{"url":"https://api.github.com/gists/3796831","forks_url":"https://api.github.com/gists/3796831/forks","commits_url":"https://api.github.com/gists/3796831/commits","id":"3796831","node_id":"MDQ6R2lzdDM3OTY4MzE=","git_pull_url":"https://gist.github.com/3796831.git","git_push_url":"https://gist.github.com/3796831.git","html_url":"https://gist.github.com/mbostock/3796831","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3796831/raw/bc0b50f487a1c5a1bf0859563c56595a42281cd4/.block","size":74,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/van-der-grinten-i\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3796831/raw/6947bec71dd87d0e2f3672fa00fe03e560ee61ca/README.md","size":225,"truncated":false,"content":"The [Van der Grinten projection](http://en.wikipedia.org/wiki/Van_der_Grinten_projection) is available as `d3.geo.vanDerGrinten` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3796831/raw/71889c952f855e61cd707954b695273b6285b98a/index.html","size":1772,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #fcfcfa;\n}\n\n.stroke {\n  fill: none;\n  stroke: #000;\n  stroke-width: 3px;\n}\n\n.fill {\n  fill: #fff;\n}\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: .5px;\n  stroke-opacity: .5;\n}\n\n.land {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/d3.geo.projection.v0.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 960;\n\nvar projection = d3.geo.vanDerGrinten()\n    .scale(150)\n    .translate([width / 2, height / 2])\n    .precision(.1);\n\nvar path = d3.geo.path()\n    .projection(projection);\n\nvar graticule = d3.geo.graticule();\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.append(\"defs\").append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"id\", \"sphere\")\n    .attr(\"d\", path);\n\nsvg.append(\"use\")\n    .attr(\"class\", \"stroke\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"use\")\n    .attr(\"class\", \"fill\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nd3.json(\"/mbostock/raw/4090846/world-50m.json\", function(error, world) {\n  if (error) throw error;\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(world, world.objects.land))\n      .attr(\"class\", \"land\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.mesh(world, world.objects.countries, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"boundary\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + 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mDRctWoQHH3wQfr8fDocD\n3/3ud6FSqeDxeJCYmAidTofdu3dj//79mDVrFo4dOwa/3w+dTgeDwYCenh7U\n1tZiZGQEHo8Her0eOp0Ot9xyC+bMmYMXX3wRu3btYpuD0GsZDAbR3d0tenz7\ngQMH0NLSgtraWigUCrhcLuzevRuXXHIJpkyZcs7XKRQKwWq1YmhoCIFAAAMD\nAzh06BC6u7uxZs0aqNXqCOcNeWNlMhlUKlUEoEOtVuOWW27B6tWrMTo6inA4\njNraWpSUlCA+Ph7BYBAqleqM1VfeYWMwGHDnnXfiD3/4A4qKinDHHXdEVLIg\nby+vfsdyHlG/0MadNGkSfvazn2Hnzh3Q6/UoKCi4YCljF4QxpVIp+vv7UVNT\ng8WLL4VOp4sCFsdya9MiC/vFrhdjYjGw9YkTJ/DKK68gJycHq1evxuzZsyGR\nSLBmzRr4/X5oNBocOnQIU6dORXl5OdLS0tDe3g6Px8McTZMnT0Z8fDzi4+Mh\nk8nQ3d0NnU6HyspKLFy4EJMnT8b06dPhdDrZxkCOBLETrMRCDCQl+vv7kZSU\nhD//+c+wWq3o6+uDRqM5L4x54sQJbNiwAUajEUuWLMFll12G+vp6rFmzBrm5\nucwmCwaDkMvljGGExxaQ5AuFQjCbzTCbzQiFQrj//vuRmZmJ119/HU6nE2vX\nroVer4fVaoVGo4HRaBS1NwEwr69EIoHZbMbixYsxY8YMdnLbsWPHEB8fj+Tk\nZOYkoo2aGg9YEPYLkVsSiQR6vR7z5y/Azp07YDZbkJiYcEGY87yrshKJBG63\nG5s2bcbcuZXIyMhgE8PDpIT2IL38RGKYsZw9QmRPQkICLBYLjEYjPv/8c7S3\nt2Px4sX44IMPYDKZYLFYoNPpYDQaER8fj8mTJ2N4ePiL4+GmoqKiAiUlJTh4\n8CC2bt0Kp9OJUCgEnU6HW2+9Fd/5zndgsVjQ19