{"url":"https://api.github.com/gists/5629120","forks_url":"https://api.github.com/gists/5629120/forks","commits_url":"https://api.github.com/gists/5629120/commits","id":"5629120","node_id":"MDQ6R2lzdDU2MjkxMjA=","git_pull_url":"https://gist.github.com/5629120.git","git_push_url":"https://gist.github.com/5629120.git","html_url":"https://gist.github.com/mbostock/5629120","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5629120/raw/e2a32bbe4c04fb6de9c035fe158cf7ad250359d2/.block","size":81,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/u-s-map-with-puerto-rico\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5629120/raw/d27eb1467f00af2a086c3843a5220ebd4d294d80/README.md","size":67,"truncated":false,"content":"A modified version of `d3.geo.albersUsa` that includes Puerto Rico.","encoding":"utf-8"},"albers-usa-pr.js":{"filename":"albers-usa-pr.js","type":"text/javascript","language":"JavaScript","raw_url":"https://gist.githubusercontent.com/mbostock/5629120/raw/8d7dc40748b8dd4709794abe7936175064c980bb/albers-usa-pr.js","size":4445,"truncated":false,"content":"// A modified d3.geo.albersUsa to include Puerto Rico.\nfunction albersUsaPr() {\n  var ε = 1e-6;\n\n  var lower48 = d3.geo.albers();\n\n  // EPSG:3338\n  var alaska = d3.geo.conicEqualArea()\n      .rotate([154, 0])\n      .center([-2, 58.5])\n      .parallels([55, 65]);\n\n  // ESRI:102007\n  var hawaii = d3.geo.conicEqualArea()\n      .rotate([157, 0])\n      .center([-3, 19.9])\n      .parallels([8, 18]);\n\n  // XXX? You should check that this is a standard PR projection!\n  var puertoRico = d3.geo.conicEqualArea()\n      .rotate([66, 0])\n      .center([0, 18])\n      .parallels([8, 18]);\n\n  var point,\n      pointStream = {point: function(x, y) { point = [x, y]; }},\n      lower48Point,\n      alaskaPoint,\n      hawaiiPoint,\n      puertoRicoPoint;\n\n  function albersUsa(coordinates) {\n    var x = coordinates[0], y = coordinates[1];\n    point = null;\n    (lower48Point(x, y), point)\n        || (alaskaPoint(x, y), point)\n        || (hawaiiPoint(x, y), point)\n        || (puertoRicoPoint(x, y), point);\n    return point;\n  }\n\n  albersUsa.invert = function(coordinates) {\n    var k = lower48.scale(),\n        t = lower48.translate(),\n        x = (coordinates[0] - t[0]) / k,\n        y = (coordinates[1] - t[1]) / k;\n    return (y >= .120 && y < .234 && x >= -.425 && x < -.214 ? alaska\n        : y >= .166 && y < .234 && x >= -.214 && x < -.115 ? hawaii\n        : y >= .204 && y < .234 && x >= .320 && x < .380 ? puertoRico\n        : lower48).invert(coordinates);\n  };\n\n  // A naïve multi-projection stream.\n  // The projections must have mutually exclusive clip regions on the sphere,\n  // as this will avoid emitting interleaving lines and polygons.\n  albersUsa.stream = function(stream) {\n    var lower48Stream = lower48.stream(stream),\n        alaskaStream = alaska.stream(stream),\n        hawaiiStream = hawaii.stream(stream),\n        puertoRicoStream = puertoRico.stream(stream);\n    return {\n      point: function(x, y) {\n        lower48Stream.point(x, y);\n        alaskaStream.point(x, y);\n        hawaiiStream.point(x, y);\n        puertoRicoStream.point(x, y);\n      },\n      sphere: function() {\n        lower48Stream.sphere();\n        alaskaStream.sphere();\n        hawaiiStream.sphere();\n        puertoRicoStream.sphere();\n      },\n      lineStart: function() {\n        lower48Stream.lineStart();\n        alaskaStream.lineStart();\n        hawaiiStream.lineStart();\n        puertoRicoStream.lineStart();\n      },\n      lineEnd: function() {\n        lower48Stream.lineEnd();\n        alaskaStream.lineEnd();\n        hawaiiStream.lineEnd();\n        puertoRicoStream.lineEnd();\n      },\n      polygonStart: function() {\n        lower48Stream.polygonStart();\n        alaskaStream.polygonStart();\n        hawaiiStream.polygonStart();\n        puertoRicoStream.polygonStart();\n      },\n      polygonEnd: function() {\n        lower48Stream.polygonEnd();\n        alaskaStream.polygonEnd();\n        hawaiiStream.polygonEnd();\n        puertoRicoStream.polygonEnd();\n      }\n    };\n  };\n\n  albersUsa.precision = function(_) {\n    if (!arguments.length) return lower48.precision();\n    lower48.precision(_);\n    alaska.precision(_);\n    hawaii.precision(_);\n    puertoRico.precision(_);\n    return albersUsa;\n  };\n\n  albersUsa.scale = function(_) {\n    if (!arguments.length) return lower48.scale();\n    lower48.scale(_);\n    alaska.scale(_ * .35);\n    hawaii.scale(_);\n    puertoRico.scale(_);\n    return albersUsa.translate(lower48.translate());\n  };\n\n  albersUsa.translate = function(_) {\n    if (!arguments.length) return lower48.translate();\n    var k = lower48.scale(), x = +_[0], y = +_[1];\n\n    lower48Point = lower48\n        .translate(_)\n        .clipExtent([[x - .455 * k, y - .238 * k], [x + .455 * k, y + .238 * k]])\n        .stream(pointStream).point;\n\n    alaskaPoint = alaska\n        .translate([x - .307 * k, y + .201 * k])\n        .clipExtent([[x - .425 * k + ε, y + .120 * k + ε], [x - .214 * k - ε, y + .234 * k - ε]])\n        .stream(pointStream).point;\n\n    hawaiiPoint = hawaii\n        .translate([x - .205 * k, y + .212 * k])\n        .clipExtent([[x - .214 * k + ε, y + .166 * k + ε], [x - .115 * k - ε, y + .234 * k - ε]])\n        .stream(pointStream).point;\n\n    puertoRicoPoint = puertoRico\n        .translate([x + .350 * k, y + .224 * k])\n        .clipExtent([[x + .320 * k, y + .204 * k], [x + .380 * k, y + .234 * k]])\n        .stream(pointStream).point;\n\n    return albersUsa;\n  };\n\n  return albersUsa.scale(1070);\n}\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5629120/raw/384e97d62b21636b1ae3225a8d9375e9a0cb034e/index.html","size":1351,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nrect {\n  fill: none;\n  pointer-events: all;\n}\n\n.sphere {\n  fill: none;\n  stroke: #ccc;\n  shape-rendering: crispEdges;\n}\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-opacity: .2;\n}\n\n.mesh {\n  fill: none;\n  stroke: #000;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script src=\"albers-usa-pr.