6187VrtuXm9UV8alel3H+sKRGraAtTUtXTTlVZ5YiQySFSR149zr7Pbr+K6bqpJbLcbBaauzVcLLNBcZjMzEnrKIuB1+ec+NUXf4C7Trr/V1lulRaF6hspHTSSvTemAUSEuQHAB8tkgffW+FyuKNSZbdZobZEdncbQsfu1iH2oTj7W8KUoKV0pW9KawOba3rtTbP6QG3rldHEO2bFU1UVRLR0zIy+vTyRH8BMkv1MASMk99a+qFx2Xa6KzWi+bBpo/TpflV9KaRxHNQswJ5cstyRTyXPft1qm+xvhhtDa99t70dNMZ5S7vcLlOgSEhMggRr9GT+HiM/fVh52tVssNZaabcbpyR5WFBTyz1BkfLkrLKzDmT9xjUDFsOmS+haV0JzTQkEXF6RNXg843ZVBYDdue8kans74sZJWbUt9yjpJZaGCumjMiIxQSvFGcEj3IUn+WdV/o7zDa9s/ECy19TNXvQ1s1VE0MPJikpEigKgIHE9fw70ovu5KKlrtkblpq61UoaRYpomUSVTrVRhfr4kEYPbD76HpXaD4lbxs8EkkS3u2tLm3oGlnk9LtgrD6GOMDOhWD4OUNq6SpqAq/FC6EZcIxh8qpCaqGYrl+FQr5RIr36Gb4h7PusMUxnudnqadUduCOP2cvQzgkEef7NAO/0ulw+CG97PPTQJLR1NavGOXnIP2vqKwGPpIDf+muVJWzybY+HV5lWrBpLklDMKgjP7VGj9McTlSSAGPtjWtzpIqWP4o2wUtFTmaMVIWWUvOTJHxJGfbrojRNmRQ2+i3uKT/6ukceCucT2WlIdTT7pHkunoYKNs7+rI9t/DypkvNPT012p0pp4hTeo5k9H9n2DlcMp9sa3rrrHeNx1Fiu1TdGpobwtN6NuKmKoSenEimpBVSi5B6B79/J1A2zd0//AIrdkvFWGnks15NK6pB6zKqPgHx3yU/wA0X1FfG3xO3FTTzyTQymWvZkJidkgp2j5N4HFeQwRjGpR2cQh51SBQp3761C6A5cDHR3BkpeWsWKd+/Yr5GC2/2q3rvGRYLVc8fNwxPxn9WOr9eBuMT9kUsIKAvxwD7+dSLb7Zs3aG3Kq4fOWymrL2/pCsjjRoPmZhwiRFGcqGAA++O9V2tG7LdTfD1LzSzGBxdqWLEVYtVKYYFC8XRSxKv9z7HUtXRrdZrFtDadnjpEuVVJ86IQF/ZhcszsAD0juCR99Q8SkHwG5ZSyE726TXMJFSSTUUFrX9IjPSyyAyV9WtCeO6KnwPbA7dbl68VD8ONvSTV1dcOMl5uMcJILqAGVuIwijHjx4GgGutcF13lLZNq0lWVCpSwJUMAkkkeVkkUd8UY9k/kTqW4jHsDbtwt1oarvl/ulRP6k8EBM3oBsswA8YDED8zol2Vs2n25daC/SUE/63q6WWB/VlCoijDqiIx6ZR0WAydSmscbkWVOtcCE/zKzKiLUGg5RLaxdqVl+lQajJP8x1VTQaCI+u9iO1No0dBuShoYalp466oPq+qlPTUZACxtxBAbPEk+Sx1FW7JrlV3d455oljCcmiVOQEs55sMnHgFVx7Y1a2727cccW5dx3+lpKhDTNFRUsIapcUsa8gChABkZ+z7dapRU11RW1P60qK9UExJlUqoBkk7Gc+CPto5sTMLnSt5RBIuSLjeVegHIWgxss8qZcW4o14nSpvQdmXdDfbKSJ4xLE8yLCZIVj/AAJgMf3f9R061llS3XHjDGTSMDyeSRmYSuqtjB9uzplsKzX26SWwOZ6Z6oRNKsnp45Mv0jH88nrUibno4oKNpqaH1Iv15ND6jOTiJY+I7OeWOtPs5MKamktVz+MNbzpS4lEAFWltNBUQ0gXnDk8IGCtzX6sZ/M+dGFZZIqCRLdcOFbUXC0rUJLSwMFGQHKZ78eCT50yQvb2llooZIo52TOFAOCxwGYe41M8lXyo9gV6LLW1Dwm1VIp4WyzKShPHrIAJJ78DQ3Fp9xhTaU1oa8vu1HpEPEJpTLqADY18hUekQVZq6qtVVUVFtgUSUMqTRKhCEEAFeWT5JH9mpVve0q2f4m2mptlqhj/pLTCtQzETUJq8K7pIUB7IUkDxjQhBZfXq9wW50Z5bcsT/L8PTcJzaJ2c5yRjj17am+nvDxfDDbd9t8UdsmtNbBAxpX9RQ6MYmSYAdQ9/V39I79tCNocSW2tDsuLq6h/wBSapr3jhAfHJ9ad1xnU7p7wCDlxhs338FL+Gut+oLhb4oFheSC2rGyFkXi7KZiwI4uOS4HXQ1GV429Q19vt+56Coul1oHmjpLujQileKaIHkzBe1V/uOj199G25bzfN/0ktoq7rRpuOzLUVC00ULBKylqVZHpj9RU8V8nvkMN1qP8AbVwqLI9Lc6yuq6m1VSEVdMrgKy+HjIUYLRYwp841EwU4oJbemHQXEfdApUUyrS9RdJ45xHwwz24VLXVadOI7eYuDxiQNoxWC2JVbQ3XAK3ad0cLQVtQ/L0/VXOTk5Qg9EHsYz4Opmh23aP1c+4N+W+iko9vrOlHVxqXepoQq4eWNRj2/D3nAOohslo27t+6wVVXDPc9hbhjSotkNSGnanr4VODMWGYy34U5HGSAe9SjtLc9mpIrPZK2nqKSzVdNIaZrhUq7086sQ1NUZYnkATxJPEAYGk/aIuLX0srvXuaW/NS9QugIUKEHOAGLlSzvsg0JqaW7exVqEUoTCXfF02/Z4aK72ylpFg3LUQGpppact+s6aIDJbGFRlQjiW8gYI0O0d521cb/VNNXV09xW7oLXNAGiaJuJxSSHiMUwZeP1dEEd64X+pupS//Dc08FTUWuAVtjk5EySxci5jkx4RVOAw8j+Googr6+hrZrqjgy3ah5xyciXir6bHHo+BlV4/ck6n4TgiXJUpKjvaGuYNCk+Fj2EdkuRwhKmVbyjvca5g0IPh6Qnu+/K2Gu3XE9uUy3J1a50kkrO9I6EqDTfukhhkkDvydMK7gjvG3DZrnKa230Fxjq7ZVlmeZ5JWPJJCRkf9r38H8xNpbluauN8uEcsd1jb1JpGCxrMzDtRx6Cn8vB70+01ZDDR1EU7QUsJpuMqE/WJmdcBCPOe+z51ZwweXYZSEp643SaHIgUqD2eRveHNGFtIbSd3rCniBSHTdUlpul+nnNI8vyycKhAvTBvrUR+xYZ8jx41J1iuJuPwite31Jo2oK2oigFK5ikjjRC0TcgcrIvIZ+51Fe5ritHdaiEzRotSUFE3HH/Nr+PwMhs/xGmVKiTa9ypL5C7SzPKgqadTgVRyO1XOAwIHf9XUaawn7ZKNJyKaKTWpyB+dPqsemMNEwyjim/kbQa72vZXcddFVs883QVgpzMsCKpyO/rJ895OmKyS3aKNaGtrWNnjlaogpJDiOB5CSXcn35N5Jwo1xmNTdaiqu1W7Rz1btKED80gdiSSufcZ07bXhhvVxp9tyyJU1FZxixgFZUJwzY8ED3/Ma7qZQxI7tPdF+VBmOz6tElTaG5YAj3R8IszvuxRXmk2j8PrZVPGJTHNUNA3FZKaFQx5svfEvgjB86PI5tqb0rajZd/pY6+tsRhnlhnjJRS6kI4JwCSvnB1CtRuGls9Nujc1tnEVPbIRYbbUIwPyhQcSRkHvl2Af59aD7zuyq+HE1o3Vd7pVVc1NCauvhhAaW5V88eKeByMDHp5JPSg4zjVPLwGYmGghtRCk1KaV3is9Y5cqDtisZzBTNt9FStKihGajQnyoO2Df9Ib4iV3wss9r2/sWmoKarvbvD6cbLFUKgGMpGq54/1n9vA7Op7/QZ27f7B8KrnLuSoFRWXS9zVzMCeg8MKYwfAHDr8u9fMOeh3RvT4jDeG9qySKsuyEmOJSfk6SMgiCNVDH8J7x3kk6+un6LFPbabYlfFaonipxcmA5pIjMRDGM/tQGPWBnx1jVk4Dss5huBoffcR0iiagGqjexPZTwirtucQw7DJpOz7LKlTCgFLX91AFwlP5teNByizw8azWDxrNdYRoxvHWqVfGyL4oy7rrBtmqoqSjWoomgkBIqGXgBJHJyVkKsx9sHGrqnwTqp/xkit14r7hbGuT0ktPUUDu1LOIpozlCufsCO8HyNKu1r/RSzaikEb4zG8MjekNexzvRzpWQKbuoqMxFbbvP+kRBU0YdqJSlQ4VaMIVqF4EgP6mCQB2cY8aErvXfGGS922t3FY556mkhqFWotzPAQr8SVwjMreB32dGu7Kf4f3apgjrt61fr2qvEZU1ADxSMMP+6D+E/wADqMavce0pGpJbfuLc0U1O9QkcMxADhQQMdgENjIOeh51CwdPTISpEsitCCQ0oZ866iL2kCl0AoaST+RWvOH4fEb4i2udIjR3OGPgzN8wFlwR+EHkgbH37zpoufxKW4V9O246C11dVLBJGhlpHWQqCGwDn277Gmg/Efcv6vWOC5XKKtMJKxTyRPErDrBYAkjTDV7331cZYY6qup8xQN9Rp0kdWf6TglR1pjltngVb6pdCeYJSfQwbbwkL63RAcwSD6Q0XX040rasypLGWkdIqUYKK3aqOjkL40jFJTTGKrMtQrBPDPgfVjyB76da67XS7PAlZJApoyMGnpo4TKGTB9THkZ7/jpgp7XTGFqWYyTLFJlebkkDyO9N0slSWgHDQ8r28IYZdBAG8KHtrGQwxK9YlUkawrJkZOcpjOWB68/x1ks8MjUtRSzoIQ2WCAHmpUgYx4702xVKJd6qB6aWWEhAjmMGMEDsAnznTmlTUtFGtNRCJ/pLJIVXimSPbPepq2ig1p9UiRu0Fo7PWJUmWlWOYkKAWVSBhgfDHXCllq/lqZKSMSRr9DtLJ9XFcjIxnJzrZ6i4usssaRLEEPHkSW5g4OR4xrLevyKQ2+RoubIWAj+nvOSQCc4ydaFICLeGfbHiTnHeOCdJJJUEcfq4LdZOQMZPsdBm8tzx7NsLXS5VDVHy8sKyiJfqVZHxzYAHiqg5LHoDs6KdxXYWKw3C9FQwoaaSoKnwfTUnGoSlrt+1Vwl+IfwhuVPuOknoon3DYmhEFVBDHjkxp5ziSL0/LZB9xnxpL2r2s/ZLSQgAuKyrYeNCAeFYWNosbVJJSyyneWvKuVO3KvARI9s3DabtDWzUssvqFUK+pIfQlLLlfSk6Vs+4HYPto3oJKCianr5IYhWcQIWlIbgzDJxny32/t0R/E7ftNQ/BWP9QWizbfo77RRPSUCUz1VQ0UxAZjNhYonxkjGSNAtEtILdDUXGKOIxe8hDcSOgc/c6F+z3a+Z2ik3VTje6UKpY3Of1asEsNemnQoTSAOF6k0JBrQAZ8KiFq1JWsrZ6qdG9RxICBhu17yfc51wlqoKsUlVFJKFWQPxCkcgQRggjW/OOOvDrKgiaLHBQCeQPnI/I651NRHX0cyRrOvBvKqUOUOeifY6slKKEW+soKCwoIVmeeaSSA0renxGHdlVW5eRjs9aQW751qNo6Y06RoDHBxy3EL13jo4OnA1FWZY1jpiY2BLOzgYPt1570kgSf06imo2hgZHOOI58WbvsdawPdoANOcZhzguJo6yCAQU/zLwktI0ZkDFCO+zxGe+iNdq+87gjszUJrquoiUf5JHEWQWz2UC5xk+/jTRN6kM1Ik0rs0jFMogA7XvsZwNdTQrGk7q0sxky3F3JGcYwPtrgWGSQpQB8/6RxMu2c017YUSx08qU0dSfUFPj0BLIX9MqMDhyJwQPt7aYY8wxVy07egUmdw7J6sh8MSo9x9tOEMFE9PTVNZEiSBRjmQeLEYwCffXWOoMVbUM0qcCqFAmeXQIOSM513QkIqEj6rG4QlNKACE8tJVyVFJcIlkkR1ZC/AoWGMhQcAdn7nTidr3CSMU0KQ0klYhlaSqq0Hph/wB7pn7B8jGm+aoirI6eqT11WKUNx4suf3fqB9u+tONPaJLqouC/J00w5wcKyoEZMZYZJA5dHyNcnnlISCpQA7PCOTqikV3gO79YK7Fa6Svt1NVz7mtVIwCmZIopaklkJBCleIDj2PjOjCybb21c62spqW7XWulRU9UUVvxhZVP1Fn6DHHkaFNsbeqKq0zW2i3RaoFt9Q8MaQxyTKqkg5+lR5GcZOplse0tv3O9/qaPdF1q53ozO6wBoIwsTYGDxGT9XQznSDjmKJYK/45tXJOQ59X4wpYliAQmpcV3Cw/8AX4xxTZNmgktscVpv9XB8zBT1FRVzR06ojgqZGGVY4z7ZOpYo/ht8O6GSaKlt9LLUyIGczymZiF6Vm5MTj7nUHb1s9o2xYrzbKWnvfzVuoUuEFZcKppo6lUkzIoRpPK+DkdBhjRtYblsynulkqrVt2jpf1/QuVrZalEctCQxhK5ZiMkn+OknEvtj8uJhp1e7fK1aUVU9bhXLhlCxOOvuNF5taqd97VvfhwhvqZ9sw/C+5teorbbLlb5XppHpowFFRDJiErgFsN9OCfvoIvt8EvxC2ru6CExw3Cgp45p4eQlmlVvTdWyAMKGGDn+Ol9jvdotV737tzcLSLR1AnqUZ4xIekDH0uC/UoB+nrPWo0qq97jtS01UMtQRZ6yWEIq/sylSokRzkZDBlwB9tM+D4apK1b1SFanKjiNOxQAg5hkoSOsbHwotOneIMzTtQ7Av8ARy09dTPYNwR1C+tIJGWJp1bOMtjmp848HzoqukEcW+91o0Fup47ltxZlSQ85SI1J6PvjOfyOgqo3hcNx2fesdots8FXdbapWOVowUaAcZJT22RxwR9/y0ST081Vuqx19PBQwpddryxmUhpSxaPyh6wevGdZXLuocV0w3Sa+O6hXHik+caql1IeUFihNfRKvUGKzbOulRRbMuNoNXLC9HevmYViQOyj0lyUU58sM99E6hb45fGpqC+G/WKSurtu3Nay33StiX0S4mCq0ZkxyQYDA9KMjGdHspvFBctw0Nh9L594FlpkkyITJjH1YyRn7jVL4pdz7AuMsdbS1HqtULLW09YWelqxVzuGRoWyMIMMGTo+507YuGpclafvVJOl6E+kcfaA880hEtLAjpTc3GdLb2QNRrpE0fDnbmwLTtyPcVkvN0qw1GzQQ0UfOWkgYZEcjKPTPEAY55ONfTj4JfEOx7nptuXa9VkCXF9sU8sYZAjtzPKVjxHEELx5DPnxr5JWu+en8OZbDSU5p6quulRL6cTSU8UML+AqjAcH8Kqc4Htq+n6M1/r7H8MLnctx200bWehjtVumYBmrGqMAERAc1HhTyHnSDim7OS5bFcrU4qIGd4WMPkw2VMrdJUQUgVqBkK2sPjFvtp7i25Vzbj35aqurvcMsjtHIsXFYYYFw0UWQoKl1JDZJbP20mmvg3Zujb96jt8kEFpRJgtW6wutTcUKImASC3A9jyM6jS1VsFlo6rbdPPOKKohpaUUyp+zjhowXrJVAAI5FuBJ6zrjWXqW67coqn9XtFOav9bsahkXjOXMVGOj0FAyM+w0G/YADynBU16qSdElNLiwyqO2C37LNFq3uQPAU9Yla/7n3VcrduKlo4qSKmkmjtVtYOxleplHCUlgOPFWPn2AOqVR/D25iamt9WJkrTczbwtOiTo4QhJZeX73Fs/UwBGNXvotoX9J7EFmo0t9sSSd0POWSorJR/lS30gD6mOO8k6jWGw+jd9336id6el29DUQQ0tHSnjJPMBPK6qwLMxJ/dPZJ1L2X2iaw1LrUrugGhtxrujvOffHfCsXRKBaGBaleF8gPj3xXfaW1Y7T8TEsvo1H6vq7iY6fBLho6ZgrlinYIHnrAyO9GXxQs9DYbS1Dt+jlFFBd6h1deU7xRRBA5fkSePInJPfepr2bt+wWG97dt/yVVUXS4W+qrKyreTIpzOUk9Nuwyh2P0gey6V7v2ltqlmntNrpwi1FtussyQS/tfWlCuTyZvpYnxk6LvbXl7FmlrBISkdiqEjePDlBA4+pU6klNkjXWlb/KKq0FXQRVywrJDHLJE7/UvlY/qPYHR61NFvvUdq2Pb6qQ1U81o3KZCwiZuEVS/PvjhVVVkwCfOq/bavFG0scVwaGOYK2UjzIwQKR9QAP1Z8gZ1YXZkiXDZu76GNaipNfS09zhj4ZKFocDsgcRmPrPedMG1baUpSViwKa9hsb9hg7jxAShSsgR529DDXeYfR+N8sM1LKtp3BQSRL9SqJZKoAqcBsEKy+599MNhiuFDYtzbUktHpTryq6eOnnCO0lJJ9eM4BDY5Mp/EOvfXX4lWOooNu7X3fDTyU3qCJI4p5QVhmmTOFZCSAx9j4PjTTUbcq71dxDua6Q0MdZw+WrVkklgmilAEqllKftMgAZ7z5/OJLpZdkkLUsboABzJq2cwAb2ziGltp6VqVVFADa9UHP5+UbXk3e21kF1pquClESKaeSlj+oNITgBie18gKRlTkHI1DFNRVUYqqivuzo8VW+IzgRiSVs5aMALls+NWCvW2q2jiWz7xjRq2mAlo5UTjHUqvSSp5xOFxyXww/PUYXS2VtLUozRxLxb1HUjIlTBIcH+t+f8tMeATrZb3QQSdRS4zsfWDmFPIWgbtzTxESLsv4nWaw2W7bc3VTT1lqqQI5IEH1Izj6mB6PHB5Er2Mdd6GN80MlvutWyQU1fbL7SQG2zsxET08ZHENyLMZE8kkAvkaj4xJXNRzJNLJUSO8kchTCrGD2jD2Ht32dFU25dlWbaVzsm7qymoYKeaOtp6yrfikFU5wE5Hx6ucKo/e1yfwpiTmTPNAne98aadYDTnxjlNybUs8Z4G33hppfkRBJRb1mo9xUG4a16RqynMNG8yZEssKjiUn+7BT9IHkaat6W6ptFJfrFapp3nt1Qtyp6xsAvBN9Z4tjBwCAAPBGNRrZdx2m/J6FuraWUicvP6a82bC5Gc9q/HvP9mia532or7TR09VKtXDHBNComRomlgVgyBnXAAjGcZ7bUxvDUtvtusAbuXKxqPiKc43alWqpdl6FBt51Hx8Y5UUy3Shpp6SV4oFwXwO3KjDKc+O/J0PX2po6qBGpGWnqnKBY2+mSVFbpGxkhSfB0nqbrNbahLikLpQ1RI+X7LSMB06+yr+XWdb2+qFVwuwdTXVEqg06KHIjU48eR0ck560ytyykK6bTT5GDm5S4h1jls9TSzGQOZ6slHgnJZkmC/hA74jrIOtaCj5tSmrkkmmwsi1Eb5iR4+uA/PHR++lwtskM63KRwKx2zKI1+mRFzhcHxgeTpzoflJ6MSQRmOKTLFCvEqffo+O9Q3HglPUrQ/X1xjStLJj2enmM3qRv8AsCrCWID8RPuD7YH9uuULzwuo29NJbqqiaMw1EK8QqsfqUH3yMgj89cA9XxSj+aT1i/ISBRhowc8QP62Os/z08U7m3TrcHZUoKNHnqAe2JXHEg/x6P31DdJSihv8AHt7co5OZUN4J6rcVjoLHBYrrTmio7RNPV3VZuIFXUtg/QBnlzGFHv3qD5F3BuS5vu+viCxNIWpKJjy4oSQAg8A48E+w1zqIK3d1d+vrlMtLRxyH5KOVM+pIzZDsCcnPsNSxYLFfL3eaFKNaYBKiGWKOdGKgwHnIWKkdKgz/HGoTTLWHoVMKIyJv4nxPgBEZbTUkyp1WYBPZqYkDYlRuqzW+ZVqobPVGdkmCwJJVRlQOP7WQkAlCGACkd951fn9G6qqqvaVzkq7hNcpBc3BlnkWRh+yjyo44CgHviAMZ1EdP8Odl1pN1uVmppq6sWN6mVwSXcIqgkZxniAOvYDVlPhPaLVZrFU0tpo4KKE1JYpBGsaluCjJCgZOAOz3pSw/brBsTKZOVkQh8iqnKi9BemZoe6PizF8Bx5WKu4ziM8VtKJo3Q0AOXLqjlEpDxrNe6zRqOMakfSdUj+LWxKu6bw3TcaiSmpaSrWglhemRo60y0kYPKSZT2uQAqYwAPz1dw+OvfVIfj1uu601/utitLx0UojhJqHX5iaQcFZlhgXs5HRZiADpc2nEyZZCJYgEqFSdBc+tIb9jG3XJxaGs9034XTESXr4N3u4zxvdr5FWUn6wjkp45oGZ4Q44jvkAzAE9/Y6Zrl8FbHZai3Lf9wwRmeeZYppokhkPRfihLYOF/LxqXbg28r8tvnIFhoYayllZPplqpwrfhbyqKffydO++bhtq3i1SbhFK/KuxTpU8BycRsTwLDGQPP5aQWtpsWbcbYD1a1FEBNR5Urxi00YxPtKS0HK8kgE+lKxWjcG0dtWe50kFmuaXWnqIZhO6yJzicEFAOKt0e8++mJ9mVNVeXS3UsrU3yYIMSzTMJuX5onR+3jUh1/wAYq2mlgeg29RwTxtMMLMrowwQpyqr56OmT+nPxt3HLTvbaFIah4peK00ZCDIHl3A8df26eJSZxlLYU6Upt7y1gV50Ahrl5rEgnecoOa1AeUMUHwt3bVXCpEVDIqiOHAZFi455Akl37B85xrw/DC60dTXvcLhQUiI44rU1KIy/QMY4g5GR/HRJ/QD4z7gkc3O4xUtT8uj8Z6l2TtuwRGBoYvXw9/VEky1e4baapJITMh9SQmMqS3ELkls+M6my+LuOOdEZtBOVEJKvOJTWKrUsIMwmtaUSkqgCr7X+rrPSyC4UVZVGaNZIKZnYKhPbh2UDr7aQZnFxxhfRMPn97kG+3jHeu8lDVGRaaj4z04UKHdWRjKH7wO8rjGPfSea3XVBIamoiimxIEwmSoOCMjOMj89OsuobtFKBJ42N+Qhml1kpBJr2inlCZaaeajq6aaU/U8nFoxxKqewM68aWiM0E3JHqIwEYjtwHXx13+evZqEYWWWWR3GQAG4ozMMdqNIbrQvDFBJRKmYZEdl/C0hXAHY8471ORuqVQnOJFYY96WaXeNgltsEEgy7KVlPppIvEqQynp1IPg6iWk2tuevrTI1cKEyJVwLJV1HoRR05jijWBZVA5pzjZuLd/V1kY1PUdRVLVPKFqpVMqIFKqECkdsB5xpzh9CVpoWCP6UvIqQGwT2OvuNKu02ysvibVPdWMlZ+INvQwInMIS5MonWTuupyOY4XTrAPeYrzvCz2nbU+Z7fZqFKKMB2jo2dSeUmSA7ufcqAMDo6ddu217TapaS9zrVtTyufWlx/k/xD+SjoZyeu+9OyQQ1XqmsSSIQTkrmQgYHYPR8H7a6okSVs0cqRCEojKSQSWPRyDrXZnZKTwNpSJckqNySe+wy8o7sSSkuB55ZUqlOAFTU0SLZ6mp5x488LVNLUwTr6eGyqgHmGGQR1n29tby1C1qVFKIZwOPEsBxzyGfpJOk81VS1MUNRST8UimBbgv4gpwR48aXfNmWZqcQTMvDJfACnPWASfI86aSmwtlBCOMctYsFMtPThkwqszvghQPPvnWkYcVlTHCYY5XCyPgZbJBAJ/s0kpapoLcpoljEcLmImaTGMNg995OlPKf9ZqESMepC2ZFw34CMA+D763KaE2GsejyoNVT00JqZWkcSIrGJAOycE476Gla0CLM85klZ3ABy5xhfGAOhpLUwV0FvlPrtUSLlgGCpnvOM48AawGzOjXKSrXlEjI5aU4A8sPsTrUk7tjysIwaCNKeKlFGstyiijMbn8bBgvFvpOT762nqoaWr+a9XlF6JX0415NnIOeu/fXUmgJ9MU5mjZDKXCF48dHsnoHQrVbiEjU1VR0rmVXmjVeWFyBj6lHnx766tNFxVhGApJ1gsuN3espTQyNUPCo59AqiekQwBPWP4aNqPel0Z4ohbLSYjGWaeelj5ZGOI+kd51EtJDuK7epS2ygT1KkB6pWGFJdcdcyATkeBpxaw79WjoZZKSanWMj1OMeFCgEeRyBA/jjUWbw+UWOjdUkHmeOukRnksL6iiKxYr4W3y61NZuC0WavsFpmLxVHVE3AtKpGc5RSwbyverM0dvqXjpZq67RyVUEfF5aVI4lYsByOCW6JGRr5lxw3Wj3FKstwUSVdMVMTfi4r7AHAH5aV0Y3JYbY1JbpIBwkASSX6m9Nz9XIZHj+OkfHvZ8J57pGJhKd6lt3iKG+cKmJ7J/albyF0ry+MWt+I9vt1vudyWjuyVFXVQPVxJWVJlSGo4YaN0zhYp0U4HQ5DrvUM2ndm3KGw0qVIiFwpqmKrtNQsXMc27mh5d4VgP4aC7fcClKhV6JKyqiZKuWslPKYRS/s09FWPF1BJUDojz50sYxUMZ/WsMFJLFOSiqBwQsfp458BgQRolhuzwl5f7I+oqIpcUBtbw+BidhuFhtP2d01Ip5fXhE+b+3PQfOWP4i2SnknR4RFVRxKuGUqfpIHjkCyjI1XC4XeqnoDVU1qm7mWeKF5ePo/UR9QzhiEPH3/LUybIq5b5De9nz1DPBcKVam3xkDhFUU+WKqfP1fbUYXGBZqSWKcN19RGeJypzj+0a6bOy7copUotNSgilz7punhlUjuiVg0t0IVLuGpSbflzHhlDx8OKm4x3upjFuSSS6UdXBPFJPw5Fo/oXwcA49vfRHJuGuptq7CukctNbmpIZbe0UylmRY39JgRnrI8H+eguzy18e5bPcaVBGKeZSzPLxB5/TghfIwx093V5bftCopcxUsts3BWft3zM2HAkBCnsoT+HOu+Iyza55CyBenopPPiI2nGh9rQSM6eih8YiKpL0++opVkPCqgZMxDOeOfPnXm49v2y9WuRqyOoMlJKWjqplzJH32Yyfb2HRH5azcdSUvFmuIcN+1KmRFKnD49vcaJJIJOFapjqBzBZZHcMPw+VXPgfbTO4yhTaUuAEECoOtDSDUww28yG3kggjIwxWfa1mtUzyQUMD1CIGSqqnEkx5DOSCPoGfZcam7Y+5bTQ7ApqKUnlTXKquNW4HL11phyQR+SQXIAB99RXDxaGmrI1pkMwRZJJunYY+33z7aLdo1NHb6u4xTBVWcxSs6ZKmKEFmCqM8eTBR+egeK4cwZPom00CSDQcrfGsCpnDpdEuGmUBIBrQCnL4w5/EG7VaVdslsrvn5X5SsdYiJpVn/AG0wHPAwXIB9+sa5SVm7Lw1HtapoIav1GHzvqMEEyMmF4AZ4elGMHP5+/em2a5w3ytprxUJVCGjf5h0KlSxycgqehzc+Doltl5r7Va6i+TW9nut/lmt1sWQgoc/5aQ4yRlfpTrzoetgMSqG9wFQBz4nK9RkKnlEdbIaZCadb4n5C8Wgm3PdYqy1U1urbdSWqhohWXOZwZUWm9PjGofICsSM9Z6H89RDc/i69TuudYbjLHaopuUElviEi3NmgwI3yrcF5Hz+Q0zV1ZPZNl0uxrLUUaVlS+LkyD1RTxQHi0XIEAcVHHGOhnQttxrBar815uPqLUQ0ObXTxRY9cxuVV2JBHRbOPOknDNnJVtDj7qN7MJAFzf3j26cBeFWSwJnoy+tJVoOJ5nt04C8TItPWbLoaO6XKKqu+49yV8DGj+YKiOJVKKMZwERSOWNEdp2fbrNvGRJ/lmu1da6isqHfpPmJGWMHiT0qqAo+4GhWlslftuwR7k3NLU3vctfJGKSlnqOLxwmQMRkDChVyScdDrU8Pb9n0V0iqqqGiiuNTCUjaZlMzxIeTKC5JKqTpVxaf6Ako629vAlIsSMgP5U5c4Czz/RLUEAdYEVGRpoB+EDXWKb09O1ugoqD1A1wtFWHqY6KDkk/oVagdlchT6jE4OcDUu7AaKn3ZVsIq5ku9HV0/y7Rsi/4pUMoZFcLhSj9HPetJ7+lLPddhW27wLdbpcKut+bgiPGnpwVfggwwaTHX2HZ1IFsvFg3ZfqHdFvFbN+pvmKATspSnmMqKWKfuyHkOOR4OdFsXxZ9cuelbO6Qb31uNBYqy1oIlT2KOFohwdUjP08TlAXuKw7q3L8IlscVtNFcqNw8S1xRQRTyngBxLYZ0xj30Mf0Yp71RxWW+U0VNuG3QQzS2skiCeRlIWanl4gNPjzx6HhvvqZ2ue47LXzVu7KYVdsaYvSy0ikmkjP4VmjBJYr7yDI/LSrddlsu/bVSxU1S/rrItTRVdHJxkhdDnkXHYX2ZT+LxoLKY8/L7raqBsqKgpNTulWYzy4ix1HOMxiT7IBWaIJJBF6E6fpFXLnJDNLSWreU1QaqAPBaa0h80cnRMNQvgDofWfH7pxocv1BVVLG1XaR4LrTuJAYjiORD+8pHRU+SP3vI71KFfXpU3OfaW+Ilt+4mZo6a5TcfRrqZThXlQHpD7e4Og2tsQ24JLBeY5Y4kJlp6lj6kkDMc5DZ+uBj4x+H8tWVhk5u7uisxSlDX7yNKcRx5w74fMVIpY52yPNPxHoc4YvjybRt1XeJXmnjooC88ZILFVOTICfJA8exGqY/EveVwqbw91u9nF62Xd44FiIczrTMDgsTHkxS+4P9+rrfF3a+59xbVqLBbKyKgqp4mVzIAYqumlUghJf3M+eXePsNfP1LdvLZ1xmsltomo5J6appZ4IY8rLCAgR2Q5Xk31fWPI99GcTxVXRby8qZ8YVtun5qZdZlE1S0czkkn8wypwOZieqttobR2Wl22jbKzjVCAQXKoqPl5ZOTqqlRyMsqLnwRxI1ZaaiW4U8JeaRF9PsRtgMWUdn+HkfnqkdbT3Xdlp25tO3UJMtrt8NO3GNWmeaPzl8lQgGMBjq3u1mvNstFPbNyLSR3CNO4aNmZETwueX958A+NZ2fmXHAd2oApS1sr0gnsShLKnEJKlVvvXIsSM8qkXtDgI2gmnUwvPMkSRw+o37OXA/uP3ONMj2GGzV4vixgR45OiAkxOfdQPK/caKXpFjoJUrJpJcqxeQHDAeRxx4x7a9payBhDSOTmaPlFzBBdB5z9j986a25laQSjLI84sQEwgglgu7y1VumHrBfTWYHIjBwelPR/I695wHnWRTuYkBiqC2QnR+psEfiHuftplnNfBNE1gQ/JO7QuvDjwfJGRn93Okl1vdyovTpJAUqyOCQRoHjm5e+PIH8TrumXJpuG3A5gc4wEk9UQTVz0FBbYaymWELBxMJY8cKfPEn3I/t0PyVdbuT1al0eOyxMrxwNhWrXTOM+/DPt76RfqWWVFq9zFpZJQyU9HH0ideCR0D9vbRTbYIq6GGeWKWMUWEhiYkYKDHf9b/Vrk6y2Eg1rQ3Py+cb1CcrmNaNUpKZamqpjFE0gKwDMhjLfvDGf7B41ZSGqh+G1otVRPbpblc7xz/YQMokgp3QhemIyXY5IBz/AGaBfhvbaV4qndm4YjFbbS4IgYgmWoPaRA+4z2fto8stbbq65x3+6VdPLdrxJPTWmkDckSqjwVX3C4AOB7DvVebVTyX1KZUklCK71K3NKhNuGajCTtROpLKkKBKBnTU6Aepix1TvHadnjSC7Xeio5EiQsk86KyjAH1DPR9v46nT4Qbhsu4rFWVdiq462nirGiaWI5jLhEJCt4bAI7GRnrXz7pdn7js1Gq10FjtkoYmd7hXxxySzyEsz5jRsls+WPI6ut+jfDUQbPuAqai3VLG5P3ban5mED0o+i2Fw3uRjxjUDBtk8AkSmck5/pXyPdCSAK531pHyS9tRjs7MGVmpDoWb9YqBNsrc4sTrNYNZpljaNT4GqMfFWl3dD8StzV1khDwT0VNH+1hjSBSsY5OZSfUkbHWF+kAYxnvV5j41QP487h+ItZva+bU2rRyJT+hCoq4Ysv+0iDNh2+gY/mdBseaddlwhvduRXeNAB9Uh32DZW9PONopdBrvGgpVMOlLZ9zwUjT7hvj1clRV07Rx08KQw06DA4ICGY/fLE9nTXd/hzT1k0U98vFyukZrxLHDPKojjDn8ICKDgDod5xoMqbd8X9xWSnnr62C2QRimn/Z4EjmNlI5cMn6j5GexqRK/bm4JZaO4Xi+zSCkrYJflqSNYIXPLjxY/UzL9WfPeNVQ6lyVc30zKAo1ruDLhSgtWH95n7OpTiXkhRH3a28BrCS7wbG2RX2hDb1ikqZZli9KnaeRysZOOQDY/LJ0w3/4h3aC+2622yyz081RT1EsHzMTszplFJEcY6IJ8Mw61L9xytTRTjvjUcMf/ABFKn+zzof3Nuexbcq6Ge7VaREiYKgPKRyQMBVHZzqDITfSuIDjJdWQcyTx0/rGkvMb66LbLiuZPp/WIHvD7+uu4Y7ZdIq9pKukEqJEnCP0w/Eg8CFU5OcOxx76ErvZJNtXeWkv1O0Zkpo6gMpQqckrxL+OX9YKpP2Oi3dfxjuFVcOFiVaCIQSx+qzK8p+pScYyFI9/ONV7ud/SurVrq2sEzsJcuzl2PHBPkk9atzZ7Cp9xKS82ltNMhnX4ecWHhElNEBTqUtp4DP5CHeO+TyCqgjgWnRZ3ClTksh7U8j9R6Pg4/hodiqY57dJUKxkUCQEjJJKEj+JOkJv1vRJaqFmljKRyD01JLczxyOu/5eNaJeCpaOmo55QZyp+nhxDDPLv21YTMlue4nhDU00hIomHCc/OW5JEd4sqkmR0wxg/y13rPmAYGgCkiZQeR/dPRxj30yR1N6ngWKGhXi0br9b/UHBwBgeQfy0sqLbu9TFBUS0UTIgkqSmZQi5DDv2OD2PY9a6lAQaKUBnrG6nAnOHCR50r4Y/TPpvG2Xz7gjAxraNI46qYqoUuEdjjBJ7Hf9mmeax3idXqam5v6bOfTWNAhBHZAb+rjA00023KyptoiqKyaJ3ILfWXOM5xnr21slppSalwcMjHgagGHt46eevq6aukWRHjSQRH6QEHRz3g96axdLfDcYZKnjTxsskcQDK0bgEYYkZwT7Z1lTtP15o6gVknIDg4ftWT7Yz1r2Xa9rpKKJIII5WhYH9uxAIJ+r+ePGpKDLUusmvdSN6jWHC53O2iGejFUIpBF6mYxkhQfbAI10N8pxLTQxRSy+uCeSqesDPf8AHStZaCOFqmGNTwTOET6sfYYGk8ZmDfNU/rBGQfsZAFRfcn7g6jJ3KUINuJjFdRCBo5/QqiKM1bO7SRrMAAM+Bj3711iikevts9aY6AFjGxGWwXX+qCM4I7/LS6mqqyX6JFhWQqZFCuT9BOFOMa4VXzENHHNXyxh0dPqjjJAYnAIzn2OslSidxVBW3iKRhQJFKxINu2l8qldV3qnTc9tqSH50MrJLAvHGAucqM+QVxn30+7e+G9i3LYaeXbdbTOzRAy2m54DxsT2mR0TkeR3qMbea+hr6VKaurVmTMplib0+QRh0zqPfOCD51IFom25uKMw7ronFclSzLOkoiq0dW5Kw8Ry48jGDpSxRucaBWh06Gw9Uk07wQYX55l9s76D9flPqCI7XTZUlncw3e1yW5h0WgYSRHv7HIA/nnSWeC9RW9YrRX0tVTxSxzmnliT1HAbJUJIMnPvxbOpYs25rtZrtTx0ldR7jtKxyRVcPUdyjDDkhkRyM44nOfPtp7rYPhP8QqavpLbzprjCuZIoEeCoVscu0IAIwPPjSoraKZZUPtTZUm1SBUDtSbjxgEvHFtg/aUAgai9O0GhEQ4k1BW1rUN72lLSP6fM1FLN8qC2cYVZTwJ/IHSy2W+x2WkMdPfaqyrC7gi4B0UdkjMyFox57z7asm/w9tU1JFJaJ57fzjVvT5evCcr7xSBl9+8Y0J2HbV3tF5rtvRUlmqbYssddURxZimaaXokwtyUB1ByegToUra2WebX0JIpcprwzPWqIhO7RNFG+1W2n9a+EQhVU9yum6LJRzXi2mmuaz0tNXzRxVcck7gMqoQEdsgE5zqZbB8PvhxeKLcO0mtkIraap9GrmanMUhkZFZZYw5J4ewKnicEe2ol+MsVbbloa24261bfraaub5eeGJpjU0jA8UjdVAimUAE/n40V7e3NI9vF3apqKy9W+DlS1PDk9bFGuWppo1x+1x4+/ke+puIJm5qQam5VZSDbq8QagkixFM+GehjLyZmYZEw0ogcrX0Nsx9cY6VH/yUVFouNn+I9tobZdaCoFDJOacRyTAkLBUJxHIo2ASfAwdQM8NvqEq0SSjqzRVLqlRTuHSenPaOD7keOvA1K+/7RYfibaYPiftO3GqqOKQXNZ39FljizkBWOS8bewH1agi2rSW281IEaqjKj8SB6eDkMBkeSPP56adlZYFhbwWrpPvIJqEqGYF6gH0pwhgwBmqVOhR3q3SdCMx9fCH627iisN0orlA/7SGdGQIpbJByRgfcZGnrfdNSC71UtLBI1Bck+bhHHjmKYZI9vDZHWhquq6ekOYuUyHiUEaliVbx+XXvovlrXvG0o1WGR6iyy8ckcf8Vn8ZJ/qv1/A6NzCejfamkjPqnvy8DBx4brqHx2Hvy84ji3V1Y9D61LHFGIlHoO7nwo6LjGR2NFdfcZKurvzSyxQ/Orb7ipQF1Z5UMZCcusADP56Dqa3zCCf0lhaoeRg8sucN34Kr10DjT5IZKOqpwkcUUVVbTCzICVU0z/AEYHgEg/2aJTTLZdBRSv9D8I6TDYUpKh9ZfKI83YxnsFPVx1DzGmmRubR8CcHBx15zotiiaWoSdKeVllgGZGl6z5H0578+dMV/Pr7arkE805j5EmWPj+E+3Q6+2nqzU1JVWy31kinn8uoALn94DIxnU9xYCB3/PlBA+54wkgbFtHL5dWp5cNLUqOyrdnA/uOn2nrVorlIY40BqKVI2mjJ7KNy48fOTkd/lpPD6SNVLWpAqpJyXwRwwCCc++udXcacNS3BJy0Cn6lRC/IOMA5xkY1ycAdJTT6ziMpAVQGH6mH9IKVrLSRz8p5uUx4mMhYPqzk4+kAFvONGi7uMG4qe5UdvWa22emaG3iVwvCXGI5CveSzEsf5aFKe6GkoKqkjo53ku1KYo6kYWNYGOHC98gz+M4xjTZSyV0iUVPb4UCR4Deo+QMDBIxnOMe/toG7Jh5Si4nqioueIuc+7xiA4wHXFb3u5eOZ+ELaNJ6iasZqmOBRUGe4PGnJmMv1+n2R9Tscn8v4a6WuCvue4qGs3FU1UST1PpU0dtjIEZgHqRxoRniG4gHPQ7J03TTySVrWymlRXZRJhFy0rklfUP3J8D8tSRabFNbbfR3K8GqqSs8NJwo1CSTNIeLRxkEY67lkz0OvvrjPviWZJOahQDXLTt9I4Tq0ssEnM2HGDWXbtLfVrNy7g+YrHq5FMcImf1KqpgH7KCBVI4wow+twPrIJ8DSO87ooLOkFbcXo49xVMSRTVCkMlAJACYIGbJLn99sZz/Zpn3RW0NsqKo24mS7SxpDUVUczGOigUYWnpzkDkB+Jx5OojtstMLYvGn+dqoZHENMzLLLNKG6Mr9nk3nGlvDME+0JD75O6Mhlb5eutoCyWEdKQ+8KJGQ5fL1gysm4jHdrlaVrRFHcYPXhWKMirqVi6aKOT9xZWOSzY+5OrA7Zv9Ltiio68UdPadpUNM3zMkrlhBUvjqAj/KDln1H+/jrOoqS1W7ZdMu59203zd2qljWO0xsqVDxE5IkPhI188R59/tp+27NW/EreVO+52ahstuw1NSqqrRzu4Kim7/EwH1HrJ9saGY+wxNtl2lGUjrHiQKdUCm8eBNhfsiDjLDb6CulEDXQnkNTzyEWfqapK+k9C3Shmq4sxyxkEIjjqTPY9+h7nVbblPcfhbfYrRSVlRPNPT+u1a0OYZvqxiqVQE5+SDHhse2ud6a5/DGruFx2JdqWSwQ1EdO1uUGRKCQni0bYJIyxyB1x8eNLqn4jUW57Sdv1Eq2KteZGnqqiIVVNPxPaEn8PPxnrj7aV8Jwd6WAdaHSy68xkoW1FCbcBUGA2HyLrZ6RA32lZjUdo4jwhu3w9N8R7RQ0Vvggjv9LUic1EkvFZYwp5Rwy4w3Pr9k3H7nsaAbRvGopov6Ib+gYGnGShOaqiyccoywy0f5Ho+2iu97YjoKcyU7pbo6gFQfU+YoKhsfuS9sje45Dr76i+4yX4JHS7k51vy9OY6J6jj63RyrGdc+op8YOQPPnT5g0pLrl/syLtg1Gikn+U5U5Vt5Q24bKtdH0Ld05gapPKHHc1jr4EpJ0qjPZQWajMZzFJz6Oesoes8CfPegK7bfs19VEutKk5iIKscqwx7cgQcfceDos29uKvt8BhnjWSCfAq6JzyiY+/8GHswwdcdyrRU1IbpYJRJDLIEaKZgJKRnOBzz+JRnph58edMzCHEESkwARoaWPbz55GDiWgU9BMpCgdSLHt5wGfLU1pq4qW2wwQRtE5jiSLAVv62R0B9/c6XwR1Ymjkl9KdJYuMsiDvn7cfP0fz611t0UUCMnrCeZiWlblnLHzgewz7aS1dLT0tMtLGrrTSyAMsOQVLHOcg9DPnRxO6KNAcoIJQlICUighZB6kUkiyyiSF2xEMY4Y8qT76QSVsVbU0yRSMkUjSL3GfrZfYN+7j+/St5H/aFwoooowQRksxXz19v9ehi+7paFYrfaI/VraoARRkYKBvDOPbGehryQak0jqhBUaCOV5uNzWals9C4lufqEsIgBEqezSA/Yf36ymtFXYaz5tla51VSB+2l64Ov4u+8Z9hpVbbFBa6JKesqHNfVnJkU/tGcd4B78adKGpjkrZjUB1rQAnpciVKKSFZR479/fUoLoKoyp4/pGxXQbqcvWPIY7qkkVRUlXaTnmNvxRZ/CFx0QPc6UGGrpoxWTyvI6piWKBfpbJ7KKe+QHjvSyhUqCJZxUS5bLDH0jP4evt4++t5JahqlYoFBjwecme1PsAPfP92ojjqiSmgEcTe0HV03FTVFRQWSwwO1ltsXJXPRNQ2P2si/vOx8L+Wpe+G3w6q9u11Ld73M09TUMJIad1Vfl46iX1DkAAGR8Hk2M4Heg/4ZbcNoq498X2OJLNApSOOVSZZ6piOEkYJ+ojsYx2T1qWqW032+bxXdd8MkS0rf8Asu3Zx6J9B25S8cc2cHwelzjVRbUYmhCVyMqsJQAd5WZUr8Pb+I1+UVrtPOpS0qWZVRIzOZJ4DnxgIHw93tV3K4XGo2/Qy1NXV1EzT1NWgLpJIfTAPpuTxTiveMAY1bX9GTlHta+0UsFPTTUV6kp5Y6V+cYkWCEn6uEYJ77wP56qhTXr403WnUzRXammmHFoYaCmgiVj1gSyF2Uf9fP56uN+jxSbopNq3EbsWZayS4sy/MTRTOY/SjA+qEBcZBwD3pvw/GcWVKokJyZYU2AKIbIKhQa0HjePkhvB8LTiKp6Vln0uEqqtwEJvwqfC0WAHjWaweNZqVByNW8fw186vjnF8ZZfi9eJNp1NVFaBQwwwpHGhiDNEC75fosD4z419Fjr5k/pE7guFH8Vr7RU1fXU6CGlwsMvFF5QDsD/XrhMsOOo3G0pUf5xUeHGLF9mUup7FHEJSD1D7wqPeTAL/RX4819D83PeqmGmlp4MRl4kVBEQQcBT598edO1R8Mvi8Ypqyv3fNCtVVwSyD1yQpyqgj6QAPfiMDUNvdque0pHUXO5F/TjVpRN2QuM4XPHx+WimqvG1zBG7T36UQyRymOWoRo5QjAlHBPat7jQx/D8QQR0YbF/utD4xd7uGzSB1AgW0R8zEqWz4KbjpGJqd+VhPzbVgMcpH7Rhgkgsc/kPGm+v/R/2VTUlVJd90V9U0ZNSvzFSgMTrliQc8sfkTpAfiJ8O/wBb0ittQpRvFL6z5U4cYK4Xl379+w0/2n4ifCGv/WNFVWD0miJMFOtJ8zNVwlBlkSPkzYJK40svL2iZJe64yruoQNeRgM+jEmwXClQ5hKR6R5X/AAc+EG17BFuqsSonpxPBVes88kwYzFRhVTP0vkfSBgnQTue0bN2+sC23b6wwyVhdKIfXVy+vkcpnJPoxEn/Jj6iNTpc13rd7RFt3adHS0VOKUq9VWnjJC4AaAJAFPRHkkjiR41Bt529d7RB8/fLnQTyGD16mEI7+hIj4keSV2GUJHS/icjA61ps/iD77m9OzClKr7u8SaaVAy+qUiLg8z0pKphwqJ0qdOWkAV4NwhuFFV1VNFFA8bpCkQVIolTH0Rp5xgfi8Z++hyP12uNQCEETKrRhc5HkHOftpwuYqLtcpqh66apSRyIG4KhWMjCoqqPpH9UDxon2tsOiurSx3h5RbLdGJLjM7nIRexCD55sdWeZpqTlekfOmn666RYvSpl2d9z6+soR2SCHblrnv12mRqieeSG1xyYQlmGTKVPlYwfp+7aGa6pt9t2z+qKudqiurEV58cmlEbE+kpI8s5+oge2NT5W2Sy1AEtzoIYl9JK2eJgD8lboP8A5vAufEkzdn37Ooqlge9XSt3BUoifq4m4kBRxRoyPSTHg4OAB+WhWHYoiYWp5ytjX/iB9XzgbKzhd3nVjL6SB8eMD91qIYZorNGkz+jT8WZVPHmR9f1H3ycfy0z07VcVvhjo4vUKBVBmfyAcHJGTnWi19TI89Wsklz+ZkZ+gF4kthhnroaWW6JIKUQxrwWNmAGc47z5700ob6NoAiv1fhB1AokVMeVc9XTJDIYxwkkKO48RgLn+Z/LTYnGqDVFvj9Z6nj6jTFkAQ5GVGOj/DRFTxVN2jEaJPFBS1MciSgL6cryqyhT79460jBmFw4lFERizyz2WDYxj8gdeaeF06jOPJWCSkGEVFHVUUKvHPmGKMIIWTP4Thu857Gu9fba6mjhgjqzMlSCQ8yjDoe2GBjBx1+XnWiUztT1tPNM7eo7nkPpZQw6Ax9vbT/AEMMNzp6Ohk4vUwyKYGd8MGdeJH8HAx/HB1iYeLZ6XTW3KMOr3OvpA/ZB8vUI01JTsDG8Eah8StEg/ED55KR7aWVtDcKahlq6idJKdw7RPHHnAXvieyeY01NFLa62NY0hhhp6ho4WckyrKSQyn8/YjUt7YsVTuWG6S0tSjVACSNaVjCLLEo+tonJJ9TPYGOv4ai4jNiWpNKPVNPXvp25cYjTD4ZHSnKIwSgMsBkknqMVA9RTy4lVdf3cdgY09WmC3VMktPdIUCUkkcsUksmc4X8Rz2MHyex9xpS1jE1upa+b5me3GQiNyTHJTSqSCkijGHUeVbpvbWtBtaa4Xj0oBSyxNEs1KZ3/APnUsb5KcW6DgAHifOuT04040o79OYjV19tbe+bRJeyquptVeTbLnbEq5K2OSOhq4/rqqQJ9XCYZ7DHvGQB7DU5iv2lvhp7TdbVWUtwgiBkKQSRuokyoMVRGAG8dEH+I1ClDvHb1VVcJKiHbG4oKmGObhCrQVBVlLRtGRmORl6yMfz1ZS47+2/aa+loax5waqNnSZYJDT5UgcTLgIrHP0gnsZ1TG1H2gTKVpaV0hBoRY2pwFFAjtMVnjXSomSEposiopnbPKxEN0F0vNl2pSJZLRU3SSjWOBlmlVJGijbizcmOWcKM4OOR0IvNRbg3E9+sFbR2e9CiUSesx9QpC5ylSh45Rc+/4c9HvXSkG+dv0tfPtGF77SmonmSmuM4SVWlbniOQZJXvoEaqH+mD8QLRJ8N6upjtU9Duqupqm3x+ghWaBygcfMOwUGIlcDyCetQcMw4qeVu3rWqhc3vRaCcoEIR0TJfFTTUeigdIif48fpFb033Lc/grFc7Tar1ZrlTgVkHJkuDpxcRo4JESSBuBwSfzzpFtu871+G9NFUbuvNPUSVVRDEKE1PGZBI6qBGRksyk5BPY8Zxqmt8uFgvUUr7hg9e82+nDW67W9PlJTJA2PTqEyAVU+CM58jGpd3vc6Cn/o7a7fwdIf1dcLg6QZl5qVdmacks7YBJGRqx5VcvJDoGgAnUDK9K2iDg7s+f+pLu4hRJyFKDOmm73VrH0FtIo5KGWa7H5hXmeWrgUmNZkViyToOWBPF5YHph+WmDctvhorpT1lO9M1JPEzZTGHZsESIB0FYeR7NkaFrRX2i+2iO6UJNRQXCNmVpQyh0PWcNg+3nTit1FLSUtJRmkamScMQygkIylSqEHoHrP5jPnTRLySm3unZVUHTSnzi65eWCaPS5BB8CI1luEEcDMOcnAEgRqWY/kMae9u3Mx1gheJ/l6+M00wbC/TKOic+OLYP8AbpkkraZakwReow4B1bgwXDewOMEj3GuElXN6avS07yksB9RCYGezk/bU9cuHWyimcEnEBxBSdYRstRb7lW0SLFB6ExNV6pb8RHlT0Pz0nqJ5ao0UolhnRKjlEYxjgki4JJJ+rvwNPN2+ZqrxBcQ0JNbABNFIeRVoPpLADxyGM586Y6+juPykbO0TrA/qGONeAwrZBBJ64j299TZdQUEqXSv1Xz8oy31kAqzhZW25pKOtElRLIJo2PE44jC+ANCm2GFTt6kkNMJmpZeALycFHfnGcdA6OPk5HkaV6mVldAOGQFGffoedR5temZ6S6270YpTBVNx9Zjw8+SP5a7NL6hBNbj5RIR7h7oM6VVhulSkq8FeONlBwYxjIIX/z10nejuVKscMrCFZB6gjXyiHDLgjxj31x4LFc6aSVFCtE6kq37MHognPfftpTNWU9VSVNNTTNGRlGZFIII7ODjGuSxcKGdvlHE5GFRrfTmSkigm9JIwsTEDiEXpU8+caQwz1dtpZYKCkjZEEnIBz6nLOeA9hnPfevJnnrCixwTL6JjljcsEWQ47B98fxGu9pFXDUsxhp4cMs1ShcsfrB7QDyxI9+tcyhKGyaZaV/WNVUSm0Fe17Z/7UomvU5SaqErQpDFl3WMBvTQnrn2MknCjs6fN1Xuot9BUUFJcJq6o4SK7RcBFTwt2KanCqPHhpM5Y++g+9X6+mBIaadYhNIkMbxIA1JTkdxoT55ntzjLH8tDFYlZDUOzl5MKEh4yCMPzOG5DGAV8j76EN4WqZfExMkck9n1lA1MgXnelf7hpD/Fb2mcz0FM01XIgBSWYrEiHBLMc8cjJ7/wDPS2lFDs6enq9pH07lHKZpakKGSUlSDGiMDhO88/xEj7aYqKnmtFsa301Q8skhZgZSWy58Z9+I06W62Xm6VlPQ2uE1lY7J6qqhIKfvAY/Dn7k9amTCUgKLq/4eoOo510iU42KEu+79Z/KHuy0V23rKZbctRXXipblJJMDwpwG7Mpbrx4GffVmNs2S03+qkpKmYXCssk6fRFG0dBRzFchojjEso/rZOD9tRlBtiptFU6pJNWXU0/pNZLU5SMx55cKiQfSHJ/eJ6/hqYLxXWaDb9FQUF1bbCUhjdo6Mq8ryAfVBwwS65OGOByPg6qbajEjMqQzKmiTYEDLjWlyKWFABzMV9js/06kss2GlBlx7tKgd5iGN9XKtsMyUF0pbdQ3APNWVdfRF1FZSoSGz4/a9jkTy8HA1E0e5aWj9Ra2mkqLa7NLBUrx9XiVzgqoAIycJleRHnvVpHot9bm2n6lxpqSGOSORYIauJYauM9qkmBzTP7wU+c96gTcHwy3ZExqr7bpG5KixxU0IC81XBZPTJIdh2eutHdmMQkejMvNqSFC1lZ9mo9BBTAZqXSnoX1AKHPP4wNTy0RNLJHVtHwcy01PIxQiQr54Z4lsdf8AlpWu6bgYqmgqaPDjISOZf2TnHTY9h9yuDoMmFyss8NHeYuSj6IZCcGMk9B+fYOMDkfJ06U5mpYBTtK1RK+SWk7PZ6/gB7aeTIslANlDQ/rDd9nbUK2ML6i10Va8MtvqGjrkHJoZG4xlsdhW6BX+qGwdDNRG9NQyMad6eoklQzoyCVweXkr2CPt7DSxTLRiOmBMqAMZ6mVhlSOxn7/b8taValVa40zIskMRQSTMeJXOTn8vz1NZQpJCSajT6+jHdCCk0JqISVdrhrDIlNTJCkKkxS8iOUjdtnGDjPnTiiTTCKaaQxRxoQ8a/hc/fJ7wPb765LNTXGNKkzcIqc82CthT1+/wD9X7A+dBN03DXXKoEFhZzHKPTjOB9TA9sg+2PLHofx11UVUodIkIQpZoI63e/NbpTbLMVqZZebcXct6LZ8t7BR9j4072O00thRKmslNZXVzEtOByBJGcA/ur+etLTZaPbtN6TKJ7jWIxd2BYMQOxnv6fvnzpdIktNCoq8y008YjKQJ1GACSM5zxPgfbW4AX9ZxutQA3ER7O09RPLS1Sk8gXheHIwB+5z9mJ8ke2uUVG96aOsZ3pXpVaNVj6w+fqySOx1jro69QSLPEY2eGOsQhI+2dQF+nj5CYH4ic5OltItzCJRtw4RMUeUnkzJjoj25E+ddFK3E9WgP1WOVaGPKL12jSOmijgJdjU4OT3ntSOix0fbUobcl6t0N9jnelqXf5eOGMu1S8Yz6Zx+EMeuR6OhS1WmtuNfDtzb8INxcZgQITGVz2Wx1j+t9vOrESXnanwxts090UXrdDBY2hgAxT+yqh8Iq+cjs6UtosSUkfZpdJU4utAM+0nQc+6AuKzhQnoGhVasgM/HQc4l2kt9Pbo13LvmWmpRTf/M6UsBT0SAdBc4DS48nHXgaBNufFb+mG+r1Zts2/13pKSWppJ5ZQkTsqLHGXGCy8myOgcDUUV1v3b8RZI73u6ZKWghblBJVn0qeH7GNPLtj3A71I/wAKNo0tvrdx3PblNUitNP8AL0l