eHmpoarF+/Hh6Ph6lktKmQ\nqiVUraIWSSbD6OgoWltboVAo8OMf/xhr166NivHRtWJNGKKgOaMEc/Jo0sE9\neXl5MBgMSE1NRUFBAYxGIxQKBSvlQgQul8uhUqkgk8nYBsTbjLRZUknJuLg4\n+Hw+vPTSS9iwYQNT/Z966ins2rULcXFxyMjIYPhm/n68TUhzFggEoNVqIZfL\n8e677+LgwYOYMWMGi4kK1WKaI3pvvp/Wh7SETZs24bXXXsOxY8fQ19eP5uZm\nlJWVXZBY8QWRmG+//Q7q6+tx3XXXjz2U22l9Ph/7NxHa6Ogo2tra4Pf74Xa7\nUVFREWFnxGJWodeQ97ba7XZ4PB5YLBbIZDLk5uZi/fr1qK2thcFgQE1NDXbv\n3o3p06fj0KFDcDqdkEgkyMzMRGdnJ0KhEJYsWYJjx45BoVDgs88+g0ajYXFK\no9GI8vJyTJkyBc888wyOHDmCEydOwOl0YnR0FAqFgjmleOIg5xMRGi9JiWHo\nXcrLy7FkyRLcfPPNjHCJsOg6+ksMSCikjz76CG1tbRgeHsb8+fOxfPlyjI6O\nQqlUQqlUMgbS6XS49NJLmbZCc8pD5YiIqZ/+TevIhyuAMVteo9HA7XYzXHNO\nTg4+++wz7Nq1C/v27WOHB506dQpPP/00YwByOvH2Jm0CcrkcWq0WEokEJpMJ\nt912Gzo6OrBhwwY4HA6kpqbi4MGDKCwsxDXXXMPoq7OzE42NjbBYLCgtLY2g\nm+PHj6O+vh5vv/02qqurmTOKnhUXF4ebb77pvPPMeWVMmUyGPXv24v/8n/+L\nnJwceL3eCGdPOByGTqdjBFlXV4f33nsP7e3tOHHiBDweD7KysvCTn/wE5eXl\novbjeMxKntlQKIQXX3wRGzduxG233YYbbrgBmZmZWLlyJSQSCY4dO4annnoK\nvb29mDdvHkwmEz7++GN0dHTg2muvhd/vx9atWxEMBtHX14ft27fj6NGj0Ol0\nSE9PR0pKCv793/8dU6ZMQV9fHz788EOcPHmSERQRrlB9pUUXSi2aO2JcYIxB\nVq1ahSuvvBISiQRer5cRjBhw2+/3Y8eOHcxZ5fF4sH//frS1tbFjI0gK0vP4\nGCAf5yOGoDHzMUXeTKD35Z00pH6GQiFotVr09/fj1KlTaGhoYBsHqacymQyt\nra2orq5GWVlZlL3pcrkwOjrKGD0uLi5CEzKZTHjzzTfxu9/9DgqFAlOnTkVT\nUxPUajX279+PuXPnwmKx4JlnnkFTUxMsFgseeughrFy5Em1tbTh58iS2bdsG\njUaDtWvXoqenBz09PYzeXC4X/vCH/4P8/HzMm1fJJPr5aOeNMaVSKTo7O/HM\nM8+yl+vv70dubi4AMAk5ODiI7u5udHd349lnn0Vzc3PEZB85cgQvvPAC4uPj\nkZOTE9MJJBZeIUTJu+++i/feew+Dg4N47rnn0NzcjF/84hfIyMhAfn4+Lrvs\nMgBjGe7Z2dnIycnBrl270NnZiaKiImRkZKCrqwsfffQRLr/8ciQnJ2N4eBhW\nqxVOpxPf//73UVlZiXA4DKvVijVr1mDv3r2oq6uD2+1mYQCeccaTjtR4xlWr\n1Zg2bRri4uIifkMbHc0LHxc8efIkXn/9dchkMmRlZWHdunVISEjA5MmTmbTk\nGZMntFiMSF5X+j+NUeikIcak3MlwOMzmvbOzE93d3YyxqQUCAaSkpMBkMqGt\nrQ05OTkIhULweDxQKBRob2/HL3/5S3R1dSE/Px8PP/wwoyeaj7lz5yIvLw+N\njY04fPgwQqEQbDYb1q9fjw0bNkAmk8HpdEImk2FwcBDPPPMMjh8/jpqaGlRX\nVzOTKDU1lWlN/P17enrw9NPPICsrE+np6efN3jwvjEl25Usv/QE1NTXMWCci\nopcHgD/84Q94++23EQgE4PV6IwiECK+6uhrr1q3D/fffj2XLlrFF54PLfCOm\nDwQCePvtt/Hkk0/CZrNBo9GwyR0ZGcG0adNQWloaAS4gqbV06VJUVFTgpZde\nwpVXXoljx44hMTERs2fPxqxZs+B0OjE0NISamhoUFRWx8fb29mLLli3o6+tj\nkkDIdGL/BxDFqNRkMhluvfVWFBcXT2gNSkpKYLFYoFar0djYiKNHjzJnC9n4\nwufxjEg2Gs+IhCeWSCRoaGhAR0cHFi1axDzsYlJTJpOhrq4OTzzxBPbs2RNh\nZ/ObVigUYsS+Z88eHDx4EBs3boTJZMKyZctgtVrR3t6Ojo4OdHd3469//Svu\nvfdeBAIBjI6O4siRI6irq2N0REzPj4m0LtpQ2tra8D//8z8Rp4aFw2F0dXVF\njY/mqaamBi+++Ac8/PDPoFafnwoI501ibt26DadOdTCiT0tLw1//+lesW7cO\narWauaUJ3UKZHfyuTapcIBBAa2srHnnkEdTV1WHlypUoLi4WTTWi38tkMtTW\n1uKpp56C1WpFfn4+CgoK0NraCrfbjYaGBsyePRuBQAC9vb1obm7GkiVLEA6H\nYbfbUVlZCa/Xi9HRUajVavT29rIq30RwP/zhD3H77bezeBwAJCYmQqPRQC6X\nw2QyYXh4OMoLSwTPL7bY4tLvTCYTMjMz4Xa7GSyPd+LEarNmzcIDDzyA1157\nDRqNBpMnT8bvfvc7PPjgg8jIyIDH44mQdrRh8IwozHkkh8vAwAB++9vfIjEx\nEfPnz4+Smj6fD263G3q9HkNDQ3jmmWe+OMJAErEJkNSl382bNw91dXV46623\noNFoYLPZAAAbNmxgdi7Z1x999BHy8vJQXl6Oxx9/HIcOHWLvxN+X90/wIAb6\nLhAIwOl0RswdzQXvuOLX5YMPPkBZ2VTccMO3zwtjnnOvrFQqxbFjx1BTUwOT\nyYSGhga2kE1NTbjsssuQlJTEFmf//v04cOAA28WiBviFrRUOh+FyubBv3z6c\nOnUKpaWlzLXOq4Z8/CsYDGLnzp3Iy8vD9ddfj507d6K5uRlOpxMnT57E8PAw\nmpqa8Oc//5mpeG+++Saef/55JCYmorW1FQMDA5g7dy6WLl0Ki8UCt9sNt9sN\nu92OJUuWRIQsyENYWVmJ6667DqtWrYLX68Xx48fZ4pHNKQwt8MzLvw/Zi+Rc\nok2AiIyX9DRfRDwKhQJ6vR7r169HWVkZrrzySgBAbm4u9Ho9u4cQ4sg7b0jy\n0TU+nw9//vOf8cQTTyAlJQX/+Z//CZPJFIXW4cu59Pf34/3338fAwICo15mY\nQKvVQqVSYevWrfB6vUzjoPcVmgBOpxMHDhxAf38/jh8/zu5P80LMyeNz+fnm\nG21IYkwm7Cfsc3NzM2bPnoXk5ORzzpznVGJSwvPRo/VYu/YmhEIhVFdXo6am\nBunp