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar projection = albersUsaPr()\n    .scale(1070)\n    .translate([width / 2, height / 2]);\n\nvar path = d3.geo.path()\n    .projection(projection);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nvar graticule = d3.geo.graticule()\n    .step([2, 2]);\n\nsvg.append(\"rect\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"class\", \"sphere\")\n    .attr(\"d\", path);\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nsvg.on(\"mousemove\", function() {\n  console.log(projection.invert(d3.mouse(this)));\n});\n\nd3.json(\"/mbostock/raw/4090846/us.json\", function(error, us) {\n  if (error) throw error;\n\n  svg.append(\"path\")\n      .datum(topojson.mesh(us))\n      .attr(\"class\", \"mesh\")\n      .attr(\"d\", path);\n});\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5629120/raw/b30566caeaf38fa5849941bd798df2ee481110d5/thumbnail.png","size":40728,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKg2lDQ1BpY20A\nAEjHlZYHUFPpFse/e296oSVEOqF3pFfpNXTpYCMkIYQSQiCI2BVxBdeCiAgo\nC7pUBdcCyFoQCxYWwQL2BVlU1HWxICoq7yKP+N682XmzZ+bM/c2ZM//vfOXO\n/AGglLFFojRYDoB0YbY43M+TGRsXz8Q/BAiQB0SgCrBsTpbIIywsCPxtvB8A\n0Mz3ptmMFvhnIc/lZXEAgMJQTuRmcdJRPo7mOo5InA0AYoPWdZdni2Y4FmW6\nGB0Q5Zl16PxZXjfDibNc8q0nMtwL5XoACBQ2W8wHgIxqAmYOh4/qkG+hbCHk\nCoQAUDAou3KS2VyUvVE2TU/PmGERyoaJ/6HD/y/NRKkmm82X8uxevgXBW5Al\nSmOv+IfH8f8jPU0yt4YGmpSs1IjAmfXQM8vlsH0i5jiZxwqaY1G2Z/gcC7JZ\nkdIeiX/UHEtSozzmODUjUNovTAwJlepnecXPcV5yZMwcc3nePnMszgiX9mfl\nRPh87/cKmeMUdkDYHLPFs+c1w7w0v/DvM4dJ5xSmhUj3kiT2lfbwsr7vNzs5\n0l/K6AOQ9gt8WdL9iv2/66eFSTXFknDpOfCEUVJNLttberZAAIIBG3CyebnZ\nMwN7ZYhWiAX85GymB/rqeaZMlpBjbsq0srC0BjP/0OwVvWV8+zcgxtXvtcxO\nABwL0SL/e42tA8DJJwDQ3n+v6bxBr3cHAKf7OBJxzmxt5rkCLCABWUAHyugL\n0AGGwAxYATvgDNyBDwgAoSASxIGlgAOSQToQg+VgFVgPCkAR2AF2g3JQBQ6A\nenAYHAVt4BQ4By6Ba6AP3Ab3wRAYBS/AOHgPpiAIwkNUiAYpQ5qQHmQCWUEO\nkCvkAwVB4VAclADxISEkgVZBG6EiqBgqh6qhBugX6CR0DroC9UN3oWFoDHoD\nfYIRmALTYXVYH54PO8AecCAcCS+B+XAmnAfnw9vgMrgGPgS3wufga/BteAh+\nAU8gACEjDEQLMUMcEC8kFIlHkhAxsgYpREqRGqQZ6UC6kZvIEPIS+YjBYWgY\nJsYM44zxx0RhOJhMzBrMVkw5ph7TirmAuYkZxoxjvmKpWDWsCdYJy8LGYvnY\n5dgCbCm2FnsCexF7GzuKfY/D4Rg4A5w9zh8Xh0vBrcRtxe3DteA6cf24EdwE\nHo9XxpvgXfCheDY+G1+A34s/hD+Lv4EfxX8gkAmaBCuCLyGeICRsIJQSGgln\nCDcITwlTRDmiHtGJGErkElcQtxMPEjuI14mjxCmSPMmA5EKKJKWQ1pPKSM2k\ni6QHpLdkMlmb7EheSBaQ15HLyEfIl8nD5I8UBYoxxYuymCKhbKPUUTopdylv\nqVSqPtWdGk/Npm6jNlDPUx9RP8jQZMxlWDJcmbUyFTKtMjdkXskSZfVkPWSX\nyubJlsoek70u+1KOKKcv5yXHllsjVyF3Um5QbkKeJm8pHyqfLr9VvlH+ivwz\nBbyCvoKPAlchX+GAwnmFERpC06F50Ti0jbSDtIu0UTqObkBn0VPoRfTD9F76\nuKKCoo1itGKuYoXiacUhBsLQZ7AYaYztjKOMAcaneerzPObx5m2Z1zzvxrxJ\nJVUldyWeUqFSi9JtpU/KTGUf5VTlncptyg9VMCrGKgtVlqvsV7mo8lKVruqs\nylEtVD2qek8NVjNWC1dbqXZArUdtQl1D3U9dpL5X/bz6Sw2GhrtGikaJxhmN\nMU2apqumQLNE86zmc6Yi04OZxixjXmCOa6lp+WtJtKq1erWmtA20o7Q3aLdo\nP9Qh6TjoJOmU6HTpjOtq6gbrrtJt0r2nR9Rz0EvW26PXrTepb6Afo79Zv03/\nmYGSAcsgz6DJ4IEh1dDNMNOwxvCWEc7IwSjVaJ9RnzFsbGucbFxhfN0ENrEz\nEZjsM+k3xZo6mgpNa0wHzShmHmY5Zk1mw+YM8yDzDeZt5q/m686Pn79zfvf8\nrxa2FmkWBy3uWypYBlhusOywfGNlbMWxqrC6ZU219rVea91u/drGxIZns9/m\nji3NNth2s22X7Rc7ezuxXbPdmL2ufYJ9pf2gA90hzGGrw2VHrKOn41rHU44f\nneycsp2OOv3lbOac6tzo/GyBwQLegoMLRly0Xdgu1S5DrkzXBNefXIfctNzY\nbjVuj9113Lnute5PPYw8UjwOebzytPAUe57wnPRy8lrt1emNePt5F3r3+ij4\nRPmU+zzy1fbl+zb5jvvZ+q306/TH+gf67/QfZKmzOKwG1niAfcDqgAuBlMCI\nwPLAx0HGQeKgjmA4OCB4V/CDEL0QYUhbKAhlhe4KfRhmEJYZ9utC3MKwhRUL\nn4Rbhq8K746gRSyLaIx4H+kZuT3yfpRhlCSqK1o2enF0Q/RkjHdMccxQ7PzY\n1bHX4lTiBHHt8fj46Pja+IlFPot2LxpdbLu4YPHAEoMluUuuLFVZmrb09DLZ\nZexlxxKwCTEJjQmf2aHsGvZEIiuxMnGc48XZw3nBdeeWcMd4Lrxi3tMkl6Ti\npGd8F/4u/liyW3Jp8kuBl6Bc8DrFP6UqZTI1NLUudTotJq0lnZCekH5SqCBM\nFV7I0MjIzegXmYgKREOZTpm7M8fFgeLaLChrSVZ7Nh01Kz0SQ8kmyXCOa05F\nzofl0cuP5crnCnN7Vhiv2LLiaZ5v3s8rMSs5K7tWaa1av2p4tcfq6jXQmsQ1\nXWt11uavHV3nt65+PWl96vrfNlhsKN7wbmPMxo589fx1+SOb/DY1FcgUiAsG\nNztvrvoB84Pgh94t1lv2bvlayC28WmRRVFr0eStn69UfLX8s+3F6W9K23u12\n2/fvwO0Q7hjY6bazvli+OK94ZFfwrtYSZklhybvdy3ZfKbUprdpD2iPZM1QW\nVNa+V3fvjr2fy5PLb1d4VrRUqlVuqZzcx913Y7/7/uYq9aqiqk8/CX66U+1X\n3VqjX1N6AHcg58CTg9EHu392+LmhVqW2qPZLnbBuqD68/kKDfUNDo1rj9ia4\nSdI0dmjxob7D3ofbm82aq1sYLUVHwBHJkee/JPwycDTwaNcxh2PNx/WOV56g\nnShshVpXtI63JbcNtce1958MONnV4dxx4lfzX+tOaZ2qOK14evsZ0pn8M9Nn\n885OdIo6X57jnxvpWtZ1/3zs+VsXFl7ovRh48fIl30vnuz26z152uXzqitOV\nk1cdrrZds7vW2mPbc+I3299O9Nr1tl63v97e59jX0b+g/8wNtxvnbnrfvHSL\ndeva7ZDb/QNRA3cGFw8O3eHeeXY37e7rezn3pu6ve4B9UPhQ7mHpI7VHNb8b\n/d4yZDd0eth7uOdxxOP7I5yRF39k/fF5NP8J9UnpU82nDc+snp0a8x3re77o\n+egL0YuplwV/yv9Z+crw1fG/3P/qGY8dH30tfj39Zutb5bd172zedU2ETTx6\nn/5+arLwg/KH+o8OH7s/xXx6OrX8M/5z2RejLx1fA78+mE6fnhaxxexvVgBB\nE05KAuBNHQDUONQ79AFAkpn1uN8CmvXl3wj8Hc/64G9hB0CdOwBRqJ8OQj3K\nfjT1UKag3xm7FukOYGtraf47spKsrWa1KKiTw36Ynn6rDgC+A4Av4unpqX3T\n018OosPeBaAzc9ZbzwRODoAj2Bnq0VjzPx73X7hN8N1Bw62vAACAAElEQVR4\n2rX9V3CkZ3Yejn+dc87oBrrRyHEQBmkwOTAsd8nlikutxFXZsqtkl62yZN8o\nrLXiSreu8oV/JVepSheSbCtsXi3TzHBmOBHADHJqoNFA55xz7v/FQ7z62N0Y\ncmX/cTHF/bb76y+c97znPOc5z2E0Gg2Kour1erVa5XK5FO2vUqkwmUwWi0WO\nNBqNUqnEZDIbjQaLxWKxWAwGo1wus9lsJpNJPlar1er1OofDoX+xUqng/I1G\no9Fo4Is8Hg8fwAUUi0Uul8tisZhMJpPJxGc4HA6DwSCnKpVK5Fttj9B/66zr\nab21UqnE5XLJDzUaDfrlURRVLpfr9Tqbza7X6+Qr9Btv+gqDwahUKo1Gg8vl\n4iEzGIzWr1QqFfIVJpNZq9UajQafz6f/btPjbbrf1ndXrVYbjQb9fsvlMt4X\n/SQcDqfptPQngG/htPV6HRdWLBZ5PB79i22/1fRbrddD3lGj0ajVarVaDQe5\nXC79ktqaJZuclP4b5Av0n8G7Z7FYHA4Hv1QulxkMRrVabfsxcnEMBqNWqzGZ\nzEqlUiqVxGIxg8Go1+swfXyAyWTitFwuF/dQrVZxYWw2G+8bZ2u9SPrzwpGm\nz+AnXn6E/MRZH8AqwsWQP/pywlfoxoQbbHo4TfbHYDDorwRPpumqWu+afnmt\nH2g9Ca7k5UdwHvpzrlareLx4Qbh3OBT6eWq1Gv2xMJnMer1ONycWi1Uul5t+\nq1arlUolnBxroFqtNhko3UL++QHCmOA1m8yu9aXWajW8AAaDwWaz2Wx2pVKh\nKAr/krVFzlav10ulkkAgqFarfD4/l8v97Gc/UyqVnZ2dEolEp9PRX3m1WsUN\nkPvHI8MSJ8/iS80Ri6HpSNPdNX2rrU20Hmk6betn/u//zjLQ1s/QTbbp8zCj\npq+0Hml9LJVKhcVikaeNvyYbavpW62+1NVDyzOE4yf9FPzmbzS6VSk33wmKx\nmnwiu9Fo5PP5ppdBUVSr74S5tL42Pp+P64Zt0W09l8v9z//5P7/1rW/19vZS\nFHVwcBCNRjkcDo/Hy+Vye3t79XpdIpEYDAaJRIIwg6JFDnC6LBaLzWbjILaY\ncrkMA8L9NHm+1uXXam2tb/rlTvf/4d+vauhfxYipL/O78GFNR7CDY8fHH/ZV\n8iLweOnfajXH1s/gu62Oo1gs4r3AteE9tt4sfYtu+4tsNpuND8FLY9vCdtD0\nk03nok5tCx8jLrZYLOJfPp/v8XjefvvtnZ2d/f39N954w+VyxePxzs5Ot9tt\nMBiUSqVYLI7FYh999FF3d3e1WtXpdBqNRiKRkJ8mexyuB/EDtgU4YJgv3TF8\nlU3/q1jAS2yi7Wmpf6mVf+ku/xWPvCT4IWZUr9eJgcKnMhgMstcjUSFnaBs8\nUF9hZ2OxWDgCF0ZO0hQCtX6RzWY3xajYeGF78IlsOEXs8sRpkwCg6bKa8h4E\nFa1vkcfjwc4SiQRFUTMzMxsbG3/5l3+5uLhotVr/6q/+6r/8l/8Cm/P5fDs7\nO+fPnx8cHPT7/ZlM5vDwMBKJyOVyvV4vFAq1Wi09WcHN45HhxrhcLo/Hw9ng\nhrEo8USQwzU9968S2rY10P/7v3/BOf9lRkydhnZ4LBRF4bHAOok/YrPZX3rj\nTVbVGlHAVTe9JqRlFC12L5VKTSdv+iJ1RvAKR0s8NJseACBwwfrDRk9858tD\n26bHRN6NxWLZ2NhIJBJGo9FkMoVCoQcPHiQSiUQiUSgUJBJJPp9HGk5RlFqt\n7ujooCjq3r17Vqv1yZMnOp1udXVVKpVqNBq5XC6TydpCE3glJIymKIrL5RJ3\nUqlUYMd4EOQtkiye+moe9EsN7l8W2v4L4hO6gRLAB84Mt4acGLs8MVD82+TA\nmoyv9Qi23Carav0MsJFqtQoDwMJognpaE7XWTb/pY8SHwl1+vsyolvC0Xq9z\nuVwOh4MvwFE3/Rh5WC8PHhAwyWSyfD6fz+fL5XIikejq6hoYGBAKhdls9uOP\nP75586bf76coCufP5XIsFkuv1xuNRovFEgwGi8XinTt3Xn/99WfPnvF4vI6O\nDoFAoNFoZDIZ0m36c0GwS50GEvgPgnKQRJiiKDxl6hSNoocire/p/69/TQum\n1e3RN3Q8ZFw8uX58hiCDuIVGo0F/ZWeZ45ceeUl2hZAMSTZ+lMfjkf2t6dZY\nLFalUmm6JIIdkYNsNhvnJ9aPBUD8Mbs1ACDWSbJFeCk8GvKTbaOCptSnVquZ\nzeZqtbqzs8Nms09OTlQq1dTU1NramlAoTKfTg4ODHR0dyWTy6dOnGo1Gr9eH\nQiGNRpNMJhGrYEfQ6/W9vb1+v39gYIDL5WYymUePHgmFwmKxqNfr5XK5RCKR\nSqVCoZBsC+RJEcyPPEe46ia8GS8bllGv14nbIA8XySzZQ+iAIjGIJv9Nj2RI\nvkzRoA+4Q+qLUSM2BPpTxYoipoDchR4Xwrk0+cLWrKgV+WrNyQD+vPw8wDfJ\nI4UJ4cmnUimRSFStVjc3N00mk9FoJFbbasTk/OResAAAb9OjUPo6YTNbEIC2\n+TWfz+dwOABWEfvWarUmjLc1eIBvU6vVnZ2dIpHoww8/DIVCv/d7v6dSqRKJ\nxC9+8YuRkRGKooRC4aNHj86fP+9yuR4/fvy7v/u7fr/fYDAUi0WJRJLL5YaG\nhu7evZtOpy9fvkxRFGCE69evb2xsBINBg8Hg8/mOj4+LxWK5XDYYDDKZTCwW\nS6VSkv+2pl/k/dGjOmLH2GroCAZWMjFBcpzYJewG9oRnCLunWypeCX0JEfsm\niwFrldgo1YLdknVIN6MvjW7bGl/rZ5reO0mSiLMnV9VkUriv+/fvK5VKPp+v\n0Wg8Hk8mkxkcHKRbbdN2DWALjw4Pjc1mC4XCVnCaJGHspktsW1MgMSv+hRMq\nl8vYieivuemec7ncL37xi9///d/PZrMnJycjIyNvvPGG3W6XSqV+v7+npyeT\nychksmAw+G/+zb+hKOqzzz4bGBh4/vy53W7/nd/5nYcPHyYSic7OzvPnzxuN\nxrt37wLSOjg4MJvNLBZrfHw8nU4rFAqTyURRlMPh8Pv93d3d9+/f5/P56XTa\naDRWKhWRSCQQCCQSiVAolEqlxKfSXxUdQidBIXnWBK9oWtv0p48tlb5rwZvi\nCImk6QuDOt2Xmhxk6xp7eTr4LwvE28bxZKcmmwYSG9SlyMJuNSkOh2O323t7\new0GA5/PF4lERqPx8ePHAwMDZ8UGdMyHXvfCx1pLMDBO1vvvv99ksk1RM85L\n/z7+XzgwlKlIiYt8F0d2d3er1SqPx9vZ2VlYWJDL5VevXmUwGEdHR/v7+1/7\n2tcSicTz58+r1Wo8Hnc6nVKpdGhoaHp6WqFQfPDBBwaDQaFQHB8fBwKBjY0N\nXJ5arV5fX5+fn2ed/q2vr/f09JycnKysrPT09BiNxlQq1dPTw+Fw5ubm1Gp1\nKBSKx+NisTgSiSwtLfl8vmg06nK5IpFIOp0uFouFQgFxDnHJ9P8md9Rkak0F\nPMQJ9NeJHIjNZsfj8VqtxuPxCBhHf7xNeCKupOkVfOkR/PSXHnnJeejZKu6O\nOt3uCbZIFnArHM5gMPb39/v6+hQKBXZXDocTCAR4PJ5YLCYrFlsxMRuSpTWd\nrbUIgB9lsVhsegkbp2tajq1wLA5i3yQ16HK5jDPSvcjm5ubs7CyTyXzllVcE\nAoHb7f7Zz342OztbLpcVCsXu7u7o6CiLxXr8+PH8/LxEIrl7965UKqUoymg0\nDg0NLSwsrK6ufvvb397d3W00GlarNZ1O//Vf/7XVak0kEi6XSyKRDA4OPn36\n9O/+7u8kEsmVK1dsNhuLxeLxeJVKBZV6sVjM5/O7uroMBkOj0UgkEnNzc2Kx\n+P79+wqFQqFQvHjxIp/Pj4yMBAKBTCaj0+nK5XKtVlOpVPCaHA5HIBDgVKQ+\nRyJmugvBSyW3TwgJa2trLBbr2rVrdIs/y2u2Raxa/1q945ceacVZgUaR62wb\nKDMYjJdUs8iRTCbTaDR4PN7+/n48Hu/u7jYYDAaDIRAI6HQ6UqqoVCoIuuj4\nWlPEQp3iX02Gh9iGjeoF9rhWWIA6jepaV0DTs0CNilSKKYri8Xgajebv//7v\nhULh9evXtVrt9PR0tVotlUrJZPLixYsej+fu3bszMzODg4MSiaRcLpfL5Xg8\n/uzZM5fLJRaLs9msx+NRqVTpdHp2dtZms01MTJw/f/7OnTs/+9nPrl696na7\nrVbr0NDQ2tra2NjY4eFhX1/fBx98IBaLzWazx+NJp9MCgaDRaAiFQoqiXC4X\nm80Wi8W4fovFIhKJJicn9/b2hoeHORxOLBabn58/ODg4Pj42m82xWGxjY+PC\nhQsbGxs4lVQqlclkjUbj+PhYoVDk83k+n1+tVhUKRaFQKJVKMpksl8tJpVKU\nVLCd5XI5g8EQDoe1Wi3yG2JPX91AX27WbQPTVgNFeA1nT77SxOJoysDaxg/0\nqJSUKvf29mKx2NzcXLVavXv37tjY2NDQkMvlgkeDkQgEgra22Fr0Irs3OYh0\nnE2qZyS1omgO+av7XZKvANllMBjhcFitVv/BH/zBz372M71e39PT89FHH3G5\nXLVazePxpFLp6OioWCx+8OCBRCLZ3Nx89uzZxYsXR0dHC4VCLBabnp5+8eJF\nLpdjMBgoLgQCAdju1NRUsVi0WCyHh4f7+/vb29ujo6Ojo6PxeNztdsvl8rGx\nMTabPTU1xWQyHz9+HAqFpqamKIqKRqOdnZ0URYVCoUajIRKJarVaR0fH48eP\nHzx4gI3M5/Ox2exMJuN0OtPpdKVSEQgEyWQShWWj0QhyWSQSmZ+f39/fVygU\nqVRqamoqHA7v7u4uLCzcuXMHFy+VSvv6+vL5/C9+8Yvu7u6TkxMmkykQCNhs\ndjabFYlEJLmhvpj40pM8Ejs2AagvMVk6WEtq3QTTIOQBYqCtvrltgPty8KtY\nLE5MTDAYDJTfc7kc/C6bzU6lUgqFgpyz1RZbTZZqydWw0iqVyuexLK4J4Slx\nk+RETUlV23iXnovgghwORygU2t/fn56e9vl8sVisXC5/7Wtf29vbM5lMGo2m\nXq8rFAqhUBgIBLLZbFdXF5vN3t3ddbvd/f39XV1dXC43nU7jbAhS6/V6IBAo\nFotMJtPhcPB4PJfLpdPpeDxeOBzm8/mZTCYSiej1+sHBQaxGhUKRSCQ6Ojps\nNpvL5erv7xcKhbu7uxaLRSqV4i3G4/HZ2dmenh6TyeTxeA4ODqampoaGhsxm\n8/HxMbZ7h8PRaDR++MMfdnR05HK5jY2Ncrl8cnJitVpXV1fx34lEgs1m22y2\ncrkci8VyuVypVFpdXWWz2VevXt3e3o7FYi6XKxwOb25u7u/vs1gstVoNa6C7\nBhI3Y+UnEgmpVEqHF2BVBJ2AdcI7As8nyRPSGrxZnJO+I7eNSlsDZfJzdCNu\n8rJut1sgEBQKBTabrVAoAoEAkMF4PO5yuTQajUAgQODeiuhjc26KvIn5wSBx\nVTwe75/TL8BjBLwlfreJVdlkneS7TQk1cqzZ2dn9/X2xWOx0OicmJiqVilqt\n3tvbYzKZoVCoXC6LxeKjo6PR0VFs0wKBYHt7e29vD4BaPB4fHh5msVi7u7vp\ndLpQKDgcjp6eHrfbHQqFSqWS1WoF+jY3N1ev1//pn/5paGhobm7ObrcXCgWN\nRhOLxR48eCASidxut9Pp/MY3viESiWDuVquVxWL98Ic/dDqdkUgkn89vbGwA\nVsxms2DHejyeYDB4/fp1qVTKYDBeffVVk8mkUqkGBgaIK9ra2nrzzTc5HI7L\n5bpy5QqbzU4kEt3d3cPDw1qtNpvNVqtVlUrldruj0eji4mJPT4/FYqlUKoOD\ng16v9+nTpwwGQ6/XJ5PJvb09Ho+XTqf5fD7iy9u3b9++fVur1drtdg6HIxaL\ngZ0hc6BOk2Py2Hk8HiK0X8lA2wIUrUWi1sIESYGYTGapVMpkMjweDyny0dGR\nwWCIx+MMBmNiYmJvb0+hUCC7YLRwX8760WKxiF+hA3//XBdo2ghwfah8wiJJ\nEeKsqID+9WQyWSqVHA6HXq9XqVTlcvmTTz7hcrnJZFIkEs3OzobD4XQ6vbq6\nuru7Ozk5WSqVPv3006tXr05PT/f29jKZzFgs9vjx41deeeXo6Oj111/XaDSo\n8QaDQYlEcvXqVWTokUik0WgEAgGDwTA4OAjK2MTExM9+9jOv1xuLxb7+9a+L\nRCKKoqLR6P3794VCoVKpjEajW1tbDAbDZDIhkNjd3Q0EApcvXy6Xy3t7e3K5\nPJVK6fV6BoOxtrYmk8kikQhFUfl8Hm4sm83yeLw333zzyZMn6XTa7/c3Go3b\nt28jjROJRC9evFAqlaVSqVQqLS4u8ni8lZWVYrGoUCioUx70/Pz89PT0hx9+\n6HA4OBwOyXIeP36cy+Xguf/9v//3ZrM5HA77/f6joyOTydTd3S0QCAAD0R1z\n2/Sr6U21VpvalmRbSwxN5kUqoyQOzufzcrmcz+cfHx9TFKXX69Pp9Pz8/E9/\n+tN8Pj8wMHDv3r2FhQWtVtv2wggjDDsGLgk+tGmNfe5lm+4ffzgIA4dZV6tV\nkMlbUTA62MZgMA4PDz/44INqtTo2Nvb3f//3r732WkdHh9frBYDq8Xg8Hk+9\nXs9kMrlczu/3x+NxsL9h64g1sbkHAgG9Xp/P5w8PD1ksltPpPD4+5nK5pVJp\nc3NTKBSKRCJAsH6//+DgIJ1Oezweo9G4uLgYDodVKpVQKKzVasFgMJFIVKtV\nkUh0/fp1mUzW29uLpEqpVG5vb7PZbGRdlUpleHjYYrFks1mXy7W0tFQoFDo6\nOkKhUDQaDQaDR0dHPp8vnU5Ho9Farba9vR2NRt99991YLLawsMDn87u7uwOB\nQCwW8/v9WFQWi8XlcuGLHo/H4XAYjUalUsnhcJLJ5OzsrFarFYlEPT09oVCI\nw+EolcqFhYWLFy92dHTU63WBQNDR0dHR0RGPxw8ODvL5vFgsBphPsuHW7Lkt\nOtaEqbXd9FudMeEuEyIBYdPCSf/iF7/QarXd3d1HR0ednZ0CgcButwMmEgqF\nVqsVi3ZoaIg6g8iKmgJBvuAiW6+E9f777yOwbWXH0uFYglPicrEgcK1NUQGD\nwSgWi/v7+93d3deuXVtdXcX76Onp6ezsvH379uuvv87hcIRCIUqgN2/eDAaD\ns7OzExMTPB4vFos9e/asVqsplcp4PO5wOBCGKpXK3t5esVg8Pj5eLBaFQuHO\nzs6rr74aDAY7OjqCwaBGo+HxeE+ePLl+/brH40kkEv39/dVqNZPJaDSaYrG4\nvLz8+uuvh8PhiYkJoFcMBsPr9WazWbVa7fV6X3nlFQaD8ezZs1QqpdFoGAzG\n48ePp6amxsfHnU4nAomFhYVardbd3a3RaKanp/V6/d7e3tTUlN/v9/l8fr8/\nGo2Gw+FIJHLp0qVCoaDX600mE4vF6urqisfjCoViZGSkv78fqJlSqaQoyufz\nqVQqDofz9OlTlUo1MjJSLBblcrnZbAbccXR09KMf/UipVGo0GpVKZTKZwDZO\np9MSiQSGS3bbJiD2X2aghPiPEJmw7AFOkYo3KslMJnN9fT0ej7PZbJFIJJFI\nHj58GAwGb9265fV6BQIBg8GQy+WPHz+enJxUKBT0UhZ+AuuBoig2m43gmwDA\nrcbNev/991sjUapdeEqdJl4IlVCCB9JGr20yGAyXywWL3N7ehv/b2dmpVCrr\n6+uvv/66SqVyOBzxeHxkZCQWi/X395dKpUQiYTAYeDxeKBSSSqVvv/22xWLZ\n3t7u6uq6cuXK8PCwXq/ncrkCgSCVSuVyOavVymazTSbT9vb2uXPnfD7fkydP\nEomEQCAwGAyjo6OBQGBvb+/o6EgikaRSqUKhEA6H+/r6Njc3CUuIx+OJRKJ/\n+qd/ajQaoVBodHRUqVQeHh4mk0m/35/P54vFIoA52P3Tp0+VSqXb7c7n8y6X\nq9FopFKpaDQKFhGyt3K5vLCwsLu7y+FwEMjirQcCARQwtVqtWCyOx+P1el2l\nUlEUFQgEpFJpOp0Wi8Xw9IeHh3Nzc7C/u3fvbm9vnz9/Hv4JTkihUBiNRgaD\ncXJykkqlxGIxh8NpzWDaUpdawQc6cwrhFkJ5AkKTN07wBwJssdns/f395eVl\ng8EwNTW1srKCQMvlclWr1aOjo8uXL6+srHz00UdvvPFGZ2cniV7ARaRzX9uy\nr6gWhIr1/vvv43NNUUErLIBQATErg9YMhPVHKFRMJnN5eXl3d1cqlWq12vn5\nea1W22g0gDDz+fxkMqnT6Z49e4bcZWRkBP13R0dH6+vriHXUarVAIOjt7c1k\nMp2dnXgZ+Pfw8FAgEHA4nFAoFIvFACEZjcbr16+n0+mFhYWVlZW+vj4Aol/7\n2td2dnYikYjP5+vq6goEAicnJ2q1ulQqud1uv9+/u7tbr9cXFhbYbLbL5UJy\no1QqFQrF6OjowcEBRVGhUCgSiXi9XrPZbLPZ8vn89PT08fGxxWLZ39+fn58X\ni8XHx8e5XO74+Difz2ez2UAgMDQ0dHx8zOFwMplMrVbDJnDr1q179+5ptdpi\nsVir1dRqNUVRiUQiGAyipmMwGCqVSqVS6evrKxaLS0tLXq83Ho9PTU0xGAw4\nXeKlZDKZQCB4+PBhOp3u7u5udUgIOptyD3KE1KWxIxMudmvFC8dJ9EguwO/3\nO53Ow8PDixcvnpyc8Hi88+fP7+3tuVyuRCKhUqm2trZ2d3f39/e/853vgCCF\ntB6/y+FwQBchPrV1o2gFE1h/8Ad/0LZY0AoLwDRbW8TYbDYiDzzNSCTi8Xhu\n3LhRqVTsdrtSqRQKhV1dXalUqr+/f3JyslwuezyeRqNx48aNUqm0v7+Pst7h\n4eErr7xiMpngt2AHyJYYpxRMABG9vb25XO7TTz/N5XKdnZ1qtVqv18tkMrfb\nnclk/H5/IpFwu93ZbBYJ0OjoKJPJBFHh6OiIwWB0dnYODQ2ZTKZsNtvd3e1y\nuSwWi0wm+9GPfoRom8lkgsmgVqu5XO7e3l5vb6/JZIrFYr29vVarNR6Pj42N\nFQqFsbExpVKZSqVu3LjBZDJ7e3vHx8djsZhYLI5Go+fOnevr60ulUh0dHeVy\nGcGozWaLRCIikUiv11MUdXh4iHUIEBpRUyQSAZxXLBZBw0in08CzKYqKx+Mf\nfPDBzs4Oi8XyeDwsFstms92/f39mZuYsn0q8I+njgI0SVhCshxgH/YukiF2t\nVsPh8MnJicfjefr0qVgs3tjY0Ov1FosllUpJJBK73b6/v3/16lWfzwcsslQq\n/fZv/7ZGowEAjBskzS9tU/mXgwmsP/mTP4FDppe/0WLRGhW8BKNlnHYLra2t\nJRIJPp8/NjYGn+H1ek9OTmw2G4/H8/v94XC4UqkUi8XR0dFkMjk8PDw5OUkA\nI+Q3q6urKpVqfX0dd4gCPZPJfP78eSAQKBQKdrv9nXfe0Wg0BArN5/PYQAcG\nBgKBAJPJ1Ol0h4eHjx8/lkgk2O6dTieQ4HA4XK1WlUrl8fFxZ2dnb2/vycnJ\nkydP5ubmJBLJ0tKSQqHgcrmxWAzpkd/vV6vVHA5nenra7/cnk8mDgwM+n394\neKhUKrPZ7P7+vkajcTqdDAZDo9G4XK6RkREU2xgMht1udzgcGo3m6Ojo6Ojo\n2rVrZrP5+fPnDAbj448/fv78OZfLnZuby2Qyz58/j0aj0Wg0n89fuHAhEolE\nIpFbt27F4/EbN24cHx9vbW3t7+/fuXNHrVbL5fKpqalEIjE8PCyTyZaXl41G\no0gkIngttnjqFKwlBQW4N+zFxI+2DXDhX0OhkM/nW11dRe64srIyNTUViUTA\nPZJIJMQlyWQyj8cjl8vT6XQoFBocHHzzzTe5XC7q53SGWtvU6iz2AjlYr9dZ\n3/ve9wDm0ckKrX73JSkawZOZTGYqlXrw4MHc3Fxvb++DBw+sVqtOp+vo6BCJ\nRKlU6tatWyD7TExMZDIZh8ORzWYHBwfZbLZUKrXb7UNDQ+Pj41qt9sKFCz/+\n8Y/feOONXC63v7/faDTsdns4HA4EAnNzc1jTJpNJrVZXKhWPx3Pr1i2lUlmt\nVgcGBuLxOPoXBgYGwIJTKpVMJnNgYKCzs7NQKJycnHR3d+fzeb1ef3h4aLVa\nEQHj5GhZGx0d1ev1DofDYDBYrdZqtXrp0qVnz56xWCwYIo/HSyaTk5OTOGgy\nmdbW1kQiUbFY3N3djcViHo+nXC4jRCkUCkqlUiQSyWQyvV4vEok4HA5KcT6f\n73d/93fZbDaQAcDvfX19QqFwdXU1EAgolcpKpXJyckJR1NDQkN1uh7X9+q//\n+osXLw4PD30+X6PRQLHm6dOnd+/enZ6eFovFpJELoTYxUOq0Se7lvo1waA4P\nD202W7FYHBwcrFar8/PzQP1YLNaTJ09mZmb29vaQAxSLxZOTE5FI9Bd/8Rde\nr3d6enp6ehrpVFuf2pb70srdYZw2WXzOpGnqokEfFVYnCU+pMwjd9IP4jYcP\nH87NzcHLyuXy9fV1/L/r6+szMzMURalUKo/HQ1HU7OwsivW4gFKpJBQK+Xx+\nKBTC/Vut1mg0yuPxrl69Ojk5eeXKFRSuOjo6hEKhTCZDY5nZbNZqtQKBQKVS\ndXd3HxwchEIhg8FAfMPExEQ8Hu/t7e3o6Hj69CmHw5mZmdne3kbwUygUcCOI\nQT/99NPV1VWFQsFkMlG/qVQqz58/ByQ+Pj7u8/nUavXAwEBPTw92WHDzBAIB\n2t+ZTKbZbH7rrbe0Wi1qeCaTqdFo+P3+58+fh8PhbDZrs9nQSoTqVCQSiUaj\nDocjEAh0dHQMDw8nk8l8Pt/V1ZXNZvv6+sbGxtRqdaFQ+NnPfsZgMEDJePz4\ncblcPnfu3He/+916vR6Lxd56663/9t/+22//9m9vb28nk0kUWVp3XsZXUDmg\nTtOV7e1tDofz2muvIdmFrx0bG4OFvPrqq/fu3XvzzTcDgQCbzT48PIzH4wMD\nAxaLRSKRXLt2DRwuikaopf+RBvSzDjZOm/ngHHk8HpfLZf3gBz9oNUQ+n0/H\nBKjTmPWsFA3uYXt7WyKRjI+P2+12q9VqNBp9Ph+QSGCNyKUQDFkslqOjo3w+\nD6ZIKBTa2tri8XipVOrFixcqlWpiYuLg4CCTyfT09LBYLL/fv7y8DJKhQqFg\nsVher9doNDKZzM3NTXA0Y7FYNBqVSCSdnZ0rKyugoZycnCC1R9V7fn5eJpNp\nNBoY38bGRqlU8vv9Ozs7BoPh+vXrDx8+LJfLUqk0mUyChVSr1T777LPV1dVw\nODw+Pn50dFStVgOBQL1eNxqNTqdTp9PJ5XJgHeA96fX6Bw8eAJcF6nz58uVK\npSKXyx0OR7FY3N7eHhgYGB4eBqxBnSKGyAROTk7QKZRIJGw2Wzqdxr1EIhHQ\nfe7evTs5Ofn6668jYS2XyyBYUhQ1Pj5uNBptNtvJyYlcLocP+io+tSnvYbFY\nwWAwlUoNDw9TFIV6eygUWlxcTCQSqHTUajWr1QqEWC6Xw51ns9nz58+/9957\ndOrmS1KrtmEA/gWegDCGgAnNfFlCvyeYAM5LWhzpjZTkLLDanZ0dhOdmsxke\ntLOzs7u7e3d399KlSywWa2trC251f39/aWlJJBKNjIw4HA6n05nNZpHBmEym\nTCaTz+fNZvPjx4+j0ej58+eDweDx8fHU1BQwnUKh0N/ff3h4iJS5VqsdHR1Z\nLBYQYfl8Pgq/wWDQYrHMz88bDIbNzU2xWDw5OQnWDtA0iqKkUunc3FxnZ2ex\nWBSJRBqNhsVidXd3Dw0N6XS6Uqk0OzsrFAoVCsW7777b19eHUNVmsyGQkMvl\ncrl8f3+fy+X6/X6EWNhG4/G4yWRKp9PAB9LpNKCScrlcqVQ0Gk2j0XA6nYg+\nQXg4f/78zs7OW2+9VSgUsGlUq9XR0dFYLCaTybxe76VLl168eKHVaq9fvz46\nOooAkcFgvHjxYmpqymAwoEjh8/kuXrwokUjW1tYsFkujna5K27Jtk2U/e/YM\n+ksSiSSTydy9e9dkMvX29kajUb1eD8gvEongFaNfen5+vlQqiUQiJM1fWgdu\nig2QU4GeBdonPR3EJ9tQvFvZAkAPABsR0RvSTYaPlcvlaDQK5pTFYmEymfl8\n3u/3r66u8vn84eFhj8fT3d09ODioVCoHBgZsNtvVq1c7OjpMJlNPT49MJiuX\ny6g8dXZ2bmxsrK2tHR8f6/X6UqkEb2cymTo6Ovr7+4H5mUymo6MjnU7H5/OD\nwaDT6QwGgzwez2AwFAoFhUKBTSAUCsHH7+3tqdVqZCeIaAEXgIsYDAbVarVE\nIvH5fDKZTCqV5vP5eDze1dXVaDR2dnaEQmEul+Pz+ZVKBb+LfRy7x/Xr17Gw\nhUKhXq/ncDgikQj9w0KhMJPJgJkAMg0gkdXVVYFAAAZFPp8PBoMgKvT29vp8\nvkKhEIlE3G43anugYdTr9Xw+j7wnmUzKZDKlUnn//v1UKuV2u0ulEovFEolE\nkUhEqVRqtVo8EIlE0hQatjo8eokBWdrS0pLValWr1R999JHNZguFQhcuXAiH\nw4VCYWNj4/Hjx7/1W7/VaDT4fP6LFy+6uroAFwCRmJqaaupMpM6gFlCnJTqY\nFrG01jot2Qq+vCuBoij8PCHF4mcAYRDnHwwGGQxGoVBYXFwsFApra2vIEmKx\n2KVLl9hstt1u7+/vJ+XfXC43MjJCCnQul4vD4ej1ejab7Xa7d3d3GQxGd3f3\n22+/LZfLE4nEzs4O+ODFYrG7u3ttbY1UerPZLEVRa2trBoPB7Xaz2eyuri7w\naDs7O0EZ83g858+f/+yzz2q1Gsgu+Xx+Z2dHLBaDZXJwcGAymUQi0cHBwcnJ\nSaFQODg44HK5nZ2dqVQqk8kkEgk8h1QqVSwWVSpVJpOxWq2NRiMajQ4MDLjd\nbrVajZpzKBQCR4TL5cpkMoTCJpMJ6C/2a4FA0NXV1dvbK5fL+/r6YrEYj8fL\nZrNMJvPk5OTKlSsej2dmZgZLrlQqWSyWn/zkJ8j5RkZGnE5nLpf78Y9/HI1G\nQfZFJJ1IJEQikVAo1Gg04B/r9fom+kFrIZduOgwGI5FI3Lt3D63Rc3Nz8Hbn\nz58/ODiQyWQGg4HBYHR1ddntdtwjaiKVSgUxw/j4ONH1aNrx6QfpPhWmRbb3\nVosnAO0XTLYtHNuKFRA3jMZxnD0QCHC53Hw+b7FYisViR0fHwMBAoVAACFqp\nVHZ3d1UqFVwaQHvyKAED6fV6gI6bm5symUwikaCi4/f7pVLp06dP3W43h8OR\ny+VMJhOdMFwu99KlSyaTyel0Tk9PI6W9dOnSo0eP5HI5CKmku310dFQoFAKo\n6ujo6OvrGx8fh6Ej8OByuS6Xy+Vyfe1rXzMajbVabW9vj8Fg7O7uGo1GPp+v\nUql6enqw/4pEomQySVEUUNtKpWKz2aA+9uDBg3PnzhWLxePjY41Gg2TZZDId\nHh5mMpnFxUWn0ymTyUKhENiJe3t7fr9/eHgYLqqzs9Pr9abTaQ6HA3KZQCAw\nm80nJycSiYTL5Z4/f/74+BjMdJfL5ff75+fnU6kUl8vlcrnVanVoaAhBEZfL\nPT4+NplMrUwD6jTrwsOpn2oMwmL29va6u7uPj49dLtfMzMzJyUk6nQbcsbu7\nixW7tbVVKpWq1WoqlUKoU6/XrVZrpVIxm81gorVFWGHcxKci/myy77PUtBqN\nBuv73/8++ehZcCzjix121GnxmpDckFkvLS0lk0kej3d8fDw8PIznpVAo5HI5\ni8UyGAxPnjzp7u5msVigF2Kx4tePjo76+vqwMPAu4YQ2NzevX79eLpdRYYeX\nEovFbrf78uXLW1tbxWLxF7/4hUKhmJmZ8fv99Xq9o6Oj0WjkcjmNRgNMIxaL\nURSl0WjUanU6nf7444+LxSJKYrBgVEpnZ2c7OzsjkQikEvCSzp07VygUmEzm\n6Ojo/fv3se3u7e319PT4/X6hUAjOzbVr1xAvhUKha9euoWD7+uuv7+/vq9Xq\nVCoF9KpWq+3u7lqtVoqiNjY2pqam5HI5dPXQr1EqlQqFglQqvXLlitFo9Hg8\noOcmk8lisQhgzmq1xmIxkUgE9HpgYAAaEYAv0uk0Qrju7m4ul+vz+UQiEbhs\npNwFiyHvEas6m83GYjGA6ChAgp1zcHAAgoTf7y8UCoVCYXJy8ujoiMvl9vb2\najSa3t5eJKMOhwOcXbFYLJPJ6J6SdNEQG2uKU9s2azUd/NxPf+973yMcl7a6\nRi8JFehEzGg02tXVJRaL8YyAt5+cnAwNDYEl2Wg00uk0sgHslTabrbu7m6Ko\nbDYbDAb7+vooispkMsFgcH5+Hrvz9PS0UCjc3t7u6enJ5/Pj4+OhUGh1dfXW\nrVtisdjj8Vy+fBnoQSAQ2NzcRPiVyWR2dnZARGSxWMvLy4FAAExFuVyey+Uu\nXLigVqvL5XKhUDCbzYlEIp/PAxpbX1/3er1OpxP8B7FYnMlkAoEAaHWZTObo\n6AiNlrlcDoiHx+MBpbWnpwchh1gsrtVq+/v7KpUqGAzC4tfX15VKZaFQqFQq\n2Wy2v79/c3Ozv79/dXV1Z2eHy+Vms1mVSjU4OLi2tra+vp7NZqPRqEKhyOVy\n1WoVoN7IyAjeNJicAoFAJpMhZpPJZPV6XSaTIWdNpVLYxJAtEZ4USbN4PB5a\nU2w2m9frjUajKFZ3dHTUarX79+8PDg6+ePGiv79fp9MxGIxYLCYQCBDzoGMM\nSa3T6dRqtU6ns7+/XyQSuVyuS5cuYXMmQSpZG9iXWvsQW8OAs6JhNpGlBUzY\nSuim2umXUO3IFmtra52dna+88gqTySyXy5FIpFwur62t8Xg8o9GYyWRgu9Vq\nVS6XW63W/f19fBfhF/47Fosh5TcajQ8fPiQIS7Va3d3drdVqWNO5XO7o6Mjt\ndv+v//W/zGYzMCmdToeqPYfDSaVSd+/ehTwHRVHFYhGseOxxCJugsIQV6PV6\ntVptPp9Xq9Ww5snJSYqiwuHwgwcPurq60OV88eLFjz/+eGlpSaPRQCrBarXa\n7fZEIsHj8R4+fKhSqbLZLOhsIA2GQiGj0RiLxWKxGFwXpCZZLNaNGze2trac\nTuerr74aiUTYbHYul3v27FlfX1+j0QCVAu3skNaD0WQyGalUGgqFoCWIcFAg\nEMTjcbDgZ2ZmotEodiSz2ezz+RgMBtFxIT6PoqhyufzixQuZTIb9HfvJ8+fP\nwXZNpVKoUHo8nlwuB8o/GkNGRkYAzXK5XIlEwmaz33vvvb/7u7+DKX/66ac3\nbtxYWVnRarWDg4N0Pm5rEkYcbZNFtZKzseRY77//PuNU0oeEfSTEbMvnasIK\n8KvHx8cMBiMcDo+MjCBGkUqlOp0OGyi6SlKpVDabBS/W7/eLRCKE7ScnJ1Kp\nFEy84+NjtVotk8lUKpXVal1fXw8EAgKBAAFGZ2fnkydPstns5uZmo9H4zd/8\nTYVCkU6nh4aGpqam1tfXx8bGuFzu/v5+V1fXxYsXARVfv35doVAcHh5aLJa+\nvr5kMtnZ2Ynej1qtZjAYvF5vPp8Hfxz8/3A4nM/n3W632+02mUx9fX0ajQam\nqVarQZdB9YHL5YbD4ampqXw+X6lU5ubmdnd3r1y5Eo/HwcRtNBrDw8NPnz4F\nuJFOp+VyORgIEokkEolMT08jhGUymYSEkM/nbTabWq222WygT7BYrP7+/o6O\nDoBreKQSiaRarYIuA04mgLmVlRWlUunxeIC7SaVSulIGKTKx2eylpSWZTLaz\ns4NYCLaSTqchhRaJRDKZTDab7ezsvHLlSjKZNJlMHA7H6XQCG3nx4oVQKES2\nDS7i6Ogoj8fb3t52OBzVarW/v5+e/LVl6rSNDRg0wUM6nvB5+gVHS4gR1Gk2\n10ropk6Vtelsw0Qi4fP5rl275na78XmbzaZSqWDuTqdzdna2r68P3V2fffZZ\nsVhcXV1FQMPj8dxud09PD0rEdru9u7sbXd3g07hcLsSsXC5Xp9PhHlDtDIVC\nEolEIBA8fvx4fHz85OTE6XS63e5UKpVMJvV6/djYWLVa3d/fR+J1//59Lpeb\nSCR6enoYp12QMpksHA4bjcbu7m6pVAqWt1AoRJ/PwsKCy+Xa2dlBntTR0QGS\nuNFoPDg4EIvFm5ubCoXi+fPnCBB9Pp9YLD45OalUKgCzwFREuglswePxQN7B\n5/MNDg7u7Owolcqtra18Pp9IJCYmJmq1WmdnJ64hm83K5XI2mw3iwdTUlNfr\nxVaTSqWQaaBbXSAQCASCYrFos9m++c1vrq+vv/baa263u1wu48k3mQiss1gs\nPn78GJAzghbQi0HIRE/shQsXQqEQ4sbDw0OdTicWiwUCQSAQCAaDWJapVEql\nUkUikWAwGA6HfT7fzMzMxYsXW6uvrahw29iAOiUoEtL357AVTJbuTRk0iTxC\nLKROyzOtAAKDwVheXh4aGvL5fLlcDpyj4+Njv9+PnCOTyVgsFsJGKBaLi4uL\nqVTKYrFkMpmTkxOXy1UqlRCbR6PR/v5+cnIE6QAgxWLxZ599RlGUx+MZHBxE\nJuTz+er1ulqt3traQiqjVqsXFxeRzCqVSqVSaTAYkIAXCoVsNiuVSl0uVyAQ\neP78OXY3m82GGMvj8bDZ7LGxMYVCkUwm19fXeTyex+P5xje+YTQa0VURi8WY\nTObg4CDUbkgjIWTLiAQQCBsKhSKbzRoMhlAohBsUCoWxWEwikcCT1et1/ItA\nBWkDmENutxvlQLQlNxoNpVJpMpmCwSD+LRaLXV1diILgvRKJxJUrVwD/4QKA\nY6BZrYn9TZ1WR5PJ5MjICPqUWCzWysoKNiXwJxEMhMPhy5cv5/P5UqmEZo1I\nJDI2Nsbj8SYnJ/1+f1dX187OTiwWW11d/da3vnVycjI/P//s2TOA9K2+s8mO\nCT2XziunKAo8Qbrd/7PJtuZYME1CLAQUQo8K8BRsNptUKu3q6tre3h4fHx8f\nH0eD3vj4OAQyHA4Hk8ksFApyuRxxFQSbJiYmNBpNV1dXX18fn88HEfH4+LjR\naMRiMUySAPCkVquHhoYePnwoFAqHh4cHBwcDgcClS5cymYxYLFYqlZOTkwDI