{"url":"https://api.github.com/gists/4459071","forks_url":"https://api.github.com/gists/4459071/forks","commits_url":"https://api.github.com/gists/4459071/commits","id":"4459071","node_id":"MDQ6R2lzdDQ0NTkwNzE=","git_pull_url":"https://gist.github.com/4459071.git","git_push_url":"https://gist.github.com/4459071.git","html_url":"https://gist.github.com/mbostock/4459071","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4459071/raw/bb2e9f7d807f6705fd081ce19a9707712098ad57/.block","size":64,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/littrow\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4459071/raw/6f1686375d91e32d6079c41d494f57ef4f9617b9/README.md","size":202,"truncated":false,"content":"The [Littrow projection](http://en.wikipedia.org/wiki/Littrow_projection) is available as `d3.geo.littrow` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4459071/raw/7559286e77715ed121c772df17d9f2cff98d101a/index.html","size":2027,"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 = 840;\n\nvar projection = d3.geo.littrow()\n    .clipAngle(90 - 1e-3)\n    .scale(235)\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    .extent([[-90, -60], [90, 60]]);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nvar defs = svg.append(\"defs\");\n\ndefs.append(\"path\")\n    .datum(graticule.outline)\n    .attr(\"id\", \"sphere\")\n    .attr(\"d\", path);\n\ndefs.append(\"clipPath\")\n    .attr(\"id\", \"clip\")\n  .append(\"use\")\n    .attr(\"xlink:href\", \"#sphere\");\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(\"clip-path\", \"url(#clip)\")\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(\"clip-path\", \"url(#clip)\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + 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P4m9/+xva29ths9nirHRP\nTw+OHDmCadOmQa1WjxpXKDRSzvb888+jt7cXMpkMu3fvxpQpU9DR0cHmIhgM\n4je/+Q3C4TDDutbV1WHx4sXw+Xzo7OyEzWbD3r170d7ejkAggOrqajz33HPI\nycnBCy+8wHiOAMSlQ8hTsdvtMBgMUKlU8Hg8AMBIwfh5nWh0lazngQMH8eUv\nfwX33///cMstn/6niNx+rKtLBEFAW1sbDh8+ihkzZmDmzJkTrp7gJRgMskjg\nRK+TKkKZqfT39+P999/H//7v/2JgYIAtKqPRiJdeegk1NTVobGzEE088gUOH\nDjGgO4lMJsPs2bPh8Xhw00034b777osb1969e/GTn/wEx44dQzQaRV5eHpxO\nJ4LBICtwTkc1snDhQhw9ehQul4tB7Sixr1KpcP3110OlUuG9996DxWJhZ02T\nyQSHw4FgMBh3TYlEgpycHPj9fkSjURiNRthsNgwPD7NrT2bghniK1q1bi4cf\nfghTpkz5WAeGPpYWk1zXw4cPo7u7B6tXr4bZbGYcqZOF3qGFmGlVSSqhRTSR\n58rNzYVCoWDBJHI7DQYDw8TOnDkTs2bNwpEjR0ZZ53A4jMOHDyMQCMBsNuOu\nu+5i44pGo9i6dStTaKPRCKlUinA4zJQ3XXohEomgoaEBHo9n1BgpkvqnP/2J\nwflUKhWzvqmCN3xqRCQSwWq1QqfTIRQaIbKeTItGG08gEMBf//o6Wlpa8LWv\nfQ1LllwO4OPp2k7MVFwEEYlE8PsD2LFjB5zOYaxbt57hWym8PlkTOVlMbpMR\n9XM6ndi1axeGh4cRjUYhkUiwZMkS3HvvvTCbzXC5XHjmmWfw9ttvp1QiQRBg\nNpuxfv36uM2mrq4OO3bsYMowMsf+jJ6Zzn/E/pduDohE2mq1MmACWWKef9Zg\