6SgrK4PBYEBfXx+OHj2KxMRElJSUICkpCYODg1EvJyQ6Sg06ceIEfv/7\n3+PJJ59Ef38//H4/cwzodDro9XpkZmYiPj4eTz31FAwGA7M3KBPh8OHD8Hg8\nUKvVSElJwVVXXYWXX34Ze/bsgVarxfDwMB5//HHI5XJkZWUhMzMTlZWV+OEP\nf4iRkRHYbDbRjBiVShVh96xbtw41NTXMdhaTjrFUW2pz585Ffn4+vF4v6+Ml\nVKy1CIVCSEpKwm233QaDwYD4+Hhcd911ER5OoeoqzPIn6U5myJYtW/DSSy9h\nzZo1uP/++xl4nPeqA2BSzev1QqfTYd68eWhpaWGxYGoUciFbcufOnUzd5J1f\ndC2vJVBl/o8//piFcogBySMvbEQDws2RZ1phP206PB0mJCRArVbjs892IyMj\nEybTuS1Nck4ZMxwOY9++fSgrK0NiYiJcLhf0ej1WrlyJ+++/H4mJiaivr8ej\njz6K9vZ2rFy5EklJSVCpVCxswBOWUOUDAKPRCK/Xi127duHZZ5/F0aNHYTKZ\nEAgEYLVaoVAo8P3vfx8AkJycjPz8fPh8PtTX1zPG9nq9CAaDGBwchNvtxlVX\nXYW4uDgMDQ1h165duOGGG1BXV4dLL70Uy5cvR39/P1544QVMnToVH330ERIS\nEpCdnY2kpCSGXRXiPoExRo2Pj0d2djaamprYe52JfUn/p7haQUEBUlNTJ7wm\nEokEq1atipAcQvib2FjErnE6nXjzzTcRFxeH7373uzAYDBHvTIxDaxkIBPC3\nv/0NGzduRHd3d0QcVchwQt+CMCWLxsUno/MSlJiYvy8v7fn5pXEK+2kDEpoe\nQpWWPNpz585FYWEhDhw4gKVLl5xLVjp3jCmVSr9wgcsxeXIJAECn0+Gee+5B\nSkoKEhMTIZfLMTQ0hObmZng8HrzzzjtstxTu/kJbAADUajVkMhmGh4cRDAbx\nyiuvMOgXqT4qlQp/+ctfkJSUhPT0dNxxxx0Mm3r55Zejvb0dmzZtQjgcRmdn\nJzIyMlBeXg4AmD17NqxWK0tDu/HGG7F//348/PDDWLx4MVpaWnDw4EEsWLAA\nW7ZsgcPhwO233w4AUUgS6tNqtRFQMTFv7HgSlLzZbW1tKC8vj3jG6SQmP5di\n8znes/kcSLIzCZy/aNEipKWlRfxOJpOhubkZGRkZDD01MjKC9vZ2HDp0iN2L\nzwShRlJTzJaja4kJ+YQD/n2E0pS/h3AD4qWgcOOn+4zX7/f70draivb2dnR2\ndmL+/PlobGxCcXHROfPSnhPGHKtE4EB9/TEsW7Y8CqXv8XjY/9PS0nD99dfj\n1KlT6OjoQGdnZ0x4mlCyGAwGjIyMsIUilcXlcrFFp8NkwuEwDAYD0tLSUFRU\nhE2bNqGnpwdarZYFrsm5YbVakZ6ejksvvRRmsxmPPfYYrr76aiiVSnzwwQdw\nuVzweDxobm5GfHw8iouL0d7ejtHRUbbQQjQSby/6fD72b7F3Hc/xI5VKkZGR\ngYyMjAg180zUJjE7ivdi89JGKCH5a4jgOzs74Xa7I07Q4h1Hn376KcLhMAs/\n1dfXIyEhAd/5znfw6aefore3N+J5YlKMtyX5Cof0O8rpFNp9sVTRWKprLMfO\neKouL+3pdzt37sTQ0BBGRkaQkZEOnU53TlTacyYxDx48iEmTCiKOMADGQheH\nDh1CUlIS5HI5ysrKUFZWhgMHDuDHP/5xVOa62OQSk/n9/gg7iyccoUomlUrh\ndrvx29/+FosWLcLatWvxzDPPwG63Q6fTwWKxoL+/H3K5HFVVVcjPz4dKpcL7\n77+PEydOwGw2Y2RkBAqFAnFxcTh16hScTicUCgXeeOMNFlsbHh5m2F8hcF4m\nk8Hr9TKJI+ZcGM++1Ov1UCgUKCwsRFFREfR6fQQRnkkT2qJCick7mWiMQmlB\n6zE4OAi9Xo/S0tIIvCzdq7m5GRs2bEBqaip6e3sxMDCAjz/+GPHx8ZgyZQoc\nDgeDL/LP4ZmQd4TxpSuFEo9+J8ZUsVRRsThxLOkY6z68qhsKhVBQUIDvfOc7\n0Gg0OHjwEBYtWjhBzhFvX5kxpVIpOjo64XA4sWjR4qjvExMTsWLFCqjVanR0\ndODgwYOw2WzYtWsXent7RZlSOCEKhQIajQZWq1X0+bE8aaFQCA6HA+FwGLNn\nz8Zjjz2Gvr4+DA0NITk5GQcOHEBKSgquuOIK7NixA06nEx6PB5mZmUhLS0Mo\nFEJCQgLkcjmOHz/OEEYELaupqcETTzyB++67D/Hx8RHPJ0cQoZiIccVUHTH1\n0mKxIDMzE6mpqVixYkWUfSnEeQqb2PcECxReJwzlxJKiXV1dsNlsTOrySC6/\n388cO7W1tWhvb4ff74fZbEZLSwvUajVyc3Nx9OjRiIoQPKifNAIhE45nJ4qF\n18ZTXU/n2BG7D68+k7SmTenaa6/F1VdfjUAggI8//hidnV3IzMz4yirtV2ZM\nv9+PmpoazJw5M8rGosnRarU4duwYfv3rX2Pfvn0RgVwhkYh5Bg0GA9xud1S/\nmMpLhMTfv6mpCevXr4fFYsGMGTPw6quvYmhoCA8//DB0Oh2cTic2bNiA9PR0\nTJs2DQcPHkRfXx+mT5+O733ve7DZbLDb7QxNdOzYMbS2tqKvrw/79u3Dhx9+\niJtvvpnFVPn3slqtKCwsRH9/P0ZGRk5r49HvSf3PysrCJZdc8lWXKebziCh5\nR4uYnUmwOrVajbfffhv33HMPkx4SiQQOhwP9/f0IBoOoqqrCTTfdhGeffZYx\nb3NzM8MWk0pKDiK+xbI1xZiNHz+1WCrqeI6d8Rw+oVAIOTk5mDJlCjZs2BBx\nTW5uLlatWsXGPXPmTFRXH0JqaspXrnrwleKY5PAZHfVg2rRprJ9c1X6/HyqV\nClarFQ888AB2797Ndh8xghRTH1QqFTQaDQvUC68X25mEizUwMMBQIXa7HZ9/\n/jkaGxvR29uLUCiE3t5e2Gw2TJ8+HZ988gm6urrgcrlgMpmgUqnw3HPPITMz\nE/fddx+Ki4vhdrtRX1/PpIbb7UZZWRksFgvzfvJEFggEMDQ0hM7Ozqhx8kTG\n9xHo+7LLLsOUKVMiVGXa0U+XXSIWp+TVT2oklfj/i/WVlJSgsLAQDQ0NsFgs\nEWUmtVotrFYr9u/fD4/Hg4KCAlitVgQCAZZE7XQ6IyTkmcYNeU/s6a49l/3k\nfZXJZFiwYAHq6urYBhUKhTB37lxcc801jA71egM6Ok6xWk1fxdY8a4kpkYx5\n6Robm7BkyVIWCCdQMpWA9Hg86O/vZxkWYuGBsftJomwJYExaulyuKAaMdZ9Y\nxE6TV11dzWBlGzZswJYtW6BWqzFjxgy