\nKIpCa65AIHC5XEajES9GKpWCJtvf3z84OGg2mzs6OqBaAHWCw8NDrVZ7dHQU\ni8XA6AuFQu+++242mw2FQn19fT6fj6KogYEBiqL29vYoivr444+hlMZisYRC\nIV6n1WrNZrNwSxwOB2QXRNijo6PpdLqjo6NUKk1NTaHx/eDgYHZ2FhXaYDA4\nODh4eHjo9XpHRkaCweD58+fL5TJwMa/XW6lUJiYmnE4nwJZYLLa3txcOh8Vi\nMbI0FovlcDjkcjlFUT09PTabDaQfupwbHT9yu90PHz6EOsn29jYa3P/tv/23\n+XwemydU+rLZbDweV6lU+/v7TCbzypUrPB6vu7tbLpdXKpXj4+NkMtnb24t+\njd/93d9Vq9U9PT1qtVqn0zUlW9TZZTBs/dg36KTvpoCB9f777zc1b9EDADIZ\ngRRvQWYjuSdgy6GhIZCJhoaGICYwOTkJ+h8aJ3p7e8PhsMfj2djYmJubSyaT\nlUpFr9cT2V6YFADq/v7+YrEYDoe9Xq/f77fZbHK5HGj866+/LpPJ5HL59va2\n2+32eDwWi2V5ednv929vb4Of1dXVValUxGJxsViMRqPwT0Chgf6iiQUVc8iG\nItJHSmEymUZHR7VaLRplgdkhevN6vTweD5n71atXk8kkAFS/3w9scnBw0OFw\n8Pl8lNbEYrHdbsfWkUwmI5FIpVIBpIDWBiC7LpdLq9XCJcdiMXRKURTF4/HQ\nBler1ZAMgdKJxknAt6VSaXJyErAGRVFisRhenM1mB4NBmUxms9mgfErcP2wl\nHo8/ffrU4XBcvHgxEolcvHiRx+N1dnYicBIKhfv7+wDO0WMMkOvSpUulUmlr\na8vr9QaDwZWVFdCLUQfRarXj4+NEpAdEq5eTCUkjDf4DIAad9N3aasGmaFNf\nmlxsk9P93MZZLML2QgFaq9UeHx9rtVqNRhMIBP7xH//x2rVryPFR1dRqtTKZ\nDDzrZDIplUodDgeSLdbpFBCgEJFIpKenh8fjWSwWCMWVy2XwCQEZfvjhh+jK\nKpfLV69eLRaLt2/fNplM4MhC9wBRL0VRZrN5eXkZMmbMUx1CeCCKogqFAlm+\n5CvIuD0eD4PBgBAY0H69Xp/NZjkcDoIZIFxsNvvdd9+12+3QT9jd3YWsBkiG\nwWAQ2qMEoQSQGY/HEYNi76JORVByuRy+GAqFCoUCj8dTq9XT09PY2YRC4cjI\nCNI+6EZ2dnaqVKpisXh0dARiK26nVCpJJBKZTDY4OHj//v1sNtvb2wuvhEq1\nx+Ox2WyQIIH009ramt1u9/l8KLZ7vd4333xzZGTEZDJ1dXX98pe/BHmou7sb\n0Ptbb711586dQCBw69Yt9DYLhcKf/vSni4uLExMT1GmRgqBpjXY6S0Qil/Th\nMdrJ5zNbhZTR+9UWjm0tK5AAiN5IIxaL79275/F4QJ2emJgAwxCkpJWVlcHB\nQcgXJ5PJWCxmNpt3d3fR74oNDmE0g8HweDw9PT0A8+qnGuICgQBYAWqVIJSg\nfQpEHD6fjy4rmPvy8rLD4cjlch6PJxAIoCUdT2d7e5vFYoH8H41Gc7kcuMnP\nnz8vFosajcbhcCwuLiaTyZmZGczb0Wq1fr8fZFwoIMVisfX1dayBBw8ehMNh\np9MJPo3P5wPRO5lMptPpvr4+wAJ4DfDQiKrrNN1tNpuNdmqhUAiudygUEovF\nDocjHA6Xy+V0Os1gMFwuV61WQxDv8XhQ9SiVSgipUQEGE5LD4Xg8nlqttrKy\n8uqrr3Z3d0PhJhwOb29v40kmk0kIiyCw9ng8N2/eTCaTly9fZjAYCLUfPXqU\nz+d9Pl+tVpNIJC9evBgaGuLxeC9evDg4OICmiUgkEovFz5496+7ufuutt+id\nhmTHZ5xKNJMGXez+8KlMmo5dW9ygyaWyQRVo9aat9B/8fKs/5vF4ZrN5bm4u\nFovdvXt3YGBAp9NhxsH6+npnZ6fNZkMxBi3a8Cs3b97c2tp69uxZvV4Xi8Xn\nzp1DbRZPkOi0kTUK0gm+DpoYg8Ho6Ojw+/0CgQCaLlwut7u7G00sUNRCgFgu\nl4vFYjabhQuMx+OZTAbt48hyLl26tLm5abPZwNAFSg2CjkgkMpvNVquVrjQR\nDAZJBxHwLCjhyWQytMuGQqHx8XEyyYwAMqhoQMqAwWCIRCKfzwdhL4S54Kfm\ncjn0JIJacHR0JBaL0YwJPSjU80qlEuAIbIkAfNDROTQ0hDrOxMQE7HVra6ta\nrV68eBFsxkwmAyJ5vV63WCyI2aLRKNR6vF7va6+91tnZuby8LBaLv/nNb/7V\nX/3V5cuXNzc3UfcuFosffPDBxMQEHumv/dqvoQOldbIc43SYIR4g3BDqc60b\neFsd+iY/zcamTFS+SLbbGhU0TuUpm45nMhmw9Ds6OsRi8eHh4fHxcSKRIGsX\n6iyofoGmhFQJoUKpVHr+/PmzZ88g0rG8vMxisUZGRlAnIxXdbDYLKTjSw4Sr\nRbdto9EIh8PAWbCFCQQChFnkK/D6RqNRr9djA+FyuXw+3+FwdHd3h0Ih9PPw\n+fxyuexyufBhqmX2HVq4wF6dmJiwWCwWiwXZST6f7+joQE/v8vLyzZs3KYoK\nh8PA7BqNhlqtrtVqmUwG/xPML7FYDEANnWTPnj1D7aBerxcKBb/ff3Jyotfr\n5+fnE4kEuD7Ly8sURUFTiOg/QCkMN+Xz+bhc7snJCRbwzs6OSCTq7e396U9/\nenx8/J3vfGd/f79er3d3d9vt9p///OcsFqunp8dutz98+PDq1asQAH7+/Hky\nmVxcXLx79y767Uwm08bGRl9fXyAQSCaTfX19k5OTFosFyCOZA9c41VxqnKqD\nNZGtzyKVU2fUFOiBAOv73/8+OJeEHkFgiLbUxiaNVQDyDAZDr9cvLy97PJ6L\nFy+CQHnjxg2hUMhgMJRKpdlsPjo6stvtMzMzBwcHnZ2dRH6wWq1ardaDgwPA\ntywWSy6Xczgc4orwK8Fg0OFwaLVaoh3m8/k2Nzehaq/VaqHh6nA43G73+fPn\n6bxeiqKKxaLT6WSz2Xq9vlgscjic4+NjPp9PSDwQTNjY2AC1+fz585ipwmaz\n9/b2UNPC+wCpEtdfqVQwkgT0FNBk4YM5HA5qZkAuAWJgH8TTFwqFAKcAvaEE\nn0gkTCYTCg1MJhP9KsFgsFqtImND/ybAtUgkksvlcrkcZIWw7WBDCwQC+/v7\no6OjqVQKXEQgX06nE5yHXC7H5XILhYLFYkFH+9HR0eTkZKFQAFH49u3b2A+B\nviEHBbwYjUYpilpcXHzvvffQpEQeNSkLw1QIca8phaLaCSuR4201OhGJIUj4\nfCwCfhiGWyqVYMd0q22b+uFCUW7Fvry6uioWi0nE9uGHH05MTCgUipOTE7yq\nQqHw4sULi8WiUCjA0c5mszKZ7NatW7AqgJcUTQCQwWCkUim1Wh0MBpFlgyfV\n39+P1upf/OIXb7311sjICKjypF+POo1wHj58yOfzz58/T50qpmODbjQayWQy\nlUqhuIqaZCaTWVtbg6YQRVGwb6gN5PN5NpuN9L9arcJGsfFZrdajoyN0XKVS\nKblcvrq62tXVJZVKkfdks1k+n49qrUgkyuVyYrG4t7c3FouBd+HxeMB9EYlE\noHWDdtPT06PVaqFTVq/XHz16FAqF9vb20KYCmUGwe3HxIIL29vY6HA6HwzE+\nPp5MJqPRKImbNRqN1+vFSnM6nRDCQdfhyckJli7WJzIWqVQ6NTVlt9vNZjP6\nNyHkg5CaPjeBbqZ0O2ktHzC/OCXhrNiAKH3jRTCZTHarRbNYLDTSEJ1l4nFb\no1tYKhj+mUxmYmIiEokYDAa73X7nzh3YQTqdhhmBMFAoFEwmk1ar9Xq9BwcH\nsIDZ2VmKomKxmMlkgtumaMULnHxsbEwmk8HaYIjoVZyenn777bfBq0IXdRPy\nhxTt6tWrxIIhNQAtsGKxeHh4GA6H19bWsFZFItHly5fdbjf6F6AzzmKxoFCG\nLQUjKAqFAu4xkUgA8YEzQCeFUCiEQ0IkzWKxQOaq1+twcugKhmoO6N4SiQQl\nH71ePzAwsLOzo9PpDg4OkskkGZiKkvLExARoBqBJoOsmlUohFjcYDCAngAsR\nCAQ0Gg2cdCaTicViUCF45ZVXXC6XUqlEQvY3f/M3sP5CoTA/Px8IBEwmUyQS\nQR1hf39fIpE4nU4o7clkMtKVTZwos0XEk2o3gZE6o/GL/sbJng+DpE7j2maK\nN/GmTYRuPMemiATRmFKpXF5eVqlU2MvQ2I1Obrlc3tPTg2a6WCzW09Nz+/Zt\nn8937ty5jo4OiP+gCa63t5fD4RwcHABFWlpaAoEQTpHJZNrtdlC9Gqdz6qCF\nkc/n0+n0hQsXcrmc1+vd29sDVooadyKRSCaTPp8vEAgQqRImkwmJep1Ol0gk\nWCzWzMzMwMBAuVxGH4Tdbi+Xy0dHR1qtViqVejwepVJZLpcBuyL07O/vZzKZ\nUAhFkRPUH5FIFA6H8fRjsdjk5GQikdBqtZAyQLKCIEGn01EUhWIsj8dDslWp\nVFKpFGZOJZPJ0dHRw8PD2dlZvIILFy6sr6+bTCalUgn5W7FYrFarQTw3m82o\nYIFJiCUhk8mgOwaSF2JoFoul1+vFYjEYcOjnxmBAjUaj1WrX19flcrlKpTo8\nPKzX67du3Xr06BFkTe7fv/8bv/EbVqsVjWhE2fwlDpVxRqt3azMtwC/UERk0\nxQN6l1j73q8mQjcJrkm8S50q5sGOORyOTCbTarWbm5s6nW54ePjw8BDiIuTG\n7Hb7kydPbty4MTw8DO03+PxUKoXRBtVq1ePx9Pf3Y3Pv6elBu5/L5drf32ez\n2T09PfCdjVP9WqRcFovl+fPn9Xp9ZmYGbCyr1QrS7c2bN/ErEonE5XJtbm46\nnU4I30KIzuVyZbNZkOsYDAb4jbFY7OrVq9BECgQCqBijhsdisVKp1MTEBFQ5\nkO9DbR35O6ZLo5hHUZTf70fnD1w7WnnBwAKETJQuBQKBzWbDi2w0Gr/2a7/m\n8XgMBgO0y4FyeDyeycnJ9fV1kUhUKpUg+YFO4Hw+D74Yh8Ph8/lAKjgcDmhr\nSqUyEAhIJJJkMqlWqyEsgtvk8/moqO3s7CSTyUwmA5Qas5B6e3u7urqKxSLC\nxZWVlRs3bmxublYqFb/ff+HChaZ4tG09ljqDsk2dagkQ4guR2qUrczXZd7PJ\ntrK0yHEyAZmitUAAs5BIJB9//DGk/Hw+XzKZxGuGpA8QOI/Hc+XKFZ/P19PT\nc+/ePZPJhNFfu7u7mNWB52U0Go+Pjw0GQ0dHh06n6+zstFgs5XIZ1BagP2De\nuN3uK1euIB5Vq9VKpRKUObFYDHUtJpOJ7mS5XA4FK5FIhP10YWHh8PCQqC7v\n7OzUajVUqnw+XzweZ7FYJycnuVwuEAiYzWaDwZDL5a5cuWK1WtGKIxQKkWmJ\nxWLUeGCULBars7MTxJGDgwMOh3Pu3LlIJAJ0lui/AvxnnEqwIIaGpDBUGgD3\nrq+vi8ViyPOXSiWfz6fT6YrFolqtVigUoVAIWQQKh1hdiD2Qn6F1jM/nQ/KR\nz+cjskLgixD5+fPncrkcHaByufzixYurq6szMzMQpwE1Ar1fqVQKbg+soI6O\nDvRufJV6LL23jG5UWNiw1KYibZPRM06VxNsUvdoOr6N/n872gs9HcTIQCHzy\nySeXLl3SarWrq6vvvPPORx99tLa2xmQyIf0eDAYhazU6Omq326GPqdFodnd3\nJRIJCkUURaXT6fHxcbI6cQ/Dw8Og6qGACbvxer1wscViESPEAKpTFIX9BU8E\nPGCv1zs5OQkZVLRcS6VSo9HI4XBKpRKacNhs9sOHD7/xjW9IJJKTkxOZTIYw\nFAxdckkY67C0tITRu8iBGAyGTCZDOR71M5PJlEgkHjx4gE580PNAhMV/wBmT\ncAu9OoFAYGBgQCqVolERRC0w6Pf29iDNC3YlKs+QHARrDEw3EG6Q5EmlUq/X\ni4qJSCQCjxYRgsfjsVqtmP7gdDonJyeXlpZevHgBHqlYLEYnerlcHh4eXl5e\nPjg4kEgkRqNRKpXeu3fv3/27f0e1IIDU2eEsKfUThXHsWq3kliZUi36QQsGW\nvhTaeu+zGiNZp4M2FQrFxMTEhx9+WCqVIpHI+vo6qoUMBgNKE5FI5Hd+53d+\n/vOfv/3220wms7u7G6WyS5cuAWpJpVIURSWTyV/+8pcYkkhfamA2oVii1Wrh\nwkUi0YMHD0BxXF1dhfw8Bo7C7lOpFBh9FEXBzaMhcXd3Fymj3W7HjANUj7e2\ntuLxeCgUgm9GyTQcDotEIhQj7t+/D35Po9FIJBLg9yQSiVKpBAIAQDGBQDAy\nMnJ4eKhQKMCJyefzsFTEahwOp1gswqOgWQ+DnGQy2fr6OiA/uVwO0mAkEhkZ\nGVEoFB999BGbzf7kk09Io7lAIAgGgwj6wVJgsViZTAaN8rVaDRAYn8+XSCRQ\ngoKyeTqdHhkZQedIqVRaX1+vVCp3797FSDaKotDEdvXq1Z/85Cc8Hu/OnTvQ\nUJqenkbvHSqarfZKtVNUhovFKkVgSjfT1tgXiXXTaRGB1Go11h/90R81Tke3\nwcm3muxZFV1SaGUwGFKp9O/+7u/OnTs3MTERjUa/8Y1vQPrl8uXLarX6ypUr\nt2/f/vVf//WNjQ0+n48WF2yIGo2Gz+crFIrOzk5oq5RKpXK5LJfLSU+E0+m8\ndu0aqr4gVttstrGxsXq9bjAYdnZ23nnnHTRbn5ycTE9Pg5APJVegaWAr37lz\nR6fT6XS6oaEho9EIPXun03nx4kUGg7Gzs3Pjxo1yuex2uwOBANCfk5MT4FDo\nYKvVatPT0xsbG+hctdvttVoNgkWAFLBNORwOyKoFg0HCfU4kEuFwuH466C+V\nSjGZTDCMy+Uy5GegqSOTyc6fP4+ujWq1itAfRF6