0rwVhqDL9Q9OMfUscZAPjJz1qsZ3CZKUk3np1e+9SgA9xBJGuvPU3tFf4th7DUopcyredpYJyT+vxjZrJ8c6mNfm6mq5n6nEVwgjUMeyFAp8hR4GT41b/APR8tu57ZtOuh3XM81U9wZ4zJUCpIiMUYA5COPHYPWD/AB1Uhtg/GAqnze4l9QL2VudTCCT5OBD4z41bT9Huy32x7WuVNuCcVNVJcmk9YVL1RdTFGAS8gDDxjjjrTXhE606Utoelyae602Ur/wDIpHfe8fNq5R1p4rW1MDm44Cn/AMQo91on8azWL41mmKOkeHXyr/SQpYZfjZeZJ6qWKIQ0gaOIKST6K4P1D+7X1TPQOvll+kRTtU/GbcKgFyFogOBHJR8un7p8/wBuu7Kt0k1pFo+yUj9sOAmn8M/7kxCtJt63PT/MNcppf2RQ05ixGMd8uaEkn+WNEVRtnbNLRT3GqqGkQxrkJWvEFx4IEkQGD+XvoIht0q2t6Jax43CumZf2cmckDsjGcf69PVTNcaC0M8xYxCMfVgsoJAx2hIPYHX371zmW31K/hvHPsi+n2Fm6HDEmJ8HLdCvrSW++OsxMqhjDVRnmOwQrBuJB/LXIbPt+3XpaqjuNdaIqeWIyBrfLG4gDYeON0zx6Pk51tt3f++BcFpqq4PRUvpH65x81iTIwPS4hwuPfOpYpNx7w3HYLrLYZrVexRvJTEsstKxkQBsnIYDz9vbSDiU/i8sopmXAUml961+ZBFe+FbEJqeZBQ8QQedvMER7Z9xbbtE1duymu12vNIaY07o8UkxVqZ/wDm4wgJY8vxfbVc9yXGCqjrLZarVKlHXVdTK4kGVQseRaTm2WkYnA9k8DvVlt/Vd89Ow0Vpkhikr0kWeGHImcvEDhGGAkWc83PePGoiTbu3qK63Suv97Say03oq8q8UVppE4impyuef1+/8vudRNmXZdrenXQSo5CtbA0FgAK1y4xBwRxtsqmnjc5DlplTXLjAlaLXX101FRUcfO5VYCwJ4ESHzMwHjr8P8M/bUyLR2m00j25P2tm28wlrpPe4XI/giH9YK2Mj74GmHbb0ez7VDS0TT1W5r/wCrDBJIjTNTU0LYLSOowCikEjrJ6HWlct5gpvXhoLZV1Nn2ipnLMqqLncWTmpLMQABnP1Y+rUvE512beoj3BlzvSvjZPOp0ifOYl9oUKHqjurpXxsOdTA/u6sq4YDaapga6tYXC6Ee0jD9jBn+rGgyR+Wh5Le7WK3WgdT7lqhK/3FHCcL+eCct+eNaVFo3ter5TWmsoIYbhfz82WlnyflmKmV3UDKcFwi6cLhX1cku499RVFNBbtswNZ6SIKZQZgPTyGyMYBJ8eToxLgNNoZbUK5ml7nqpFueXJME23kIQlpBqc7cch3Vy5CAGvEM1fcKqljwhkEMY8gJniuPGOl0MU6VCNVRySKcykx/TjiGA6P3wdKWgqUttDSy1cjfrGaoZXRAojSNPpyRkg/YnTV+ry9QKeqWZ4hGkiTM5HNkOD0MZx1n20+SqAlJSVfQt8DDQwABujKDTaqGexVlFUVKo0MlHJJIuFK8ZSnIDOcfVoavNAlsu1bYYa52aiJhEqIWYoTlW5N5JGn6yUcTW/cD29YFqY7aZgz+5p5UkP55AyQPvou39U29twVHoOrGuoKavQICe1UCQniD9+/bQkThZxFSBcK04GifmYGh8onikmxHy/WIglSJjFOq1VSwcD6SVB/dJPgED7a70sApbotdRU7/MLESsJYKsxBAIZu2BA8Ee+spqg0cVQY1nqSkruq47we+IzjrT9RQxz3ukDU4glqVMdNJKwBjkcZXx+Ywf46OvulCVA5UPhBN5QCDWHXcNsqqiilv4WkjpgY5qo9sVkbASoz0AGxxkPsR3rLFS3eG7H5W4SUdZGytTxxqAPUTJb6m75FfA8MOtENrN5pYahqqOmNNOKmOOncM46XE9NJnAy2C6fmBp0k25T3kUN2luU/FKaOoMsKqpqaJlxFUAEE8oWwJRnOBnSivEQ2gsOkbuhpXuI9YACbDdWHLpOsLaC1x7ytlbuC2pUPf6f10rrZO7QxXCP2ljUYHLrKtjIPR0I3DZ1rt9NZrpRLDFRXD9o8lc/qUsU7AM0VaQeUcqEcY5FwM+fzPNpUctJuGpq9wUk9SLJLFLNNHK6qwqVKCqiCH60K/5RSOPuOxqVrxsSy09dSX/bUVAlLW1VOblTyr6lPUwn6Q6rnAkAPR8EedKk1jpkJjoQo7puOGXu176pqOXYsTGIKk1lvJPbbs+XhEW1sm26i3VNn3CFjmpkU/N0sfOtoJJBiNn4A+vE2BxcZ6/FqVbNfbrRUVust7pZ9yUNbHFFHW09PyK5X/6whwoHX4l60VVW7NiWy5fqWSuo6WtlgDqqoATGSVXBC4OD7Z0C0V93vtewJPSQS7tpYHMeI4vRquHqEZ5ZCMFHtgHGlV2ccnmwno6XqAo0udUmlrjjSArk4uY3UUArlWoudQdPGkdoNs7gsdxuU2wGekaV0qGoLjJyo2LrjCY5NH2vXHofbQpvSqtm44qG0/E+z09mq3kWAVjgzU7tKCCI5gAApPs/nW0+8rJed1C4xTV+2ru9ItOTVSenE3pvyVWibKtjke8A/nrvfN4buorBO297PRV9rif1f1hQn5qL0o2HF3i9jjs4OpstKzqHULdT16C9d1fCxrRfmY7Ny0yB/FBKv/FXcclecVE3/wDoXpQXUbh2+0Fws8xxKqRGT5eFvqkaNFILHIyBnH8NN+1/gVs2voDeLH8xdKiknbnSVyCCojEJ+l0gU8WQ+essPfvVs6W426ku1JLsDeENKbjE5jtFQmKQsmGPUnJo2OcDvH5aiZ7dM24Lp+tVrbZcjVNIHqJBHGzk9/LyphCn2Bwe/OmvBkqUtTr9N8UIJBBzpdBH/skwUwvDWA6FrRcZAggd6DbvTA3JBQFflxHHE/j0X9sdHgD4/MaE7ony8DpD6ApYeDIkf7NwVbPnxjGpRrKe01E4g3FSpTV8KkJXxqC5B/8Atkz9Sn+uvf8AHQVd1owlbQJNTVDRqY2ZDzjJK5Gcd9jBxqwsOmqkAg/DuPzvFhSztRu0p6d0Yt0iEiUypI4kUuGVSUGPbP8A6edNtFOY4KmC3xPLJDM4Kytgcm+rGT/H21pEtK4o5Hp5KmTjgOmSiZXsjJ8HxrrSyPHW1kEPbfRJ6bEAJkY9hnvGdES0kBQSPoGJeUeV1S1LPTVVRHHGDyjaU/VwyAez0cEjXKvLrSSRVE5nWq5CNRFlRkdAkeF/M63rVmaGmqLmYoWimUkKxZeTdAHxkd6chS1HqSNJUsySAARhQFUAYOPfvXgpKaGPACElFTCohpaszucRAcY3/Z949se3toTs1PCN2Xy2TKXidY5AGHnkMHvRrbXU0aKIzEIy0YVuulOB4++g12NJ8RVXJCVdH3noch9vv0NclOKqoVMd2RXeB4QXzrR0IpzxSNRIsajHksMAacioZSngMCOuvOmyorKOWJ+MiO0LjIHfF1Pv/DXY18YnWFY5XLKWDBDgY+5+51qUqIB1iPSEsEk9NRRRQQyVLIQhZmAJGcEknzjXQBxXMQkSSyxAEk5YhG+2M9Z1ygNRS08yU0DyusjMokkx25zgn7a51LTrVw1QgizGrrK/Ilo0Iz/MZ9tdQmqiIxpG/D5WdUbnM9RKZMAFkRseSSfpX7a7TxU07rbpkM89T9SoATy4kfbxg+2negp4ZqdawzAQSAMJT9TOD44jyf8AVrvUVbRRvTWbnRtIpD1YINQQfZW8IPyA1EVMkqogXGukaKXeiReO+3rfb4rubbvCqalmYGSKGmjaWedf3Yx1xSQ/1T7aliruUdsi/VFHIduUX0NLBRcZrrU4IPGSXsR8h0e8gH76giBHuj/4gZfWpZG41HE+okoGCyn799tog2vaZbtVNRXiStlnpDyNNbow/wA6pGOUkx+iPLeeydAsXkUOHp5hywzHxA+dacoD4hLpJ3312Gny+Z8ok6073tt8idrHdY9sWygldZqGjHr3OudgV4vyUkgnOGHv+WiOglisJt+6IrVFYqetqYRVVN/fNXVZBxGoBP7Tr6PAGmyjtJssVAtR8htm5PPBHHFbgbjXu5fpWbjhFcdOSPpGTnUxNt/eVzkmqp73BK0czvFST0SOsAPiMnP1EDw+NVvi03KMubjdkKrmTUjtAIV2kmkI2IvsBfRgUSeeg7Aa8bkw3VFy+Hm95Ke9vdo5aujaSGlWlqzC8JJAcHBA5ZHZI69tBl0h31taanqLHuOa+/NSyBV9OOcUsQyRyPIMyj8ORlmOhW6C5XRTeqKnFJJTpNFVUaWGVjUMDjLKQfq6yvHps++dM81vuvylKLJQRVfNi1RI9qnppYQRkZwMFgeuPtrth2EttkBLgKDbdUAQOVaW42ziRIyCUUAcBHBQB86Qt3Hu7dtXBXbdullpq6appy5r5aB+MB/dYggjkPKr7ffUAwPJagtNUuhSWViahmbJUqSAM5HLPfnAHjRzJPeXmqa+3XOQ0tQgRo4ZHESkfS2CT2W/eyfbQtUUEE1vNslRloo+xHnGSvg99gD+/Vn4JKsyqOjSAAaVpXPW2ndDzhkqhkUQAK50r/SONHURXO2+vJDwpWDEq31c1BPf8D/fpPcLtRUtujrKhGWlkwiqUxnI65KfA/LTHNequ1UiRy07NHHEhi9X6WkJbHEhRjkPYDTJdpbjNWU0t5i9Rp0f5ehTsKxwFLfn9z7aZRKHeqcu3T5waS1U3yhvraqoudQY4YvTyyIKMDucDvMhU4AHuD4HWjTb9HDS29q2g4T11QTlmBRV+rtQB+FR7ffWtnssVsqSaw+tW1qZ4Kv7NAvkcvtj7+dOvpQ0s7JbxIJaaMtJFGMRsG8D7ch7D+3XnXErG6MvXt74yty26nKFMzYnE8UzSy04b1YY8EHIzgj2P2++sEkEUE1bUyEUky8pEmwogBHefsPv9jr2ItMqtQlYiXDVJcAueu1OP3vz1FO7L5tm53Ot2XcbzNZILrbPUSvWneeKORW4gyYP7JOWOTkY0BxrFW8Nk1zToPV4CvdbK8B8VxFMjKqmFCtMu2N4t+2+C8XTassdU4pPT9MLE8dRLA/vToRmRFJxyU994zqaLW1FXSJTwVEcSLgO8hwIhjP1g9g49vJ03fAC6fE+zboO0PiVaLVe6z9XGvsF9qXFRB8hTgepLD6SmWRSWXCNgg+MjvSe9X+678+Ie5pBB+uIaKCjihFFQmjyyFmwYyeQYNkAuc9e2qo2c9o09imNqwx9CejI3goGwtpbXmQQawEwnE8QmEpcfSAg3JqDSpIFKClLfeNa3iTand1FYqFrJtgmnkqCfUrnwKucr/8AZjzGn5DvHnQzblqoXkqqPhJcZWBWoq19WKHHkLH4Jb7sfP5ac6PbKYiqbmtaZgDlYqNi0QIHu+B/E6kDYu0Nr7vuFZbDBdo3peLhalfSimjfxIWUYAByOOeR/hp7m5+QkWFumpH3jStf05ZRNm5yTlGlOKqeJzJ+vCBW0is33ekoY7oiXWjmjkD1jMI1kH4AoGFdRn8AYcvGrsPaagWKotkNR6dXPTSR/MqvHEzoV9QAdgKewB4xoXt/wp2Lb1hItkc8sLpKkkxLsssf4ZBk9Mp/CR49tH1UsjUsyQnEhjYIc4PIjrv+OqW2q2hZxB1sSgKUJ4gZ92nKKyx3EUTigWwd0DKlIrOfg1vSGGNqitor1Iqqh9aorUfoAFucsk3RPZUD+ergfo7bauO2Np3GjudPBTSy3FpQsEzTqymKNclmVTn6cY+wGqQ020PiFJRxQ3m2XqukC/tRLcg8TPk/UAJF/lq7H6N1muFk2dcKe5ULW95Lk8qRPP8AMMVMUY5E5biSRjjn2z76uuUfmOgS27iLDv8AI2gBXiAMtY+aZZiXE6VNSD7RFeutRKfAk56RYgeNZr0azUiDsaHx/LXy6+P6WKo+NF+huslbSOpoWFRSMrAj5dMB42GCB+XevqKf9Wvn18Ydv2i7fEvc3z9KarD0jvNSP/jtMDTRjPpHqSPrPXec9a4TU2iWaLjlacs4sT2ZvoaxVSl1puHLtEV8sG3Hw9zo2G6KRIpovlkqPSmjRmyT6DjPLryNdTtP4Q11tSSauum2a6lV6hoqioeNC5Xv6m+kKD9sacrfsKgprVOlKtRW0UU1RGtztkjCtiDdn1YW+ogZ9uxo3t97s1fs1aLcFthv9JRUPpmopUMtYixrj9rA37Xl12Vzk6W57EXd/pJZazcA7vVNNKg9U9hAMXLNzFT0jKlZaGhp2Gx8AYJ3+Hm4q6Knno79R1tE8QZY6+iFQXRlBUiXkrj2Oc6bNubQktG46s7hq3txp1WalgttZIIqpJEKOz05B8HoA578aLbHtvdNNS22ax3r5SgZIJGpalDU/sioJQF+LIce2TjXG78bH8Ttu3GfnNPd6aptzyrFwiVUxKgY5P1Eg4B0hDEphxTkql0KBSo2FDapobUqQDxhSVNPPgsJXUUOlDbQ5DLtgMrk27PTW7eW3o6zFfdKWnrmuCyZenLfLmICRlCDkQSqjv7anWg2zt600sVDbrbS09PT4EcaRKFXicjHXse9Vf33WXOiS+7eqI6eW12+pe6UsYVjVCohljnGOwOJDHGAT1q2VJUJVUkFRGQVmjR1P35KDqLtCy8zKsrCjuqJpfSgKa8wCYxiEoplpChkTbspbwrELXOX+itVeqqoqZK283aqahtawwHFKk6BlH0hgoBJZnPk9aZm25VT2zb2w4rZcKqmopIrlcq2QektRLA+eBYsvJnf6sEY4jUqUNfXjf8AdbVL6PyYt1JVRBVIk9RndH5HOD0BjA0cflqM5jTssEjdqqgNa/y0TlT3am3G8RvtbrSUi1aVt2dXw9bxCUe3t6Vtbd91pbaOhvlTDLQUXzc/qLBSr1H3GDjkcswB+w9tA3xN2hXbe2FT0UFZS01KtSJKiCKAl6mokXBYuT7NlvHerTarX8eLnHPctvbX54NZUrke/KVhGv8AYCTonsviszNYo03QBKTUjkkWF65ac7wSwV916eQCbA17gPqnO8Qbc7DU2x6eOWtkkaO1RziMKqrC0uRxBHZyGyc6Fayh+UgssSPJUJJFUB3eQ8oyJDgHwTnGdSDvq7QG5bqmjEhWgmpaNWVcqREv1L0O8gZGP56DtxAvTWZaeHOaaGSUElSFlJbl+edXdhb7qm2y5rn/AONfjFmSjhLaVK1+VfjBhtey2hb29poTTxT3Kzz9yYYJUSxE5YZz3xz99FrVtHNSbMaY85bnaKizzLGhdvVRDjOB9wT3499dtv0thtW5ti1UEdJHU19FKJxhQ7+UEj+5wD5Otpa5LRsWiqKiQVFTt/c0yn5ZCzGOSdsDiuT2rDwdJ89OFyZQoVNbXzr10+FQIW5qZKplKgc7f7k+oEQatG9PS1VcgnlYVHpyIwwEITrBOMZII799Ok8ckVNRXK50IhkonjmZZmUcI5BxLAgnvDBgdHNbZlG495WqKGpeSWBa2miI4oohf1CQD7lXx/LSdqe4wbZtG5b3RUrUrcosyyh43ip2JX1OhhuGej0OI0xrxVKkpJvWmtCd5NRTzHdBZeJgt1Jr+qa28xBHDaL1XxVVaKmlSmrJ4Kc8Q3OnuEa5iqSwIHGYcR46z3nW21xW3q00cEFbJS1NPUSmlAjEfpV8LET0rFxn0qhQSoxjvI9tUR3j8bt7b8vMm3fhPeILXFR11TRVFrWYiW5RQykROJeOB6YBKhe2BGT1jU/bN37uSCt2/tb4o1qTVd5qvlqqtt86Q1alC00MrRAH6ouPFnX8QOSBpdfZmOjNRbMUGVB2XPH9YQRtTKPvdCk1vQce8eVcosxa7HcJ7olTZIp5oYqNpacyy4wEkInt8wBB+ksSnWB1qQY7dt9tgzRbIio6KWKJzTLUr6ny86tyKyKW5ZVs9Z1lZtl7Tu613S1xS1dvupeGvDTHij8CUnwSM8sYYDz1p6NJsi2zXS22mS2UVzqVaedWZC4kkQqsjoTkjA/u1XOIYgHygoqciKDgaELFdOz1iDOP9MKUrkR8d4QFX3fqWWOipd42miuEdWeKyUR9ZBxXJZgyYQfmWx7aiGovFqtYu952jfbtRTvM09NbDCXibKjCRsMooJB7JwPfU/WF97LZaPuy3ZBCqEryp+eBjP76+R/PSevoDU5a9bIWUkZMlFJGxH37+g/w0Vw6eYliUKbrxooUN/wrFu6C+HzCGwN4DnQih/0qisV73lWbhrKCo3dbIrhLTpJDFOG+XmUTAEjkhIP4ft7aGo7zf7XJWva55KGkfkI0Dl29Lj2JB+BjnPtjU3bv2n8O1pBWVVHdbLPSyK0bTxv6CMxA7f6h2CffQVUfD1KmflYtz2qeFlBEU3OKXkT122ARj8vOrHwvFsMUyBuFKcqEEp42pVIhwkp+SKdwpIHAg7vlUQAi5yX4Cuu5WoEyK0bwRrTSRjhx6KjB77+oedIYrnJBc6u0TmquNsqKaP1I7i/qRNw9gFI4sD3kYzrh8hNIHpnqHVqSoeI+lhVZoSc4JH1Ifv76YLhDx3FRxuzyJNTyh4yemwf4gDzpxZk2F1SKUpYcNRThB9MoytIoLQ83GrtKXZZDT+jG8UUNOC5mOWJ5AE9hPB71rVSwtOKamnhiOOcqBAS6HrHXQ/jprrYI/kZUkpEhen7iEThpAikYIHkZ9xpeanjVwp68cQkjP7OOPkxIwfxe35jUpLSUJTTTviQhATZMIaYvJaoAqTs0bgelTtxUcWIxyx4A7OlquYLsyjmOcGeEhAUYbzy77P20ihjD09dSxo7iOVuKQv6ZwQGGfGCTr2tghNVSfNx8I5EZDHK3JCeiOTDxg+PvrsaEkHWvzjIyEKa2qqkpWSc0zTklo4g3bKpHf1fYeddmqWNXCBUysro2Ujjyuej2cdY9tJahI5PXpKp6bk6MYo0Uh+GMH6s9HOvY6iSSnopPUqATgPHEoZR9OMMceBjzrQJTuigj0dKOnjro6mGtf1hHOegSvEdMoYD3HnQxuWH5Tc9lqUAKOWRi/Yz4A/nnRDEtFLcayhnm7ljRzCzcH7BBJwe86ZN4xUsFDbqunxxp6yL6lPLA8d+c/nrULG/QH6pHSWI3qCHyUiZK6i9WmbrqNFK4DDoM35n30vpa4lKeL0ZGLxAlkGUUrgY5f6tdWqreJflSy85ELEKP3fB7Gm6gqDJTzWymDU7wMYonbv6fZgG86wQVorSNNY5UlZUm8VNOlFNH6p5PLK30DiMDiPfP2Gn6no4KUSCNceqxeQnvkx8nST04KyBqZJ2LoRzmjI5B189+xP21qa8yx1MSOIZqcHDy9IcD8XntfuRrV2qz1RTjn4x4xzHzdrMk88xqKVQTxCftEJPQAHlQPbSuOtepdfQpZZIhKI3fGF4ny3XZQeDrelp6mvFPPLOsUHHEnEZSRm6BB8gfb7+Ndqey0VBVQzTylrbzL+k9R6XByD3xQM0isf3WIxrg682Ad/3uX0L98cXXUpBEPkVVbaCqpKu6Vca0sbBEpSCI53PSho07YA+AxGffRluW6X64beqTElQIolPy8NvHyqIPAI9MAZx2Qzn+GmiC42qnQyWtEmrfT508FNTgk46BLyl3Hf4mVTj21K9qodurEHvdru1yrrgI0X5mbhCsjL+CESFEDA57C/VpGxWbS0tDzjZJB5duVvG8K+IzCULStaKn60tDFsq6VlppmqUqaKnrqz05YzIDO8YK44xQQryIbGW5sWz76mDatDc9yyU+67jcrjDW0bTRpRzRCkiYZKhniH1PG4HJORyAc9HUSWCEJty6Wm40worrtW7LX0jcsStCGB+orgHCkhlyQdHm7N7QX6uh2fZ6tYaqutlRUSV9HP8AtovTAaMRgAhxJggnOUI0lY4w6/MFEuihJNVUBokAHnYg6HTjCtirSlvFDSLkmptlQH0MLtx7vrtxXB9t7Ni9Sp9EpcakTNAkcUwZE9CZQVaTmuMg5X+Ooyve3922mlnlobkTXQpClRQPepFl4E45kMAORGTy8t99cPhJf7TS3GsjrKuJLO0E8cVSOKRxF5Fbix6yVdjhj+9ox3Xszb22aGXde8blcLtPSwrHHUsq+pUxknhAfTTPPJwD47z99dWm0YTOiRpa1OqVFZPhTszFo8hpOHTIYVy0qSfT0iDZ7RZ5KaMTyWejpQGYw/NNMS6HOWC95z7ffvUZXm6RRpDWXGljjiVZkX0ZO2LHC5Gfq5exx9PvpPdPiDYrdVmpsljtirJJPJBA8LSTRGToeoWYrz9nA8nxoYp7BUXCSG67mHCGTEcVNAuFjVzkAgfhXv2P8Tq5sPk3WRvvVFcq5+R+MWhh8utI3nrDz+MNzSSVUuZVFUY+EUOWYRUZLfvSY+pvzGTootaVdBfGjrQKqqkTgZw2cE9+P3FAGMeTp9hpvl/WtdtljARkYJwBWFPcEe/L2J04pZqCNeovqMnrcz23P+tk/b7aJqmkgFK9RE1x0GwyjvBLE8rxxOJZEPGUj90+cH7H8taPHNLInov6UCE+qCO5M+wPt376UUdPMglaanMEasP274VZsjth7nHg651FOamSMlnSONuYx9Pqe3Y/q6HBxO9n8YjhQrQGG2WkEU0lfQoxAU+pFGQBMfbz7jxnUa3nYchuLX+wSzpLPj5uMNmX0jIJJIgW6ZWIxwPgeNS1HVR1DPDTHJifg5wQFI9h+ekktO9HUiqo15+sQsysx/CPBUeM58/lqJimGM4kwZeaHZxgdiuFM4gz0L/cRYiIv+HFFfthT097prlBUVotNRaoaaneWappxOQMhOhEVCjHIgDR5tn4b7hpJl37Q1s9P6BKXBKeZmqXVs4WoYdcCTy5IMg+W+79aqWGaSaop5fVaZyztn6UK4BHXeBjBz76ddv7lvVh3FHUUqK9CyhJ4yfxp+8sgPRDfuj2PnrSHIez1iRdXNtLK3Re/VBF7W+PhEOakJl1FHnd/dpRIG6CE5A0udczSpyie/h/8WKK4S27YVfHNDIUWClq52M4qWAJ4ySH6gQASS2OfjOrOUtLHSx8IvJ7Zsdsfuf/AOOtVK3P8NLXuS0Lf/h1ylhqEEtRThyGRs5PBhghwf3c/wAOtcYvj3uC2W+CxXaKmpK+WqFLFXSAlEp0jJLvHkZlDgLjPHvP5aXMR2SONvo/YA66jRaCaEKJzvp/URW20jMtLyjuKsV3EAlac1JpnQZnui3FwuVvtNM1bdKmKkgT8UkzhFH8z/5aiW7fFkTFoNo0TVfsK6qzFS/mVX/KSflgBSPfUVtCbpKlzudVLdpvxJPUv6iLnv8AZqP2aD/sjXlRdLbRqWq6yCJRjt5FGP79XDst/wDHqSlaTG0D2+R91JonvOZj432n9vM7MKMtgTO6Mt5QqruGQ76wQS7p3/UKVlvyRL5/xeiijYfkGJbr+Wrefo61d0rNp3B7vXSV8q3FgskiqpC+lH9P0ADAOT/PVI6S6UFezJSTrIyKGKjIbiegcHBKk+D41dj9HH/klcf+8W/2UenfabY/Z/DsL+14VLoSagBSaZa39bwtbE7W49P40JTFJhak7pJSrstb0iw48azWDx1rNVnF3x4fB1RP4oWajrfilebxNSreFt09E8kVNK0ddRsIEKlQrDmjDsqf5Z1ew9g6ph8Qqy6bZ+KV4uVJbJrnSXL9XpP8rF/jELiPhyycB41BBYZyNLu07q0SR6P3q2vSvKulqw37FrCZ5R13TyrcWrAptixbEv8AUT7wtEfqyx1NVF68UsqE4wrrIoYZZcEYIyDploNo/Djc22W3ZBAaWf5SaKS4RvLTVMXolg+TkFcEHOR3orrr/W7XaF47M/yVdcXWonZ0hEAmH0OV7yGfon2zoDrblediblSjrko4LBuL1mkknkLCGsbroj6eMmRke51WUqJp1aiy4oE3T1q1Sn3k8zS49LxYkqhxZKmiQaGl9BmO2Cupm3HH8PaS47busUny1LTVCVHD13qII+JcEsQuXTPYHWhj4uVcy7asl6WoqKhHuFM6S06pGIY5VILlgcgYOAfvpxsFBuE7cu+yIa8UFTSQH5R0hVnEE6loyOZxgHK4I6Ghmw0VTu74S19orqmaSqtgkh9P6VAeA808DPt99TJCXQw+JlZBCHBW191YsTb4wQk5ZKFJeVcJWK8SlWpiBN90HM2yCtaasp5IJYzNUTs0ompiY0yScs7Rkdk96sB83bar4YbWvlzrZo3p57cwhmqSh58xEV/ZkZznwc6rmbbQ1W2gk/Kd6Su5j1naRsTLnOWJPTLqddjiKs+C04qoIo5qCtYKyqCQI51dDkj7edP207CEyUua+45Q8wqsNmNyaUsM/wAq6dxgyS709u+NEVFQNyo6yxEyBInkdpIZSVw5z2OXjUh2redJebebjQ0Vb6YqJKYiWP0irxuYznkR1yGhG5VIpfizZ62WZxGbJUqUVOQZiyNn6QT7fw1Hpv8AHf8A4c3Wmp6SsjeC/DL5MKkmqEoIcMCVI8gjB8HrOq7fwtE4hpYTklAJrxKhcWrkITXpLpW0kWICR5kfARNFPftxVW7KuxJQ08NLT0UFQJXlLSepK7KVKgYxgZGDqMrRbazd+6b1vmqrqU0NtElvgWGL1AJaNiZJFdicYI4nrIIOnG2bg3BN8RJ47fS0pgrmWKZ5pSzpHTwhvoKDH43GRomSCS+w7i2lbbpBbqqNytR8nCGkgNWoYMOeBkjPsdcQk4eohICd5CanOgJG8TnSscVf9KrdAPXSKkaA0r2VitW7rDIlktENRV1Uk1TS1l9mfARJGaQIiEgYzxkwB740y1u2lqryaO1KamrjssQX1ZHRS8EXLH8gf56kr4q2meCrSggesqo6CipqNWjVQsSykli/HHX7MY+2u7bNt9DvuGO20/KeptjNKk8zkPUy07Y+ok8FHHGB176sjDsZ3ZNCyu5CiOGhvlSxh1k57dlr5kKI8jeEFJJZI7d8Nq2X5OnrXq2pyCE9V0UksCT3gYyc6f5pYKa1fEa1y1SymGvNxp1jTsKyI4AwOz9J0zqlrovhPtaW8GjpqunucKyhirHmZWVkVj2Rn+0DUlQNR0+/9xx/NPUUt6tMEqRxRllRow0RxxBzkEYP8tL07MJBURWgKv8A1cCrdxMB5mYAO9XIq8lg+hMC0rUdb8Tds7l9CqK3m0yRheLRK0jxd5DYDfT9/GqWfpM70v22fhzL8Khbaqknk3NR1FFXtGJqSOCCZWlikPa8mU9JnLDJHjV3Kwz1Fg2Le7nQV1JUWevp0kWRfSISTlCA/fg/T0f56Mbhs6q3Ddr5QX+z2+r29eKeAyQ1cnqk1KZVzwVfpHDiQwOc6iLxdMulJWAQkWqdULNKGv4VQJxV8uyq2ArMU5dVRyPMGPgIazbd1utLuWnjkt25BV0mKi1s0NHVwTkIZXQ4Mb8cjC99dnGrE0m6tnba+Om2a28TQ0u2dv1lQ1yq6eBhJGk1HNExkkJd5PrkXLe2SfbU+V36Hmxqu9yXGybotVPbDUSRTRzuZJaE00hVYogrD1MZIy/Y8HOjqzfB74TfDLcNMYbzVXmpnieoSuaghq1p5Y2AARccUYg/Yk47Oi37SVOrU0hJBPI9+mesDMLlHuhS0w0QuhqVVpU0ypUmlLdsWMq90bZtO0rW22KO4XWOJqQwGrNQhkpsgF/UcEMQp9+zptunxH+HqVTQ3/a8MdTIgcExxmVlU4BOQrYH9mopvLw26z1kW3rxuGslXlLFHUBooTI7ciD2So+wHQ6x1odraizxCCpv8VZLUTrwppJ3AzyHIqGYMSD50Qw3ZSVUAtzeJJNwSFXvla3dD5IbOsBW+4LnM1IVWHyk3pYbfSMGRajjLIMLRsjBGc8celKMlQQPHeNPp3/T0zqKWorJGYHv1qiEj8vqZgf7tQ+tTBFU1bxs7RsweOPHMqOPgEAZyRpPLKJ2pa70J1kQnCN9P4xjDDONOX7sSSlVKT4w0DB5fdFYkq6fEa83Sy1ltvK1DUnIskUlQksRRCGUtzQsexns6YKm8T1RhelipkiZT6gePmxBwQEZSAF+4xoYlavqIEEkEUaOD66ytywuPbGspvmqimppaWojWIAZCpkMoGMA51NZweVYT/DSBy0iS1h7DZ/hikKYnjrXq6apWXir8WKH0shlz9JHjB9xpFW0NIz0SGAzESFXZ5M8VAypHuTkd69aIVNbJSvLOrII5cr9AOCesgd/mNcLvRQRxiuUyerGyLyBLkryGV/IH3Ptom2gJWAk0iWhoJFBCevtyH50Us6GaSDgEfBaPyQQfxd/nr2GpIo6J5KiSEjgrJHHyYnGMMcHr89KCYYpXqDJRxxOBHkDLc84wW/8vbSOndobWI5JZYvRcjjAPVfCt9+859/y1Jqd2h0+Ub8BCOrulBQXKppa/wBThPGrggMp+xLkYx+ROsrlV7TTVIiRViljyDJ60fHOByPfWO/bTjLNKl3jRkaaOpp3ULIoBLL3j+GNMN1s00VDLWWmFaGTg3zMCyAow8kcfHL3zrdqoWju+UdUhNq2goeZUrIoWnp0WSNsIsfJieu+XsMaCr5dbhR7Yrht6OpqLlbIzVfKUSesy08b/UzAD8JQHzoopLgk1DQ1gqoIBLwDKqcixI/D9wc6gi5zbite/au/0U1bQVOaahpRbJCoBknYNNIHASZeDBnQjoA4ycaVtrsRmJDDnFy46+QzpnQmunbCvtTiLknJFTVlG1b251GXIxJfwh2t8JfjHX3PdsG7qu000ny5ulvrpRJPLUkfS1HIg9RSQuCq+PYZJ077/hsFDW3zbm2amepo7THSSq9bSmmqFkkLFl4kBmGACGYAnOkfwg37Yjveo3jPZqO1Vj7cmSqe1p6UlfXE8RLkLhJX44DAfToZo57xc9y3N6mOWr/XjIaibn8xJTJGr/5WRvOQQAQSwPtqjfZ9ik+namrzy+iIukmoqeNBenHneImGYecNU0uceO+adWoNd6uYAqqluseMSrS1QrrdEKGVRK8K/WAG4HA8j3P5aWT0Mbxo7jlPDl0kPRD4wT/PTRtpVfbtL6SqksaMvXQ9RSQScfcjvT5TSy+kq1oVZguX4/gP5j8tfRqlUNUZV74cHBRRED9JWUNfTiCZlpOBEshRiiuVPZVuiVz+I64VTi41i+kTTjD08TNGHEhXDHJ9kI6wfOlV1iStttRPMvyggDCORlBJAIOcf1G+3k65W+4R/LALTFapyrVFOo4k8sfWufOB2campAA6RAv6RnSohygqErk9KujAkpWUGnH1BXHa4/1j7a3V+DCmr2WapmDlUVcApnx9vB7OmqarlWsioQ7TVav6q/LgAGE9ASk+w9/vp2hnaojfCvHUtyXDjBXBxyH/AFfcffXBbe7cZH68I0I4wrtNTSbduPz1WzRQLAIUamk9GRAx7Ut7RkYx750RUlwtFRVR0q22ruMFHK0zTVlbO8kc34kCFRjOT5z1oOipkuUUdGtQHhZ/Tq5+uTY6IU+Ac/yGnOlSKlqhS/rCrhtsbvJLUF40VUXCiMHyeRPRxn76GTss0uqlV3qcTl3XrEKZZbJ3lfH4QUWy4Tbq3ZTUMlOaOku0c1OKioWWVZp0jbgFkcji/ID6myvtrjaKU2++bU/W7GmqI4kT5aN19KFkYwTenxxlSxywJIzp/q9rW6Hb0klfVzzR254qqnkluERNTG7n1IRBEeuKHyDk64b5FjtlEH2+8Zp4KmN7aY29XitQgIj5ZJ+iVMNnwT3pfbfaceDMuCEqBTllQUrXmCPDOAyS246EIyII8ARn2EeENtBUU9ra+0VzoyqUgrUMacT6gTJTCnoqSvL8tC3xC+LVz37UQWrafzdNUPSpSR1DVBVWUHLNHCP2bFRkNK3gdDJ1FO6K+93q+VdwvNUi1Dwmeo9HkioW69IYP756I7z3qX/hTuChskdXe7xTC83yWD0QlTCIo7eoJ4JECPqXhgkjy2dTsRwZDW7N7nSOACwNgaCudLc4JvYahBTNrRvrAsK6610hhtHwwqKCljr6eiludQUadmf6eQi7d1ZsA8c568/x08VlugoJKijW4lp5YI6kLCvrJAZPCFj9PjsgE4zp3uO4NwX+iqLfRzSyx2e3yu7U+EMMPIckGPxOSRge+ndItu7TpUrE53mojqqQiAqFJTgHkYgnH4jxYHyPGpCp6aAAfNVHJKbnlUmw8BGXJl6tHDfgPn+kBKcoqrhBEPlXQESFuUnP88D8P2+2nxvlED06MrMZEEdTI/poqj7g9dn3OkLNA1VcLrO5jpp3lq2A7WJnPSqOsJk4/LSy4VdDcQiW+JFojTxRkFQTMV+oyNn7t2Py1IdKllIAOVzz+JiSVKNEpF/SPbhIJZCXl+alRSBKe0U+xQe4H8ANMUM1VKBBVSB5wP2kijAP/ZH/APGNd1FVUSyIiBaeNQTNyxlj+4B99eGgjqqinihjL1CN+xC5yC3Wfzzn+euzaUNpoo98bISlAz74WR0NbPTVDW2NWamiMrGQlUUDr6iB5Pgfc6TKgQGWY5bHZ9h+Q0c7l+U2rSU+yVlH6xaNa66MPJduo4s+MRjyPudRrUUs9ZUQVUMrRJGxBU9qy++Rn8X2PtrjIPmYHSmyDkeI49+nKkc5Z8up6Q5HLs4wvtNHcam7ItnpjUHi7/KQqPVllGCCnYHPycH+enjcFua33ert8SNGiyEknyOY5cc+7DOD+enL4bywVO8LOVJjp/m+BYgoWOCvR84z1n31J/x821QbegO5rKPVrquVWnomlx+xiQhpIkwcY65ex/joPNYwW8bZw8i7ibdtdYX8Vx5nDp1Im1BLZGZ0NaQKfD74iUHwzgc1Of1WxCzU0Zy/qH8EkYJ7JPT+APJ6133L8P7v8Y6h980axW6OlxLTOyZhlHQCR4/GxH45iCo8AHUCWOy3C6VK7hvi+pGhytKVwrx/vI4/dX7jyfJ+2rmbG3VFbLeu2qmQNba2ndrTMfCYB50zn2ZD0NcNpkjA3FT+EgKmjZSswBqEjIq4qOmXGEXajApvEJgYk2ooaTXqC3Sfn5AX3ddcoFbB8LLc1fDSW1Y4amndRW2y61FRMBFn65ICroCD5BAK/wANT3Q7ZtNgqKeSltNqgR5RGz09KEkBcYB5HOcnok6dLnt+jvlFTuzNBVQorU9VEeMsTcR4Puv3U9HQxVbkqrR6Fr3dxgmWoh9CuH001T9YA7P4H7/CfJ8aprE8exDGDvOOqURmkkk917jzHnC4MHkd3pZJlKVDMBIB9L+sDe9dl7nrt3NeLBS01TDVUUMDGef0FhaBm66Rjhw2eh5GrN/o/Wa82XatfT31aaOeS4NIqU0jSoqemgGWZVycg+2oav8A8Rts7dubWWqeonr4445np6aB5XSKXlwYkAKAeJx3nrxqefgruai3Tt+uraGCpgSKtaEiqi9JmIjRuQGTle/P31YOyWPbTOyDOHzDZEkkWVuUB1HW1uTFTYvgWzjWKuT7Cx9sVmN6pyoerW1omUeNZrB41mm+OUeH31Ae9nCbhrHduKqsZJJwAAgzqez76rnvyKas3TVU7LxpkMJkJ/5z6AQox7Z850h+0FIOHIrlvj0MMezJpNHsPqIAaqutm4rZPSQxS1tNUo8RaNPoPscMTxyD+eonvVku299qVm0rkIUrrEwYeqOckxjHKBxg4AYDvz9Q0c0dNBsS8/KU8aw2O7zsyBRxSlrJDlh9gsx7/wC1/HUdbznv3w93q2+Km4vV2uqTg0MqKsdPEuOUYZQCcfjUsT7jSZgjJS/uSpFffbrmVDMdtLERbUi04FhLaq/eT2jT4ER3sd3muFLY93VVXL6kb/qi6KgERTkcIzY7OHx5++uG2J6az/Ei82iz1i1VFdVeRF5+ojTRdSx5Hhx2Py0qmoqO27rqbXGymzb1pTLTuCOKVJXkpH2znI1G1xq225eLffxEIp6eqDzIgC5lQ+lUDA8csB/zznTNKyiZjpEN5LTYd9QO1KqiD7Uo29vhuwUm3qP/ABIIgPrKZaKvv1nwQF5sq/YxPyAx98HH8tHnwyuIHw/3tbq0xrw5TwrzyzK0Q/dPvlT41x+JNta3bxp7uMNHeovXyO1BkHEgffAIP56Z/hbcqa11W64bnKny8tpMiAQmSX9jyDEBQS3kdAaapwicwXphf3Fc6hQB9INzThmMLD2vVPeCAYkmv3HSV/xA2LdrRWStTTW91ZYlP7WOSM4VgRnyM9aj2jv0FVtu62L5CduN3aeSWUqkMiOr4A75ZGP7dJrxe42/+TWqgqKkSsixj0Y2GEQ4wxA/Cykg6D6O9TJFWW1KCVoS8s7zllVTyzGqYJ5Z76P561w7BR0IITlTWnurX4xyksPCm7aUHgpUST8Nrpf6CpsKUNNTStKBATUSnKxzsRIwABJYLF4J1JFh3GqXPdNVLXR09TNHJX4jhLMIIC0CEM30kErkDz3qDNuVN725ZzV2VKVZqTm1OkxeRVaUiJAeOCSQ7Y786k+0Waurqmntwqgoqp4rcQiZBpaECaZssfeUlT1g6D49IMl1x1dADavYamucDMXkUKJWrL5GprHOC07kq9o3mS41Fbdbk9Rb6ZmHBJQvJC5bAUYRXP8ALUl1m07HSfEG01giaWpq6OoEzzSMxf5dFWM4zgcQx8D30U2jZVNaqWqozXVtTHW1EtTL6jgEtKc4BVQwVR0ozgDXer2/tWO5U92uaRNWQRyQwzVMpZ1RsM6rybx9OcDSJMY+HHlBondoodUZ1SBlUWBEK7uI7zyujT1SCO2oplwtEWT0dts/worYb81uSqoWqJ24kMiMk7OvEkZ5YwAcedHUYoanc1r3RBUVDBLbJTGCGMmMmUo4LdZJGOu8aZtr7otstFf7neBRQ22GrlkolRMu9IqD6mUg8izAkAeQdHFBuu23K30lxt8VVNBWIjRfsWjOHH05D8cf+WuE+9Mp30lBJqanTrAVERX5h5LZSrOprTK4ygG3NdavdVFWWGfaN0qI46qNoXl9OGKQ07LJHKGLg45DoEA9aXVd/wDidNVRm0bZpYqXgwkNbWAS+p1x4qgI4+c5OdPVu3dWXe911roLTM1PQpGGrXljWFpnJ5RLgklkAGesd/2Mku5tyX66Utu2r8nGtNUZuc0gadI4kyDECpA9Rj9s8R2deaC0/wAIsJASKneUSBUZmh1plHdtVFdGWxYVvWmWeesRZW3G/R11zsvzW2LHcopvUkeOIzzxPUKHBCsuT/HTNeLlu8zUDw3iWumlnNPi2WviiIyEmTLgK2SuOs6l68XOrbc9Rtyyy08t6qaWOWQxwArTJkr6kshyR9P4V8sdO1zs9x23s39jPcb/AFVuRJFT1UjmmZXBchvoGcZ8nAGmJrGkMhveaTvKpQEC9RncVArleCCMT6NtJ6EVOhp43BoO2K4y7Kv1dUz1U0F4qJa79pUNUzR06s4XijEMxUDrH4R460KxbdW32yml3FUWuikJ9J3qK9fplDcDhUycZ6GrEXa20dVXreLtYLbSzvGsZmvNw5MUQlgCgJDcc/frUdU25aay0dWJrpY6NaeaUtHaLa1W/pBiy4YhgcAjTXI45NuI3UgaWHhalR5QzSuKzCgkJSBy/pWABNoUsl35w3QTJNEo9Khpp6pQVPRUhRktnvvA1tVbHmmty1Nbb7lF6cvqAVCw0q4jf6SS8hI5Dvxomu19udzrKGe3Ve4Josujc1SihkDLkDPFeOPPnxqPb1VvPBV0txtqDiSoNTUmqJAGeYIYrjP9+mOUdxB4pqunhX4QYYdm3AQV09fhBBNY6Omq8SzUEdLxUkT1pmnyx8cadMYx/PTCIdvfLS0lHXiNoKkqwpqVmwqkHiGlYYz7/T40zm4XiX0WpzBDCVy6ouM5HXEL/fpuQyVE9XTJU8JBx5FF7DMPPfnRlmRdH9q74fGxgq3KuGhWsmCCpuFsFelPHTVDiaIlyzLHFmM56MYyCfbvxprqI6Sno54rdSQo31OBI7v9Z77YnODpHURvD8qrtNOTIEZhgYBByTjHROurUFCrTBVCyyjLtyy/YwD3nU9phCKEE/0MSEsJTCSeanFLBTQyUsEsmCoMYZeS/UcAeTpBAOEdfSq8iqHLD5cZc8xkkdZXJ8a3hqvRoKVxNHAEdYyZYyZGwSv8ifvpZTzLFdKj8DCWNG5Rg8mKkg5A9vt3qfTdSQPq8dgKQmqXZWoJMzKruEKyjLNyXoZ9j99dkpQGq4zT06h+zhyZDyXBLZ9/tr2tqZ6ih9URvShJAzGXC/SrffPWfbXq0NTIs0iQU0M8hwsnb5UfhLeM9axvdUFVoyM4EtrVWLfLSNP6PyEzlkCB3eM5IHjyPHX206VdHQXKeqiqo5J454Y6jiGZJGZPBx1xx1gjSCy0zUt8raCnqCPmIiwcD6leNsEd/wAdOtTTV09W8tNKXWngeCYzDiJiQDgFR4+5HjUh5La1qScjx5/rG7zaV1SoWIhM1BUXeFLHNNNHQRKpMOUhb0j3w5RYdyD5LHTrFTixTelb6ST5MRxrxRhwQ5wSq/ceWPvpClRFOYpaF44SixwRlELyBj2VbI6QgdE/x0vpfX+blrDWPIlPzWenYdKxwVC+3XsffQuTwiUkUlMq2lCTmANe6Icrh0tK16BATWEm16mLncqVOSxxVLSx8xxPpy95x9ic406VDTSQytVypSqX4wOOz3+EnPuftoJpUoJ94xpD60ayRmZo2Yj9oATxYHPRB8e2ieaKS1Sxq6rPRvMSkeCzxsRnOTnPff5amqYSldEm5vE5wVNYXU/zVTUSqyyNNGipHC4AjdsZ5j/z9hrlV05nkjhmYR3WNBKAuV4e2OxngT/bryIwTJSsZJqp53MsUq5UJx7AYjwvtgjvRTaaq51SrTQUqVlQ8jLJTzleaoM4dWJBIPsFOfbGozzqmuuBl3fQiM4tSLwO26jempw0wDVwXMr9ZkI9s+6+w+2lLwRVUCXHIp62KNhwlbioJ/dLDI7++NFVXa7DNOs9XJLZKylDH/GAzQLnzkjDKP4gga5jaV2ulPVzs1HJTjisJbk8EgHkySpkqv8AVyuoC8UaP8Rat08/QaHuMRnJxse8afWkNtFQfPxIYqenlhp5FnmiikAPJcHi2CDwJ8/1tSdaKS07jpWa92K22pQzRpE881G06AfTIDgqAewBns6Z5vhnWZhrrQIKlZGjaoFEVq2KKOwyAq4IxgHwNEG1bRTXS7SUdBudkedWSloVjdatJosiVZIp/wBxRjx4GljF8TlnWi407TdvUb1R4cecAsQxCXWgqDmWorbw+Igipdu7XsFLVTttGGaKits3yVT87HVyNO/mIN23JvIYjrxqpoo1u/8AjCzNH8vIXpRGcCBT2yOmADh8nJySdXRh+GF3tdJWfryipdxLOzMWgkajqI4mABROAAOAPuNVlutspdtXqottNTSQw1EpeLLCXioXpXcEjI8Zz3796xsZiTLjrwac31mhBrW165kkZ3sI02cfbcecCV71aEGpPqSfKIVtLpctxCOX9pFNOanHkv6RKxhvsCRy/lo7lsQeaqi9Sf1asAiaGTgYAGyVYnJZX8DGMaENnskD3ITKY1fKSVAYARqpPQ9+Xec6lA07JSKKEgyKoMbuSwJ/6x8kEedWC+txtVCKE/1FYcpjPdGUKqET2+hro9tU4j9WOKOrjyMyZI7dvOXYZz76fq6eh2xQU12JWSapt9UauF15MsjuFiKA+GVQfbvOmKaqo4op6xlSlnmlhTlkgDGSq4AJK5PR9tIbzT/NVj1VNHHOYnVY1fKMEKgScs5y2SSNBug6V4BdhW/O1LmBha3lhOQ152pDZGWqpIqySnWZFlOIg3+TRl/E6nyfuulcEs0FYKSoglS2gqPmo15BQx6QKO8/+XfjRBtjbCzyulOxigUBp5n+psHoZ93c/hUeToiviR3Bv6OWdViREIdx9Rh/rOzD8Uh/ex/2RraYxFsPdAjKlzwHHtjaYmAFdGjPyAgfqOVRN8hRjiq5Ear2FX3c/c+/5+BqW9h7eptr2mp3ldS1StuUrB6mM1FYekAAGDwJx/H+Gou+F1DVybgbYdwheO6Bz6NQ4PGSNe2kYnPH0x4U+WP5ak34qX+nlDbTsolpKWz5o4pOPTVJUGWVSen4KcZ/rE+40s40667NIwln3VUKjxTx7/nAfEn1uOpkGtbns/XKIKuclx3LJLX14KVUkjSn6+zLnOCw8rnz7Y0vedaiX9XrxR6NEhnVfeXALAH3GT5057WpP1pd4qeSNhTUrc3ZxgSpCvNjn7dYP3J0h3PcrJbLRDdBFHNfLhVTcEB+pKYDrkB4BY9e5xppQsqmEybSbigAGlePKg7onTs+xJjeeNEj10A7hYQvrdx0217tZ5gqmeEUzRxEk8mJzyYDJC5+w78DVotsbMqblWrvDeQkqa+qYSU1G/XIDtXmX2VfKR+EHZy2qfW+zTW3dlFW7iPrXWMUVQYGf1DEhwyFvbx4UdL4HevpZR0yxL6zsZJpAC0h/MeAPYflqvfaRiowxhpmQPXWkhTgzI/Ck6JOpzPZFO7X4arFH5XEJ1JCACUtnIGtlK4q4DIdsVL33s+DaW6jJSoRR3svUlVyyirJ+tVHsrjrH550M26GlkSr2ncJ2ioLknq0lSpw1LMwIjlU+2D9Lj+erQfFOwNe9qzS04PzVvYVUDL+IGPsgfxGqxVlv9e2RVNshBEwlq40j/cnz/jcWPcNn1APzJGoWzeLmfkEh5XWHVJ4Ee6frgYfMInvtEmlKzlY8iMj4fGLZbGvSXWxwQSckrKFEp6mNzlg6DHLP7yuBlW9xp33HQUdxs9RBWwJURqFlCuoYBomDq2D7gjOq+7F3LLUWWlvdO6Nc7TSj5iJWAFbb18//rIvb3/t1O0G4rTf7MtXaZHq4q6nLRGFCTh1I7yAAfyJGq1xzCnZOdK0ig3vA/rmOUJOLSipZxRFvgfrKAvdHw+ut9vzbhtNypqX5ikghljnp3lBMXIqwKOnsx6xqx3wH2/cNubZrqO51UFXJJXtIrwRNEoX00ABDs5JyD3nUMXPe+3tsW+2zX6d6c1ylIVSGSZmeJQXGI1YjA851O3wZ3NaN07frK6yySSwxVrQs0kLwnmI0Y4WRVJGCO8Y1YGxuObRPNIkXlKMmmtOr1aj+anHnFQY5guAtTqp5pKRNqzv1qH+WvDlExDxrNYPGs1YECo8Pvqu2+rdTT7orJzzjlIiy8bsp6QfY4/u1Yk++q676e5jdNYtNFC0eIsM7kH8AzkAaRfaASMOSQadcehhi2Zp9qNfwn1EQKbfcKF6rZ25brJWUlf6ktDWViqxOSWMbOvHDxdFD1kD7g6FtxXy5Vu16/a17oY7m9C8cU1XDMFJpmH0ViqwIYKcB1B++pP3Dt9950dZty8GEUrRgOYlPNZGBK8WbsHHZ68ahuyU9bY5I9k1cai52JGFtLdJX0LD66ck+eQ/D5wRpVwdxp5PTGhcQQSBbL7wIpn94aZxcWFlD46RNlJuR8Ry4+MCMG5o59s0+xr561Nf7XOWtUojZ0IhHJVaRQQoYDC/frSG/bise4aiacVUQq6ynFW1PnDxNGFimypxgv8AiH/Z1tuuhNLJTXi1s/7ELNA5P1eirYCsPPOBvoYf1cE6Y60UMzLdY6ZCtSxqQvENj92oiOfI75Afnqx5OVl1FMy3UVJPYTcjkDn4w7MSiCUPNniac9R2a+MOm5t6bbvWw7FTm4xPeLXNLTtCDmRkjwCR98fSdAXw/vtdNvekqjStSU11pK2in5uVPF1LBeh9OSvRx+Wg6m23HZdxVFMgd6amXNI7kEcZcE4A6PWO9HFiqWodz2S4eq0cdPXxGQKMllfKY/tOmf8AZstKyTrLHWCgpQrpvVNBTgTBUyKG5NxpJqDvEcq3hVDudLVtXaVRDbJG/VdXWRhYssWWOYYzzwwwPY6Hfnqp5P8AFqZ2SqJ5kuq4VjyGR2T3p9vt0il9Xb6w1DPS1tbI8nEqjLO3QUnByMd/bQlTNVw0kEFJDy4ERkySYIUHBPucjXbD5VAa39yhJJudCSR6x3kGUpRXjXzJPxiQaa41c8ZttO8ENVEY5n8SYWNWkQlBjH1kdZ86mXblXU7dmo6y8VrsYXp7SJIKfkWqqsGeokI7C46yR0MagbbrRPuWZi0EMkkIlk6LsYIDyYkdZHQH89HN8uFypbFb6O8VDSyyyJLKlLFxkE9ylBbAJyTHCevGMjSjj0gHViWGRzte4vS3dC5i8t0v8G9Dn9eXfFhNrUTyWu77ou1dVyw3GaWphSWchI6eNeCcQOl5Bc9dd51DNPcaD4mV9l/WFNDbKajGZXnlDkOxKEiRsAtIp4KPzOmnft4je4VNPQVlUaV4I6CJPVKx/L05yx9NMLln6yRnA0BWZIr9Rx7cko6ekWOskq6qqncOoiQ5SQs34FiXvH9bvQfCtnChpc+4aE5GlNxNKZVue7OB0lgW6kzjgoTkfwimfbFgaK8Qbm3Zc7TDNTU+0bbFTg+mnF5mp8gx5HlMjvHsPz1puLeyfEmhp7LsoV0FDDMk9dWxRvDJAlPJ+BAQPxAZ+xH5aCLndmr75S/D34e1MItS0Zp6maNAzStyDvLzXvj34H4j4OiasuVo/UNx+HOzY6mFIAYr1dTG8Qj+kFirnjydvAwetD3MNShxtwI61ikH7oyK1/zHQamIK5NKTUAb2aRwH41cychBxPerwlXFsHYNt9MRwE1VxmlGKQkjAKjkWlcEn8j50OUNbcrVFU/Dj4cpTJcI55Gqao8pkpzKebyyMOIMhJJx99CVl39cbzY6XaHwwtVTBWytitq6twJAgOHmMn1ZLL2CfHjRjRVNbt6aq2d8OaSmnuNSxkqqxmMqwTFcNJM4ADuT3xzqG7hy5UFpxABzoo5kffcuQB+FP0eC5RTe6lQvnQ/7l8BwHrBXarfQ7X3Bb9um5s12uUFRNNIsPKScx8SzyO2cd/hBPjxpZedizNR3Wsq7xeroJFlnioVqFhXIXqKPgE6yOuR99C1U0ezKNEkuSXLcICzVMyIFZpMYLSyMWEceCcLjP2Gnj4eR3K80dde9xTXIVtW5IpZ5fShSKPKo0Crj6JPOWGT7gaBzCJhtJnkuWsK0uo10FAQmkCHWnmyqZBNDap+8eWoECcVgtb0dBd6za9rtjlVKVN9qvVkEjr9Shctk/kTofN2qI6y40q7gjak5LKkG3rdnKFPqBkIZRgjH56KZJTXWynh3HbbPZTAzSBrxKtXUK0bsodI/Gfsc/wAtRhdrlNuC+FNu3ivvdLNTiNYqGlNPH6qOeWGQKOGD30SNNOEoW8T0xtfmBfQnev3iD+H76wFOECneB3mvqIAdz3+x3ympZLStz5xzCQzVUzPJKuCpRoyOKj367zpmFLW1TSQNQvHTsg/aTMqI3Lojs5/u09XL5cUU0L09RRvTzj1FSMrMDC+cmWT93I74gZGm+putwaN5Y6NY6ty/orJMH5KpHbSd4JXvA1aEn1GghhNuZv8AXpD9KrCU7jcMka1Py8EdA8AWNuDEZdeKdYHjvXOSSpjrykrLHG8XUqjskHxg5Pv51oj1ERmamEEUMbSvIgyzc2+vyP79c46OqlnpLuJGlhlLJ64HFY0ccgo6Ibsfx0bSAKlRH6wQNAnrQlmmUWwlKif9i4BkqFIyFYZPWP4A6fBRUMcgqTGvOQYDN5YD27PeNN9ZHTLS18afMzthj60wPojrP0L0WA/hrmOVSlHV+jC/BOTSSvhgpXyB7Z/P21k9ZNU2F/nGQQTbKE0Ui09HUrHMtKsU7/XKvM4znIwfGDgaXx93OGoi4yiSJkeTHEgdEAfca42+pphPWFiDG5WRG5B0YEd8Py6/t0oepiqzSVcfrgI+QnEry5DHYI1u4SVEfVxGYW3KJ5qCojjVXcxtxVxlS3kZH8dJ4GuUsdNJ+yiXgPUBy5Jx7YwBg67GepeR4mpSIuA+tnAznyPc9aExJVvS/LRrJRpbmJyuZFmj7AAx23nvWjDJUmhpGRwgYul0+Zvv+NM0FKrPCaiIEZBxnx78gNSDbKynplNJJMZBlnjYoVHAgHDddHvSaajhrLfSUNREcVKMC8a4CyAcgx9x2M6TUd3khiqbbcx/7QjQ4UdeuFXHJCcDv3GetSphxLiQ2lNKfVY6K6yRTSFVbW0xCV9vR3njYqqBGVW9jz68ddE69a4OlrnvdQF4FecEeMHJ6UP39R5eNPSU8QkauZCHkhVGXsnA7xjx76