88MILaG9vh0KhwMDAAHw+Hx599FE4\nHA7MmTMHZrMZJpMJpaWlSEpKQnd3N6RSKXQ6HSssRRX2iGk/+OADHDx4EKOj\noxGLL6ZC0XslJyejsrISIyMjqKurwzXXXCOaRD3R08xojn0+H9ra2tDX14fh\n4WHk5+ejuLg4wt6kbBPengKAefPmoaKiAgDQ2NiI7du3o7W1FUVFRZg9ezau\nvvpq/P3vf0d9fT2+973voaqqCv39/Thy5EgU8fNOFL5PTGrGUlFpfcVikrFs\n0DN5pkqlwt13342srCy8+eabWLJkCTZu3IiGhgYUFxejsrISkydPZgkFwNim\nWF5egW3btiIvLw8ajeasmfMrMKYUDQ3HkZWVzRw+tJByuZxlP2zfvh12ux1+\nvx96vZ4VmuInkTylpOoREVKBJ6qDwzcxoqZ+MTsKGCNmvnwHjZdwlgRaDoVC\nGBkZwd/+9jd8/vnnSE1NRXl5OQwGA9544w3Y7XYsWLAAb731FsLhMLKzs5GW\nlsakEx0NB4xVXYuLi8Pf/va3CJc+7x3l1R65XA6dTge3240pU6agrKyMFa7i\nCYmYhd6V5kIYvOcD7cFgED09PaipqcFbb72F4eFheDweLFy4kGXcqNVqVmuI\nTAu5XB6BgvJ4PKx6g0QiwTvvvAOfz4f8/HxUVFQgISEBe/fuxcyZMzE8PIyR\nkREYDIYorUcInePHPRGGnYhjJ1aYhLcdKWlg8eLFyM/PR2pqKivgvWLFCtx8\n880oLy9nMD6+lq7FYkF2dg4aGo5j1qyZF5YxKTzS3d2DZcuWRX0XDodZmYml\nS5fC5XLB7/fj97//fUQwOhgMorCwENnZ2UytbGlpYUSh1+uZ80aM0cSkpVAV\n5vuFjV8IOrvCYDAgEAhgZGQEmZmZmD17Ni699FLEx8dDIpHAaDRi+vTpqKqq\nYuGW999/H5mZmbjxxhujnC5GoxFVVVVobW2NiLvxoGqeaILBIE6cOAEAWL16\nNSoqKiLyOHkion/zf4XwOurz+/3Yt28fXn/9dXR0dODkyZMwm80Ih8Oor6/H\nPffcg1mzZiE7OxvLly9HZmYm2yztdjvTgD766CPU1NQgHA6jqqoqIun9xIkT\naGxsZFLcaDTCYrFgz549ooWgx3O+nCmzjXcPnh75e8TCv9L1oVAIBoMBWq0W\nUqkUJSUleO+996BSqbBu3TqUlJRAoVCwlELhe5WWlmLLli0oKBjbkM6GOc+a\nMY8dq0dOTk5UfVTSv0liUG0fyvAnkLFKpcKiRYuQn5+PrVu3IisrC7fffjue\nf/55VFVVMbS/MDxCDDURaSmmIovhU8PhsfzQrKwsVrqivLwcWVlZbMe+8sor\nsXHjRrz99tsAxnbLoaEhvPjii0hJScH8+fNZPNPpdOLVV1/Fvn37MDo6GoVs\n4tVanU6H3NxcJCUloaSkBKtWrUJhYSFzkvAxUvqtsA9AVB8507Zv347t27ej\nsbERWq0W6enpGBkZgdfrRVdXF3p7e9HY2Mgk4Le//W1ce+21GBoawvPPP4/7\n778f1dXVeOmll+B2u9k68yVe+IRpyoSpra2NUO9jqah8i8Vs50pqjtev0+nY\n0Rl9fX1IT0+HSqVCT08PrFYrOjo6kJ2dDbPZHAF04N9Bo9EgNzcXx441YO7c\nigvDmBKJBENDQ+jvH8Tll8+O+p7sS+FEE6H97W9/w4YNGzBt2jQ89NBDqK+v\nx5IlS5CamgqdTocf//jHyMrKQm1tLRwOhyhShu7Jt1jSMlaIgu8nB4bX64XN\nZsPs2bOhUCjw3nvvYf78+QAAh8OBhoYGyOVyvPjii2hra4NWq8WNN94Iu92O\njRs3oq6uDnPnzmWbktVqRUNDA4aGhmICC0g63HHHHVi7di10Ol1EtsrpMLGn\na2Tz9/T0sBKPvb29MJvNcDqd8Pv90Gq10Gq1CAaD8Hg8aGxsxG9+8xv09/fj\nzjvvRHp6Ovbu3YtXX32VFdWieRMLy/h8PnR0dOAPf/gDhoaGIux+MYknlp8a\nC8lzLqQmP3YyvXQ6HVJSUnDjjTeykA9vblA8enR0lK0v8GWNW2GWU1FRETZu\n3IihoSHExcVNmDnPijFra2tZQF44aULXO01CfHw8LBYLenp6sHDhQixbtgxy\nuRxLliyJqEowa9YszJgxA1VVVXjhhRdYVXPS58V2OhrXRG1OXmLp9Xpcdtll\nuOyyyyCTyfDEE09AoVDg3XffxQ9/+EMcOHAAr7zyCrRaLVpaWhh6yGAwYN68\neUhJScHtt98eobKNjIyw8YsRGKW/fetb38L3vvc9qNXqCGLkgQkkOWOp5eOt\nl9PpxN69e9Hb28vmcXR0lOVX0r2zs7NRUFCArq4uWK1WKJVKfPLJJzh27Bhe\nfvllBpoQQyAJNQBK1xK+s5izajzHTqzQSax7CBsxHq9y8p7h9PR03H333cjP\nz0dycjLi4+Ph8Xhw3XXXMW3w1KlT2LFjB4LBIH7729/CYrFg+fLlABBTaiqV\nSuTl5eHIkVosWXLp+WVMiUQCq9UKm20Yl1yyIOr7QCAQxazAmOT47LPPsHPn\nTnznO9/ByMgIZDIZOyxUTCJUVFSgtrYWPp+PORD4Uh1iqTjCdiY2J4EIrr76\nanz7299Gfn4+uru78cMf/hDFxcXo6emB3W7H5MmT8fzzz8Pr9eKee+5hO+pb\nb72FxYsX4957740aU3JyMtLS0qIkpkQiwezZs7F8+XLk5uaisrISGo2GJfgC\nQH9/P9avX4+ioiL09vaira0NZWVlLG52JlKUiHrz5s04fvw4i43KZDLmNTx4\n8CDcbjc0Gg2am5tRWVmJRx99FC6XCxs2bMAvfvGLqDkUk25iUknIxABiSraz\nwbkK7yFMmufhggCibHUAWLBgAdasWRMxn1RcjJrT6UR/fz8AwGaz4c0338TM\nmTMZqCSW1CwoKERjYyOsVhssFvOEmHPCjHn0aD0KCgpEpSUf+wqHxwoaHzhw\nAI2NjdBoNHjwwQeRkJCAnp4exMXFsaJcwhYIBKBWq1FRUYG2traIciN85j0P\naiZCoGcDsaUrjZfSoh555BGsWLGC/S4tLQ3Tp09HV1cXZs+ezerMpKWlQS6X\nY/ny5WhpaUF5eTlaWlrYovBIGGDMvk5MTIyCxMXFxeHuu+/GvHnzROeYxjc4\nOIjXXnsN/f39cLvdKC8vxyWXXMKyOk7XqGwo1f4hCRwfH49f/vKXsNvtWLdu\nHYMXBoNB7Nu3DytWrMDhw4dRV1cXxZRiOFcxxhpP4sVyAsXyxAobjwbi54z3\nJ/DjHi/drrCwMGo85NQjGic65ePCKtVY5QKXy8XCIkKpqVIpUVBQgLq6Oixa\ntPD8MKZEIsHw8DAGBgZQUTE36nsKXIdCIbhcLlRXV0OlUsFgMOCqq65CdnY2\nm4DMzMwoVz6/GLRIRqMRRqORFV0SpvXwqhPtzDyMjJeuQgKixNx7770XV1xx\nBXNOUMvLy0NeXh5OnDiBgwcP4s0330RhYSFWrVqFa665Bm63G52dnfjZz36G\nyZMnRzADNY1GA61WC6/XG7H4U6dOjfiNkJCBsRKb+fn58Hg8kMlkqKiowO23\n385S3M6k4nogEMDrr7+OhoYGRphUvsNgMOD//t//y+x4AKwEyW9+8xtoNBpU\nV1dH3TMWY4lJ8PHCHmL3FeJn6a/Q+8k/T4giGw/dI1S3CcMrbMI0tvT0dIbe\nkkqlaGlpQVdXF4qKihAOhyOqKgjpuaCgACdOHMfw8PCEjpOfEGMeP34C2dk5\nUadOhcNheL1ejIyMwOl0Ii0tDdOmTYNer2eTEqvCurDxmQ1Go5EVCqbYqNi4\nxJiVnsFLV5p0Yv758+fjiiuuiEgZ41WiUCiE/Px8vPHGG+z4g87OTvz617/G\nunXr0NnZCbVaDZ1OF5GaxCZXLkdlZSU+/PBDBr4oLi7GfffdFyX1xFAnq1ev\nRkZGBhwOByorK1khrjNZXIfDgf/3//4fPv74Y0gkEpb6NnXqVNxzzz149913\nsWHDBjZeyp21Wq04cuQIADBAyJnYeGcqSfl+nsEIxC7ULugaIQOKPQ+IrVYL\n+0OhEDIyMpCdnS2asserpzqdDtdccw0OHjwIr9eL/Px8FrundSQnWygUYqaB\nVCqFWq1GdnYOjh8/joqKM/fQnjGgz+12o6urCzk5ObDZbKwYVSAQYA4ElUqF\nrKws6PV6mM3mCGYQTpIQ8kUvxzuPEhMTYTQaAYARf9QLxHCGxGJYihWGw2Gk\npqay+Bz9pe/JA+dwONDW1saA9HV1dXj33XdZaU1aGLEsGWBMOqanp7MNobKy\nUlR9EpM6Op0Oc+fOxRVXXBFVHY/UKLHW39+PX//613jxxRdZTVxanzvvvBNl\nZWXYv38/S0ejZ/MFloWMI5xHUWLiwBO8mcF/aJOmv7wUpPrABKigOK8Ytlos\nfkjXjLcZUJPJZFi8eDGrIC+UskJ46IoVK7Bw4ULmRzGbzVH0xjvpaC4DgQBy\nc3PR3t4hCpSJOZdndNEX4js+PgHx8fFQqVRQq9Ws5g4AVrWcl6ZnIhWF/cLi\nvnFxcUhJSYnI6eTHNRFAgZBZN27ciNbWVqYuEYNSEWSVSoUNGzawSn9EDBkZ\nGdDr9di7dy82btyIQCDAQPYkfX0+H7xeL1JTU/GrX/0KN9xwA3JycrBy5coI\nYhFKADGCitUXC45H57LwxbbobJGMjAxoNBrk5OQwRjAYDNDr9VGMzocy6EPr\nQ8XT6EPMRv38OvJqNM9slFtJJkqszW28uRkvBhqrn+LGKpUKLS0t6OzshNVq\nRX9/fwSd8c4rnU6H2267DQkJCcjKyhJdFzLlNBpNRFlQOrahpeXkGYPbzwjE\nHgqFsG/ffkyZMpXlCPL4UxqA8DfC5GGaILGj84Avy05Sf29vL7RaLUZGRrBr\n1y7RLJIzAbHz/fyEKhQKVt4xOTlZFDXT2NiIrVu3RrwnMe+LL74Iu92OFStW\nMIcAf+wBH4aYPn06Zs+ejZKSEpZjyBMnqUFCycHnI9Kc8nA5ylm02Wzs+ILu\n7m5UVVWxmrYajQZ+v599CgrG8ma9Xi/mzZuH73znO2zz5ROFidmIufgPT+w8\nlpavLMBvPLGwzlEEOU5iwtmA0oVMTf1+vx8HDx6E3W7Hpk2bsGfPHrhcLgwP\nDyMvL4+Nka9bnJ6ezlIV58+fH2W68KoyPYfmQqVS4ejRoygomHRGHvXT2pgS\nyVgdVqlUhpSUlCixT4AC4Y4aSyqK2WL8wvE7ysDAAJxOJ9xuNyuQJfTAxQLD\nn66fnFnPPvss1q9fj1/96leYO/dLp5bX64VUKkVxcTE0Gk0E2OHTTz/F9u3b\nmarb3d2N1NTUqN2Q8jelUikSEhKQkJDAGIk/6YwnGt6zTM8TZlbwTi2S0gRK\nCIfDSEhIYPby9OnT0d/fj8HBQYRCY8fTKxQKdgTiX/7yF6xfv54dLS/mxRaG\nGfjaPnw7GzszFpZVLBQSy8MbC14nlUrZPNDGx1/v9XqZDS6TydgZngsXLmTx\naD4tTiaTYe3atejv748ofs3zBIE0KHRCz0tJSYFMJkdvb+8ZHel3WrkqkUjQ\n2NiEwsJCyOVyJi1UKhXDC9LJy7TzezweuN1uZqvRbk/SUkwFE2PkrKwsTJo0\nCWVlZaxYMz+uM1FXeaKPhQBqa2vDf/3Xf2HTpk0s5jgyMoKhoSFUVVXB5XJF\nbCaBQIAdEuRwOGC320U3oVgqlfA96P+8pKJ/87YZ/6Fxv/baa+jo6GBgBZlM\nhpycHCxbtgy33nor/vu//xtpaWnsfJW77roLFouFwfEohc1ms42rNovNm9i1\nsUIhZ3LteP3jAQjErpdIJEhMTIRSqYRarWYQOjHblCQoMAYM2LNnD/uOnED0\nHgaDgR0H73a74fF4GI0TTJI+KpWKVbuXyWQoKChAY2PTGUnM0zKm0+mEzWZD\ndnZ21HcUIuHVOwKv01+SnpThTtAmn8/HDHz6CInbbDbDYrEgOTk5ikjOVF3l\nFypW/9jm04j//M//xP333w+bzYaBgQG8+OKL+NOf/hTh2RWGNdxuN9ra2kQJ\nhr/udIQ00WvD4TAaGhrwpz/9Ca+99hqrPwSMJab/5Cc/wU033YSGhgZ861vf\nilgbl8uFI0eOYNOmTSxXktLWxJ4zEQeQEFWlUqkQFxcHk8nE5o9nMDHN6Uxt\nbbp+PInscrlgs9ngcrkYoDzW/eVyOcsaGhwcZKq/1+tlDKjVatnhwTyt8wzI\nn1TGt5ycHNjt9qji0mJtXMaUSqU4deoUEhISWQoW/yLjqavEsHK5PIIoyDDm\nPaA8s5LzhCYlEAigpaUl4oiFWHjZs+nn1R6Hw8HQN1VVVXjttdcizq8Qw+0O\nDw/jxRdfxCeffCIKKTsTQhKzhWLdg/oUCgWSk5OZw0G4DjKZDNu3b8fmzZth\nNBpRWlqK22+/HSUlJUhOTobVasWOHTvQ2toKrVbLwBBiyK2JMCw5hgwGAxIS\nEliFCKVSidTUVCQmJiI5OZklWk9EagqPU+TnQ2j3kjCg77xeLwKBAPR6fZS3\nmDTBpqYmBhTZu3cvEzhUWV+pVMJoNDJfwnhFyoUVCYGxOHF8fALa20+d1gk0\n7rehUAhtbe2YNGlSTAKLpbqMx7CkopGUpSPO+F1HIpGws0lILSgqKmKTSRPO\nq4LjScUzcRzQgg0PD4se/S12