nMECn050nuXZjeHgYbrcbDocDZrMZarV6UpWFd4tFIhFOnDiJr3/9G/jTn/7M\nNo+Pm3ysLKYgCLBYrHjzzTcxa9alqK2tjXPHiOo/FApN2MqxCTiv7BO53mSg\ngBobG3Ho0CG43SMF23fddRfuuusuhozp6+tDR0cHZs+ejZMnT0KpVGJgYCAu\nj6pQKPDQQw/hpptuYr/r6enBK6+8ArvdDkEQGLbUarWOQtekSuKHQqEx+W8T\nrxUOh+F0OhEKhZCTkwOLxQKJRAKNRgO/34/BwcFR3/P7/bDb7VCpVCxYNFFJ\n3BSAC9H9J598Eh0dHXjggY0wGo0fq3PnxyZdIggCOjs78b//+38oKCjE2rVr\nky5ychv5kqKJ3pdcusnKRY5HxGIxfD4f8vPz8eUvfxk333xzXOojJycHK1eu\nREVFBTQaDWw2G7q6upjFp+CTSqViMLl3330Xf/jDH9DT04NYLAa5XA6JRAKb\nzTbqfJUOCC4IAuRy+ajkf7LvJ15DpVJBIpHEtXbgg0O8UKScItwTtWbp8qAi\n0Qi/04kTJ9He3oHZsy+F0Wj82Li1H4vgj0gkQlNTE06dasD06VWYPr0yLYqF\nKCuyJUtOJRSmn4jVpH4kY9FopBsTMaynukZXVxcefvhhtLW1Qa/XIxAIoKSk\nBAUFBVAqlSxqbbFY8PLLL6OnpweDg4NsIyPy6fb29lHXJsB54sIkYLlYLB6F\nYR3r+7FYDHq9HtFoFMPDw+z3qa5B7rDBYIDVap2QBaNzZSYBnlgshkWLFuHx\nx7+JSy655GNR6/mxcGWPHDmC3t5+rFu3jrlu6UQkErHgxWS4tNScZyIpj8lI\nm6RTSr/fj1dffRUOhwPXX389Nm7cCJ/PB6PRCLVaDZlMxsq2nnjiCdTV1cFk\nMsFsNsNmsyEQCDB3ljC+iZJMKWks6fK0qXKOZCGpDUMmrjAdLRJpScbzPrJB\nDB04cABf+9rX8cQT38Tll1/+D7ec/1DFHMkxHYDLNYw1a9ZkhVqhkPpkIXgo\nQjuRdMxEiqf5cyqd93jX8Pjx46ioqMALL7wAuVzOAmKkPKFQCHa7HfX19Th6\n9CgUCgVzPQsKCuD3++HxeBhLfLpFSxufXC6HUqlk1pkCOsk+n/h7QRBgMplY\nq8CxlGwyaypTudVjzX9TUxO++c0n8Pjj/4GrrrrqH6qc/xBXls4SdXV7EQ6H\nsWLFynErxGTlIsk9ngj7HSF1MrHifC9M+jdfYUHzRP/R2Yv+Rq7z5s2bMWvW\nLBQVFeFHP/oRtm7dOor7Vi6XQ6fTsbZ6PT09o1IlfFVHfn4+wuEwfD4f/H4/\nRCIRFAoF5HI57Hb7qOsni26LRCLk5OTA4XAgEomwDSfVeuA3Rr1eD4vFMq53\nkI0Lm+q95OXl4Zvf/A9ce+21GOkZ+tHLP8RiRiIR7Nq1C2KxBKtWrZ5Q/o+P\n0k7E9eEX53g3iVTVJrwS0n98p2g+pUCY0WTjTLwXnfsefPBB5Ofno62tjQVM\n+N3e5/OxPpparZZ1+SJFJAtDzxUMBuH1eplSxmIxDA8PQyqVoqioCA6HAy6X\nK27uEi2wVCqFTqdj3w+FQuyeie+J/z65sFKpdFyVOxNFDFFVz/e+930Eg0F8\n6lM3jftaE5GPXDGj0Sj27NkDpVKNxYsXT9jS8YiViaKCJBIJA1ePR8l560Y/\n+UVCz0qlU4kyVj40Eong3LlzrD5y5syZrJyqr68vZWSZlMPlcjE6zJycHLhc\nLsZ+R5Y7Go3C7/dDKpXGMeNR5UY0GoVerweAuIBO4nOLRCIMDw+ztIxcLofB\nYIDH44HP54t7TtoQ9Xo9Ww9EcZLNe0iWGhmPiEQiWCxWPPXUjwDgH6KcH6li\nxmIx7Nz5ARQK5aQoJRvEeYWaKPqGd4OyPbfGYjHWtZksOFXk86Dsse6fbrf3\n+/34xS9+gb/97W+QyWRQKpUIBoNx59p0i5Ku73K5mEVKDNxQGZjBYIBSqYTP\n52Of9fv9rAlvXl7e+ZbzQZa6StbIlsbj8XgQDAZZdQopOW/hZDIZAoEA2xyy\nUUrexZ8MEYQRNNJTTz0F4KNXzo8sjxmLxbB37z4AIlx++eWTinkFLriRfGvy\n8Ug2JWHRaBThcDguikghf+q6nKlSkqTbFGjhhsNhFowh1zDTaoyR3p2KuBKr\nxMCLSCSCUqlETk4OpFIpKzkDLpBlyWQyqNVqNl/0PQIRaDQaeDwe5o7SpkDM\n80ajkVlKmUwGnU4HqVQKh8PB+nBm884uBms7odCOHTuOoqJCVFVVTer10977\nowj+iEQi7N27Dz6fH6tXrwYABjubTDhUNsGXdJIOlE6WkYIL5J7y1n+8LRQy\naSlA57Xe3l48//zzcaViNK/pRCKRIC8vj+Ud6fxJHocgCCz3SFyywWCQtYAP\nhULw+Xxwu92QSqUwGo1sQ/R4PIz60ufzxQW2EvObMpkMBoMBCoWCKbBKpWK5\nUJfLlfEZ82I1yaXrRiIR5OXl4T//8zu4+uqrPxKE0EVXTEEQcOzYcfT3D+Dq\nq69mOy8t7lTnrfEKNVidSAolmYLT73j8ZypXfCLVJtkodW9vL+655x40NzfH\nAdZTCSXvCe5G7Q3kcjmGh4fZ2VqhUKCvry8uzSESiZCfnw+HwwGfz8fSVdS+\nIBwOIz8/H9FoFH19fcyKk9fAR6BJyPr6fD7mVpO1VqlUGUVm+drayRLeAtPz\nxmIxVFRU4Ic//C8sWrTwolemXFRXVhAENDc349y5Vlx11dVxloAW9WTA4RLv\nSbV9E2VaJ/eLANwUuBnr2rQIx6OY2VCVaDQa6PV6nD59mtE9pnIBY7EYcnNz\nGSSPz5VqtVpmncLhMAYHB+Oip/RdajSkUqlYdFcikTBXNBwOw2azjbKOFO2l\nDQ24sPh9Pl9csI2gg2RJ08lEUyPprpm4iVAxe0NDIy67bIS282LmOS+aYgqC\ngK6ubhw9ejxpwxn6DDC5ykm7bmLhbTZCFoDyilKpNOtc6XgCSHRvWhyZjHX6\n9Oloa2vDyZMn0yomWSJSLqPRCK1WC7VazegyCRJIhdaxWIwxJyiVSvT19cHn\n8yESicDtdjPQgsfjgSAIDNSQDLXDu7SUDkn1rDqdDn6/f1QNZ6JMVhQ28ZqJ\nSsnP4dDQINra2rBo0ULo9fqLppwXpexLJBLB4XDgwIEDWL58OQuvp5oIykVO\nZjkXgKwJmSnKGAqFIJVKmUJmu2Gko1zMZO6y+Z5YLGbWbCyxWCzMzbZarfD5\nfOjv70dvby9TKIvFglAoBL1ez4I4+fn5AMDSP4nnR5lMxhr+6PV6RoVCUWmK\nUNOc0LmNorK8ByISieByuRhCaaw5nszzXjqlvPB+BOzffwA//enTjCj7Ysik\np0soWLBr127MmTOXvdR0Qi+HFGIyBiuVStkiHOt6ZCFjsRirhCAZb340sVIi\nm+9lo5ixWAw9PT0ZuXM0NpvNxtIfEomE3U8mk2HBggWYOXMmdu7cicHBQej1\negwNDUEQhLiuXzz8UKvVYnh4mJ1J1Wo1TCYTC/BResTpdDLviIAWAOIAFvy7\nSDdHk32uzEQpeXnrrbdRUlKChx9+aFLbbrB3NdkXjMViqKvbi4KC7MLLNLjJ\nUk4K3aer3aQIZzKFpGcaL+AgFVA8k+fOxgqEw2E4HI6M+It49FGiBQNGCpg3\nbdqEYDCIc+fOQSaTYWhoiJ1fdTodNBpNXEAnEonA5XLFgQE8Hg9TYAo4+Xw+\nmEwmWCyWUWPkn4muLQgClEpl0nPmZPcqyVYpgZF1+sILL6K8vByf+tSnEItN\nbqR2Ul1ZQRBw6tQphEIhzJ8/f1wTNJluLVnLRJeWFJIsKp27EmUiO/N4F0+i\nxRzrGh6Ph0VBE4UWG1mgSCQCv9+P0tJSPPDAA/jWt76FsrIyprB5eXkwm80o\nLy/Hxo0bUVJSwsrFDAZDHAuA0+mERCJhvEGJQtek86bf70ckEoFCoUipBPT5\naDQKu90OtVqN3NzcUcXy9NmJCuWds1VK+q7L5cLPfvZzHD16dNKt5qRZTKoK\nP3u2BWvXrhv3g062W8srOikZBYYySUvQ98fjkgLZsxrwz9Pe3o6XXnoJGo0G\nLpcL4XAYxcXFLDBiNBrh8/mYq5ko8+fPx5o1a9DU1IT9+/fD4XDghhtuwIYN\nG1BdXQ25XI6CggJ85StfYdQera2tqK2txfz587F//34cOnSIoXYIDA+A4Wnp\nXaUS2hAkEglTprGUgM76FouFUY24XK6sCaDHmudk0ddshAKcTz/9P/jpT3/M\n0FCTIZOimCOETH7s3bsPixYtHhdVPy988GaiIATaFXlXK5vkP78YsoUQ0ovP\nVjEFQcDJkyexadMm1NfXjwrb8/A5SlUQZQgARpr11a9+FYsWLUI0GkVzczOs\nVivmz5/PyutCoRAqKyuRk5MDt9uN7u5ubNq0CU8//TSqq6txxRVX4M0338TA\nwAB8Ph+8Xi/ra0lpJJ1Ox2CBqcZDzAqEXMp0oyPLaTKZWCu+yYrCTlQpL1xn\npJbzt799Bl//+tfSRpuzuu6Er3Be9u/fj7KycpSWlk7K9SiBPxnkW+S6Atkp\nJf8s42m5N16YGNFW0qbAU3OQR8HPj81mg8PhgNPphNvthkqlglKpjEMnzZw5\nE0uXLmVKuXv3brz66qvQaDRYvXo1m5PGxkbs378fAHDZZZfhq1/9Ki655BLI\n5XKWcqGN0+PxIBqNoqCgIOU46FkoMltSUoIVK1YgPz8/o/cQDAZhs9kYZG8y\nZLLTLNFoFK+99he8/fY7k5ePn/AFBAHnzp2D2+1OywI+HpmochLEjRbIeF/G\neF/kRPCbBQUFmDt3Ljv35eTkpH3pkUgEwWAQTqcTdrsds2fPZk1tk8n777+P\n9vZ2mEwmbNy4EVdeeSWzICdOnGDnxuXLl2Pjxo2oqamB0WhkFJM0tkgkwvKj\nNOf8XBEKS6vV4rrrrsOPf/xjPPXUU5g7d25G80kbEw8kmAh45GLA96iS5le/\n+hXOnm2ZlOKMCQEMRCIRvF4v9uypw7JlyzOiBclW+I7E2ZxbI5EIc5l4d3i8\niJzxoHnG23SI7tPU1ISdO3cylrp0lJO0gNevX48HH3wQ999/P3Jzc9POa01N\nDQoLC6HVajFjxgzs27cPFosFPT090Ol0KC4uhkajQVlZGaqqqnDy5El0dnYi\nPz8fMpkMfr8fcrkcfr+fVbtQNFUmkzGAf0VFBa6//no89NBDKCgogEqlgl6v\nh9PpRGdnJ4M68rlRPr/JQwET10U2crEwtTT/NpsNPp8PS5cunbB1n7Bi7tlT\nh6KiYlRUVLDfTbZko5x8fw4+sU3XoSjheEAD46ExGU/TIVqYTqcTb731FttY\n+PrIZN9ZsWIFfvCDH2DOnDlpgfwNDQ14+eWXoVQqMWvWLMY2UFlZCafTiZaW\nFtTV1aGrqwvLli2DQqFAYWEhdDod6uvrWUSbCqFdLhcr41IoFAy+KJfLMX/+\nfDz55JOora1lFJgikQinT5/G6dOn0dPTg6VLl+LTn/40LrnkEhgMBpjNZsbo\np1arWalZ4tj5tM1YcjGVErgQy2hvb0dxcRFqamom5CqPO/gz4sK2wuPxYuXK\nVSwtQTv3ZCsoTSxFa5MJ/Z0QJ0kHfD7Kmi2bHZ86ycZqZovlJIvBt2AnVy7V\nvEajUZSVleGhhx6CTqeDz+fD6dOnodfrodVqYTQa2RjEYjEGBwfx9ttvs3br\nFLFesmQJqqqq8O1vfxvvvvsu6urq8NJLL+Huu++GRqPBwoULodPpWC4SAAvK\niEQiBAKBuD4l8+bNwwMPPIDS0tK42k+RSASz2YyjR48iGAzilltuOU/jMQLi\nP3r0KI4cOYI33ngDPT09KVkhyBuhnHGqfPPFVko+QOh2u/HMM7/DvHnzMHXq\n1HHfc9yK6ff7UV9/AkuXLmULlbo9kQs5WYXQ7GHPM6glU05CjIx134mQeNEC\nyFYxkwWOeNctMTpIZ7ezZ88iHA5Do9FgeHh4FAaVvhOJRFBdXY0ZM2awz/T2\n9kKpVLI8IM97S5UzFRUVbN5I9Ho9vvGNb6C3txf19fV44403EAgE8OCDD6Kt\nrQ19fX2IxWKw2WysdEsul7O2BvR8ixYtwg9/+EOUlZWlBD9Mnz4dYrEYR48e\nhVarxeWXX46+vj689NJL2L17N4v8plvcdE+5XA65XI5wODyKeeFiuq80t3yg\nraXlHF588SU8/vg3x502HJdiCoKA+voTKCgoiIPc0e5OL3ui5VdJH/i8xeMV\nK9sSMmI8yDaIQNHZbJBAPOcNcCHpzxNt0XPQf7FY7HwlQwMikQi8Xi8ApD1f\n9vX1weFwMH7ZG264YdRnSNRqNe6++24sWLCAbXB80Ka4uBiPPfYYfvzjH2PT\npk1oamrCyZMn0dbWBpfLBbPZzADcgUAAOp2OFUEbjUb4/X6sWbMG5eXlKYmw\n58yZg2eeeQYymYyN9cknn8TevXvR1tbGlHkshSKsLsU31Go1VCpV3FxSh7HJ\nFN5KJqP93Lr1TaxatQorV64YF0Ala60Z4UOxoLu7h7kfyR6aDv+TxWLHC1Fd\n0E5PVRDZKMt4Wy1kQj2SSLxFykzA+LHOuGQBrr/+epw4cSJt0Il6i9x9990w\nm80ZbYQLFy7EggUL4jaZxGeaNWsW5HI5nE4nbrvtNuYFTZs2Da2trQgGg1iy\nZAnsdjtWrVoFsViMAwcOoKOjgwWQeHczURQKBUvdEMLnrbfeYi3gM+0HQ/Sa\nBEvMz89n4Ae6r16vh8FggNPpnBQ+oEQrmewzdrsdzz33HObMmT2uKpSsgz/E\nRjB9ehUKCwvTfpZ2FbIWyV4QBWposHRGzISHlBLOlGPLRvizX7YAgGRuMLmf\noVAorqCaFhmVOmUTeMrLy8Nbb73F8oV89yy6n9lsxkMPPYT169czOpNMxkDX\noXGcOHECDQ0NUCqVcDqdOHr0KKLRKK655hoYDAZWDtbY2Ij6+noAwC233II7\n77wTS5YsQW1tLXJyctDa2oobb7yRXUen00Gr1cYhdpKNXyKRoKioCLt27WJl\nZJm4nzqdjpWgASO5VXLn6V34/X6o1WoAE2u7QOfZTIAJI15MPwoKCjBnzuys\nFTMrizkCQerCa6+9htLSMpSXl7NyH51Oh9LSUiiVSrS1tWHGjBkoKCiARCJh\nZxD+bBgMBtHd3Y3f/e53WL16NYqLi3Hw4EF88MEH+NSnPoVrr702rX9OXDG0\nQMfjy4+neS3vwpCS8lUSqdo2jMedUSgUWL9+PSQSCUwmE371q1+hv78f5eXl\nKCkpgVKpxKpVq/CZz3yGKavdbofL5UJ3dzc6OzsRi8VQU1OD3t5eeDwe5Ofn\nQ6vVYt++fbj00ksxf/581k36Zz/7GaxWKy677DKsXbsWn//85+M2X5lMhmXL\nlmH79u3weDzw+/2oqalhFuLw4cMYHByE3W5HdXU1XnrpJTzzzDNYt24dHA4H\n2tvbodPpsH79esybN29UA+LZs2fjyiuvxMsvv5zxmZAUOPHsTRsjzYvD4WBg\n+vHgYvna4UwlEAjglVdewapVq1BcXJTVOTcrxYxGo9i58wMcPHgIf//7dpa7\n8vv9KCgoQE5ODgNVL1y4EEqlEiUlJXj00UchlUphtVrZ4fyll17CkSNHmNvT\n0dEBmUyGxsZGnD59GoODg9iwYQOMRuOoHY4ifFSyRP8/HsjceAJBsVgMXq83\nruYwk9rBbKtUNBoNvvKVr7D/93g86OrqwsaNG1FUVBRXLmW1WvH6669j69at\nsNvtcDqdLO+n1+vh9XoRCoVgNBqhUqnQ1dWFefPm4fHHH8dll12GVatWoaSk\nBP/93/+NqVOnYt26daPGTGfIqqoqhMNh1NfX48iRI1i8eHFci/eXX36ZpaqC\nwSBrlksLc+vWrbjrrrvwxS9+MS46LhKNELVt3bo1jhoznbjdbqjV6rgGvLwn\nxAMh+HNntmskWV+XTL7b1NSMN954A1/4wgNZfTfj1UjpEaPRiM9+9rP4y1/+\nAovFwspyent7MTAwwF7Ahx9+CJFIhPnz5+MPf/gD/H4/9u7di2AwCKVSifr6\nejidTpSUlMBisaCjo4MBy61WK55++mkUFhZi3rx5KCoqYs9BAHSeRZzOnOM5\ny2YaCKKXSy+InpWCM1QQnOr8ydcvZiqJirxw4UK4XC6oVCrY7XaGQd26dSv+\n+Mc/oqWlhXG28vPgcDjiglDUHEgikaCiooLdY/r06fjhD3+Y1LpHo1EolUoU\nFBSgv78fJpMJVVVVcLvd7JrkFZEbSRtWIueP2+3GCy+8gIqKCtx8881xY5wz\nZw5mz56NI0eOjOKfTZwbIB4FlOj+JpaSUSqJytjGkvEW3CfO2+bNW7BmzRpM\nm5Z5+iRjxQyHw2hoaMCCBQuxbt16TJ06FU8//TQrOaLoFz9xgiDg+PHjOHTo\nEHtIGjDVQE6fPp19PrHcqbGxEQcOHMAXv/hF5ObmsgVArGV8SJxSKdlWpFBU\nNFVBNFWjAIgLSpCSulwuFqoPBoNwu91JrXy2ipmsbGzfvn343e9+h507dzIL\nVVhYiGPHjsHlcqUkAEskVybr0dLSgo6ODtaxmvh/kgXEaJHn5+dj6dKl0Gq1\n+MIXvsA8IKPRCJfLxa7NWyq6L59P9Hg8+MlPfgKNRoM1a9YwZS4sLMTKlSvR\n2NgIiUTCGhLxzyGRSGA2mzE8PIzCwkJYrVa2RhPnnZ6b3G2e/iTdmuDZ6Sci\nIpEIHR0deOON1/HYY49m/L2MFFMQBLS1tUEmk7Ezx4YNG9DT04Nf//rXKblZ\neJpHfoHQYKPRKDQazahQdjQaRXl5Oaqrq/HUU09h2bJlWLx4McRiMV555RXU\n19fjvvvuQ3FxMYqLi9muOF5Gdqo+4StBeK7YdOdGk8nE/p/yeskUMFU+M90L\n5ReF1Wpl8Lzm5mYAI4rU29ubNB2RTORyOaRSKQO633bbbWxjpHumKyoXi8XM\nvXa5XFCr1fD5fAgGgzAYDAzMTpY+MTebSMo1ODiIb3/722hqasLVV1+Nqqoq\nCIIAv98Pm80Gs9nMGP3oerNnz8Ytt9yCBQsWwGq1MnKxM2fOYOfOnaivr0+q\nnADgcrkYC/3w8HBSJFWihZ8MGUmfvIUbb7wpY6uZUVQ2Go1i374DmDNnDqvH\nI2zggQMHWJ4tW6FEeLJeiJ/73Odw2223Yf/+/Whvb8epU6dw/PhxvP766zh5\n8iRrE3D27FlMnz6dKQ9Zs2wxrXxBNEWR03H+pCKYTnXWzZZqhA9gNDU14ac/\n/Sn27NkTl9ogRaI2gmOx5Gk0Gsb5mpeXh7vuugtTp07NyP2nowJVmJBbrNVq\n2TmRuJ66u7vjznWpxkbNevfv3499+/aht7cXBw4cwM6dOzE0NIRoNAqj0ci8\nlkgkguuuuw5f/OIXYTabUVpaioKCAlRWVmLx4sWYNm0a9u3blxS+R/PC17LS\nNUlozcjlcuaRZcsIn2p9DQ8Pw2QyYeHCBRl9Z0zFFAQB3d3dGBqyoLa2dtRD\nvv7663C73eN+eL6lN39uvPnmm3HppZdCEAS88sorOHXqFPbs2cNc2VgshrKy\nMvz973/HJZdcguLiYnYNOstke96kYAnhNMcaE688mbycbAHtsVgMhw4dwmOP\nPYb9+/ePijzSJqBWq8esVaT7U6t1r9eLgwcPorCwEKWlpWnHS9aO31RsNht2\n796N7u5uFBQUsA1q1apVaG1tRUFBAaZNm4bOzs604wPAXNZDhw7h4MGD8Pv9\n0Ov1jLJEp9PB6/VCrVbjc5/7HKqrqwGMKBl/jiwqKoJMJsPu3buTzgOPfKKq\nGJ/Px2paySOgAnQeBjpR5RyJmNuwYsVKGAxj5zUzspgHDx7EzJk1DHNJEolE\nsG3btjjsZLaSmNejM9DUqVOxdOlSFBQU4NSpUzh16hT7HMG3brvtNlx55ZWY\nNm0alErlhUFx9ZNjKQ1NfDQaZefTTK1aqpxmupfDn18CgUDaoJPX68VPfvIT\nHDx4cNQ95HI5jEYjs15UeZLuhdMiJuhaJBLB4cOHsWfPHhw5cgRyuRyFhYWj\nvA3a6Pjf63Q6lJSUMOC6Wq2G0WiEwWDAokWLcO211+Kqq65CfX09urq62HMm\na8fHn79JGfR6PaPRlMlk8Hg8WLBgAR555BFWjHzy5Ens2rULL7/8MtRqNXp6\nevDcc8+hp6cnbdCI5lylUiEYDLKa0VgsBp/PB4VCwVgEKQc7kQAQjdHhcKC4\nuAiXXTZ2yZtkrIvZbDZYLDZcfvmFs9SxY8fQ3NyMM2fOTCqFH7mhFP6nnfOz\nn/0so8aQSCTYuHEjZsyYAZPJhGnTpiW9Ft80J5Vy0uLkibiyaU6UbRqErDm/\nE6cC01Nw5vDhw0mfhbp1UVQ8U+/A6/XCbDazCHJfXx86OjoAAG+99RYeeeQR\n3HfffXHfoTygy+WC0WhkwSKtVotZs2aNeodGo5GNa9OmTTh8+DBKSkrQ2NiI\nN998E+3t7aOgjTz4QKPRMI5bk8kEQRDgcrmQn58fxxlksVjw05/+FDabDXV1\ndQiHwxgYGBhzLvjzrtFohMfjQSAQYETYvb297HkcDgf0ej1EIhFrGTFeCYfD\neOedbbjpphthMBjSKmdaxRQEASdOnMCrr76Kuro6zJ07F1qtFm+++Sb27t0L\nk8k0JilvtkJIHiq6jsViqK6uxsKFC7Fz507cdttt+OxnP8toElNJukgtweTo\njMb/LVvQQTbdwfj+mYIgjFm/6na742oQgRFvgBLlfDoh8WeyeaWxA2BtEHgX\n1eFw4K233sKSJUswdepUFgiqr6/H97//fXR3d6OyshLf//73UVlZmfQ+PASv\nvb0de/bswfz58zFv3jwYjUa89957cW38eMginZElEgkKCwvh8XjQ39/PrDJZ\nNQLhnz59GlarleVPaV4zFavVyljl+eNYYsrF6XSyBksul2vcJGsSiQTNzc04\nePAQ1q5dkzYynNaVDQaD+NWvfo3du3fj3Llz2Lt3L+x2OwKBAPr7+0eFxCdL\nVq1ahQcffBAajYYVCdPANm3aBJ1OlxH8jCaaZ2Wn4t1UgR0+Gprp2TEbdzaZ\nEpMLykPtyD3dsWMH3G43FAoFjEYji4TS7s3TPfL5vHT/GQwG1lIv8XsDAwP4\n+9//jqamJlRUVMBsNuPdd9/FK6+8Ar/fj56eHrS0tDCkV+IGxgeJyN0mRNjv\nfvc7vPvuu6xXiVarhUajYWd6mke5XM4sr91uZ7nHOXPmYPny5SyPfebMGezZ\ns4e9h8RCgFRBO74FBuFq0xkYehcKhYLxFWcqlI6j4wvN+apVK9Nu/ilXE1GG\n7Nu3L243a25uZiD1dCRM45FIJILly5fj8ccfh8/nYy3dIpEIrrjiCixatChr\nlgTebaRxjMX7k43VzNadpVIm+k5i7pbv77Fnzx709fUxwDfB4JLNeaJFTCdu\ntzuu/XoiiN1qteKNN95AW1sbbrvtNrz77rtxClxXV4f29nbcfPPNuPLKK3HJ\nJZfEEUfTnCiVShao2bdvH44cOcKuEQqF4HA4mLtKZF1SqRTDw8OsmxhtwpTi\noTNiMBhkhNU86oeCOEQelrgWaJ3RXGWKySXLqdfroVQq0xat0xzwVJt0T5FI\nhEOHDuHcuVbU1MxMee+UFlMkEmHLlr/ivffej/t9MBhkOwa/iCYqsVgMeXl5\neOCBB7B//37U1dXhsssug0qlYhvBeAHrAFirukzIuLK1msn6jfCtAPgemrRT\n88B24tMdGBiAUqmERCLB66+/jl/84hfw+/3QarWw2Wxpd2oa01huViwWYywD\nBPxOtNh0vcHBQezatYud23hyMKlUil27djHc7LRp0yCVSuHxeEaRZ9fX1+Pn\nP/85GhsbR60dymPbbDaEw2GYzWY4HA525pNKpSgvL8f999+PdevWMcUbHByE\n1+tFd3c3BgcHmVJSxFmpVEKpVLI0EoHPkylCNhzAwWAQWq0WCoViFP8xn6Ol\ndZGsOZHX60VJSTHmz69Ned+kFpPoIj788MNRZTv8AkiF6hiPDy4IAm655RaI\nRCLo9XrceuutMJvNAEbOIoIg4Pnnn4fBYMCNN44cnjMRCo2rVKqsainJtcpk\n46EQPF/5wVsPcmV4l1MkGmmdbrPZIJFIYDQaIRaL0dHRgRdffBFvv/02hoeH\noVAooNVqWcv0yZBE8EKiJAID6CfdX6FQMEV1OBz49a9/jT179qCoqAh9fX2Y\nPXs2vvCFLyA/Px89PT14/vnn0d7ezvKS/JmfOGsJ+cOjh6g44rvf/S6mT5/O\nenq2t7fjxIkTuOSSS9j5UyaTwefzsbyj0+mE2Wxmxfup1iX/njK1nHa7HSqV\nCkajkXU344sbxorgRiIRfPjhh7j99s9Aq9Umfa6kiikIAhoaGtDY2JSxe8bn\nk2jAmbq50WgUs2fPxq233gqTyYSOjg5WqweAWcnc3Fw0NjYyCzQWvpUqP2gh\nEDlxJjWYPCQrldXk2caJmCpREZNdl4q6FQoFcnJy2LmzoKAA//d//4cXX3wR\nJpMJZrOZddEi7leycuMVsnjpcKiJn6eFw7ve5AHQOE+dOoWGhgaEw2EGBiF0\nzokTJzA8PAytVss2OrKQifEJSudQtFkul0Oj0bBzq0QiwcmTJ/GjH/0Il112\nGex2O7RaLWt+m5jrJVd3rPWXLSeT2+1mRemUQ8401iISidDY2ISGhkZcfvni\npN9L+jTRaBS7d+/JOhXCU9zTJGY64NWrV6OsrAxvv/02Pve5z+G1115jkxCN\nRvH+++9Dp9MhEomwaCxNSDJJxiNLipxpp2KymolCVJF8F2Y6H43VP5MPTFBi\n22g0QqFQ4IMPPsD7778PvV6PvLw8tuitVivrgGUwGOLOc9kK5QozzcslQxNR\nAITfmHgS6tzcXLS1teHPf/4zjh49it7e3jgXjzanxAVJcEayeiM0HSPEYLyn\n1tTUhP7+frz55psMq61UKlFUVMRggTydSibufaawRro2WW+pVBpX+pfpnLpc\nLuzZsyflswnJvuR0OnHw4MFxv3we5E0KOtZiJU7UV199FcPDw+jr68P27dvR\n39+PnTt3or29Hc8++yyj6idaymR9TviysEQh6pOM8IocnywFbQKBAMtzymQy\nBomjF5XJS6E54ufD5/Ph97//Pbq7u5GTkwO/3w+HwwGHwwGLxcKIrvR6PUpL\nS8fNdk/n3GyUO/GMRPOeCAwhJc3JyUFubi7UajWruqHgFVGgEMMe/325XB4H\nzyTXcNu2bejv7wcAnDx5Eu+++y57B9FoFBaLBTabDQMDA4xqhOdDytTrS1fE\nTh4XWW4yOONFBcViMRw8eJBV+iTKqJVLu1Rra+uEzzSZnkMFQcDbb7+NBQsW\nYHBwEGazGSdPnsS2bdtQU1MDsVgMp9OJnp4e3HrrrWxSSMn4kq90SkkTTOCD\nTFnZvV4v21xSfYfPUaaTVIppsVjQ1dXFUgVer5chg2ihSqVSOJ1ODA8PM6TN\n8PBwxh4A3dfn80Gv10MsFqeFUyb7PV+Nk+zaAGC32zF9+nS43W60tbVBLBbD\n5XKxOadAnFqtjuuETS4lv2ai0Sjq6urwwAMP4MYbb8Thw4dZwyFqOZ945OB5\nlbKxZIn3p/Hy58dIJAK5XA6TyQS73T7uo4VIJMK5c61oaWnB/PnzR23qSVfv\n4cNH4HROblNO/hyaSCdIFpMsksViwcDAAENhmEwmbNiwAR6PB3Pnzo27LrkV\nFNihXS2djFWJwlt8er6xlDibtEmyyouXX34ZfX19MBgMcWF+/lqEFCJqS4VC\nAb1ez4IemQgBs8PhMPLz85lykgVKlsLhheY2ccHzLrrD4cBtt90GkUiEL3/5\nyyznSpsiMBIlp7HS2ggEAlAoFHC73aOe5fjx4zh9+nQcnI7QOOSeU6CH3pvb\n7YZWq4XD4cjIOyBUFp/X5RWShFzXbDbEZO9hxDM9lLQz3ihXdgTcfGjSQQP8\n4EmJqPqfJthisbAzmk6nY26D2WxGdXU1BgYGkrKd0QRm6rYAYK4cv8CoppTO\nTzKZjLnNmey8me7QiYrZ19eHbdu2xfUkSaxDJCADv3D8fj/sdjukUikMBkNG\nZNiEONLpdKzY2mg0orCwEHl5eTAajWxuklVo0Jkq0ePhz5hkGefPn8+KCxJr\nNOmMTlhUfv6SdfUiz4HIpoeHh+O6ThMHFBF9A2ANjKgiKlPhK5WSnR9pHiZK\nMBeJRHDo0OGk1VlxVxYEAX19fWhubp5Ua5lMeBY5YCRsvn//fhQVFbEAh8Fg\ngNFoRGVlJebNm4elS5em5dNRKpUZhatJeEtLi4UUkg/ppwoCjZrMDEPuiYq5\nf/9+9Pf3s0ZAPN1l4jgTo72U+A4EAow0K5l1IAwq1Y9SQImaEQFgjOoEIE8X\n+Ek3nmAwiLa2NphMJsycOTNOafn5GR4ehlQqhV6vZz04ea6edMKnwYB4xBE/\nd1Q9MtZ65qlWE9dmoigUiqSNjrMVOjYSii7ub4kT3NPTi2XLlrFW3SS8e5dI\nszGRB6NrjXDV1jMUCDXH8fv9GBoagtlsxo9+9CMsWBBfz8YTPdPZMpFNId39\n6TxHO20yBgT+7JLJeDIdN81rZ2cnSkpKWN4tWSU+fRa4EF3m//P7/XC73TAY\nDEypSAhfK5VK4XA4GEaVvhsKhZj7GAgE4qxwYvKdUle0KPlUCv9OWlpaAADV\n1dVxQRX+c5FIBDabjZVsPfLII/jsZz+bUWCK1iMF3fiqEf4daLVatmZTvQta\nO/z6TpcioxTMRFxZ4AIVbDJDGHcYo7bhX/rSl1BVVYXf/va3GBwcBDBS5rNk\nyRLMnDkTUqkUfX19OHXqFJqbmzPOiSV7MB4e1dXVxVAVVI/n8/mQm5sLlUo1\n6jxICsgrEx/cSYdh5ZU3XfsB/gWm4kjlx0PXTnctsjC0+JYvX86qLkgRaJEl\n7sr8OS3x+ejsqVaroVar4fF4WAqHT77TWPnFT4zvdLajan+DwYDh4WH2XbI+\nBCgnV4/OraQkQ0NDiEQimDJlCiuvSqZsFFUtLi7G8uXLMX36dGzduhVDQ0Np\nlZOv1OHnk35HQHdiOEi22fKF9YkbS7rgocfjgVwuh1KpHHXkyFb8fj9OnDiJ\ntWvXxv2e3Z2QKASN+/znPw+TyYQf/OAHMBqN+MpXvoIrr7wyjrl7eHgYO3fu\nxFNPPYW+vr6sfO7EnZgiaW1tbWzx6XQ6hqdM5jYQ23uy+6ZTTjqrUOMbaruQ\nDngwVudkmkOaG/7ffCSafvLF4dOmTYPZbEZbWxv7Di+0cGKxGHMjk6UrgAuF\n57m5ucjPz2e9M2kTou8kS+zT3/lr0RmNyq1CoRAGBwfZpkHncEJiEUNCKBSC\n1+vFypUrsWDBAuzevTvtZuVwOFhjIgpkpeJw5aPyfLqMRylR+oX4ffiNm29S\nlY7xIZUHFIlEYLFYoNfrodPp4HK5MF6JxWI4deo0gxGy4nF+UY2EoTVsIV9/\n/fUoKyuDyWTClClTRi1CnU6HG2+8EaFQCN/+9rezspzJmu3wAQ6v18sSzhaL\nhblp/OTQITyVJFNOHg3Ev2AKHKTaXHh3Np2bwxdA83hbcud4y0xuoUwmQ21t\nLQ4ePJg00JC4KNJFncl6EFSMGPKSPSv/b5oDcqN5BSZOH5PJhKGhoTgsaCAQ\nYN+jiLhcLsfZs2dx4MABXHXVVcjLy0s6Fv6ZrVYrurq6UFNTg8rKShw6dIil\nwPggHf8eKK/Lb6hkQWmRU8drvighE9goWd5ULjAdgUpKSpiHMR6vURAEdHZ2\nwmKxoKys7AJEkJ+coSELFAo5W/QSiQS1tbWjlJIejHbh6667DqtXr844Z5QO\ncE1AdUpniEQiHD9+HC+99BJOnToFm80Wd64cS+i8QizpqSJqmQR4yEXiXx6l\neAKBAHPXaO7kcjnDcVKZGQ/X48dfWlqa9PeJkum405U+Jbs+nW2TfTYSicDn\n88Fut2N4eJhBInn8LG044XAYw8PD6O/vR19fH4LBICMMSycqlQptbW1QqVTY\nsGEDex6ydvy80ToLBAIYGhqCx+NhFKJSqRRqtRpmsxnFxcVQqVQoLCxEeXl5\nXHBtLOEDVqlEq9UyMP14j3KEN+7q6or3gPgHcTodMJlyGPMZLTiimuc7L/X0\n9ODVV19ltYLXXnstq1oYa+DpFh+dGc1mMxuwz+fDL37xC/zsZz9jO2UyiopU\n96IyIFLKZN/jd9N016JwPc0LAIZuIRrLRKxsMvhZspSJyWRiwS/+xZFSk2VI\n3FgSUxcSiQQKhSLluS5RCNRAlRjJni8ZsilZBQ29F5VKxVIlPHdtMhEEAT6f\nD4ODg5BIJLjhhhvw2GOPYeHChXH3pfWV+AxUAkYdyKgIPBKJQK/XQ6PRQCQa\nKaxPdo1Ukm5jozmjHPBYwleekGdB68Tr9eLcuda4z7OtNxQKwePxoqysjMG9\n+PMR9UEk8+71etHa2or29nbMmjWLUX04nU6mCHzUjx6OXkSqwZAlFolE7BxG\nAAQCNNMgiah5rAY/4XA4jpIi1SIhK827Rjz+l/6fJjgVMibxpfJ4UkKO8As/\nEAigtbWVVZro9XpWlMtDv0h4mn9SAq1WG4d8oiqIVM9HIpVKodFo4HK5UrrR\ndF5LxYaY6BaTsni9XshkMtx+++3Yu3cvurq64j5DQpSVZ86cwfbt25Gbm4vp\n06czOhKy5CaTCV6vFzabLem4KHipUCggl8sZFYrH42FsEAaDgW0iY0kyd5bS\naZQ5SCb85pYYkU6G341Gozh79mycTrAVPfKyEUdqRRelxUE5smg0itLSUtx5\n552Mnt5oNOLRRx9FXl4elEolhoaG2Pngz3/+M+rr6+M4U9KdNwhqxYtYLGao\nECqR4gEByQDzlA+kv5Hrmc5q0q7Poz0IVcKfFceCsfGKSaAJiubR52gO2tra\ncPToUTYem82GgoICxhKXKtxP0WtKlej1etjtdvbccrkcKpWKWXdaEPyzp6rM\n4J+Pzva8ReXHmkwkEgm2bNmCxYsXo7y8HGVlZWhtbWVzQQuSx7Tu378fx48f\nh1QqxbJly3DPPfdg+vTpqK+vZ+dZiUTCnpmi+vwmRa620WhkME5gxBOjCiC9\nXs9IotMJP1/0b4VCAZVKxfqVJipgqqDfWPfp6OhgLAnA+UJpCvxYrTZUVVWl\nvQjvXhkMBgaNkslkqKmpQVlZGQoKCjB9+nRUV1ejvLwcNTU1aGhoYJUA9DCp\nJBqNQqVSxbnO5IbOnTs3Dk2SWDHCQ+MS2ybwmMxkUV4eWUKWmFdI/nPpksvJ\nCqdpHJRu4J9DrVajq6uL9Qbx+XwIBAIMV5psvigiaLfbmTslkUigVCqZd0HV\nOEqlEmq1mhE+a7VaVrJE1JDJoryx2EiLP6lUCovFMuoZaCEm/p48G5vNhtWr\nV6OkpARDQ0OsSxiBOmh+aS4CgQCLklutVqxfvx4rV65Ec3MzYzSwWq1sbJRC\nEwSBlYbJ5XLk5OSwfKxarUYkEmGtHMLhMFQqVcZcyPx6UqlUTCnp3SUrdSRl\nzCbHr1QqsX79Ouatir/1rU3fEQQBPT29iEQiKCsry/hi/AviOWVEIhG6u7vZ\nS4pGo6ivr0dbW1tcOU4qoVC1XC5n+TNKxg4NDWHZsmWjLDvfMJd20mQMC4kg\naVIa2gTILaamOMnGOlYAJhn7QbJcKSmTRCJBa2srTp48yaLddD6iynw644tE\nImYJh4aG4o4JgUAASqUS+fn5kMlksNlsjM+GzptSqZQB5Ol4UlRUxBYb/7yx\nWAwGgwEejycp6CFVsMpoNLLrL1y4EJWVlQiHw9i9ezeAkX6Y5A4qlUr2k44Q\nFDwyGo244YYbUFtbi/7+fjQ1NcXFPvx+P6RSKauDpfMoMQFSPtjj8bANjzaq\nTLmqaE1rtVpotVo4nc64Y814FXH0uhKwdu0a5Obmjjw3KWZr6zlotbq4DtGZ\nisvlYjs8MFJd8Pzzz6Oqqgr79+/Hk08+iRMnTsDr9cbV5KVzCWny+H6GFGDx\ner2YNWvWqFQJXZOsTKq8JN+ugFxXUhByeRMt3oUJFDHAd6pnz6S+j3ZXUtaC\nggJ4PB40NTXB6XTC5XKxXT0UCkGj0TASYmrCSsqrVCqh0+kYJpTO+V6vd1TZ\nGgXyKHdLik8BPz4OQGgoUvpkipm4IMViMcPbCoKAwcFBzJo1C+3t7di8eTO8\nXi9zzanwm6LdpHB5eXm45pprsGbNGpauW7JkCYLBIFNOOuuHw2G43W54vV4W\n1yC+qNzcXAwMDLCzrkqlYhu9VCpNyrLOB2l4YxOLxRitZiJWeKJCm9vy5csx\nZcqUEW+CFonH40VeXkHWF/X7/fje976H9vZ2VFVVYXh4GPn5+fD5fNi0aRNO\nnjwJu90eB5fik918WQ1/MKYX6/F4mJ9PLklLSws2b96M2bNnMyIoXnj3NhWi\nhywQD4Tmv5+OW5bGke7vmezG/HgLCwvxhS98AWKxGL///e/ZdYjImaKcNB5i\nKJfL5XA4HBCLx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