EmeO51trt1LGvo06mqlRvpH05VVK+chjnvUfeCkEJGWfZHkUJoYT1dq/VdBQXaUsa1KmKWplzh29Y8WGfsMjr7DR9DS3EW+orJWSf0WJPpj6ljP4WZftnyRpiu0VdX2uvo5KcANGREVfJbAyDjHXenLa10qZ2orj6mKcQryjdejL+FuX9ZcAhhqI8XAiqb07+6NJhSlN7yMx/WOFK0r0Akp5IZaqXAVx1EXz467AGsraaeknp6l0QtBzkld3KBRx/LyD7fbzo6v23Up6b9c7e/xeCX9lMvDmKWR8HiR+8jDtG6z4zrpVbdhSuoY6+rlm27Vo6frGngMixzcc4lPfpqp/ED+WNQP2wwaOHI1tS9sx28BrA1eIsihVka+WnbyhbtSSo3on6vr6mjmjWNDFRVrETSsc8kjqR+5jGM+dStY2kor387S2tP1vSI9OtNXqtLWND1ngyn0amM4GCMN41Xzcm37rYaqGhlzGJEWWlroF50s8YPQR/GSPbyNE9P8RLpHbP1bcqOnvZhBWlSsZlkgf7rKuXCgaXMWwdc2jpZMhSFfdrSnoO2tDzgPiGHKmEdJLneSdK0/T0izlk3Bsu0pHfFt8ltud9qjb2ElKYp5KiIMQj4HFE88WP0n7nOorrq7dOwr1U3pGhuldNJzlkqowgemZ/qK8B1LGv0NjAOFJ60R2Zqm+WSStsU/wCvYnh4VlqrJAKqLAzxikPnB/AW/wD2tDG5aK83ahpK6qNTT3W2UrSJR1DhVqqTrmJFB4/MxL03f1L2POkXDJJtqbU06ahXVUFGp5DiAMjprWkKklJhEwW3sjYgm9NOfbpQ1idabfdJcrrbrdQwsKa40pqErmI9HmnbQYzn1QuTgjAA1UT4m2S1friaXa1RGLVcJGqklpcGIlnPrKh8Z9QHkR7nQ7bNwz0m5kSgkk+XqVSWAtKxTlCc9L4RiSVc9cgftqSN21NouVC8NkjDIj/PJHCvVKJBiphcDpeMgDY/PTLhGz6sDxFC2q7qx3dp5ivkYOYZhSsPnQpNd0j68Iqvt2joaW/XKyVZHOFklgLnyO8fkcZ7z51Jc0sdBSmRgxWPH0qOROfsB/q1G+9qQ0F2o77HH6oP0MmPxOnajr7jPf3Gjy2VRrKaCrqMAyoHQA5UZ/P3bVoOqU4A6o14w/vitFiHNObgGXGAeSLgfTkff741wqop5ZkqY5WV1YGQdH1F+xz/AG6WhHYMyjIQcj+Q8aRmpSSd6OBuU6gMyjviD7nUQE1JERQAMoKqauigplp7FJJJX1rgcVBHoL2oP5yt2R7KNTn8IfhzTUqJXVC+pTU0mVZzz9eoU/iyeykZ/D92yfYajTaWwLo12o6qKpen4o01wi4jl8tKOKKGOSs0nlcdgauZaJbYaRKe1NH6NLiExoR+yZAMowHhh7g6qPbjaDoWzKSSqlXvHhy+XjFf7SYyGwZZhVSczFL7hSz1W790LRlFqVguLRM7MihgPdk+ofy1DdLe62418tjrwY/1fyhiUuZHZBhnJb95ix+pvfU4UVU1Xu7fCRD04UpawCfpg4LjpP59Z1WCvnrJty14s7zvWR1ok+cnjES4OEPOLI449lA7xqyNnGekUtCxdLaKHgaD59sMkkB0pUU5JT21p9CJXrNy0e3bVc6Wjiea6z06UVMiJyVTKeUrEjHYUdL5/lpZDsyqs89m/Wvp1F0a2yXD0yABD6oLgs3774HfsPwrpym2pDY7fty0Q08tRd7y7V1xr3UsR8xIEj5k9IME4UYzqQNwU0c2/wC4U8WZhQ09PTqzNk8gY0/hgFiMeNRHsbS0ktSdgsKKjqqlEgDgmpqBrmYW/sqpmbTNzhqUlSkjROSAearm+lbQB7tjNNuypMreo8Rp0L4AJWNEwP5DV9aORZqSCZc4eNGGfOCo1RX4jjhve8D+rUf6lXV09uV4r7VQyRIfTNLES3tyKj6R98e51WXtBQVyEm7S1PgIj7VpH2SWWOHwEPzKrqVYZBBBB+x1VqW0zWTcFx2zAAJBP87bieh6qAsi/wAJI+UZ++NWn1D3xUtMg/V+46UmOWmkWJ3GestyiY49g4wfyOlHZSe6KYVLqNljzFx8u+AOBTW46WTkr1GUV6oVl23uKiuNBBGttucktTSmToQzKxDU7DwQxypz4OD7aufYrpR3i1U9xoQEimXPDGODDpkIHup61Wme2x7joKm3RDhHeHnr7ao69C4R9zQZ/wDvg7x99PPwSuV2EMstUfl6T0QauilBM8VQGK+spyR6bBcOPIYZ037VSyZ6S+1Votux5jTv07RzgrjLSH5UPfeRn2fVq8Rzhd8SUqaa/WmGViaJJKkRL7LPKvNWJ+5Xmo1aP9HIltpXHJJP6xbz/wDCj1BHxZt5q9u/rSkHOWkK1MXDss0P14H/AGk5rn7HU5/o2ukuz6+WMgo9wLKR2CDFGRjVobAYsiZ2IXKCymnBX/VU18ax8i7U4UuX27amz7rjaqdqbH4eMWKHjWaweNZrENEeH31Au8+9yVf8I/8A8Aano++oG3n/AMo6r+Ef/wCANIPtEH/81H5x6Khk2X//AFH8p9REe1Ui0Vb66OhadfrhLASMIxksg8sVHkfbQvvnaSbstsVbbZBDc6PE9DUL0eQ7Ck48H/Xpw3bt+33haepx6V2peX6uqo/8tA79Ej/qHH1jwRrTbV5miMe2r3CKW408YC4OYqlF/wCciP8AHyvkarKUU40lM5Kq66cxy+IpY+kWVKb7ZD8uq4zH1mOMQJJObvRTmZBTVXrGOtgYY+XriOPPHtFUj6W9g2DqLkD0b1FpbK4b1qcN2RIv0sh/7S5U/mNWa+I20pUkfd1khEkyxmO40oHVVTH8Rx/XUeD7Y1Xrc0aTRR3amkLr9MiykfiXoKx/6wxxf/rDPvq3NmMRZmkAtHqq0/Cr6y5d8WPgs228iqMjpwP1lygDvVTFEaJ3LFw3y6niTlPK5I6AA6GftpLVGZFjngkEbQSxTdjIIicMR+WceddK+phlYFexIwZiuSqkeR+RzpBLWQ1lLUR07upw8fMIxw2PPY71ZLLR6MCkNaUjdpBDuaui/pJVimgleGaVpFdVJRQQGHns5JONC9MZ6YvHRU5YNUMzl5McQ/ZPufPtp7utzeWenlZJqh54YOTqnHB4Ds5x11plxPDPUPR0wMsxR29R+Of3SffHQ61vJo3WEoI0450jEvZtIPCHm0LcJpKyrglpYmLpRZKmR+BxLLy7HXFdPf62qb8026BUyPHDHLwhjUIDO+RkZ7IjQAL/AC0NGSpjMlHQywwSgLLKAObAzfiHt2ygd63lgfK0y1TqlNI+ViAVJOeD2O/B6H8NQ3ZVK179q6dmvjaIq5cLXvHX0/WNfQW6vT1bCYvxX01ZzyGRgKRnv+fvp9p5hQms2lBDSN+s5KaN6lny7s3Rgy30hQ3kjydDUcP6rpHuMAklrJcRKPUKhIw2C4x0DgkeNONptlrjrY6UelCAhdmlHIRKjA8lB7Zsnr89bzSElBBPVGQ5i/HTzjZ9tJbpSwy7f084l5qq27ZqaXae1LvDS1FG3rX26rGGjjikVkEKN+R8AHsjQpdd0S39/wCiW2aaojtcQMzEqQZyOmmqJD7nz34GhatulJUW2ogoW+XtVvqGy5X65ZOQ+p8D6nJPQHQ0tqbpBFStDADBRIC79/XIB5aRvt/1fGgcvhQQoOrBUvieOdTzvZOkDpWQKVFxV1G9+PE8+A0hx2U8dkjaO11RttHcZf1dU3MyNI07ws5MMKrkoi9hpW671O9LfpJIE2v8N6FoFdQZakdyuT+Ji56Ud/jbs+w1H+zPh2s9ti3TuiZbTbpV9VC/UsiPgr6afu8hj2J/L31K0l8gtNvWhska7ft7diWRPUr6ke7RxdsM/wBd/wCzSZtFNMTE0ehHSKBv+GvOl1EaAeAhexFxDjx3Ouf/AFrxPE8hlCii2/t7aXo1G4pTc7q7c4qKFfU/an3Cdlmz5d/H5abt6VFddqYrfTJTsF509jt8hNXVKhDBJpkI9NSQPcAHyceRr+kBjSeayo9HCc/MVkjq1XL9/UqX+hAf6qcmA8d6B63ddLARTWunlulRUOqmCnD8JGY4HNv8tP8AnkqvvjUGUwaZde6dy6hqdPgnzPMRwbwt11XSO3Pp8B5mJeuFw2zcaKCv2/tuO5XtEiWUMA3yac1aVZKhuS8k7PEEkn+Onv4l2KtulNaaS1NT26maWQzVPzD0jQfTzQqYscgWGGUkAg96DPhxsC/VVNW1m95qqlqKWsmlo6OGf04I0mi+kskfEZUMQFJPQ0Y3D4f7euslJdbjU1zrXvGDHLVs8EIELLmJWPFScZz99BH3JWUnkttukhBNxVQJOguBb6rC3MKYYmQhBqE8L3rpkLfVYrVeUp6xvRtVb+tIyksNVClMWSSoU4yjHt+gfZsk6Q0O2RcIbdWyw+k8KFuDACSNWX6iyk4Xx5cj+GdS1cLPs2gFRa9v1FbOYDTs9wasaNQyZBDzgc3zjBVB9WhCawUlWscAaZ1pyzlmcwRpz7yyZwoPnlIWc+w1Y0ljALQCKpHEi9xwFOMPMjiC1IoKgDU5ww/J2m3yTChjikkqDyYjoOSME8yAZOv6oC/noW3HTNTW+kmmHIU0sbQxlxG6qSFLqh6wFPnHf56JSm3Iw9ZO3zdVDNKkcnqF2U5wRGh/D+bv39l0xUG34N2009/rvRht6RvHUXCcl14oT9IJ7kcfYf3aOyboQemdUd0akZngLwXYc++uyeJ+EM7UtNNVytG7FpADwaXIAHvjoAfc+NN6fqq3U0Ygalmu8pRpSG5xJGjEfSf3z7ZPWpINu25Ftd701Otss0lKQJXANbcwB0B11ET/ACAPvoR3FWR3WmRqGGKhpoFT5aGCMYjjBBx2MsWHknRKUnjML3Eg7gND3aGmfZ48IltTCn1UCeqM/r4QyQTUprWlp5o/lyhXhGo4h1bvsa53Kvt8tHUCVnxTMrHpkBZcMME4zpWa2KnZ1ankSNE5tJxATs99586D7lcaq7S0foHFBUz+lxZDmTrsMDjr7aNsMlxypyGsEkphwavF9mjRqWripFjMhcZXkSMcTjyPtpwSeGOWOenhqT6kKxiLGCqhgOXEnrHudKzJPbaQtVPCsaEhfTVsKg8DHvgabI3qBcqSSdwTJBJmoMXHIOCoHePB8HWwIV7ookV1j1RpCyneqhgEC088ppGJDyFQZMg4xn+Om24RG7+vRvb0mZUViHkCvFIQOOCOx79jRZNDRU9NT1MlZUGorDJ6cWP2YhhIDPnjjkXOMfbTItO01bNI8kgSNUkjKZV2wCCGGO/y1HZdQuqqev1nGiHATVMDkNs3hTlYaGqES/URHK3rYVMY+rGcH+7SS227eVVVzXqiemqPk3KOefFck4xgDJGf7NSbtK3TVaevQsfSjoaqaVZQS7cgPcn6cHzrzaNNWy1VwttPNTFJo6xJPoIPqp+0XBHWRxx+esPYmEIdSkCqQK/GNFzg6wtUUrEXPvu522ueC70sL+xSnkDGNh5BPjSjbm/LBQWipobl6kcy1ck8LgcgVlP1IceMeftnTnLR3pdu/q6l26QF9aCquf0GOSaZy6MQDzLBM+R2ehqXbf8ADm2XXYzUMlJBBcrXBDWxyvRp8zPRTDJLFu2KHOMjoaGzeLSqGUl5N96hoctK+ncYxNzrLSUhYzNLEWpr2X84QbU+IlhQNS/OU83qQOpilbCzwYy0TE9Kw8xk+D1o2s9+2fteCz1O3N0w1G3bjKsN5pKsiSfr8R4Eg9sQCQPH3GgOX4ZbWvO1BdoLQKu42aqjW40kGIlqKORhmQgYPSkgnzjx7aUXr4FbCrbxbW2Xbedvu8DLSAVLD5R4gWlTvJJUDHE996V59Ug66pBKkg13sqW41yNDvJP0F2eMm66pKlFIyIoCPXOl0mCjcO4bbYbZWUNtjp2tArHAtMkvz0csczN6U9PMpzA3Ihih6AGBqJ47Y8NM0tDVJLVOwaSU9gn3BTOQMePz17uv4K7ftNLZbjZKmpnt129QS+k4zFJEvcUhU9OGyAcZ60M//J5aokC0dXWQEeWEpYnH8h40fwVEu2xvS7hIOZIuSLUIzz1zgrg7Euhmrblam9vhEi2W71MFYKiz1JirIGx+ycB1YeQQPb+OijdXxCqN/bVnt1zV46qjLESRoE+daP6TDKGxxB/rgjP8NV3/AKMVlDVSyWa5TiXmqySTrhTy7H1fvd+dLrhBvmQyTXaSSvhWMKYqR0jkkA8DOF/n3k6nTmDSi3ETaqbybg5KF79tYlzWGS7ziXV0JTcHWFy7jt1uMs0pRZUYu604LqQFCqDjpXwB+WpQsG46VaKCntaAyXDnN6JGQ7FcTFvuWj7I9yuoJj3HTW+GWM28UciJ6Xy04ZEaM9/UCO3Hv99JrdexY5v1pa3SSGaQrJSHKlOsgr9h/wDwdFnsJTOslQ7RfOJD8ol1NLwebioontNdUQ1BrGikEsTRnmitGR0v5Y8+/nTZtCeluNrmpKogrT1POIN9PENhlx/Akgaa6yqW4SwzU5cwMxqDDT8UGJfp4kn8RB85HeuGyqWB6+WGop/UV1WUM2DwK5wD+fWetd1ywaY/iE19IkISeiIMHMW5rZJVyW75hVmjOPUPUbY84P3Gj3bFVt63yzXKukiqKini9ampCwLVD+zv/wDe08n88DQPTWm3pcKofIxKpCEPxB5cs8hj20900FQbFNSxrFBK5ld3VQyx08LZHLx5xkjI9hoNibbK2txuoBpW474Hzgq3RNosl8Pqm57d2/Wbuv8AU+vV3+pU26klKoqyY48ySBhT5JPQUda43asnsaNYNtRyVtVdKpJL1LSkJLUzTMBIYz/WCf2KP4ajq5biqviHWUlBSUxkpZYoYKWk4fUIlAOCnheTAM2fHQ++rE7V23b9sUkklbUxGqiTFbVFxxplbsxIfZj5J8n+zVOYw0iSWZmaH8RZruDK1k15DzMV1ibSGP47466j7o5e73DzMQLZ4qSlv25qejwsEdPJHEM+wlQAfx/89Qja9tvc97T0MY9X56vQxiTuRn9btnb7gH+zUto053LuC82mSI2+ORZJEZCWYGdeDJ314yQR2NRVLdb9Yt1f0jszQSyh5JYUlUhEYk5c47bjnPHrP31ZWEB7+MWiN4oTnxoM4b2Ol3VlHv7o8afOLdWqnhum44YyTJHNcijBuv8AF7XDw4kDwBIxx/boBs9FVHdtZV10qyw3e4UvoMB9UUD1JARm92/Z9H7akDbEM9Cst4jCyT22xI9QcYWWer5TOR9iOv8AVpk20tDWXOgt/JZZxV0KSREguqLTtK2V8hQz9fnqtGphTZf3bgJAPr8oUmXSjpN3RIHx+UQ58SIxX7orXSR0BqpmeRDgyFXKgZ+2Ojq6+yJvX2haJOIX/FIhhfAwMf8Alqlm+GWLctXR8gwjnnRSP/iHo/nj+3VwvhlO9RsOzSyYyafHXj6WIH9w1tt42TgkoToR5j9I7bTJrhjCj9Wg702Xm2Q3i11Vsn/BUxNHn3BI6P8AI96c9ZqoGnChYWk3EILailQUMxFWLNBc7nBeNsxSfJ3Wnqvn6GXiCUrKMKJlweh6gAP5hjrtQVj2ZrVvi1EzU1w9T5hExgTcj8xCwHQJxyA9mB++j/dljFne57h2zbzUXSnq6a5ukbcWlJUpMCWOADEvgeT+en62Wu1bm2UaejhSmgrWkqIPTAAjlZy6uMdZDdn+erHdxtoth4p/hrICsrVF/gRzrDKMVbUUuU6qqg8uPwI74dIPl7xt+qjpmEsCljAwPRQqHA/kGI1K/wCj3tuba+0Kq3tUrVQNWGSlcJwZacxRhFcZILLjBI6Iwcagf4U0/wAjZK+2yySNUU1xqFnikIPpO2CQvXSHyv5HVnPhLGIbPcKbv9jXMoyT+EojL/cdS9kJl6VxV7D2V/w1XI40uD5xWO2OFSwIeKaqbJCTqAc/ERLA8azWDxrNWnCLHh7zqu2/K309z1UFMgnnxF+zBwFBUduf3R/efbViT1nVO/iv8V9h7P3vWWvcFY1JU5iDE08hU5iV1PMLxPRwO+j1pO22kn5mRQ3LoK1bwsBXQ8IaNlGHHZxSGhU7py7RDZdYd4UdDPXWVaCsuRZcRT80Ux8vqQSDwQvjrBPnQNfd62O4230b3QVaV9NKmYqEF6ujcnBkOACqr55DKldDtb+khtNqaojgoLj6sUbu4MPXANx+gg4div1AA+Pz0Cf0t2DSW+as2/cqlKagzIIq2OSOrjDkMXp5iCXXLYKPke3Q0o4VszOpFZyXUkg2IBHcSLU4VHfFtyGEPps6hSSDY046RPG3t1XOuFNbbrJFD8yp+Ur1AkjrFH274rLjypzn21EW+fh3HtSrluNOZKq13GZnb1jyFLUSdFAB0IpPt4BwfbQRa9xV1rluBeoF8sdZUeu8YUQtTuwBBRV/yLqewR0TqebHvWw3ahXb+4ayOsorjmGmqJyFdyR3DMvXGVfZvDedFHMOnMHmPtMqKtn3gB9UUOHhaC4kX5B37Q0N5JzA+rEfXCKmVMHy0zQAFVU9D7aTsMgjxkYyNHHxB2xJs67GjmkV6Z8tTz5H1R/1T3+JPB+/nUdvcaaOWOPLMZMheKFh1+YGrbw6ZE0wl9k1BvWLDlJht9pLjZqDHMVUlPQQosVRVSwp6bE4JcqxAIJwMAf6tJpRIld68MQSeaIqBI/R4djoa2pmnp4qhIUlnYOzJzIH4u8Z9hnXYxzyyQVMkCLLECcls8SwwRnHjRQUQTw+jHcUApWNqWoMdwAqvSFTJCHKJ91OM9+QM63gRo66oZnZxJwcIfC46OP4nTdK1UrU8dXLFFUTl4leJSSCRnrP2H30sNuMkHpT1ErkpwZlIRiB79DzrC0pF65ikZAjk/8AitLWiOQxsWkcM31lSwzkA/b2Gui1FCzU9xqJVcqh5SHAbBUMQfdc6TLRQS1ssdRAzCIK0Tu3LllSpx3pdBbqWKmSsaOOJC0ZkcgKPPEcietecLaRc3jRRCRePY6oXGoNLSK0qVA5xrGpMaAqSWY+FH3J1ItjNkt1taorqN5pHaKGKursR0AaQdmNM+pMynodYJ8aGxd7bb6z5CjiE0jwZXKkQqQ3nHmQ99cuvy0osGzt57vU+qsZpKIBWrq9xGsUynlgJ+6AMeBoBiO6tol5XRtihuaE/WXPnAieBWg9IrcR5n64RJlfu6Qy/ORyGeoQAJWVYU+kAMAQxf5OL+xm0y0Ul53FVtHZaOa7TyH9pPKGEZJ93JwWx9mIGPbS20r8NLa5WunqNzXWCUxPSUqkQpKMEgEfiU+x8EaOa/cW+3oCtNBRbQtnSoZSqzEe2F85/l/PSY44hk7ks1/qX1R3J948qACAynW20gS7duKrDuGZ7KCGuT4bNAsNRv8AvcdOZM8KZHCxxqvk+wAA6wo7Pvp625ftpW/cL2P4b239ZXIUheWR8RIFDdSF3yePt0NRrHHsa2t83uq8V+7bkB3w/ZwjvPHmftpDV/F6qtlSkezLLSWwvingJHKSRpCB258t9h3rRzCZ6dQpCipYpr/Db8LKIiI/h81NJ69VcAeogd2ZHbFiKTbe5r7U3WLeF3FPT1MscYorcfQUq8QHBpT9bE/9XGuG4I9lU21LRYb2yyi2zUywUYlZ53anf0xhAebggEd9HUYWixfECsuEl8vdnqb/ADvPTS0grZxTUtMyfTJIEUhmbgfpyvt7Z1NlZbdi7Zpn3FuOlo4qqGBnmqHi9WVY+RbipALFVJ6xpKxFAlphCFOb1Mg3QXApS1+8ivCFGdBafS3v1A0Ta+lP1iIqqCi3But6q10CxTSUkcSU9JIrMkUTEZmlBMdOMN2Fy5HvnXSW6WK0Vq2W2mmv1/jwY6SEqtBRO3fJsnDsPdmJP8NLILLR36+CG0U6WDa8lO7enBRmKqq5Gk5O+QMoj5HkZPf30XiW322tk23srbz0kyRxiW5SUREIQgkcSRylcd9HoHydFHZ9tIS1QmiRatAPzqrpwFzxgr+0Upq3XIZVy/MfgIjWOPZmwKir3Du2Wnum4ayq5Q0kAUxmaVQekUHx45Ee3Wqn/Gj4yvtq5Q7SuU9Nbrld6CtqbcxPGmtUvqAI00KjtyX5ANjIBydWL3VebD8Nv6Q7hWG5X+5pJn1zTpUSUfOIBvTjj/G4OT/1B2SANfIA3u2bmhhtXxFT9YwSSmZaqAMtzo/mTJ6TepkiYMEIJzgeMY004eUkl1wkkgXNrcEj7oHHM9kCcdxeZbQ21LKJcXautOCUnIeZi1+0bh8YY7W1839d6W4UaUfpxfOVK8JVXtZIpAqqgYfuhMd9Y1KJ3Bb7htdK70p4xUUkdSZFHSBhkKreCfufGNVAprhS0nwjpVV1q6+slq6KA1cbVE3y0R4pxJPGIhcZwOz41Yb4a36h3FsaCCFWZrPTR0s9P5YSxoDgjxpswCaQtfQnJNCBW9zDTsa7MtuGWmna57qbDKlSLkwXw1dRe6ilqJKedLeY2VlYZEjkgAEe+TpRfBWf4qrQtSinqwqryQEgdAjPg/loqlWantMdwhVUlYoYkf2CkFm6+3gfnpk3Mqi3RVUyxlRVR8fUUtls98ce499M7U0FvAIFq0H15RYYXvKtHWpkuZTn6EYEUoOGfPKPwT0Oj3rvBSXCpqqeWSKP1FldIUVyQwYYAIx2dbywXJbTIs0yerMpZHRCDxByOj9/GpN2xaIxdaGtq2Py1pJragqBh+KkKpPfRkx4+2hc/Ppl2SoU19PibREnZkMtFcDu7P1jBeFtHOD5e2U8VMgUN1IBylJ++WOP5aCprJd1nN2WrWKOrUxJiI5HpEeCTg+dEVVVSV1VNWSnLzyNI5J93OTn+3SrdaRW20WOeKpzUTUFTL6BlAQFpRwbB8FgPPvjXOVdcYDTAsVWNuVT5xhBU0ltsG5+VYd/h3tyvrafcGblLy/VdYkQREUggqc5OfIY6ZKKiezbs9amq5Y4aeqjiCycQWWUKObdd9Me9Sn8L1slLSVDx1kUclwsdXWzl5g4XlxXI76VcY1F+6qrblP61U08JNxjp6teT59RjFGVx3kBSMgjQJjEHHsRmWTWigBl3QEam0uzTya2Nvh8INKLZdG1XWbNlqKnNVS1NVToaghvnKCQ9tjGVKnoeNGttprVcNjW74kl5Jaq00rW64o85MT0qErIOOQuV/EDpBUXzbgu0O5YXjlnpHoLiZkjZ2+XrIvTmj5Be1JHIqPfUi2B7DZbrXbfp6XFpvFFUTLCtO5gWSB2Rw308RzVgce/ekzFsSe3ASDvChPO1FjvTQ9ohZxPEAbK94X8hvDvBB7REKy0dv8Ah1uhaqrINDW/LxzyNI3GSnmK+nJ0cHA6J8dak+msG37dT3SlsUNNJPZK39dUrQNy9eCfJkU8W845Kce2M6Z/i/NZ7jZKOngo6z5igooj66UjmmaJh+D1AMBkIzg9AaF6Xc21H23a7nUUUi19ulEFfFSD0JKimkHHmMFSSuQcfx1Jo7PybU2N4KPVVTl7pN9RUd8Smwmclm5qhqaA65ZHwqO+HbcOyk/Xq1O05vlOYN2oqaGPklSsq8iO+lKOM59+Xeog3Bf5t1xxRXqzTWir/FPW0KrGJOaHHJW+hwD7qQc6Mb5fLVRmg9O93Kg/V1zjW3yOgCRUk4wS7eQFycqejjTrsy87meK8Wanns246T13YHmELI5IBjLnAI84HgnR6Q+0SrIfdG8U0oTVJHG+RtSx1gpLB1kbxvTLNJHG9KHTPnETS2p6mzwyrwqlBjIXkPUBVgAWQdjP5Z03S1ddTgR1CwJLLIyRfUcE98QevJx3pyuFDRUSvZK2omoamGMMEd+chIfGeaHpcjzpRNCkjcHxMchgwJ/F98+dOTL9U1VcG+X60hpYdCxUGohtlkraqjNvnp6KQho5C0sfMoT+LgfPY++hBtnUU8ZXMaelLKWkC4fvJHYPhc6LpFNNVS1jeo6tEBwUZGUyeh5ydIaeeGMNHDSSstTIWccMcea5JfP8AZjU5hxaAS0aVv9dkSEHdNjEcT0Fy22iVIZau3VLRtI5XIQg5Bxn+/wAHSrbHCS7FUnMa1kUzKVwp/wAowGM++PH20XXGP5uzS2wU0yxCAHKAKpCn8H92oe2zuOgtG5ae315HzLRz+jCv1SHgfqwvnA+4++pcxOpDBdmFAU1NB3msdlPtpZUtw0pTlE5Ckp5qg0L1ErNCkb49QhsA9EkffWjpTziuZnmkMKvFJGCxDBlBwVH4/AwO9c6C6tc6Zbnb4o5jJD1wkBXIYggtjyDkEaJ7StwWaSqHo0kPIh55GLupKDqJAPrY/wAsffQxb4COkSQeF4hLcTu74vE0bcq6TZlsiWwL+sNyXCnQsyryWjjlAIRR7v33noHz1qVNu7Gtu3KOW87xqEHOZq2WKR/2RmIBMspPUsvX8B4A1Wm07/um2rZWQWOjoxHPTxoks6s1QJVOXdnz2GOMLgBfudOUO+bxuWthFTTCvu8EayzCpcSQRuT00cX0oEB8Fu8+dVliezuIvuKWDupUesqo3jrT+UDKEybwuceWVgUScyabx+QEI/1sLzcb7cLUh+QqZg4MoMX0CQlcqQDgnwP4aim7wywCWtondpInjn4EkplCMrge0gyGA++dF1yavrayoaWqjilM+akgc+eckhOP0+cd+Bpy2jWPR7lo1t9ILhVwZnWk5BeYGQCxP7oPZ08sJ+ysrUgV6otXgBmo+tIakIDLSlJFbeg4w6bU+JD3t71ti5VEthqrjUR/LUTLl6jIRWpzIe0ZFPJUwOaHIJ7xNW2LJQ2nc1DcKCFFYV9f6rs2ZJIqZBEoLnzxySMnx1qvHxT2/u2+X2l3IoobXcURpWWCoVWPoMGi/Dy/aKSfTJ+5B6J0QfB/e+39y1VJbt10tdVXKjhqvmKckyLPL6gIkjRSAPpz6inGG/LGq9mZN4yql196pKUCtBQgCtq5ZmFp+S35Qrata6U3pameotxht3Q0FVdah4yHV5ZWyOzn1G9/vqzXwUv9XVWCGw1VFPHHRxkwVr8RBPyZsxp3yLx+WyAO+vfFWL96YuUs1JAYYmeQ+mQB9Jc4OB7gdanD4ebjq4NoJQJX2uliWokKSVcrGoQk5ysS46Ht33ohtdIF7BG2gK3GenO3pHXaGWLuGoQkXBH1aLT6z261BKbqq6lmpqzdLtIvSC225mEuf6rMGyR7j213xR1WfUTc90YH3DQRlvboFAMffxqoP3eWj+0XTuPxpCAMKUPeV5H40iUJKuhprpU/NzxRJJTxFjI6qOiw9yPvoD2vuTZO1KCDbMF29d2rJ4oY+TTyAyOXC/QDhBnA9gNM9PZ4Yrqwp9kvKxp1YfOVEbdq2CfqZ85PnR7sikrILfOt0t9FQVEVZOqRUZ5qkecr9RVTnB+2pD8vLy8uoKUVA0sCnO9DSpyjmthppsjeryqn4EmG6jtdyG8pNwWcxigrWaO4LLyVnCIvpPGCO2B6JPtqy/wudnorsScqtdxX8sQxg/351F/nUm/CQ8rHXT+PWuE0g/gQoA/u0Y2KmlP4qlShkkj5V9IUNp3VKkgFaUiVh41mvR3rNXLFdx4fGqI/H+7War3n+q6m4JQS0NTF6sNZR+rTVSTU+R9RAyB/1W6bo6va3g6+c/6RO5kl+IlVZZr21tFtqaWZY2pJCrepT+8ihlkTvPEjo6F4rLKeSjdrZVbaWPI8YefZ+ypzEiEmlEk+aeRiu1VLte5VEdbRLUUZanmzBSZdGIII5U83FkzjrDHzoPrKSsgrJKsQVMhamRjSmPgy9/1Hwcn3xkfbXt4vX62q4LwVKywLLB6MUXpeqAc8yoABJx0ejg6Si5XOKT54R1UgeJU9B2VwpznoMTg99nTHIyzzTYodMifKto+mpRl1Cfe7jGUEtSlxq5UleJ/oXgBwdAR2rdnOfzGls9JQVLxzyxYmjJKlieIJHZXv6TprNF87WTVNXEYQXjKGNyrPwz2+PPnA15TtTPSTT1EbhYmkDerk9KT2Bk9Y0ScaBO8M+XpE7o0m9LxN1g3ZZdz2F9l7rlgiEqFaC5kLyimAwnqN+8Aesk/kdRDWLNY3S31/KWdGEReJCysRkcxjI4nGc50jhntMCwRwGKMTrmNQAMgd+NO9LuSKa2JYbq7Sy0hkalq1jOURmyIWIGCnfXuP4aEy+G/Y3FrlwejUalPA6kfERAalPsrhWzZs5jhzHxhlQvHV1EsUcrtMisFc4GV66z412FZUAQLNEsUk3QRnB7AyR151Hdz3JuSaqtV+25Yqmts1Q1RRTV8X7YQzKwCKYI2LhWIOXIAGPfOjapi3LbaW11e8LJLaJ6uXjTPKC0Lkg9LIAQGZO+LEMPt1qO1tVhD06JFLyS5lSoueA4kajONGsbknVBCXAamguLngI6VD1VPBHLXTJkTAAxRnI5HA859vJ0taiDypM80pKAgBW4qc/cDzpJVCvhpamSaQSjJZEijywHXQyez7511+Wf8AaVSzzO0kYwnIKvQ9h7Z99MWYFDBY51jcBobiiohKPGwaRmyQVIIGP566RSU1bbpI6iRmigkccOOfqjOfBwP56Q0cEccUNdwaOWYq0vJy3bDH8Pt40tcEJVIgGcEjkcLkr7n+OubiQbdkakA2ELxfaaCo42tYo54FxISfUkxIOuz0MY9hpVS3K32qnNwukU9zmqpTJWokxgpgAPpkJyXkYDAPjTCEq2tyLFwiqHjALDriSOyMjvH56TxRfM1MNIzMWpFzIisOLMwwOQ/PzjXFckyoUVlrx8c44rlkKz+u/ODGi3/dau4fJbYiprOsqZjaijVZJkHkl3yevuSNYtK9cWrrveqQN9X11VUHcBThsKOR6Og6lts8YmmmnZhTtInBio5M3YJHnC+320toNuW+KFVeKCSNvr5gGTkJPqbtA3WfJHj7ajuycq1dkhPdU+JiOWGmzvIoO6/iYO7fa9qx10NVcq2evpIwS0ECiCOfPQ5Ox5hVP2Hf8NSLT7vsts4jb+26GmYYKvMjTv74PIgKD9u9QzR2eko5krIllZ3Ip1npYJZSFc9cu1C8fGf7dSZBtO7SKwjiqnVgDG4SCAFQP3i7EqdK+LMS61AvuFQ5mg8BaBc22ys1fWT2mg8LQ7LvTdJuMFXTVrwmmkMnyoZIqaQ4I4yRqJGZcH2YfVp8pviN8QLw9dRJSpJUU3EimttKHcrIMqJDUsoXPfeMHGh2Pa80kfGVGbBHIVF1ijDKPAHpZ/v0zJaVt98M0Nbtmgp65fl2eW5TTzu+CUWQDhkKcgDJznQBySw1YNEJ3gLWHwNfjAaYlJGlUJFRyqPruifLZT1FDuyiqq2ur6yuloJkSlqKiGNQCyFisSkBuP37xp2vtXvKurWttPQm3WkRCSe4rUx+sR3yjRT0mB++T0PbUSbRiFv3TYQbnZKqtcVUGaW3zB5GKZyJyzcFwPHgn31Km7Ldd55BXXu701PYYI8z0McDFqiUH6QX5cip8cAOzpFnmEtzyElQJpYkHiaUFM+Fe+FB5otzm6VVt+H0FPCICmrrI97u9PtCi+XiYRLWSyzmQkBceMniknX4fqlPXjVUvit8F7Dda83OmpqWiuIlE09PEzLDJxzw9biPpm7JPD6QOiDq1W8tzXC332qNyoWoaiWngakVIhGvp4ZVIAzzmA6yfwDod6Btr7VuctxN3uuKv5mT/wBn0UmCTKBl5JD/APYx+ST5OrRw+VZ+y9PN+7uigrUqNOP15Q5MYbLvy4XNitLi968d4RWWx/AYUENPW3iSBEVyyW2MMU9I/vSsSHyx/CvuOyNWDpNliz26n9OWmoKdqVppKGKEAQRnIQs2RmR/AXyPJ1JW2NuRyXK6bmvdR+sbfSVbJSsEEbVtUwGFHZyiN7+MAajy51UUlKbRHO0qpJIamYy82lndjk8/dUB4p/borIuo6T7PJpACabxA46VN7a1174IYbKS7a+ilU0IHWVmeypvbX+sNiWzcG45Z2tv7Y/Lq4gUBI4IIgOTZOelHZ++mW7URqTWwWuvnmp6aoiZnlBVAnk+mwXAyASM+2pmFIu0/h3Ft+iqUgvt/p2aodiGenoo/Y95JbwffJ0K3Clt023a21NcIYGpqEz1rqQxBKgkcfsxwi5/PUyVxgqWVJ9wKom2goCrLuETm58KKlJPVyHdr8oa7dbIrndGquc7QpEMJ6hKhV6QdeMsR3qRrxZbbtn4dyVytKlXuK4QwRlp2PKGH3AJ98EjH30MbV+RprXQRJIRUXEoIgis3EH6Is8QeK5LPk9fToi+NN1gS9WvbfpKbfaaOKSlmU8lkcEBmxj6eJGO/OTjQqcmHJjFGpJBO6DU9if1iFOPoenG5ets+5N/WkQ3V0FBR00+PpDtlmZjlmc485989asfvz4fbRt1HZJLnHaKClFmkoIqmtjdmNc6qKbOD2qZbHfk6hbbt7s1Nd/nLrBPURU79xJAXMkrY9PiDgH6iO9TpvX4kU96rKRLcl/oJ6b16Z4oaaALL6qqOY9fI+jyD1rjtI5iSp6XblwoJG8SocxSmvxjhtAuaVMtNy4IAuSOdoW27d3wps1XQULvQiWKGjgkeOmyn7SJgVDcSChYZb7Hzpxtm9Ph0N83v13pWpXpaJoZXp/2YKhlZEyvsME461D8W/Lm0cMBa7ejGIacyP8ksjSQPhcKBn6vv/bpU+/brTcpBTV0lU8Kclatg+ng2CWCRnGAf7dLytmFq3id7eUKe+OINcrZQFYwM9Y0VVX83nl5RJtN8RaW3VlxSC+beSmmrD8rHJDJE3phRxQ4OCRj2GkVp+J15ht0sVTddvTlpKo4QzRlg7sQAcEDz51Bd5vtVVV9S7IblE9UksfzDxOYgUAIDekMke3XvoepJBTn0IaQPEJZC7y1Dchy+rACrjHejUvsXKrbq6m5pw/SC8ts0wUfxUen6RYt/i3uGp2u8MlttbF6No2iNbkn6OJH4e9RdtTcn9Hq2Y1VDHVw1tP6EtO7qwGR9JVyOiufOo8d6opHJTxxxwpG/qIOUjswJI45x/ZrSKSart8EUEq0svpqThcyYP9YE9fbR2T2YlJdpbbaQErN8/mYMymCy7CChCaBWf1WJE3DuaxxWi2LUbfSskoC8NVEGTjUREEISfd0JByfJGmizVe0k9Gnq7NNAkDKJmhlAMyMn4uPhXDefY6DrnmKnUVFRxDOiZICjs/6/trVKV3lakWvlMkIjLsOPMjJI5de+ibODsoY3AojPUxKbw5se7XxPP5wQ3CWwz2WaotdFVwXDnKAlRKjx8AxwOSjlnGD/AB1zBQxoyZ5Edg+APbB99D6Cmkhkr/mZWjgMwYK30nB7yABkjSqKjp6mCnlLyYULIuHYe3v+X5alolktp3N4kV1vEplno0hIJpzMOvgZ0gpmlWoqvXdOLSL6eOjx4jAOfJ0lngpZ6v8AV8wkZXiLkcm4nB++fOsWkopq2SCSnyIRHIrMv0578H3xrolICetHUGGC83unslrpaS4V0ME9dVCjimldIY1Z2biXLeF6wT+eo121FRWffdu2B8btpLUWyorpJ7duG1xvJLMXy0fo1UZw4ckIVYqfyxg6fN5bPrNxtSXNYllp7bVesaCSNW5tEzfV7+oGB/Acfcd6H9lj4gJR0trhhkksFHdbdc6qnpgBRxVEYVpfTMh5RKGXpMgA+2qV9qUzOKcLNw1T8vW4pIz4UPlCJibbs3jCGJhfRtpG9UndFqZKyJOgMWO+KdTtLa982xZrFtqLb/qyzevM1YslUYY4XbhUQxEopZgGySWyNDi1tHFUSTtMzrU+mFAJcDIx0B4GPOgveNXet8b3l3bZo4UqUqZGpAsSrTIvEqBM/QkJViWKZJPv1o9po6yKpcVaRjEUX1JkZfvl0fbPjR32SsPy+CBmaCt6taqJvXhWsMGC/Z0JLUtUixJvQqIvQnOnEWhqL0IoP1WySunBjkqxGFf3b760u88lRTYoFljkimVSQhQycASFByCQTpyUVgt08DNH8wDKFODw85HXn371rVvEyUnqp67pLETgjKEjpiCfGrVQRv2FbwcBjhBdKvgtP+rpfWVMvjCoDjPWT3k9afbBUVTV0T/Iu/MFaliY/UjGMgLzYAnPXnTfJNGtYtUalRAsTqwyMBgQck6U22tstFNUS3UmqhqJEEQE3p8SyjAUgHzqNMpCmiEozGQr+mUaPAKSQBBNBcKx7nPd7fFVNIgSGFPXhgCorfWWUK4LddY/t1HO69r1363qNwbSgkoap/Vd81ReczY5c0ccfqGMcR0w+k+dHG373tyzxxwJPXwVX7TDQzpkpyOO2GTgED89OJ3Fa1p4auC43Raylqi83JAadnmUq7AgfUwQ59+9A1suJcKUt1T7uRuO76rAshTSt9KeA+qaRFll3XddyxiD0qaCppERJXAYcypwxKH95vfvA1ZP4YVVRQ2uqX9d2i2ZmZl+bpfWmDEDtSSMLqrW5+NFcV3lZFxTO6iZBGYuSE8eZXGMNjDf9bVo/hVuenorTUzRXi20CVMiSItbAZjIOAwVIIwPY/nrTa1ofswdCnhalaHUXB9I2x9rfk6tjUWz+B9Ik+ludQ1OkVw+INAZIyGV6eiii+oe+CWxpRJUUNTKk9X8SalWjk9QLTehFGescWX02yNOtPuavqm4Q3HbMrYyQHOcffTvT3LdEqAxUdgqA3h1qsB/5cDjVMOqcSalIH/iPVEV0tFDWlD/AKR//mI/q6jZtVd0oLhvyvlaelZhwqhEeMbqSMxoMA/26ljaF4s14FyeyVvz0NPV+i8nMyEOEUkFiAT50MXGu3tDUwNTbct1VViOYRiOqCxN9IIDEx8hj+GjixiYCsaqgSmlMql44yGVW4DP1ADP9mheLrSqXFc9OskjO9kgGA2IFFBXOvFPwAhzrqh4Y1jgwZ5m4RA/c+W/go7OjX4A3yW97evTGNI6eivNRR0xXPN4YVQc5M/vs/I9dYxqtHxE3RuW01FFW2oNSUFQWiNw9AVCxEsERMZ/ZmVjkOwKgADydT/+jFRig2TX05keZhc5XeSTHJ3dEZmOOskk6sP2ebJuJw9zG3CCmyRQ1IJN6jS3GKa2r2oR+1mcEbBCiCo1FiALUOt+EWTHjWaweNZp3iFGHxqkvx23Sln3U0NHt6e81CVVL6+ICI/SePBIkKkMRnwNXabxqmXxXqviZU74udvsdst626FqOSnq6moIeUhAzgxAdcW6znsaXdpUJMuhS6EBQzVujI6/CHHYgAzyt4A9U5nd1GsV13Hebvdrpa/1NshI0jaYSxVdIW9Qsv08WHADjg5z50G3KuloKxKG7bMhV5lZwKeKYH6SM5dGYL58HzqR7htnd0fKbd+/qali+YlmVTOoEfqkniuOJ4gHiAc4GhSqqdh0KLBU7xuNzZP+boyAgP3BJ8fz1Cw2YZCUoaTvAfh6Q/8Atb61i+5B5OTYBH8u+T45QA3enrKujke2bee2NIQEmkeR1XB7wh8nHsToTa0ETGapZy0JPJC3Fcv91z3qQ6zcuyYiwt9slqSTyD19cWz/ABRT76YKjc6OSKSK30aEEcYkQ9H7lyxz+enSQmJkJ3UtkDmf1JholVu093xP6mBJzNBcoofl0NPKhCuq4ZGUZ7P2PtqO977vmstVQW2lpWrJ6y6xQS0MU6wzTUzxuxIkP+TBK9MSOxjOpGr6+jq6mCkqayMySrIUT1VD8VXGVGc/TnyPGdCFz2/tq9TzQTVUHz9JHFibmjSqhVgvqAn6ge8Z/MjvUrGGZh+Qcal7LIpmR3g8Y5400+7JLblh1iOJFuR0MBvw+on2Pv23b7+Fu5TR0Fwuy22q23d1MtbRzVeMuo5lJ4l5clY589EjUv8Ax13VXv8AEqyWKuuFxq/1bJUNK1XPFJFJKY2CNHDDiOMgZwD9XfeNQxZtmW7b0sVzkqqmOpoZKWejipFSaMilUIhM0hwv4QcN3/EaJLlZbde5LjJeq+jeuqC9VPTxzp6kjSktmWT8Q5Nn8AX8tUFgexuKr2gZnlMk9EblQ3fOl6XvesLmDybLEuEsMlT1OtUBICqjNVLgCuVbnviRXpZP20wnlkaVMiMkKowOsddZPnSamhomFNUVJCVDR8OLSE+PIAzg4++NI4qiwRtTD1kad4vTXjIZPpUA4zn/AF+deU09NDEgeOKqlSZlLjghUE+cE/bzjX0tQ7t4dwrImFqxVM1qMZlCSRscNF4wjZA7+412aI1lWrxzYhQD1FXBDnv6T/brSilp4zVRtUJ9Tl+LSIeIYeBg9DXtpltqUStSzwMkhLFkkTDNns5B/LWi17oJH1WPZwqa303rJULyR4wQpViAAfOR4P8APSUetSo9bHwcO4aQSERkoOvxAdHHjOsqKqmlmjb52OKGMsHX1EAlJHjOc9eetJDXRPNxm4z07sFiRQuFGO2ck4I+2sIBIvcR400MPNBXWmoqqieliM0U8ackmlLAHvtQvHojznSil3DSUNu9OmEECUwaJcSyBBg4AIVh/dofWrsscqtSRxu8mYmaIp9HH2JB6+3Wtaac22SdqdFeGoYKIeURCg+WGT13399c3ZRpda10zMcVspVY374N6LdIhkp6Q2+neoeMs0fqVDQ1GB9TFeeB98acF3MTOopNvWsMSBJDN6iIq57ZSW8j7aD4NwU9BeaKZpKRJGWZFSR1zMWAOThgSU8jGny3btpqqiZblSxSsZZARJUkHGTgYDEaCzWGp98M1H5u3nEByTB6wR5mD/8ApCkvclns9MqjA9GnV8/x5uNapu+okq0pJILZT0cAjljmSmp3kEqNnAQuMAffOhmHc22ldUqKSVo8dotxJyP+ywxj+OnSl3hs4BopImUR4AVBROVHtksmf5nQNeH7v/YJ8PmYHOSZIIU15xL1l31L69loblWM/KokEtf/AInBHGjqxTMasx84Xr286c96bh2bba2kvc+4JLlcAphoLes8fovOe/UKgYBUeWPgeO9VvvHxZ+FlDFQ1stSlTDBU85YUp6ILLw5KY5J1xjDY8YORo82PvH4I1FT+vLy9HJXKy1KBY1eClDDKBcE4+nwT58/bS5ObLqYInlMOUuKJAuTpyHGmkL0xgQbcMx0S+76t3QsrNm7OuVbPufel4mu10q4I/TpqetMapL6gCKuCCoGcEnrGSe9OFn29Yb3d6Syz3AyVNeGhuUsdXj9nGj8aOmCkEIAMuy9/fzorfe/wMuFypt1PJQSxNSyUy1DU5KFQwb6fp4t9sjvTpt65fC2Modvpb/mLRUPO708H7WKGXk3IYXkMjrA76xoXMYpOIYIWh0GlBUUSk5ADkDSBb88600QtK6jK1hlbkBABv3bW1KmsGz9uQyfO0zxwKIKh/wBgkirmLjnHOQD6mPYXOnLZnwU2bLuOa5/KiopLckcDq7E09RXRdmRUz0sfS/YnSuC+0N3vtXebRD6NxvSxpboliInjp2BWWsljIDB+IwCRkDA1LG1r9YUpqmxWaGrH6mm+Tm507KfV4hy3fnlyzn3Oo07i+ISkkGJdSgSOte98ye+w7487iLktJ9C0o11NeJufgO+K9XWlt9Dc4qS5LSVe4auslEjwRMyKS7fL06DDEIo/aPnzj89PW+LRR3Cig2FtyhmEVPSNU3i4QQoroIVLIGL4LF2yVGNSBt2ri2ZS0kAo6m7z3m81Mc9ewhjf1XZyCwJX8IUJgDrTPuP0LAb3bqq1Vk1PuiKvqquqlrAJEFPCCsacW5BcZwFxx7++uzGKOqmmw2Cd33TWlSDc003bkAxrL4mpSm0t6C1szlWmlNBBH8F7fGdn017aFo2uMcbRLIoDrBGoWMEY6JGSfzOhbf1rG59u7yu/pwTGnaKnpDUA8F+TIZnXiQeXMnHtkac/hbvBKr4WbcltK0zVFZbmNCs9UkaStED0D2SAcZIB11vVu/Vnwnr6XdcFIYUpJausdahnjNQ5L5UqobAkIx3/AB0L6Z5rF3H1nrFwAcaBV7dwEcBNFqbWtXvbwA40Bv6RW7bey79uCkuvrVHyUELUUizVQieAxySdjGQw7Xrvzo93RsCe1SUC024rfUerI8dUjukPpAoe1xyLd+QcHTtJZbhY9oU9k3BdNvULbkqYQiVytIr0tPEJCqgsuZARyOPwk6E92XO8WT0J7VcbZUUrVkMam324U5RSp/52bkrkt4AOdPgxKbnZ2rLgCakAbtjYDMjiDrpDQjEXpiZUppdE1tax43pA42ya6KlSOG/R1rxV6qDFTTyZRjnKFVAyM66VOzauK7xs9U/oyQNzMqrC2cjBzI4OD79Z0JXfdG5JKhKe5XipnWWVpEw6gRcPAcKwAb+A0ItWNJXQ0VVcgzTQy8ZHkT1SQR2oyegD76cpaRnlp31vJyOQGvcIZ5dqZUKqcHgP0iQDZoae51Inu1J6JEfp8cyuowc5Cee/tpDRU1ugFQlRWzVDesSrRQhFwQDj6jnr7++hto6WaQ0rXA5SONiVmQOcE4zjvB9/vr1P1bVTyxvWK7U8yuVWdfpYqMcgpHePY6IJl1UotwnLSJyG1feVXwh7ompaekEfpvNIjMP2sn4uz0QoH92m+hSmWnjqZaaGnnkQK7ZyxIJx9R0ipf1LWSPOlRFK9PNIgZZweDe46bz99bUb2SupI5Ulp6iNXJVvUVxyRiOjn7677gSCTWOqU0hPd5aJapGeJ6iZYWKKg5DyP5D+elCVFYZHnjocTsigqzKMqGIySPy7GuXzVFV0la1FUxwgM0YkUqMGP8Q7OPPR1j3ezwz/AD0tzp1hjhZZOU8YjUqRkk56I1IFCndArSNxU2hWr1gkdYKdBEXb1OTePp9gB3r2GaviiBaKP0ViTieR5E+D1jSGO62aEzQTXOI/NTMI8yrn61B4qR9h40nNxsr0K2161GaJFcH1eyEbAywPnrWCgk3HlGO0w6n9ZZjSUwrMfVCsvIqOuuj5wPOtTFXPMsXzSJMERnZUByAe+ifB0ne52ueojqQ4ZqaRow2cZJXvj33rw3O3eqtxiUtI8B6GBIwBGBgn21gBQ08ozUcYUhKk+pIKkCOMyh0VASzYyO+8Y+2NRXSU0E27J5qipkMAhhkYuSqyM2FCunSEr4GQTqTUrYIDKKKOMmSUPJmRE48h2xyfIx41G+27lT3S6Xm8UksFZGrpCpWZCgCnJOckdAZ/hrBQhfVcSD20MbBhp1tXSAEDiK3iX7db6Cavp7LV1cqNXvIsEhbiEkKniOugmevy0upbPFTXCpst6o6iohoUj9fLOGiwxAIkHglvGej79abKOvPzEc9THCsAmMQLTJ2roe898Tnx7jGpvEW63C1kFLQvf7PQhLnAZjJDX0DleL4xl/ozg4znS/is+qWWE1FFDjSh4j05EiAWIzgl1DgfI8fh4QANsFKu2S7mt9LU1ttjmqIlmWNvmIivTBoz+IZHTL0R2NIF2PcILLTbjjoPVoq2JHE8Y5EDHQkAyyMPsR1qfNqVN52vURXOw1lHUbOuNS4mMrPIKMlRjGOwvP6Tnx76PKHaFfUUdLddtXSG0zTqjSfLx+tTVC8stzjY8SSPDLg6S5jbaYlV7rigUk2JrlwVTJQ5Qsq2qcYcCFCqTkfgeBij8tLBBPTwRUqmKUyc8AcVJGckHznXalhVqqpT0FRIghRiB9WR7D2xp33xLFT7rrqeSvghdq2dEAKJ9WD+EE+ffGnT+h6iqs9sqK8/OV9FHXt8vIJZWpwSS7xKOSgnAJXIGfvqwjiLYYbccNN4VGfaYdFTzYbQtdt6/lWBFaavegn/AMVX5lTMFTPLweuwM9jvXaolrVpqZI/HqxmReRAXPRIHudFMVBZ4Fum5BVs9FapZ6XqUy03rOoJV36ZHAII5DI0G05tNTTC7SVp9B0pyHEhmj8jvCnoEHkT7Aa2ZnUO1UchTTXhGGpoLBNLD14Rl3FbUU09Crh6WoppIWgI8sPrXv2APek/we3zU7Xo622S01HUmFwvGtjDgD/qkkYwc6XXWmtKzCkpWp/kFWeIzidg0sh7DDLZy3t30NR98O021c/ifBtu/elJHWyxwFIp42eFnIHJu88cHvryRrq+mWckHC8klNKkAXt3x2dcaMo4pxFUi5Az0i0S/ETaU7RxXTadudpDyBgf02bHbEDBz99ONPuH4O1zyI9nrqGaPDOaecsI+X4elbIzjrrT7dfhPZbHQ1l3iqaQCikljjaaP05zkYEaPGR23QAC9nTVbLJvS37do7tTWn0zWfLesjimm9NS4XMuQsh4DsjJ61Wa5jCHmuklFKTenvlN89awlOTsi430ksojtWRfvrHSkufwbW5QXeHcV0SkgWoSaKSeZI+QUdkj6iQRjo41MG0F2/JPdaXbF1kuaVs8Lzu1Sagwx+kuQMn6MjoDz3pNVU+9bXWW+B7TZbjStJKj+ifliS6ZzwZWXJI++n3ZrKt8vaNt8WJ3+WlaQGLFQSpUkGPzxx5OkrGZlL0spSFEin40q11sDCpij3StkpXUfmBt4Axt8UpKOHYF2pJSEapp/lqZB5ed+o1UffPv7YzqX/wBHAH+iNwB8/rFv9lHqpO+9xRXPdtVFXzx0tJYmFNFHNIsYaaRQzTEMQO1PGM/YNq2H6NNXS1e0LlJRzR1CC5upaJ1kXPpRnGVJGe9XfsXsw7hWxZmZhXWfWldOAANO86x8o47tI3ie3CJVlPVYQtNeJNz3DIRY4eNZrB41mo0OMeDxpJJS00rc5IY3Y+SyAk/3azWa1UhKhRQrGQSBaG+Sw2ORy8lupGb7mBCf/wAHXn9H7COxbaMH/wDN4/8Ad1ms1sTu0CbRuHnN33j4x6du7f8AP6so/wDR4/8Ad14du7fxn9WUf+jx/wC7rNZrO8eMZ6dz8R8Y0/o5t7kG/VdFkeD8vHn/APB15/Rzbwy36ros48/Lx/7us1mvb6t6lYyH3K+8fGNht3b+P/oyj8f/AHPH/u6z+jW3OXL9VUWT7/Lx5/8AwdZrNZ31VzjynnPxHxjYbc28f/7ZR/6PH/u68/o7t/B/9mUfn/7nj/3dZrNYC1cYwH3PxHxjBtzb2Cf1XR/6PH/u61Xbm3lUBbXRAflTx/7us1mvLWrjGwec/EfGMO3NvHGbXRdHr/F4/wDd1udu7f8A+jKP/R4/93WazWd5VM4wXnPxHxjUbc28F6tdEP4U8f8Au6z+ju3/APoyj/0eP/d1ms1jeVxjwfc/EfGNf6ObeJBNrosjx/i8fX/7uug27t//AKMo/wDR4/8Ad1ms1sVHjGS85+I+MeHbm385/VlH4/8AueP/AHdajbm3hki10WT5/wAXj/3dZrNY3jxjXp3PxHxjX+jO2yCv6pocHyPlo/8Ad1uNt7dVcLaqIA+QKeP/AHdZrNeK1EZxqH3PxHxjsLLZhEkIoKURr2qeinEE/YYwNdo7XbInJio6dC34isSAnH3wO9ZrNalIIuIz0q+JjwW63er63ysHqY48/SXljPjOM41stut8ZZ0pYVZyCxEagk/n13rNZrmltBJBGsadKumceG12w8QaSDCtyH7JemOex15/PWPbLbLj1aSB8Aj6olPRHY7HvrNZrXo0AWEb9IumcJRYrIPSAt1JiLPp/sI/oz54/T1n8tKmttuaL0mpYChGOJjXjj7YxjWazWxQkkEj6rGA4vjHGWz2ioaP16Gmk9P8HOFG4/wyOtezWe0TxCGehppI1wVRoUZQR4IBGOtZrNY3QBbT5xkur4mOH9HdvkAm2Uf+jx/7us/o3t7IP6ros9//AFeP/d1ms12ClVzjPTufiPjGv9HNvcif1XRZPWfl4/8Ad16u3NvDkRa6IZ8/4vH/ALus1mtlLVxjKn3Ke8fGMG3dvA9WuiGe/wD5vH/u69Tbm3lAC2uiA/Knj/3dZrNa76uMah9ynvHxj0bd2+QR+rKPH/5vH7//AKOuf9Gdt5P/ALJoe+z/AItH/u6zWa8VqGsbF5z8R8Y3/o5t7z+q6L/R4/8Ad16dubex/wDRdF/o8f8Au6zWa1Diqi8a9O5+I+MeHb238A/qyj/0eP8A3dZ/R3b/AP0ZR/6PH/u6zWa3KjxjPTufiPjGf0d2/j/6Mo/9Hj/3daLtrbirhbVRAHyBTxj/AP11ms14KPGMh9yvvHxjf+j1gIx+rKPH2+Xj/wB3SgWq1rIXWjpwxUJkRIDx+2cePy1ms1rTe968aLec/EfGMW02pIjAlFTrG2SUESBTnzkYwddYrdb41CR0sKKBgKsagD+AAxrNZrVTSDmBGpdXe5hG+3rBK/qS2yjdic8mp4yc/f8ADrsLRaUkEqUNMrovBWEKBlX7A4yB+Ws1msm9jlGxec3fePjHM2SzGOSM2+lKO/Jl9FMM33I49n89eLYLEq4W20ijGOoIx1/+zrNZrNaUpG3TOfiPjGv9HtvkBTbKMj7fLx/7uvE25t6OT1Y7XRK+c8hTxg5/jx1ms1sFGkeW85T3j4wre2W2TqSkgYBuQzEpwR7+PP566fq+g4hfloeP29Ncf6tZrNcehbIoUjwjClq4xhoaI4Jp4jg9fQv/AKa9+Qoez8vFnxn018f2azWayphr8I8Ixvq4wjnslmqCTUW+llJABLwo2cePIPjSuhoaK3o0NBTw0yMSxWGNY1LddkKAM6zWa6JyCdI57oBKgLw4jxrNZrNYjJj/2Q==\">"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "\n",