QwVEJy+VyarW6Wq1qNBoy\nSk6j0WQyGZTxGo2GVqtls9mRSARdOlBngjYol8s9PDzkcrldXV1oJBYIBHAi\noLNhYmsoFBoeHr537x5IocAuFxcXYXZt8yoyE4HeRUO1YxK+JDNrjQ0+955/\n9md/1qApxbalILYt3hK+ImKybDaLCpNKpcJGabfbcRBKHEKhsFKpIPpBl1Uq\nlVpbWwPyRXw8RVEwlEajAfEVYOA9PT3AtFUqFXrH79y5g/oZRkrgDMlkEt2w\nh4eHqVQKXnNnZwcbIjpn9vf3cT3b29t6vR51/HA47Ha7lUqly+W6fPkyVhFa\nzaB5D0wU/etocaFOs4dKpYI+E4qioJiEt+tyuTCUtFqtTk9P8/n8cDiMvgkA\nCKCwwSdB7UsqlW5vb0PbeXJy8vj4GBxwiEDevHkTXDCo3+F3mUwmvCmbzYag\nGMIDOG9AYxD2Ojw8hFCkzWZDRWZgYMDhcKjV6uXlZSaTqVQqQ6EQpBJMJlOl\nUnE4HGA+oO6dyWS+9a1vAZPG1tRUESAwKpllRM/623YgttWUbRsQg37Nev/9\n9wnBBbdHhkIxTkfetK2E0fkGeDpbW1sqlcpgMCDSQivi0dERchoIwl24cOHk\n5ATJTaVSMZlMCJgoGsEH7bjLy8sul6tcLoNFgEFzZIVUq9WTk5Px8fG9vb35\n+XmorYRCIXTwHR0docaGglNnZ+e5c+fEYnG1Wr127ZpOpwMEVqvVUqnU8fHx\ns2fPBgYGjEbj8+fPDQZDd3e31+tls9lqtXp1dZXL5YJtjXAWLTcooeEdkAyd\nz+eTXQ85HCYgQBIZFBkwFSmKQvYpFAoJv47H442MjBwfH+Px7uzsoLmSzWZb\nLJZAIBCJRA4ODvCO4UQlEgkemkqlyuVy0LNHlQg/jVEwkEGXy+XRaFQmk5VK\nJaPRWK1WEbGUSiV83WQyIakQi8XIOPP5PJfL3djYuHjxIgC1o6Ojvb29rq4u\n8JOo0w4A0usCtmvbrL8tZ7AtmND0YaL03Wg0vtCZCEo1wCxkGMC92wIITQJy\n6DqCChr2fQwhQbs22e6TyeSFCxcePnzI5XJHR0fBlSHzxqhTFJaiKD6fPzo6\nqlar3W43ir0+ny+TyUCHxmazXbp0yePxxONx6BWgOHz9+vWRkZG5uTmz2QwC\ncj6fj0ajn3766aNHj6LRKLhLTCZTpVKBmU5RFPThDg8PYVVoGce2I5fLoep8\n9epVs9kMqW6dToeZXiwWq6+vL5PJ9Pf3oz6XzWb1ej2IvEKhEOo1KI9RFJVO\np5VKJTqx8EbRV41oHjo0CoVif3/farWOjo6++eabiN29Xi9eodlsHhoaQs8t\nEkdU0RB+oJMWqrqVSmVkZAR95OhuSKfT4ICD90y0EKenp9Fcvre3h6nCfD4f\n7tPn8/H5/M7OTlTLV1ZWKIoyGo0mk4k0eUM4FquIKNM32s3fY7Qo2FFn1BRg\nAwRLwSoFnv2FIUqEtsg6HZWI9cqgjQIkJksvKyByMJvNS0tLDocD2PWFCxfk\ncvnBwQFShP7+fpCdVSoVyCt4Gah6s9lsQDNra2uFQiGXy0GZHmz/wcFBqVSa\nSCSwyz948KCnpwegTCaT6e7uxqI8Pj4GOxZN3uPj4ySD3t3dZbPZ8/Pz0Wh0\nZ2eHzWa//vrraLj97ne/m8/nb968iSYZkUi0tLSEMMblcgErhVIi6rGALNDs\nitQtGo2iIEKuB7QseFOwtlGIhjARVKv8fj8ENUKhEFoVIDKHuBz1iKWlJb1e\nr1AowKcBzRKi59lsFtVjom2PjSidTiPNgHA5euuRKmET0Ol0mLUG2U1Ikdps\ntr6+PnDo9vb2zGaz0+kEa+fu3buIIiYnJzs6Op49e6ZWq6empmAwZFxtazzZ\nKkhzFr2w9sWRdPXTMWY4M13x4J9x2baNCbBUwLGE6UguqCkhA8csmUxCPV2v\n1x8dHT179gzZrlKp3Nvbm5mZ8Xg8Pp+vXC6vrKxYLBYej+f1etGdwmazEUWo\nVCqn09nZ2YkO/cePH6NrEqzZjo6ORCIhk8kePXqUTqeDwWC9XsfoAa/XazAY\nuFxuPB4HwfzRo0epVGpgYKBer1+4cMHv92NgAVpVPR7P2toamh/r9TqqG+fO\nncvn8wsLCxaLBYXZxcVFqLzUajX0WsE4DAZDJpPBpE/gR2azOR6Po1uho6Mj\nmUyiOSKXy6E/G3IeyLjBWIVcIeJFaHv97d/+LSRmMQG9XC4/ffpUrVYXi8Vg\nMAgCBiJ4s9mMGFoikVAUxeFw0KcECZKuri5oM1arVXwREoWgEyBaO3fuHKJh\ngUAA2idaFF0ul0qlksvlQ0NDKPJhGdy6dSuTyaBmSSgoZ1kndQb61DZdo06l\nOQknGwbWGki0aVek/5FmWtbpADTC1iG9jdRpEfXx48dQXlGpVAcHBxDQBNQC\n3BSuS6fTDQ4OdnV1gRyE+UQ4ocPhGBgYMBgMZrMZIq9QRJyenk6lUqFQKBAI\n7O7uIryrVCpTU1MmkwnUimKxuLe3h1r59vY2uBqrq6vo7EulUuPj49BQwphZ\nRCBo3bl8+XKpVHrw4AE4eMvLy7FYLBAIOBwOFBRsNhtq0RRFOZ1OUGZ5PF4g\nEEADgkQiCYfDUqk0l8shceTz+cjTJRIJKgsejwd6RwqFYm1tbXFx0eFwoJyG\ngoXdbo9Go3Nzc59++im6vcHwQjJXKpXItDdcfz6fh5AlgFsGg7G/v59Op81m\nc6PR8Hq9mKbrcDjQoO9wODBjtqOj4+joCAMfgTmisv3aa6/ZbLbFxUXISkej\nUdTAQGygKGpwcPD58+eYkU1/+22D0bOSLToUQBzq53pbLBbxqW27aKiXtyu2\nSnQRejnqT/TxN2h+R516b29vfHw8EolMTU1huRuNxnw+H4vFFAqFzWYDqRQe\ndGhoCMgAg8E4PDxE7b5xOvkSc5T6+/u1Wq3JZNLr9QcHB1CihK1Eo1EMQ8Rc\nwqtXr1osFrB1wRwHw5oo+qLtDIxYtH+hmQQhysLCAofDSSQSly9f7ujoQHA2\nNDTEYrHm5+dDoRCo+5ilYTabM5lMV1dXOByGrwVMS1EUMLKrV6/G4/FKpZLJ\nZNLpNMYrQIUAWAqbzUYCoNFoKIpSKpWobLHZ7N3dXZlMhkQwkUjU63XMRkVl\nERLQqVQKyBrUF6GYe+HChWKxqFQqQeqoVqsAJQ4ODhYWFqCdSAQSwfT48MMP\npVKpwWC4ffu20Wh0u90URZ2cnESjUWAL6EOGDkgkErlx40YTq/WrdBMQ79sk\ny0US1lYLbIsb/PNImbYY2MsbFkgNDKTPrq6ura0tSHD+9Kc/BcQYCoXcbjda\nvkDUAC8RsRdReWYwGChcITYiaxcA5NraWiqVWlhYePDgATjawOOIgw+Hw599\n9hmyYxyEn9jb29vc3ETtd39/3+/3q1SqWCyWzWavXbuG2PHJkyeQFMjlctFo\n9PDwMJFIbG5uotkmHA5jV/3oo4+CweCjR4+Ojo6YTKbH45FIJGhKw+gHFBGg\nWIMCx9HREfqEkRgMDg7C+LCAIXelUqlWVlZmZmbEYvHPf/7zkZGRp0+fjoyM\ngOMXDofRZQCJfb1eHwwGM5kM1hXSL3AzpFJpd3e3RCKx2WzI5cFwBx2RoqiF\nhQVkCGNjY/hFv9+PNvTx8XGXy8Xn8xEUAZ9xu92Dg4M8Hu+zzz5D/RKak3T/\nir/W2gF9xycmhOATWz+ogk3c69bGr/YUsD/90z8l1K3WqOCrwLQEcpNIJChs\nokMDFRcA5jqdbnJyEjt+KBRCpYqiKJPJZLPZIMYNHQfouLBOhw67XK6BgYHB\nwUGdTnf//n3ok+3t7bnd7nA4HIvFCoUCtGPPnTs3NjaGRbm7u4uxBWKxWKPR\nYDLW6urq4uJiX19fT0+PVCr9+OOPWSzW5ubm1atXBwYGUFFrNBpbW1sXL14U\niUQAmDo6OtRqtdFo5PF4YD/x+fyFhYVAIAB8ADKdCoUCyfXR0RFC20QiweVy\nMSIB1oyQIJFI4GbhNSFXiG4CtVoNTsXu7m65XB4aGkLOhApFrVazWCxPnz5V\nKBQLCwtOpxMKX7lcbnBwMJPJQLerWq0mk0lseul0Op/Po7kIc1Mwlwp1V3DG\n4Z4nJyehFY6uTAiVwq2gaR4k2nA4PD8/D0S2ibPSlgqDHZiOf7WV5aLOBmJb\nYwPWH//xH4Pd0kTJOatTvG3DQuNU0bvRaCwvLwN4h5g/iKfDw8PABFgsFlqW\nwZHDc/F6vXq9/vj4GK15x8fH8CVsNnt9fb1QKGCnA2XWYrF0dXUh2AU9/Pbt\n2wsLC+CLIK6FcCyLxQJNG+RlCA5TFEVGEZXL5UAg0NvbC3+5vb0NahXkwIRC\noc/nCwaDwWAQc7+QYqJeBVFH4GXZbBZD7+fm5jAAIx6PazQabL7JZBI1VdD/\narUafh3xRrlchn1jQgQ2Geg2YLI4wiSQxEOhEBzh+vo6Kq5YZhgIjGEhUqkU\nK18oFGJiAmgMcrl8YGAAeiLXrl1bWVlRq9VAmplM5l//9V+/99570WgUskgY\n7AgROz6fPzQ0VCqVoFDx/Plzo9GIghEdMqJofVq10z+0FpMIlV5kbWW9fEXU\n9vNSArCxL1Xjor6obtR0XjiqUqnU29uLScHVajUWizmdToRTKISgCwX7S6PR\nAD4glUqRwHZ3dwMrqFarLpcrlUotLi4S9WOn0xkOh9EIAJpfPp9H2y25sHw+\n7/V6x8fHFQqFx+MRCARIxnt7e0EAdzqdoNRUq9W5uTmfz3dwcOByuRYXFyEg\nhf6T+fn5RqPR3d2tVqu7u7tlMtnExAT2+uHh4ePjY1TbgVuhf/Xo6KhQKOzt\n7TUaDUzsEIvFKOd+rifFYiE/A97n9Xp7enrQ2oDQfHR0FNPZnzx5olare3t7\nEUuAil6pVDDRqbu7OxKJ6PV6m8128+bNUqk0NjaGzhnwBKD7jhktU1NTYM1j\nJKXRaMTKRJCq0Wiy2ezFixehQodRagDvoIqwtLQ0NDSEGAZqluFw+MKFC02b\nPop/9NyGONS2fYRnpWtnEbiI4gHrj//4j4lMLP3/gKjdlyZkxI6J60W9Cg1M\nuVzu8uXLXV1dmUwmFAph6N7x8THgdIKSKJXK1dVVbIXU6WwcOFEQZxUKRUdH\nB+oO586dazQaxWLR5/Otr69jYQAnBxaWSqVqtVpfXx/S6osXL0ajUb/fn06n\nfT7f2NjY8fFxT08PUpbR0VGFQgFqJXxqKBQql8sYsnd0dBQMBlGvgoVhk+Vy\nufBA29vbOp2uUChAugJaCiaTyWq1lkqlV155ZX9/H7A/qkFyuRyzxkHGxcs4\nPj4mMQD2UDDjxGIxdiSdTgdaI0oAo6Oj2WwWtiWXy5PJJDB/SEZDzggse9Bq\n3W43VAsODg4w3QBtFGq1ul6vZzIZ5HO5XG5+fh4cWcjMHB8fb25uQrbD6XSm\nUik2m406zvT0NGjvdOEMUkd4uUOlzpDOaDuvgaIotJng/2Wz2azvfe97pP+G\ncarGhdgUvpZeRKi1jPFtdb3YTyG3AVUInU6HYcEQIxGLxTabzel0xuPxSCQC\nBeBCoYAhmrD+eDwOxgJFUTqdDgsaal99fX2YS9jR0XHu3DlcT3d398OHD1FE\n2NjYwKBxwJkURblcruvXr/f39yNHBhV9fn4eFDAejweWjE6n6+rqEgqFx8fH\nCwsLpVLJ6XQCHIAKHYr4LBYLEK9Wq63VagMDA9AHXl1dvXHjhlqtxqSn4+Pj\nbDYLiVLYIt5fsVjErJTR0dF6va7Vaq1W6+7urs1me/XVV1dXVz0eT6VSATiF\nR53P5/HdSCSCGgGZt00SfGxxarUahdyxsbF4PA7YRKPRbG1tSaVSvV7v9/vR\nvQ1epUqlKhQKUBRlMplra2uYTQnxP41G093d3dfX53a7p6amEGHrdLr5+flP\nP/308uXLCB3xZKh2PYnUSyUN27NeTtVYCOmb+iKfhvWnf/qnbSkvbNqYT7KS\nzsLC6FEvi8V6/Pix1+uNRCIymQzzKgg/ErPjoG2BlutMJuN0OovFInRYodXz\n5MkTOOahoSGBQJBMJjH/bXh4GI0rqG6ACQWuViKRuHDhAiS8LRZLd3c3UHTU\n5VEvgNQXaj9Qb8bEEaSlPB6Px+OVy2WBQNDT06NUKtPpNLSt0amCBoTj4+N0\nOu31ejFFEa2UXV1dMLXDw0O/3w8kGD2JJIwDJwFNiwjQMc4Okfrrr7/+4MED\naH+XSiVolKhUKplMhtG4KGIBeMEGyOVy19fX0SSMK0fyjjl1sDk8xrGxMZ/P\nB0okn8+HWlG9Xj8+PobVUhQFHAYBusFgAGPL7/djYhRSagB8kD1FNZ5eEG3r\nztqyXto6VAaDQaKLBk3tsEmZi93KKsQZyXhl8ntE54P6Yoda/YvDTmOxWGdn\n5+LiIlDPlZUVn89HZMyQiKBtn6Io1FEoiioUClBQQ2+GSqVaWFgAOJ9MJp88\neTI7O4vJUiDyEVShWCxKJBJwWPEIMFJeIBAgx9/Z2bl16xakF6GDeefOHYx0\n9Hq9CoXi6dOncOHoX0BvNxgXENNEQoZCKwZXzM3Ngden1WovXbr04MEDFNsu\nXryICeIdHR137tyBqg1o/BDLgIAwyN3gpgkEAgQAkBGfnp7+8MMPBQLBrVu3\n1tbWbDbb5OQkUiiEEGCulMtlo9G4traGIgvpzM7n8+FwGCpJRqPRbrfLZDKc\nXK1Wf/jhh11dXagXYpgwKmSYKYK8ECsKCkhoFufz+Tweb2trCzTFVColk8mG\nh4cPDg4wSxrmwWw3P7GtwBF1OrmOmA2iamLfdClcqkX0oE274llYAfJWrG96\nbY1EBYzTMbYulwvwnlqtRqfy+vp6Op1Gw3Q6nS4UCoiQ6L8olUqLxSJq97lc\nTq/XI6iNRCJisRhKHAjz4bNxny6Xq6enB6QCuG232w18AEsZOoHoMgfIEovF\nJiYmcrmcSqWanJw0Go0oByD5g4sC7AUCFwLQg4MDpPZQR4zH44lEolarOZ1O\nlKDRdePxePL5PGpFTCYTbeXwqWDMgZpts9n8fj+YrFDGzGQymUwGFUFgT5VK\n5Wtf+9ra2lpPTw/iyHPnzqVSKVDgURcUCAQYmOpyuZLJZC6Xg1y96PQPQBWK\namj4AeHB5XJhDi06E/FgSX/U+Pg4msxQ/p2amoL659ra2sDAwMDAQG9v7+rq\nKoCgf5lDRU8isSIEwWc1ctNxg+YfoM7oQaBfEJAEQFpEX4lxKq1FMp7j4+NQ\nKKTX6ycmJu7cuYMGVEzFvnjxIkXjNxKgt6+vb21trUqbsUtRFLYw3AkWHFkh\nAH2pU+U9iqKQiUPrGLkIjCwcDkMIg6IoKB2Fw2GoZjBOu5mBi0HZhaIoUCPA\nxm80Gvl8/vLly0wmE/ouRqPxb/7mb7773e9iNJ/P57ty5crOzg7mlxwdHd28\nedNmsx0fH3d1daEyFwwGQToTCARzc3NgXXo8HpVKpVarJyYmHA7H0NDQo0eP\nINZer9c/+uij4eFhp9N5dHSESBQ1cIRYwGempqagNtnZ2alUKkHPxVhJjIfA\nVxCzLi0tSaXSUql069at+/fvs9nshYWFg4MDzBWDurpQKASL6O2333748KFW\nq11aWhKLxejahbhdLBZ75ZVXEDeTB0i1+6N7XxhMnTavsynObKtxRJ2yvXCS\nNiZbb5m5TI63rhXYKFwaViqTycxkMuFwGPkWpl1KpVKBQAATgZAgRX1BaYws\nkpGRkQ8++ACNXIS8w2azQQbH0yfBTKFQgPuEbCBMFl0uPp8Pjew+nw99jp9+\n+umlS5fQIRMIBKAh4HQ6gYKBDkJRFKQAMJcUdS9YcDwe//jjjwUCgdfrhdT6\n66+/vrS0hH7raDSKzCkcDh8cHKBJUy6X12q1o6OjcrkM2A6wBpiBPp8PWs1+\nvz+bza6vrzcajY8++shgMOAI1Pgwf/m1117DzC2z2fzJJ59QFGU2m8ERRUzC\nZrMTiQSk8jDDKJvNIrNEV7rP52MymbOzswjt4FOtViukj589eyYSicCFQDRy\ncnICBBoUZNy42WwGoNvb20vKlnR7aCtPRHoSqVMtD4KftkJa1BmBBCmDsf74\nj/+YvkReUkFo67HhYhFcMk9FwhKJxNLS0t7eHmbTPXv2LJVKjYyMgOoaDoe7\nu7sJKYxgyIzTueuhUIh4RARw8/PzHA7nwYMHEBYgIAam/QKUdblcVqsVrNPp\n6WksmI6OjvHxcSAAEonkk08++fGPf2w2m//2b/92cnLy8uXL0NOEohbQA1By\nBwYGUPrSaDQGg0EqlQ4PD7NYLKvVCpqLSCQaHh5eX19XKBTQLnjjjTcgLuTz\n+UgGvbS0dPPmTQAOvb290KB99uyZRqOBjoFMJoN3h+pHPB4fHh6G0Cd6YuHX\n2Ww2MGMoJ4CbhvgbRoCIAso9IyMjm5ubUqkUO4nVagXTTalUjo6O7uzsgGcH\nBRDMdCDllcHBQafTCYhtamoqmUwClDWbzfv7+26322w2z87OMk7/6MZAKlgk\nbKNPFCO5FPnWS0gIrT6bWDzrBz/4QZMa11kVhNaiF9VS1MV/SCSS0dFRtI6o\nVCo0XqOBCfIwRKOTnsCRa8WOD6ZIoVBAXy7Kni9evEBwiefl9XqVSiUmrKIP\nDD0eEFumKAqcGGTfUqlUpVIJhUI0h+l0OpvNhpFa+Xx+bGwMAzvhEsrlMjAK\nQB8OhyOZTIIKfHR0ZLVa9/b2HA4HfrFYLGKiIl7q8PBwLBbb2NjY2NgYHBwE\n0hePxzH4E0ZmMpn29/fL5TKGhq6srIyNjUG5g81mQ8FuY2MD+VBnZyeavP1+\nP3STENeCp4u5pG6322g0YhgO1EYQkvp8vr29PTabDRWjSCQCAIQMgoSIMYBt\nuVwO0hJCzEgkAjVmsVis1Wpzudx7771H+jtYLSNFwZ4hDo400FI0BS26Q20b\n+55VBqOIYsEPfvADEAtxiqYxn3TTbC16NWiTl+l/2HTg/9F/q1Kpnj9/nkql\n7HY7g8EIhUKoYyE3B42XBOkcDgeRGZPJjEajYCfWajWVSqXVatfW1rLZLGKM\n4+NjdHphC8P8bygb3Lt3LxwOo34BYUqKokBiAj10eHgYBXSEkhhwBZn84eFh\nUFGtVqtCoRgcHBQKhefOnWMymVNTUyhJUBQlEolQKMK0eYPBAMJkvV6PRCJv\nv/12oVA4OjoaHR1FriMQCIRCYV9fH+hjKpUK+jGIszFEVyAQbG1tQaaAwWDM\nzs5iu0dEQVGURqPJ5XKgNGi1WrQwoJGTw+HAZaLM0d/fz+FwgsEgGEso+aL/\nFhWBdDo9MzPz+PFjjE0UCAQYYJbP5+fn5zG+a21tDTa9srLy7rvvymQy0vBH\nzI70JOJ1EyVuJk04tnGG9murq25FbYnPRvr+z4gBsRiQMEirDa6vbdHrJTod\nxPUiN4TEOwBCNps9PT2N4nU6ncYs90AggDnfpVIJrfdut1sqle7t7el0OvAw\nACD09fUhy2EymScnJ1arFam9UqlE8SIYDLrd7pGRkaGhIbgHQlrASBksEoiF\noXQsl8sFAsGjR48UCoVOp4PZ7e3tAd3EjLF8Pn94eJjP51Op1Ntvvw1gSKPR\nhEIhDHnz+/2QiBsZGQFxDAo3Dofj3Llz+/v7EC/CdFzsTgcHB/F4HI0xEOsE\n8o/1GQwGId7BYDA6OjoAvoJihs4ZSGuZTCav1wuxKVAdhoaGcHnof/T7/b29\nvU+fPq3X65hF39fXB1ga83wwpG1hYQEN9FAEw9yUZDJpt9vT6fQbb7yBNjWS\nc9PRRlL0IvvkV3GcjTMGKhHGAlkMDfroUDrIhYVCRGsRXNZog3GbLuXl0QL5\nnywW686dO729vWjDyGQyKNjKZDLowaAki7bVaDT66NGj8fFxqPFAhwKUQvx6\nLpfDaFm4E4vFQlGUw+Ho6uri8/moV6GhAFEg8l+lUmk0GgOBAOCkVCoFbAjy\nv6urqyCIXLly5fDwUKPR6PX6WCw2NDQEbh6DwYAG/OzsrNvthvOGlBAQvd7e\nXoRrIKqvrKxAjAO9A/F4PJ/Pnz9/nogJYMfs7e1lMBi5XC4UCgHi2NnZwUQn\nbPH5fB74aKVSUavViUQCkvwGg4HH40EDNJ1Oq9VqjAtG1SoSiaBuAtwQA6On\np6ctFgsQRjAqdTpdLBaDzikmkw0NDW1tbWm12n/6p3+amprCrASZTFYoFCYm\nJjDzgzpNoahTQhbdU57Ve3gWf6DVlLEkEJ5Rp3UvuvLxFz5dO2O8Mml9JtIJ\nBLM4C0IjP89gME5OTr7+9a9j98dY3nA4DLOD/I7BYEAWwmAwkGpAEQ3y3C9e\nvFCpVGazmcvlFovF3d3dvr4+WD/UZbDiAR1gGxWJRA6HA1pUaKbr6OiAHvzs\n7KzVasWk1vPnz+NR3r59e3Z2lrS/slgsdEDweDyHwwFpxEKhgH8hZgPCP7z4\n3Nzcxx9/jBEgOD9mJ6HYZjQad3Z2rl27trGx0Wg0stms2+2GIByEXpRK5dDQ\nkMPh+Pa3vw13lUgkxGIx6rFo0QFDl6Io7BXogD06Ours7ITqqEAgeOWVV/7h\nH/6hXC5D8xmxk81m0+l06O6iKOrVV18FfRHjx9RqtUajCYfDkJbBrNP9/f3X\nXnuto6MDpQcWi7WwsEBRlEAgaI0Mm460lYqhaOyWpoPkJHCOBMRFBaDpJJDk\n+Gcv2yogRz/eKsgFSL81wG2dsrS+vo6GISim+P3+yclJCG04nc6TkxMmk3l4\neIiWAZTKsHHDuC9fvgyyHzpDQOdD8SYSiXR1dYGVZ7Vai8ViKpW6ePEiBtBh\nki16rdhsdiAQmJubQyCBjFMul3u93uXl5WAwODU19ezZM0hpoMUcIt3FYnFu\nbi6fz1+6dCmbzV6/fv3Ro0eIIzOZjFwu39ra6uvrq9Vq/f39AoHA6XSC12I0\nGvv6+kgvOyYwogym0WjS6fRv/MZvuFwuDHbDyCe73Q4+u1Qq1Wq1//t//2+L\nxYISIHjxjVOpYa1Wi0Ya8By6urrcbjcKinCiHA4HTeSNRoPQwSD/gQgNJZij\noyOXyzU+Pr6+vj4wMHD37l1oA9tstoWFBfToAltsS4dtGwO0TW+oM/B+QqWl\ny3KRcld74SJisi8JTOnHSeRAvCnhLhDWIrFj/GuxWLRaLaiT0HRBSzG47mgi\nxwAtu90O9f6HDx9CZAB9OAKBoLOzs7Oz02AwjIyMxGIxzKPCfJWlpSWRSNTd\n3Z1KpVAuZrFYOA+Y9mjjxiAGlI5cLlc0GnW73WASMhiMH/7wh5OTkwsLC9Fo\nFNRvpVK5u7vLYrEODw/hGkGklMvlBoMB7QAcDgeKrWi0RAljeXl5fn7+8PDQ\nbrfPzc2lUimFQgHR2Z2dHYlE0tfX53K53G43Cg3Ay9BlnslkgKAVCoWBgQH0\n6EqlUrj8dDqNDaSrqyuZTE5MTMA619bWhoaG7HY7yIfj4+MoParV6kAgAIAC\nE3ggyIcG3Uwmo9frz58//+LFC8xbRasSmMeYhQte7K+kjvGlHEI6/oX/F+p6\nTQugbZj7hfSrafg3fR20Pd7kekmPBDlPE/IFl8xms202G4AeFot1cHAwPDxM\noni4gUQicfPmTYyiRR2fCOague/k5ASynmq1uqur69mzZ+gaf/ToEWYpoojg\n8Xjq9TpeAJPJNBgMtVoNU1ZQT04mk5g4jpnwarUaOAaG2HR0dKDTXSwWm0wm\n4BUYYHR0dDQ7O1upVLa3t8+dO4eaPibAg2ZKMqTl5WUo6Hg8HsiEdXd3r62t\nXbt2LRKJ3Lx5E7Pu79y5A3gYeoN4UAjBobUIMhCPx5NIJAjQwW2NRCL9/f1E\nHxx3EQgE0DIOxjf6OOLx+Pj4OI/HwyQFZAgajQaqyxA+Qo2jWq0ODw8Xi0Wg\nv0TlpTUqqJ8xjba1Qku6XOkFBfz9SlAXg8Fgff/732e0G/NJfuklx8kZmaf6\nyQyamguZ7oB7Zp7+QUgiFAqdnJwAggmFQolEAu1TGxsb58+fRzciKE6w70Qi\n8cknn7BYrNXVVavVCvgznU7v7e1BZjAYDEqlUgj5UhQFLgEiBPbpWCxMdbx2\n7ZrVajWZTI8ePUJs+vDhw/HxcavVCu5pMpmEixUIBLu7u+itZTAYAFYzmcyF\nCxc+/fRTPp//9a9//e7du2jPMplMJycn8L5qtdrj8UB23GKxTExM+Hw+qD0X\nCgWkbhsbGycnJ2azOZFIjIyMjI2NYTjj+Pj4J598YrVawRCoVqu5XA6gKfTQ\nMfSwXq8juBQIBBaLBSQVVL+QviDQZzAYxWIRY+fBJQcZw+fzLS4uCgSCzc3N\n8fFxUCiFQuHi4uLW1tadO3eGhoZIVPOrxgBErxLeFNEtRAng5uhnO6tJ4Syu\nLet73/se4Qm05TSclWOddRy5MPt0ChLBHIi7xQZkMpksFkt/fz/gfSQ6+/v7\nb7/9tlQqxbM4OjpC1kVRlNPpRIXGbDZ3d3eXSiU0FVosFjx6+B4yBz4SiTx7\n9ozwCaGx+vDhQ6iiomEV7gSKBAhRGo0GeAtWqxXiHdVqdWFhoVgsgkE7NTUV\nCAQ4HI5UKrVYLPfu3evu7gafH1OVr127Bno4BDqPj48lEgksfnZ21uVyuVwu\nXKdcLp+ZmbHZbCKRCGk+i8VaXl7O5XJ2ux2lZrPZDA4ntoJisXju3Dk+n+/1\nerHLjYyMPHz4sF6vY2QpejkbjQZkvmUyWSQSAW6gVqtRY0O/OOaTwe5DodDx\n8TGEGdHv3t/fPz8/T98hqa+AA9ABVDgvOoGwLdWLbjZf8Tjrz//8z4k2Ivwi\nfU9/CYzV9jg9uqCXcAGFkiCGgL6NRgOmhkZ7ROLQLKEoant7G6kYIEaz2Yxm\nB8DmmPU1PT0NrXBwBd1uN9r0nj59OjExIRQKMbs6EAg8evRILpd3d3eLRCIW\niwUFxd7eXvz0ysoKOlEzmQzUjWw2W7lcPjg4yGQyNpstm82i+TaTyQiFQnhK\nQGMQLIK6GxhVyWRyamoK3RZQnUcR+OTkxGAwIEaHrAEa5aGKhV1Fq9X29/fr\ndDq0LWSzWTTqYCQOOGt8Ph+6B4VC4a233iqXy1tbW1ar9e7du4QYBbIOsjQ0\nL1AUNTAwEAwGQWmHDDCkwL/2ta9hZPva2hqbzX7rrbfqpwNEX2I99dPhM3QA\nFR9DhwKzRYn7rMzsS48T0jfr/fffx+Lg8/kEECChMUyt9Vxt5TupMxSVEcEA\nXSMpIfi8eL7kA1AD2N/fhzKmzWarVCqIHw4PD4lYBhioSqUSexweHPgGMzMz\nsHjosmBuHvgG6MPGTEYsS7hGdFah9mu328FuHhkZKRaL6Gufn58HIluv1+fm\n5rB9M5nMrq4uZDbYoCGoD8L117/+9a2tLYlEUqvVADVMTU0tLS2hwXB1dXV+\nfh6TM/B5+FTUQldXV9E+abVasf8Am0QdEXRYQBDvvvtuIpGIRqNAtWKx2NjY\nmEAg4PP50N7D7sTn89EN5vV6odN9eHgYDAbROROPxzs6Oj755BMUEcfGxm7d\nukVmFxNrIyZL7+2GnRCQn+5N2xIOz8rMXnKcFNj+2WdTX9QrIN3lRCSM5EZN\ncHFbN94aeVBnDB+DJyCdkqTfbWBgQKlUYpyB2WyemppCStfT04O2ZhTlwZ4B\nDwE9d06nc2VlBb0fFEXx+fzj42OKovL5PKZZBwKBhYUFAMw//OEPFQrF1NQU\nLgO0mKmpKbQTgiV4fHzM5XIPDg4qlQoGfhwfHwOjqNVqUGRHcInOR4i+jI2N\nURQF4gGE5O/fv+/3+6FdMDc3l8vlgMIi06IoCvVnhULhdDopihKJROjKwiRO\nKIVhxkE6nbZYLLVabWxsbH19Habsdrur1arT6UT7GrS9IIeK9gpsC4FAYHZ2\n1uPx/PCHPzQajRMTEysrK8lkEqMidDrdn/zJn/zn//yfZ2Zm6IWbxukfmZSE\n1U76LNAh0vTGz4oBmC0DaVuXBHWaKTVONWThsIlpfT7DthUTQCyCQISsKlj6\nS6gzvyqlBr/LpM2Lwi2Box0IBAqFAog1KPZ0dHR0dnbCayYSiUAgEI/HXS5X\nOp1eX1/HhBmEbmtra8FgMBaL2e12SANRFAWRhEwmw+VyZ2Zmnj17hq7xnZ0d\nMLYODw+lUmm5XB4bG0OTbalUmp2dLZfLqH5NTEwgcGQwGEajkc1my2Syzs5O\nlPvVajWXy8UFYI4XJpdDsxEaRMhNTSYTn8+fnp52uVwXLlwIBAKhUGhubg6E\n3Wq1iuHLQIi1Wi3Y5UD+MWmnWq2+ePECc/ZqtRpgDcylqdfr4XAY85jQFurz\n+WQyGbrrTCbT7u4uKCykiQg82t///d+nKIqQr8lLJ8aArZLkTy+nsLwkMzvL\nr9EllAmlpplT+6d/+qdtd3OKxtKiC3LV6/VfiTpD/YqUGuq0qKZQKLq7u5PJ\n5P7+PpfLRYGbPssJjAVoeIGPotfr0R0KjfmxsTGbzXbhwgXURZHU44sYCyOR\nSKanpzs6OiKRiNFolMlkaEPo6OhYXV2t1+sOhwPtXKVS6ejoKJvNOp3ObDYb\nDoczmUwymQTShFoaYDVQeSC3aLFYcrkcmiagtTEyMjI9Pf3JJ594vV60FYBo\n1tHRATl8v9//5MmTjY0NkDF0Ot2zZ88wwQYgP7ptgYTo9Xq9Xv/o0SNIPSPh\nW15eHhoaajQaiL+5XC4RT8jlcpinHAwGIZbv9XqRyB4dHf3hH/4h+AawTjpz\ngLibtpzAs6gtbb1p0/GmjI2erp21JFj/9b/+17YVhFaTIn0H1Kn6OBYEqSN8\nFTiMfrwt5kC63rANqdVqoIbQ9BSLxfl83uFwUBTlcrlQUUNPMxjNqIjq9frh\n4WEgrx0dHeApE2o5l8vFzOyenh7wGMPhMJRdMAC7o6MjFovB0KempkqlEgpg\n6La4cuVKKBS6cOGCz+cD5eDWrVvxeHx6erpYLPb09BQKBavV+stf/hJzwX0+\n3/j4OBzh1tYWig6XLl1CUWNycnJra2tubi6dTqMTS6PRcDgcCDg0Gg2dTodW\nonw+D5VP9KI9fvw4Go02Go3+/n4w1HC/s7OzNpttYGAAKE02my0UCp2dnaFQ\nCGki+m1YLJbFYjk+Pp6amnrx4oVcLn/llVfAwyKOrbXc9fIWl69iyvUWTXqK\nouCD6FyCl5yf/ZJkrW1rBImsCf0A8TiZxEknwlLtAln6edoeJ+pG1KlQ88TE\nBDQP0bQ0OjqK8a0KhYKuNgzBhMPDw7GxMbSbFotFSAWenJzU63VwRzAZFHwG\n/CgmcODZQeszFAoxGAy32w2ZYtAIASBAcE4gEAQCAbfbnc1mNzc3/X4/2rmA\nr1Wr1XfffRfqxHt7e8FgECnjpUuXMEKHoijQen7xi18MDQ39zd/8zSuvvLK1\ntZVMJmUyGbrAnz59CmktuVwuEomQ4iDe2NzcvHjxYrVaXVpaevXVV5eWlpRK\nJYpb8Xicy+Vub2+DEeZyuS5evIiqWzgcBpGIwWB0dnYWCgVkk9lsFm0gdG/S\nSh5oK7x1FqmABJB0i4LmCHZv3M4/R6gsVluTa2qvpeBl20YFLymGwV5JME5Y\nMkiniLhN/YwJzngcCNvbwmT0EQzEcAHrQEIQY65SqRTxmhRF+f1+vV5vMBiK\nxSJ0gE9OTtAgsLq6ikare/fuQf/f5/NB5Rj7u8vlAml/bW0NQ4JisdjAwECt\nVsNw+MXFxXw+v7i4mM1mZ2ZmisXi2NhYLpdD7NHd3Y2GwdHRUYghm83mDz/8\nEGq70Wh0YmKCxWJtbW2hagq1m3v37g0ODi4uLtrt9uHhYczoEolEqJ2yWKzX\nX3+dw+FgmCNU3LBrNxqNnp4eZF3z8/PPnz9HU+Tdu3fxgiE+8OMf/9hqtULF\nCAoMgCY4HA5IsSCg+Xw+SPRB/v9XLRy8HLqCodNTfla7SXRN3qp1qdDPz/rD\nP/zDJv4Ydeo7z7oOgoDQv4Lj9EQKZo1Ynn6HxArP6kfH7zbVexEAqNVqCFBC\nfsvn83m9Xp/PFw6HwSnBpj8xMYHiDRplVSoVgB6ZTIbBCpDLBHD78OFDVOcf\nPXo0MDCA0NnhcNTrdYjLHhwceDwejFq22+2ZTAYhoMPhwO2A/B8IBDKZjNls\nhpDW0NAQpvUWCgUY65UrV5hMZk9Pz+7u7oULFyCKv7W1ZTAYMJcUZBpEz5AI\nj0ajoAtCwQ4tsnhfEFuGGGg0Gr169SqDwYB+LSoRhUIBaEk8HgfIBV09lUoF\nCQ+xWHx8fMxms91uN3BZYrLUGZSUs0yZbOgkNkV6h+N0Ta5WEyTneUkmR/9d\nNrrt0P/AOh1jgr0enpLOqamfDgDCqyLd5VAcIuQ04oBhsjgbacoly66VzEZq\nDXRQGjcDBwzfDz4rdRr4Am83mUyZTAbzyOVyOXU6ERy7v16v/8lPfmK1Wsmy\nkclkKO329vYuLi7u7++DTMhms4VCoV6vB1HVbDYjJReJRKlUymg0QsKoXq8P\nDg42Go1Lly794z/+I0VR3/3ud/f39zFlIJFIdHR0oDcYrWMYkrOzs1MqlTDU\npFarQUpjcHBwb28PlNm9vT3mqaynVCpVq9UrKytSqfT4+BhKSkNDQ06nc39/\n/8qVKyD1AhR7+vRpIBDQ6/VCoRBDVXt7e1OpVDKZ7O/vj0aj6PQEj4LP54+P\nj7948QKsCYy2I94BEFWr6eB4qyljuye2TmyUYGFtHVPrcUY7FWWKFjMgL2L9\n4Ac/+JzszWJRFFUoFAqFApn9ACOGxQDtIlUAekQLo4Q5EpsgJEjEYblcbnV1\nFdMjMIqDhDskeCJVMTqOho8RtgMgC1gGEdbj8/nwH5gkSu+hIC0V6Fw1Go0s\nFgssb6PRCGc5PT2NF8lkMlFqisViYF5j3h0YNpA1jsfj4JVDK/PZs2cLCwtg\nLEC8FovN4XB84xvfwNgcdFo3Go3p6elkMqnT6ZxOJwlj9vb2oM0IhMvlcul0\nOrQ5gE+IkACtGblcLhaLfetb37Lb7fCRmMcUDoffeusttOgsLy+r1epUKpXN\nZkOhEJYui8WCdH2hUPj2t799+/ZtNABzuVyPxzM1NdUUd74EzCF+FO+LtNkR\nZIlYBXXG3FrqjCbys5oUkEp+3oLQ1EjDOJ1MScwIGQnZ0NECjvCRFCRwxajT\n0Hm71WoVKeq9e/ey2axWq4UeIOIw6lS7uNFoQAamejpDHr9CFhJITGhbwEXi\nR+nRCwG9iegBuS/GqVgYdFBMJhOiSb1eD1JpT09PT08PprhDqBCTZ1QqFZod\nRkZGWCwWBrxPT0+vrKzE4/Hl5WWZTDYzM/Ppp59KpdKxsTGXy3Xjxo3d3d3+\n/n6FQrGxsUFR1ObmZl9fHzZrhUIBZTGlUjkwMHDnzp3u7m7AbcvLyzs7O52d\nnRqNJhgMWiwWJPuokGGALcgG+IDL5crlciijYAieUql88uQJunmr1arBYPD5\nfDdu3ECvG2SR5HK5RCKBYJ7L5ZLL5Tqdbn19fWJiAhwDPK5ay7yN+qmWN/XF\n9m7yjr6iINdLvCk9NsCPEjZt43SK9BdMliwvJHS4AXKtBJEl5THmqbQd7oQQ\nDkmIjSg7FAptb28PDw8PDw+r1Wqr1WowGPL5vFQqjcfj4MNDuhWlVx6Ph9Oi\n3x+MNWKjJG6B56A/EeLaCQ+66YmgLIQkGt4ac5Nxs5lMptFoLCwsWK3W5eXl\nx48fw2J8Ph/2uJOTEyiNajSacrl89epVNps9Nja2tLQ0MzMD7RmHw3FwcHD9\n+nVMgp2Zmeno6JBKpSMjI5jnbTAYwKopFotLS0tvvvkm+ranpqZCodDIyMjj\nx4+tVitGIqIDFuqFgPGBsGKX12q1iJtrtRoGP2WzWTTtsFgsqVR6/fr1tbU1\naNymUik0u4NcAUzw/PnzJycnQqEQbc99fX0EgUIHCj1II0gouK1NbKyzwtNf\nlVhIesuICAFWBT4Ax9xmuD3E+rAvM041i/COYe9IPHHRpDWXorFqKIrCWPX9\n/X1U6rVaLZEn4vF46EA0GAxdXV16vR4TNKG0imI68d94QIhZYcE4D4/HI11s\nrSub0U7PDL4BPScffPCBw+GYmJgYHh6GPojH45mZmcGNjIyMdHR0pNNp7PiY\n0ri4uJhOp0OhEMZqplIpDJ9HuoZu8jfeeCMWiz1//nx0dNRisbx48QIidolE\nYnx8HKK2GFMoFAqVSmVPTw9FUTabrdFoOJ3O8+fPP378WKvVptPpTCaTSCTi\n8TjiWovFkkwmQcrhcrkWiyUajep0OryXyclJqMdhvhwUt9H7CY1YdHeCQQYE\nGsSuSCRC4IiZmRnCLYEXxEZH9vqziLO/KnmA+iJqSxwqUXxDhZa+KuhW3myy\nqDDBIIizhKMlNsRms/ExsrljN2eejheD1MLz589DoZBCoYAiFRYoIgrExCC/\nQi4AtSKAqRRFkUgaIT8sGKJruAHMfa2f6prXT/8Yp1LlbRNe5H9I+/h8PoPB\nAA+ByWRicjsqC36/3+/3h0IhlIhRwYeETDAY7O7udjgcsGAA+9PT0wKBQKlU\n7uzscLncV199dX19HQq4TCYTWkZOp/OVV17JZDKXL18G7I/4bGNjQyQSIWhx\nuVxDQ0OAdeHqzp07BxlNjHVAz+C5c+cwLUetVsvl8k8++eSjjz5CMPAP//AP\nFEWp1Wrw2ScnJ10ul1arPTg42Nvbe/vtt3d3d7GeU6kUyrYYB4KgGY349Cr6\nV3cHbY+/REcD3oFQo8gKaeuG6NbfxmQbjQaSGzoHAPkTKYogsMBvw+kS1411\nWa/XtVoteuXy+Tzofzs7O06nE8OR/X7/yclJJpOZn58fGhoCQUksFtNLILgG\ndK8TGhc2DhQISNWbSVPxAHhJEA+yORC1CAaDIZfLS6USGgpWV1cpisKsRkSZ\nmI6LUbrd3d1ut1uj0QBsT6fTc3NzUOsIh8NyuTwej2Oq6Pj4uFgsRi8XgiUg\nu4hJtFotOr1Qm8AmLhKJQqGQwWBYWlqq1+s3btzAMPJGo2GxWKBsrNfrp6en\nNzc3QeCC74jFYv39/el0Gm3xV65cmZqaGhwcnJ2dxSr65JNPSGK6tLTU398/\nPT0NJlexWHS73Y1G46233kK5GHNNKIoCY5g8ybaZUNua5VnHqS/2tNIxeyTT\nTTXhl0BdZFW02VVhzvi3UCjAG8FHArQimkokCWOdytDWTofbIBRbXFx0Op0z\nMzMwuGw2+8knn6Cdg6Rx2PQhK4u513SXSe8Jrp/OiCIJKUHBGF9kdhJ5RvJH\nMlySrkYiEbBGkGDhhTmdTmgfGQyG9fX1RCLx4sWLaDQKUguWNKbb7e/vf+c7\n33n+/LlYLEYnerFYfPr0aT6fn5mZAbNsbW0NI6fZbDYwCpFINDAwsLOz43a7\niYxmLpebnp4ulUp///d/39XVheZvTHUEQ/fb3/42NLuHh4fB9QZHJ5FIoLWG\nOk1CoNODDSqfz29sbPT29r766qvQ3Gw0Gj/5yU8g72C32w8ODrCSIV+XSCQ+\n/vjj1157jTTPtNrNS2pgrePoiQkyaIORiReH/Gjbr7wE6mKxWJ9zDMgrxw5O\nCgFIFEhFBKYA59c4VV9qnE5gpGMF6XT6yZMnR0dHPp/vRz/60bVr1yD9Ho/H\nzWYzAimcCpZXKBTgUbBd0usRZAnR7wS2flZTGilGkC0CbpgESdBokcvlfD7f\n4XDIZDK4H7AZQbg+OTmZmZnp7e3FkAWAA5lM5t69e1evXqUoym63o2gMZDQQ\nCCCEPTg4QOd6LBZ79uyZXq+XyWR2u/2b3/wmJoUkEgnwA0dGRtBTVK1WRSIR\n4LNPP/0UWuerq6uYnbS0tIQyitVqJTATWi0EAgFR/MXjgol0dnY6nU4Oh/PK\nK69AkwbFF4vF4nA4MpnMO++8g1nMV69eFQgEy8vLv/Ebv+F0OjEulPpqtOsm\nOyNdgPUvCjQYOTAAABRESURBVHKxT5W+m/bDVhLCSxw2ccCsP/mTPyHsBLIm\nGKddEDBHjE5gnLJmScGWyNqwT0U8ESPGYrHHjx8PDg4iMOjq6vJ6vfv7+yC/\nQQMQ+wJ8HtIvn883OjqKdUK/MXB8ABrAvyKHO4ttc9bxJngBetxGoxH9icC2\n4vE4yK+xWAyjQzGfIxAIaLVaiUTidDoHBwdBqXG73efOnXM4HBhcCMQtnU5P\nT0+j6dJgMEAEAAM4d3Z2MDjp5s2bBwcHgNgwWofP5y8uLoLUa7FYMJmss7Oz\nr68vGAyaTCYWi5VMJsfGxuAdyE7amrwToMpisUD/Fe4Gjxoy0Wi283q9uP1k\nMtnb2wvo+kc/+tH8/PyvlFHRCbWEJkVCRDp+/5I30mqarcc/b9/6sz/7M0Is\nJFOZRSIRKbSSVBEt3aS6C18FNAQ/D5OCePne3p5UKp2bmwNYHQwG33vvPWKv\neNBer3dnZwcDP3DQbDbTo1hy/wKBgB4PwV/+SgQxOliLBSkSiRqNxv7+PvJx\noGZra2vnzp3r6+vTaDTDw8Mmk2l1dRXI1MHBAcRmILqGMNTtdkOyDrUMkGmQ\nSlosFrBVoMkajUZv3749NzeHThgoFaNzHS2E2Wx2bW2NjPc2m80TExNGo9Hp\ndBYKBY1GA6iYTlh5ebjZOB2J0QTsM5lMDEphMpkYZGIymUKhkN1uPzk5efLk\nCVhptTOE5ElhrEZT48IRZOFfUZDr5Q67aVXU6XNDkX6Riy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