H7lcDrfbjZdffhn19fVR83MmRDdRAvX5fPjk\nk09QXV2NSy+9FPv27cO+ffuinldUVASz2QybzYYHHngAa9euRUtLC6qrq9He\n3g6j0chU8u7ubjgcDpZjyY8hVhN7D7lcjpycHMjlcnbwElWut1qtDNFEOGMe\nzM/fR1gPSK1Ww2KxID4+nhUl4/NfeZAEVXRXKBQRAsLr9UKtViMuLi4CrUMa\nG52kvXTpUpY4Tg4wYjSeJsQqbvB0Kca0BQUFaG9vO21NoJjOH4lkrKq63++P\nqItK7XQhD2ETBvr5ReAZmf+eziZZunQpjh49Crfbzc6bJK8l760kZwi/2GLO\nBP4d+X7yTFZXV+Pw4cOiRChchHB4rCBze3s7Pv30U5SVlbH3jbUrfhX1ViKR\nYOPGjXjhhRcwf/583HHHHWhubsYLL7zACm2HQiHm8Kmrq0Nvby/2798PjUaD\nbdu2RRw6m5SUhIGBAWYz6fV6GI1G2O32KMib2JiF0DvyIzgcjigNgnwPEslY\nFQU6JJhKjvBlOxQKBQvHud1uVg1jdHQUer2e+RzIPiTfBZlPOp0OVquV0QeN\nYXBwEEqlEiaTCaFQiFVvHx4ehkwmg16vR2FhoaijUezkc74wF9/IOSTkkeTk\nZPh8AdjtdqY1iLWYjCmVStHe3o7U1NSYFbHFCE/srErqj8XIsYx9mhS1Wo38\n/HzmCeXB2HRyMKlQtAvShwiIkDfkjSPpKNyph4aG8Mtf/pIB7YVEKFZlLTU1\nFRkZGaxQNH13piprrBbr2oGBAfT09CA9PR1HjhxBQ0MDvF4v/vznP+Pee+9F\nVVUVAxfY7XbU1tayEpsOhyPCwURMSl5I0ljEDtoRjs1gMLBCXYQTJsyt2AFR\nfE1WynqJj4+H2WxmDES5niaTiTEcSVYqCTM8PBwRjtLpdKxG0vDwMPOIUhyd\nPxiJNghgDLXj8/nY9UajEbm5uTCbzaiqqkJhYSEDuJBj02QyRcwD3V/ImCQk\nhGsok8mQlpaG9vZTiI+Pj4nljsmYgUAAnZ1dmDu3UpRpxEIevL0m9hsh+p76\nzwSE0NfXh6qqKlayRKyOLKk/9G/KsySCITthZGQkAvUihIZR1QThziiRSDB9\n+nTMnTsXnZ2dTDVavXo1amtrkZeXF6Ee8TZILNWGxnCmzBoMBpGcnIynnnoK\n8+bNw1tvvcXuPTg4iObmZrz77rsYGBhgZVToPcxmMysxSRsNeS35nNTh4WGG\n3CK0ijAWaLFY2FxptVqYzWYm2fiSj/z60Hrz701QQUquj4+Ph06nw+DgoKin\nmDZTPmvFbrdHqJuEHFKr1VCr1RgaGoqAc9JGbbVaEQ6PJRWEQiGmKhsMBixZ\nsoSBZbxeL+x2O1Oh+cbjsMW87WL0nZubi88/34uysqkx112UMUmNDYXCUfVS\nxZiG7z8bNfZ0jBwMBnHy5Ek4HA6meoipeDyChO4vPFJdJpNBo9GwE6p8Ph+c\nTmcEeFrMcKeSIikpKVCpVLjhhhtgNpuRlZWFDz/8EOvXr0coFMI111yD5OTk\nqLIh9B48U9A78IADvvEV3Pk5u/zyy6HRaOByuZCYmIgHHniAqZ8PP/wwRkZG\nWFyT3tdoNCIYDCI1NRUej4ehgjweDyvCTLt+MBiE3W5n5TUkEglGRkaY1mEy\nmaBQKFgtp+Hh4Yh6PmLpXrypIdZP0pIw1+Ro4Ws0iTEAzQ8fFyVVOi4uThQx\nxtMGSf1wOIzKykokJSUhEAigqakJR44cwaJFi9hpawSmF9LrRNXZhIQEtinF\nSqIWZUwq4pycnDwhNTZW5sDZgg2ov7OzEwcOHIiZvkPXiqFLeJWHxkKFncmG\ntVgsrG6s2A6mVCqRk5ODjo4OVFdX44477sDMmTMhk8lw6tQpbNy4ES6XC2+/\n/TZmzpyJzMxMhvbgG6k2FPcVzrlwjoRH4PFzRg6R8vJyDAwMYMOGDdi2bRva\n29uh0+kQFxfH3otsN3o+nYimUqnQ39+PcHisIBqPUSVveTgcRlJSEmQyGQvJ\nBINBjI6OMk+nmHZBtMLTzXg2t1wuR3x8PMLhMLM5yUlDR2CMdx/qpxiiTqeD\nw+HA6OjouNksSqUS/f390Gg0WLJkSYSK/9hjj2Hy5Ml46KGHkJycHFHwWbh2\nYvH5WOqsVCpFSkoKOju7kJCQIKrOijJmKBRCd3c3pkyZGlXGfjw1djyGjWV3\nnkk2elVVFSsVOZ7X9WzCJ5SLaDKZWKV33iFFHuOhoSH4fD64XC74fD709vYy\nle/xxx9HT08PmpubmXQ+nUdWOH8EKOCvJQIRqkg8EuXo0aN49dVXcfjwYUYE\nDocDPp8P6enpLKamVCrhcDiQmJjIbEJS9wi2B4wltfNhhvT0dMTFxaGp6cvA\nuMPhgNFoREpKCgoLC+F2u3Hw4MGoPEixFgulo9VqmTpOfV6vl8UMKaQmdDYJ\n6Y/ipSTNx/PYh0IhGI1GpKWlITs7GzNmzAAwtoHW1dUhLy8Pc+bMYRA9qpUs\nbKQhjKfOCnHdqalpqK2tRVnZVNF5imJMiWQMVOD1+pCUlBQFwaOX5SeIVyN5\n17UwTihGqLFUYtp9RkdHGVCc1FixxT4TIhDrJycEudd50HJcXBxTjQYGBpCR\nkYGCggIcOnQIQ0NDmDp1KpYvX46EhASW6kbjn0jmw+neQXgPvu/yyy9HQkIC\n7r//fnR1dbHfxMXFIRAIIDk5mW0mZrMZSqUSg4ODUKvVcLvdbDOic0Dnz5+P\ntLQ0fPLJJ1iwYAFWr16Np59+mqnV9H4qlQr33nsvli9fjs8++4xVm9DpdCyw\nL1TFY0H2tFotjEZjlE1JWg1Vu/D5fMz+54UED82TSqXMh8A/Vwj/k8lkMJvN\nWLlyJW655RaoVKoI9b+0tBQrV65ERkYG6xfakzRW2ox9Pl8UA1L2FQkmGufY\nBumF0+mEXq+PDsNFE4IUfX39MJvNUaACGoTwKAAyuHnRTU24k/BYRaEtJ8bI\nVNZhvNjQeP1nEtfkx0ZODZKKAJCUlIQ77rgDixcvxu7du6HT6TBnzhzk5uZG\nVAmkzYQWSGzuztTJc6ZNIpFg1qxZmD17Njo6Othc0Aba3NyMQCCA2267DZ2d\nnaivr2dH6A0PD7Nj2Umq3nTTTaioqIBcLofZbIbf74fdbo9a79WrV+Pqq6/G\nZ599hieeeAJut5ttBuS9pMJd5F3l55wIlWiHtBG+UZXEYDDIKuMnJCSw9/Z6\nvczDTiAAvk847zz2ODExEYFAAElJSVF5rvTuH330Ef793/89IvWMD80IG6WE\n8elvVBtKaNZQAkVfX79oiUtRVba7uyvq/EOaKN7DxjdaWLHgtLBGDy0Wj1Hk\nn0G2nkwmQ1NTEzuVS6gGxlJreKIdzxNKfykFiIjU4XCwxZDJZPjBD36AW2+9\nFcAYfjcuLo6pVxMBBvBjF45jIrA3KjlJanY4HGaSTyqVwmg0IhAIYP78+UhK\nSsKbb77JDnf6/e9/j7q6Ouj1egQCAWRlZTFJVVRUhLKyMiiVSvzoRz9i3uxn\nnnkGf/zjH7F//34Wrjp69CicTic7IrCrq4tpFxKJBC6XiyU36PV6hs01mUxM\nfSbbl9IIYwHgqZ82Et7rTtKM4qZicD+yV1euXImPP/4YKpUKdrsd+fn5KCkp\ngcfjibIB9Xo9Nm/ejPnz52POnDnsflSKVYzWfT6fKMPy6izf0tLS0dXVhUmT\n8qN+E3WXMTeyHdOmzYy6eLySgmLERf8XZqbTi/AoHurjS/8LSzzQpiDU44W2\nGd8vxF4K42n0zoT24bMQ6FDb6dOns2vpBOlYjBarPxYDTrRJpVLU1tbiscce\ng8fjYYipkZERJCYmIjMzEw8++CC8Xi+KiorQ3d0Nq9WK559/Hr/5zW/w2GOP\nYePGjaiqqoLNZoPD4YDD4YBcLsecOXNY1Qmv14vR0VHEx8dj2rRpePzxx/HC\nCy/g/fffh8ViQUdHBzZt2oSrrroKv/jFL/DXv/4Ve/fuZfZrODxWKc/j8UCj\n0bBQTWZmJtxuN3p6euD1epmk421Lfp6Ea0WOKdpEea8rOW6EaqbJZML3v/99\nTJ8+HVlZWSgpKcFDDz2E3NxcZGdnM3rj14YqU+j1+ojyNLShxKL1WF5bsf6U\nlBQcO1bPaJ5vcuHNxwLQEhiN0QWfYsUcJ8qwsRxFNKE8JjI7OxsZGRloamqK\nqvnDv7RYvxgz8MF1fpyEkSWoYHZ2Nh5++GFmN4otBgWwxbzKvJ0hRCIJ50Ks\njScxKWY3MjKCU6dOARhTjbKysrB69Wp28prNZkNXVxcefPBBpKWl4fnnn8fC\nhQtxyy23wO1248MPP4RKpUJpaSlUKhU6Ozvx6aefoqWlBR9//DG8Xi8qKiow\nc+ZM+P1+tLe3Q6VSwWQyIRgM4qWXXoLRaMSSJUswZ84c1NTUsPipTqdjIQZK\nj8vMzERCQgILi5B2RCGRWN5qISaVn0ex1DMeCELlYebNm4f4+HgUFRVBqVRi\nyZIlqKqqwssvv4x/+7d/i3BO2u12bNmyBUNDQ1FOy7NhwFhF4ShU43A4olBA\nUYzZ398Ps9kyIe/qRBl2PPVNqAampqaiqKgIjY2NokQayyNLIIRYDBurMrtC\noUBxcTF+8IMf4JJLLmGIDyFKiI+V8s8gdU6snIrQcUbX8wglvl9sMcPhMHp7\ne1nAnOx9s9mMBx98ENOmTYPD4YBer8fQ0BAOHTqE+fPnY926dZgzZw7+/Oc/\no7q6mh3JXlhYiB/96Ec4ePAgNm7ciHfffRdDQ0PMgdXW1ob169cz/4FGo0Fy\ncjJCobGzRwcGBtjY2tvbWd4qxUoNBgM7U9Tj8eDkyZOM0cipRhhbsQ1WyGix\naIn/v3AjPnDgAB599FEkJiaioqICa9euxQMPPACHw4FXXnkFlZWVmDt3LrvX\nu+++i+eff55tKsI2UQYUi99Sv8USh/7+/qh4ZhTX9Pf3Rx2SSoQlFiahyZhI\nEd7ThROEEKbJkyefVTrXRPrp+XK5HGvWrMGiRYvYOPh0Hv5DMTMqRcKXJBF+\nCGFD9hT9m0D8ZFPTPcTuS9e2t7ezFDraOMgrTCqYQqFASkoKrrzySmi1Wng8\nHkyaNAmrVq1CWVkZli9fjnnz5sHpdEIul6OoqIid+Sks/UHZPgRnHBwcZGfN\npKSksHSpqVOnwmQyMTuSgOF+v5/RFDlPAoEAEhIS2FEYE0VFTbT/wIEDAIBV\nq1ax+S0uLkYgEEB3dzeCwSD+/ve/47HHHsP69ethMpmwcuXKiFpLPENNNOWQ\n6F7YUlJSWM1avkVIzDHExzCmTp0WdeFEpR99F4sxJyJhFy1ahL///e84fvx4\nlH3Jj0FsMsRarOuJENPT05lHOtZCTzRxNxZihRiSMKa8w0Mse0cqlWLWrFk4\nceIE9u/fzzyLP/jBD2CxWODxeBgonUDjvb29cDgceP/997Fq1Sqkp6cjGAzi\n2muvxfvvvw+1Wo2ioiJ861vfwoYNG6DT6TA0NASdTscqR1DFNxovBe9/+9vf\noq2tDUlJSaw0h0wmg06nQ2JiImw2G3O2kKaiUChgNpsxNDTEkphjFRabaIgp\nlkOQEsj56oRTpkzBE088gYqKCuzduxdbt25FMBhEaWkpbrnlFkyaNEnUmRNL\nAgrDQsLvxGgmMTERx483RIXYJIGAj43e5XJh69btuPLKK6MGROqcGDqFPLLC\nCRJzEwNjXkWx059iPcPn86GlpQW/+93vsHPnzggbVUx9IOIRmzzKSBebbIVC\ngSuvvBL3338/c/KMNyaxflJXhfN3Nv0AokwHHp3z2muvIT8/n1UufOedd3Ds\n2DHY7Xa2+fl8PvzgBz/A97//fdjtduYsonvQ+SUEN2tra4PRaERTUxMsFgub\n92AwCKPRCIfDAb/fj8TERHaCNA975NeAskDcbjdGRkZYP9moBFDXarUsBit2\navh4aylWXV0sH5JA97/5zW/wrW99CwBYpovL5cJvf/tbpKamYs6cOSgpKWFg\ndZ/PF1Wu9WxoOBafBAIBfPjhB1i6dEnEmTWMGqRSKex2OyvnRzYMPZhQ+EIJ\nyadZ8ZN5ukz0iQbgJ0+ejOuvvx6NjY0My0nPFlugiUjRUCiEzMxM3HXXXbji\niisiYpPjQcAm8g7jvVusFuv+crkcDocDu3fvxkcffYTExEQ0NzezUpWkUtEJ\n18TcwpKLVIWwv78ffr8fycnJzNah07S7uroioIo8vI8fo5iaNjo6yuB1dB2B\nBfr6+tiRhx0dHeMWgqbnnKnjTOx6cmy++uqrKC0tRVZWFmM4uVyO/Px85Obm\n4pJLLhG9TywJKHbStTCbheaHB2nwoUSVSg2bzQaDwcDmUc4/aHBwkNVJ4XPY\nhAFafiEodsO7p4HxGZZ3jvDinwK3sbCzmZmZyMrKQmVlJd58800m/mkjISD1\neFnuPJCcxjd16lT87Gc/Q3l5uWgcdrzFFyOkiYRETsewQs+vVCpFTU0Nnnvu\nORaeIFC58NgAsoVqamqQnZ2N1NRU5ObmMkZtbW3F8PAwpk6dGiEVwuEwUlJS\nEAgE0NbWxuoEk4QExlA5RqORScJY8yNcf71ez7yyAERtOLE5OtNnjLcGUqkU\nzc3NOHHiREQJSqlUim9961vQaDRRDkOyrYX2I4XWhFU1YtE3j0zi/ShSqRSJ\niYkYGhqKKN8j51/GZrMjLy+f/YAa7WZiHllCAgkngg8/8C8kLFHJMzrvLeUZ\nnXaapKQkFBQUYPLkyVAqlejp6QEApmZR1XYh0sRgMLAJLiwshMlkQm9vL0vd\n+va3v42ZM2dGhXfE0En8e8fC4J5LhhX+xuVy4bnnnsP27duhUChYLV+xYsIj\nIyNISkrC559/ji1btkCn02HdunVYuXIlVCoVHn/8cdTU1GDevHlYuHAhcnNz\nkZmZiaamJmg0GshkMjQ2NkKlUrGYI7n3R0ZGYDab2eHCYuMXzg0PUif64pFh\nxLhE9NSElQr4bBLabIXzLzZ3RCtHjhzB/PnzI64xm81MnefvRbTKS3NSrwma\nKHxvPseTb6TNiNmZLS3N4uESgj0J1R3+hrEmPxbB0Q4udNhQuQe+kYQVvhAt\nhkKhQGJiIi655BJUV1dj9uzZeO+999hEjoyMMLuAstd1Oh2WL1+OG264AV6v\nF0ePHkVlZSUKCgowODiI1tZWPPXUU3C5XBGqML9ZiIU++M1CbEMSY8JY/bTr\nCp9BtgoRBAEy6PBUk8nETjwm1I8wpkq/oYJSXq8XTz31FN58802Ul5ejtbUV\nbrcbu3fvxqFDhxAIBJCYmAir1Qq5XM5qCIdCIQbAUCqViIuLg9frhVarxZIl\nS+D1evHhhx9GZecolUqkpKQw1S4UCsFms7H1J9geSSO1Wg2DwcCOkqeTyIlB\ngsEgs0kpRzKWRzeW/UnJ30K4KSV6C9VpYnzh+ggTwfnrae7FHHdivGQymTE6\nOhrhAGKjINc7b4DyCxzLM3k2duREbTMe3SOTyVBfX49169ahpaUFhw4dYl4y\nKj2ZmJgIrVaLH//4x7jxxhvZrjZnzhwmxTMzM5Geno633noLx48fF10UcmzE\n2iyoZik/1nA4LOrw4jHGwnvFKjJFeFAiDrfbjXfeeQejo6PQaDQR1RxiJSJT\nriWNeXR0FMePH8eJEyfY+9J3hAKiEhuUGHzq1Cm2gTgcDng8Hga8TkhIwA03\n3AC73Y5PP/004hxPYMzOVCqVLGxCsWKz2RyFj6VMH7Kj4+PjEQp9eRK5TCZj\nJ59lZGSwTSmWRiPWl5SUhCuuuCKin5xfp8tcEgoYsX76TizyECtUp9NpEQyG\nWOI98EUc80tso1KUeM7GATJe+ypxqUWLFuHKK69ER0cHrr/++qiME4lkLOs+\nOTkZFRUVEUwiFnwuLS3F0NAQc/9PdEykEYz34a/jcZ7CGrLCD5kPEokEra2t\nuPvuu/H2228jISGBna3CI4rEPnwqlpi/gNR14ThtNhvS09Oxbt065pSgeabs\n/56eHrzyyiuoqqrCf//3f+Pee+/F3LlzcdVVVzHzgWoHUSyUGI2kMN8IBTQ6\nOsrsULlcDovFwtLWCIZI2NxYx0SItVAohKlTpyI1NTVCVQYg6sThaVWMDs4m\nhi4m3cdi1GNgBuYke+SRnz8qlUrR29sLt9uD3NzcqB/GcsqQY0IM5UJqlJCg\nY03meM8QYhXlcjn279+Pyy+/HDabjR0zRy/v9/uRnp6OtWvXRnhY6dn8M9LS\n0pCQkIDs7Owo6SXc/fn3iPV+sbyLdCyEsIklQ/Nzq1Ao4HQ68cgjj6Cnp4ep\ncXTmCGk6YsnJAFjsUQi4551DVCOVwgfUb7fb8e1vfxspKSnYvXt3BMERA4+O\njuLUqVPIyMjATTfdhMrKSphMJsyePRsJCQlIT09neZtlZWWwWq2sGh9/bDw/\nJsLbUhyWSkoS88jlcoyOjsJgMMDlcolmKfEqJdFdZmYm7rvvPlRXVzPQA90v\nVhUC0lZiQS9jJXXEkpix6L+7uwcqlZJ5xeX0g5ERh2hNk/HUUkpvEh5RPtGi\nveNJWDFpXVhYiAULFsDj8eC+++5DU1MTamtrI4iztLQ0oiyK8D14JwQdICuR\nfFkyk68fJDamiWoKXwW8vmHDBjQ0NMBisaCrq4vlPVIhK6fTGSUB6JmUjkWq\nKjGXUOWlv/w79/X14dVXX8VPf/pTVFdXY/v27aKB+9bWVrzxxhtwOp2orq5G\nZ2cnbr/9dtx///3MDqZN6e9//zteffVVVjlhvLkiW95msyEQCCAtLQ1arRZ9\nfX0MmWQ0GmG1WhmSivIxaUMPhUIsX/auu+5CZWUlnn32WUyZMiXK/xFLNY21\n5hNVWcezP/V6XcRZpYx1XS4n4uISopKdaRFjQZCCwSCGhoYiCjJPlKBPR7xi\n/WVlZaw0xNVXX42jR49GTIowC4TgZE6nk1UrqKmpYd7ZGTNmYOHChZDL5RE2\nx0Q9rOdqQ6L5PXnyJP7yl78wBA7FD0OhEKxWK1wuF4xGI9RqNbMn+fvzjhWC\nBxJulRxSZPfpdDomQUjKHDlyBB0dHXjggQdw4sQJtLe3x4S8HTt2DGq1Gn6/\nH//xH/+BNWvW4JFHHolwtFx99dUwGo34r//6L2g0mggPrNh8UO5kQUEBiouL\nsWnTJrhcLoTDY2VDU1JSWEyS4rE5OTmMYWfOnIlrr70WkydPZo7NG2+8MaqW\nVSy4KU9TYv3jee3FeIY2FJ6/pFIptFodBge/xB3L6Uu328N0fyEom69qzT+Y\nSlPY7Xbs378fs2fPBjDmSCKIGd+IqIQvIhawpuuE3k8+/Ycmhlc/6e/Ro0fZ\nMdwSiQS9vb2sLOVjjz2GjIwMVFZWQqFQoKurC5988gl27tyJa6+9Nur8SuEE\nCw/VEQbZxeJqsYD2Qk8w/x0ANDU1Me8s7yihPMZgMIjh4WHo9fqIGj+UU6hW\nq+FwOOB2u5nTZXh4GFqtFnFxcV9Uq/AyjC+p6ERYw8PD+N//+3/jySefxOTJ\nk9HW1hZTdRseHmbeWlK1he8pkUhQXl6Oa665BsCYNtDS0hIR9+NNCYLNxcfH\nQyqVoq2tDfX19YyRQqEQk6JqtRpyuRx33303SkpK8Pnnn2P16tUsZ5UvJkZ2\nr5DWxLymsVBYFJrj15CYOJbXnnhCKGW1Wi3cbjfCYQ5gQIWXTCZTlP5Lto4Y\n5I7CG0lJSSzZmL4Ti23SgMQyNSgkIvRyCkMG/ELTBJaUlKC0tBR1dXXMHj1w\n4AC2bNmCpUuXwu124+OPP8bWrVtx5ZVXsgLWBLROTU3FTTfdhLq6OkgkEtTX\n1+PTTz9FYmIi2+F5O5dCGUKG5Q+fES6GWLkRkuJiC0jMFRcXh6GhIQaeoCwM\nCjsRsZB3lq9V6vf7MTIywq7lf+d0OlnGfXx8PLsWiIQthsNhNDU1YWhoCOvW\nrcPg4CCqq6sjiFdY9XxkZASzZs3CbbfdFkGk1JRKJX7wgx/A7/dj3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