    "### The `solve_location_allocation` tool\n",
    "\n",
    "In this notebook, we will use the [solve_location_allocation](http://esri.github.io/arcgis-python-api/apidoc/html/arcgis.network.analysis.html#solve-location-allocation) tool to find the best locations for new ALS clinics in California.  Inputs to this tool include [FeatureSet](http://esri.github.io/arcgis-python-api/apidoc/html/arcgis.features.toc.html#featureset)s containing the following data:\n",
    "* facilities\n",
    "* demand points.  \n",
    "\n",
    "For the examples in this notebook, the facilities are a set of candidate locations for new ALS clinics.  These locations could be actual addresses.  However, for these examples, the candidate locations are cities that could potentially host new ALS clinics and are represented by their centroid points. The candidate cities were pre-selected based on the following criteria:\n",
    "* they are within California\n",
    "* they are outside of the 90 minute drive time areas from existing ALS clinics\n",
    "* they have populations of at least 60,000, and are therefore assumed to have sufficient health care facilities and professionals to support an ALS clinic\n",
    "\n",
    "The analyses in this notebook could lead to further multi-criteria analysis to identify specific  locations within a city or other geographic area.  For examples of Jupyter Notebooks with multi-criteria suitability analysis see [Calculating cost surfaces using weighted overlay analysis](https://developers.arcgis.com/python/sample-notebooks/calculating-cost-surfaces-using-weighted-overlay-analysis/) and [Finding suitable spots for placing heart defibrillator equipments in public](https://developers.arcgis.com/python/sample-notebooks/finding-suitable-spots-for-aed-devices-using-raster-analytics/)\n",
    "\n",
    "For the demand points, we will use point locations of fictional ALS patients.  These locations are aggregated to zip code centroids and contain an estimated number of ALS patients based on the total population within each zip code.\n",
    "\n",
    "The output of the tool is a named tuple which contains the following data:\n",
    "* solve_succeeded (`bool`)\n",
    "* output_facilities (`FeatureSet`)\n",
    "* output_demand_points (`FeatureSet`)\n",
    "* output_allocation_lines (`FeatureSet`)\n",
    "\n",
    "To prepare to run the `solve_location_allocation` tool we will first perform the following steps:\n",
    "1. Extract the required input `FeatureSets` for the tool from `FeatureLayerCollection` items in the GIS.\n",
    "2. Define a function to extract, symbolize, and display the output results from the `solve_location_allocation` tool."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Analysis Preparation"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\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>SHAPE</th>\n",
       "      <th>fid</th>\n",
       "      <th>name</th>\n",
       "      <th>num_patien</th>\n",
       "      <th>objectid</th>\n",
       "      <th>population</th>\n",
       "      <th>state</th>\n",
       "      <th>zip_code</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>{\"x\": -13637994.1059, \"y\": 4556818.18590001, \"...</td>\n",
       "      <td>1</td>\n",
       "      <td>Sausalito</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>11539.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>94965</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>{\"x\": -13769834.5883, \"y\": 4788472.863200009, ...</td>\n",
       "      <td>2</td>\n",
       "      <td>Fort Bragg</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>14803.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>95437</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>{\"x\": -13739947.675599998, \"y\": 4755880.422900...</td>\n",
       "      <td>3</td>\n",
       "      <td>Redwood Valley</td>\n",
       "      <td>1</td>\n",
       "      <td>3</td>\n",
       "      <td>6162.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>95470</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>{\"x\": -13599952.4789, \"y\": 4648310.701499999, ...</td>\n",
       "      <td>4</td>\n",
       "      <td>Napa</td>\n",
       "      <td>10</td>\n",
       "      <td>4</td>\n",
       "      <td>66380.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>94558</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>{\"x\": -13642962.993099997, \"y\": 4718351.166199...</td>\n",
       "      <td>5</td>\n",
       "      <td>Clearlake</td>\n",
       "      <td>3</td>\n",
       "      <td>5</td>\n",
       "      <td>17446.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>95422</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                               SHAPE  fid            name  \\\n",
       "0  {\"x\": -13637994.1059, \"y\": 4556818.18590001, \"...    1       Sausalito   \n",
       "1  {\"x\": -13769834.5883, \"y\": 4788472.863200009, ...    2      Fort Bragg   \n",
       "2  {\"x\": -13739947.675599998, \"y\": 4755880.422900...    3  Redwood Valley   \n",
       "3  {\"x\": -13599952.4789, \"y\": 4648310.701499999, ...    4            Napa   \n",
       "4  {\"x\": -13642962.993099997, \"y\": 4718351.166199...    5       Clearlake   \n",
       "\n",
       "   num_patien  objectid  population state zip_code  \n",
       "0           2         1     11539.0    CA    94965  \n",
       "1           2         2     14803.0    CA    95437  \n",
       "2           1         3      6162.0    CA    95470  \n",
       "3          10         4     66380.0    CA    94558  \n",
       "4           3         5     17446.0    CA    95422  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Extract the required input data for the analyses.\n",
    "# ALS clinic city candidates FeatureSet\n",
    "city_candidates_fset = city_candidates.layers[0].query()\n",
    "\n",
    "# ALS patient locations FeatureSet\n",
    "patient_locations_fset = patient_locations.layers[0].query()\n",
    "\n",
    "# Display the ALS patients FeatureSet in a pandas Dataframe\n",
    "patient_locations_sdf = patient_locations_fset.sdf\n",
    "patient_locations_sdf.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that the `num_patients` field contains the numbers of ALS patients at each location. We can use the `num_patients` field to \"weight\" the analysis in favor of candidate cities with the greatest numbers of patients near them.\n",
    "\n",
    "To accomplish this, add a column called `weight` to the `SpatialDataFrame` object and remove the old `num_patients` column."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "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>SHAPE</th>\n",
       "      <th>fid</th>\n",
       "      <th>name</th>\n",
       "      <th>objectid</th>\n",
       "      <th>population</th>\n",
       "      <th>state</th>\n",
       "      <th>weight</th>\n",
       "      <th>zip_code</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>{\"x\": -13637994.1059, \"y\": 4556818.18590001, \"...</td>\n",
       "      <td>1</td>\n",
       "      <td>Sausalito</td>\n",
       "      <td>1</td>\n",
       "      <td>11539.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>2</td>\n",
       "      <td>94965</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>{\"x\": -13769834.5883, \"y\": 4788472.863200009, ...</td>\n",
       "      <td>2</td>\n",
       "      <td>Fort Bragg</td>\n",
       "      <td>2</td>\n",
       "      <td>14803.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>2</td>\n",
       "      <td>95437</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>{\"x\": -13739947.675599998, \"y\": 4755880.422900...</td>\n",
       "      <td>3</td>\n",
       "      <td>Redwood Valley</td>\n",
       "      <td>3</td>\n",
       "      <td>6162.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>1</td>\n",
       "      <td>95470</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>{\"x\": -13599952.4789, \"y\": 4648310.701499999, ...</td>\n",
       "      <td>4</td>\n",
       "      <td>Napa</td>\n",
       "      <td>4</td>\n",
       "      <td>66380.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>10</td>\n",
       "      <td>94558</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>{\"x\": -13642962.993099997, \"y\": 4718351.166199...</td>\n",
       "      <td>5</td>\n",
       "      <td>Clearlake</td>\n",
       "      <td>5</td>\n",
       "      <td>17446.0</td>\n",
       "      <td>CA</td>\n",
       "      <td>3</td>\n",
       "      <td>95422</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                               SHAPE  fid            name  \\\n",
       "0  {\"x\": -13637994.1059, \"y\": 4556818.18590001, \"...    1       Sausalito   \n",
       "1  {\"x\": -13769834.5883, \"y\": 4788472.863200009, ...    2      Fort Bragg   \n",
       "2  {\"x\": -13739947.675599998, \"y\": 4755880.422900...    3  Redwood Valley   \n",
       "3  {\"x\": -13599952.4789, \"y\": 4648310.701499999, ...    4            Napa   \n",
       "4  {\"x\": -13642962.993099997, \"y\": 4718351.166199...    5       Clearlake   \n",
       "\n",
       "   objectid  population state  weight zip_code  \n",
       "0         1     11539.0    CA       2    94965  \n",
       "1         2     14803.0    CA       2    95437  \n",
       "2         3      6162.0    CA       1    95470  \n",
       "3         4     66380.0    CA      10    94558  \n",
       "4         5     17446.0    CA       3    95422  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# create the 'weight' column\n",
    "patient_locations_sdf['weight'] = patient_locations_sdf['num_patien']\n",
    "\n",
    "# drop the 'num_patients' column\n",
    "patient_locations_sdf2 = patient_locations_sdf.drop('num_patien', axis=1)\n",
    "\n",
    "# convert SpatialDataFrame back to a FeatureSet\n",
    "patient_locations_weighted = patient_locations_sdf2.spatial.to_featureset()\n",
    "patient_locations_weighted.sdf.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define a function to display the output analysis results in a map\n",
    "import time\n",
    "\n",
    "def visualize_locate_allocate_results(map_widget, \n",
    "                                      solve_locate_allocate_result, \n",
    "                                      zoom_level):\n",
    "    # The map widget\n",
    "    m = map_widget\n",
    "    # The locate-allocate analysis result\n",
    "    result = solve_locate_allocate_result\n",
    "    \n",
    "    # 1. Parse the locate-allocate analysis results\n",
    "    # Extract the output data from the analysis results\n",
    "    # Store the output points and lines in pandas dataframes\n",
    "    demand_df = result.output_demand_points.sdf\n",
    "    lines_df = result.output_allocation_lines.sdf\n",
    "\n",
    "    # Extract the allocated demand points (patients) data.\n",
    "    demand_allocated_df = \\\n",
    "        demand_df[demand_df['DemandOID'].isin(lines_df['DemandOID'])]\n",
    "    demand_allocated_fset = \\\n",
    "        features.FeatureSet.from_dataframe(demand_allocated_df)\n",
    "\n",
    "    # Extract the un-allocated demand points (patients) data.\n",
    "    demand_not_allocated_df = \\\n",
    "        demand_df[~demand_df['DemandOID'].isin(lines_df['DemandOID'])]\n",
    "    demand_not_allocated_fset = \\\n",
    "        features.FeatureSet.from_dataframe(demand_not_allocated_df)\n",
    "\n",
    "    # Extract the chosen facilities (candidate clinic sites) data.\n",
    "    facilities_df = result.output_facilities.sdf[['Name', \n",
    "                                                  'FacilityType', \n",
    "                                                  'Weight',\n",
    "                                                  'DemandCount', \n",
    "                                                  'DemandWeight', \n",
    "                                                  'SHAPE']]\n",
    "    facilities_chosen_df = \\\n",
    "        facilities_df[facilities_df['FacilityType'] == 3]\n",
    "    facilities_chosen_fset = \\\n",
    "        features.FeatureSet.from_dataframe(facilities_chosen_df)\n",
    "\n",
    "    # 2. Define the map symbology\n",
    "    # Allocation lines\n",
    "    allocation_line_symbol_1 = \\\n",
    "        {'type': 'esriSLS', 'style': 'esriSLSSolid',\n",
    "         'color': [255,255,255,153], 'width': 0.7}\n",
    "\n",
    "    allocation_line_symbol_2 = \\\n",
    "        {'type': 'esriSLS', 'style': 'esriSLSSolid',\n",
    "         'color': [0,255,197,39], 'width': 3}\n",
    "\n",
    "    allocation_line_symbol_3 = \\\n",
    "        {'type': 'esriSLS', 'style': 'esriSLSSolid',\n",
    "         'color': [0,197,255,39], 'width': 5}\n",
    "    \n",
    "    allocation_line_symbol_4 = \\\n",
    "        {'type': 'esriSLS', 'style': 'esriSLSSolid',\n",
    "         'color': [0,92,230,39], 'width': 7}\n",
    "    \n",
    "    # Patient points within 90 minutes drive time to a \n",
    "    # proposed clinic location.\n",
    "    allocated_demand_symbol = \\\n",
    "        {'type' : 'esriPMS', \n",
    "         'url' : 'https://maps.esri.com/legends/Firefly/cool/1.png',\n",
    "         'contentType' : 'image/png', \n",
    "         'width' : 26, \n",
    "         'height' : 26,\n",
    "         'angle' : 0, \n",
    "         'xoffset' : 0, \n",
    "         'yoffset' : 0}\n",
    "\n",
    "    # Patient points outside of a 90 minutes drive time to a \n",
    "    # proposed clinic location.\n",
    "    unallocated_demand_symbol = \\\n",
    "        {'type' : 'esriPMS', \n",
    "         'url' : 'https://maps.esri.com/legends/Firefly/warm/1.png',\n",
    "         'contentType' : 'image/png', \n",
    "         'width' : 19.5, \n",
    "         'height' : 19.5,\n",
    "         'angle' : 0, \n",
    "         'xoffset' : 0, \n",
    "         'yoffset' : 0}\n",
    "\n",
    "    # Selected clinic\n",
    "    selected_facilities_symbol = \\\n",
    "        {'type' : 'esriPMS', \n",
    "         'url' : 'https://maps.esri.com/legends/Firefly/ClinicSites.png',\n",
    "         'contentType' : 'image/png', \n",
    "         'width' : 26, \n",
    "         'height' : 26,\n",
    "         'angle' : 0, \n",
    "         'xoffset' : 0, \n",
    "         'yoffset' : 0}   \n",
    "    \n",
    "    # 3. Display the analysis results in the map\n",
    "    # Add a slight delay for drama. \n",
    "    # time.sleep(1.5)  \n",
    "    # Display the patient-clinic allocation lines.\n",
    "    m.draw(shape=result.output_allocation_lines, \n",
    "           symbol=allocation_line_symbol_4)\n",
    "    m.draw(shape=result.output_allocation_lines, \n",
    "           symbol=allocation_line_symbol_2)\n",
    "    m.draw(shape=result.output_allocation_lines, \n",
    "           symbol=allocation_line_symbol_1)\n",
    " \n",
    "    # Display the locations of patients within the \n",
    "    # specified drive time to the selected clinic(s).\n",
    "    m.draw(shape=demand_allocated_fset, \n",
    "           symbol=allocated_demand_symbol)\n",
    "\n",
    "    # Display the locations of patients outside the \n",
    "    # specified drive time to the selected clinic(s).\n",
    "    m.draw(shape = demand_not_allocated_fset, \n",
    "           symbol = unallocated_demand_symbol)\n",
    "\n",
    "    # Display the chosen clinic site.\n",
    "    m.draw(shape=facilities_chosen_fset, \n",
    "           symbol=selected_facilities_symbol)\n",
    "\n",
    "    # Zoom out to display all of the allocated patients points.\n",
    "    m.zoom = zoom_level"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Analysis: Where could we add one new ALS clinic to reach the greatest number of ALS patients who currently have poor access to an existing clinic?\n",
    "\n",
    "To answer this question, we will use the **\"Maximize Coverage\"** problem type.  This problem type chooses facilities such that as many demand points as possible are allocated to facilities within the impedance cutoff.  In this example, the impedance cutoff is defined as a drive time of 90 minutes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Analysis succeeded? True\n",
      "CPU times: user 143 ms, sys: 22.2 ms, total: 165 ms\n",
      "Wall time: 28.7 s\n"
     ]
    }
   ],
   "source": [
    "# Identify the city which has the greatest number of patients \n",
    "# within a 90 minute drive time.\n",
    "%time result1 = network.analysis.solve_location_allocation( \\\n",
    "    problem_type='Maximize Coverage', \\\n",
    "    travel_direction='Demand to Facility', \\\n",
    "    number_of_facilities_to_find='1',\\\n",
    "    demand_points=patient_locations_weighted, \\\n",
    "    facilities=city_candidates_fset, \\\n",
    "    measurement_units='Minutes', \\\n",
    "    default_measurement_cutoff=90 \\\n",
    ")\n",
    "print('Analysis succeeded? {}'.format(result1.solve_succeeded))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "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>Name</th>\n",
       "      <th>FacilityType</th>\n",
       "      <th>DemandCount</th>\n",
       "      <th>DemandWeight</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Bakersfield</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Redding</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Visalia</td>\n",
       "      <td>3</td>\n",
       "      <td>66</td>\n",
       "      <td>299</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Santa Maria</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Santa Barbara</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Chico</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Merced</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Clovis</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Fresno</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Name  FacilityType  DemandCount  DemandWeight\n",
       "0    Bakersfield             0            0             0\n",
       "1        Redding             0            0             0\n",
       "2        Visalia             3           66           299\n",
       "3    Santa Maria             0            0             0\n",
       "4  Santa Barbara             0            0             0\n",
       "5          Chico             0            0             0\n",
       "6         Merced             0            0             0\n",
       "7         Clovis             0            0             0\n",
       "8         Fresno             0            0             0"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Display the analysis results in a pandas dataframe.\n",
    "result1.output_facilities.sdf[['Name', 'FacilityType', 'DemandCount',\n",
    "                               'DemandWeight']]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The selected facility, i.e. ALS city candidate, is assigned the value \"3\" in the `FacilityType` field.  The `DemandCount` and `DemandWeight` fields indicate the number of demand points (patient locations) and total number of patients at those locations which are allocated to the facility.\n",
    "\n",
    "Now, let us visualize the results on a map."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<img 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\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Display the analysis results in a map.\n",
    "# Create a map of Visalia, California.\n",
    "map2 = gis.map('Visalia, CA')\n",
    "map2.basemap = 'gray'\n",
    "map2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Call custom function defined earlier in this notebook to \n",
    "# display the analysis results in the map.\n",
    "visualize_locate_allocate_results(map2, result1, zoom_level=7)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "## Analysis: Where could we add new ALS clinics to reach 50% of patients who currently must drive for over 90 minutes to reach their nearest clinic?\n",
    "\n",
    "To answer this question we will use the **\"Target Market Share\"** problem type.  This problem type chooses the minimum number of facilities necessary to capture a specific percentage of the total market share."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Solve succeeded? True \n",
      "\n",
      "CPU times: user 175 ms, sys: 27.3 ms, total: 202 ms\n",
      "Wall time: 35.3 s\n"
     ]
    }
   ],
   "source": [
    "# Identify where to open new clinics that are within a \n",
    "# 90 minute drive time of 50% of ALS patients who currently \n",
    "# have to drive for over 90 minutes to reach their nearest clinic.\n",
    "\n",
    "%time result2 = network.analysis.solve_location_allocation( \\\n",
    "    problem_type='Target Market Share',  \\\n",
    "    target_market_share=70, \\\n",
    "    facilities=city_candidates_fset,  \\\n",
    "    demand_points=patient_locations_weighted, \\\n",
    "    travel_direction='Demand to Facility', \\\n",
    "    measurement_units='Minutes',  \\\n",
    "    default_measurement_cutoff=90 \\\n",
    ")\n",
    "\n",
    "print('Solve succeeded? {} \\n'.format(result2.solve_succeeded))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "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>Name</th>\n",
       "      <th>FacilityType</th>\n",
       "      <th>DemandCount</th>\n",
       "      <th>DemandWeight</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>Bakersfield</td>\n",
       "      <td>3</td>\n",
       "      <td>40</td>\n",
       "      <td>185.701736</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Redding</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Visalia</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Santa Maria</td>\n",
       "      <td>3</td>\n",
       "      <td>29</td>\n",
       "      <td>64.546570</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Santa Barbara</td>\n",
       "      <td>3</td>\n",
       "      <td>25</td>\n",
       "      <td>52.453430</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>Chico</td>\n",
       "      <td>3</td>\n",
       "      <td>16</td>\n",
       "      <td>62.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>Merced</td>\n",
       "      <td>3</td>\n",
       "      <td>58</td>\n",
       "      <td>223.298264</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>Clovis</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>Fresno</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Name  FacilityType  DemandCount  DemandWeight\n",
       "0    Bakersfield             3           40    185.701736\n",
       "1        Redding             0            0      0.000000\n",
       "2        Visalia             0            0      0.000000\n",
       "3    Santa Maria             3           29     64.546570\n",
       "4  Santa Barbara             3           25     52.453430\n",
       "5          Chico             3           16     62.000000\n",
       "6         Merced             3           58    223.298264\n",
       "7         Clovis             0            0      0.000000\n",
       "8         Fresno             0            0      0.000000"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Display the analysis results in a table.\n",
    "result2.output_facilities.sdf[['Name', 'FacilityType', \n",
    "                               'DemandCount', 'DemandWeight']]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The `solve_location_allocation` tool selected two of the candidate cities to host new ALS clinics. If ALS clinics are established in both of those cities, 50% of the patients who must currently drive for over 90 minutes to reach an existing clinic would be able to access one of the new clinics in 90 minutes or less.\n",
    "\n",
    "Now, let us visualize the results on a map."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
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\"/>"
      ],
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Display the analysis results in a map.\n",
    "# Create a map of Visalia, California\n",
    "map3 = gis.map('Visalia, CA', zoomlevel=7)\n",
    "map3.basemap = 'gray'\n",
    "map3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "visualize_locate_allocate_results(map3, result2, zoom_level=6)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Conclusions\n",
    "\n",
    "The ArcGIS Network Analysis toolset is a versatile set of tools that assist strategic decision making to reduce the costs of travel.  This examples in this notebook only scratch the surface of the situations where you could use these tools.  By performing your analysis using Python and the Jupyter Notebook, you also document your methodology in a form that can be easily shared via email to colleagues and stake holders, enabling them to reproduce your results or repeat the analyses in an iterative fashion with different parameters or different input datasets.  You can also [export](http://pandas.pydata.org/pandas-docs/stable/generated/pandas.DataFrame.to_csv.html) the output tables from the solve_location_allocation tool by to CSV files to share with stake holders via email."
   ]
  }
 ],
 "metadata": {
  "esriNotebookRuntime": {
   "notebookRuntimeName": "ArcGIS Notebook Python 3 Standard",
   "notebookRuntimeVersion": "10.7.1"
  },
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.8"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": false,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": true,
   "toc_position": {},
   "toc_section_display": true,
   "toc_window_display": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
