{"url":"https://api.github.com/gists/5342063","forks_url":"https://api.github.com/gists/5342063/forks","commits_url":"https://api.github.com/gists/5342063/commits","id":"5342063","node_id":"MDQ6R2lzdDUzNDIwNjM=","git_pull_url":"https://gist.github.com/5342063.git","git_push_url":"https://gist.github.com/5342063.git","html_url":"https://gist.github.com/mbostock/5342063","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5342063/raw/0e06ff0ee9e034fab21768f1ded08573e8a1acb7/.block","size":79,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/zoomable-raster-vector\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5342063/raw/efe4ee00490e34af31c59ae69ab855d92d6cea1b/README.md","size":577,"truncated":false,"content":"Using [d3-tile](https://github.com/d3/d3-tile) to display raster image tiles underneath some [TopoJSON](https://github.com/mbostock/topojson) vectors, and [d3-zoom](https://github.com/d3/d3-zoom) for pan & zoom. This version reprojects the geometry on interaction; compare to [updating the transform](/mbostock/5914438). See another variation of this example with points, showing the [U.S. State Capitals](/mbostock/9535021); also see the [static version](/mbostock/94b9fd26e12c586f342d).\n\nTiles copyright [OpenStreetMap contributors](https://www.openstreetmap.org/copyright).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5342063/raw/201c242d8716a631f2fc7af68abae5d0be1e4dcc/index.html","size":2518,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  margin: 0;\n}\n\npath {\n  fill: none;\n  stroke: red;\n  stroke-linejoin: round;\n  stroke-width: 1.5px;\n}\n\n</style>\n<svg></svg>\n<script src=\"//d3js.org/d3.v4.min.js\"></script>\n<script src=\"//d3js.org/d3-tile.v0.0.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar pi = Math.PI,\n    tau = 2 * pi;\n\nvar width = Math.max(960, window.innerWidth),\n    height = Math.max(500, window.innerHeight);\n\n// Initialize the projection to fit the world in a 1×1 square centered at the origin.\nvar projection = d3.geoMercator()\n    .scale(1 / tau)\n    .translate([0, 0]);\n\nvar path = d3.geoPath()\n    .projection(projection);\n\nvar tile = d3.tile()\n    .size([width, height]);\n\nvar zoom = d3.zoom()\n    .scaleExtent([1 << 11, 1 << 14])\n    .on(\"zoom\", zoomed);\n\nvar svg = d3.select(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nvar raster = svg.append(\"g\");\n\nvar vector = svg.append(\"path\");\n\nd3.json(\"/mbostock/raw/4090846/us.json\", function(error, us) {\n  if (error) throw error;\n\n  vector\n      .datum(topojson.mesh(us, us.objects.states));\n\n  // Compute the projected initial center.\n  var center = projection([-98.5, 39.5]);\n\n  // Apply a zoom transform equivalent to projection.{scale,translate,center}.\n  svg\n      .call(zoom)\n      .call(zoom.transform, d3.zoomIdentity\n          .translate(width / 2, height / 2)\n          .scale(1 << 12)\n          .translate(-center[0], -center[1]));\n});\n\nfunction zoomed() {\n  var transform = d3.event.transform;\n\n  var tiles = tile\n      .scale(transform.k)\n      .translate([transform.x, transform.y])\n      ();\n\n  projection\n      .scale(transform.k / tau)\n      .translate([transform.x, transform.y]);\n\n  vector\n      .attr(\"d\", path);\n\n  var image = raster\n      .attr(\"transform\", stringify(tiles.scale, tiles.translate))\n    .selectAll(\"image\")\n    .data(tiles, function(d) { return d; });\n\n  image.exit().remove();\n\n  image.enter().append(\"image\")\n      .attr(\"xlink:href\", function(d) { return \"http://\" + \"abc\"[d[1] % 3] + \".tile.openstreetmap.org/\" + d[2] + \"/\" + d[0] + \"/\" + d[1] + \".png\"; })\n      .attr(\"x\", function(d) { return d[0] * 256; })\n      .attr(\"y\", function(d) { return d[1] * 256; })\n      .attr(\"width\", 256)\n      .attr(\"height\", 256);\n}\n\nfunction stringify(scale, translate) {\n  var k = scale / 256, r = scale % 1 ? Number : Math.round;\n  return \"translate(\" + r(translate[0] * scale) + \",\" + r(translate[1] * scale) + \") scale(\" + k + \")\";\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/5342063/raw/c01da236c945063529c981619b6f369d209bc3ff/thumbnail.png","size":30868,"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\n018OosPeBaAzc9ZbzwRODoAj2Bnq0VjzPx73X7hN8N1Bw62vAABtzElEQVR4\n2u39d7Rd13EmiFfV3ifd+HLAQ86JYAIJRjFIpAJF5WBJliW37I52t6fdnu5Z\ns+a3enpWjzvM2G63U1tWK1s5S5ZEUSJFihRzADOInF+++YS9d9Xvj3Pfw0MG\nQZiCpakFgg/3nXtindoVvvoKf//vDsOrEAHwSarZlEnTJXt2zAwv7j1ycP8l\n18xKsU9nGuSSQdhQSSueyKs5zPFirPO0OsMGhJg62Ht4UpijMPQ9NTZYNcYg\n4skbI4KxjojoVL89F0FEYy0hEeH8bQGAhbvzSQzjCTchv3svNbyXm96VfdlQ\n6JyAImzHqa+11nRB7poAeAif31vY2fSCuV0iQMq4oWreu7RjBfCkr5xw/uct\nSWqcNegXfnC0cPNwMhraHXVV8bjg00RHRoPMgQp8DWe81Px3BBAq0a/yhBDA\nME57Q6zx6GWrNdt9iy+lJCFwHfAIoaBiTcAACCAX6C4Ya8+ssiKilVoxNmQs\nO3ZKKecYT6uRaK3zNKImOeWNE+me+el12jkWAqW0iAiAApC5G51/98WGt6xo\nNcLCAyBAxkgAt43EvgLDoBDjJPO11lotPJnz1iEB0Ai1DA93lLfgFRAAjXKg\nrToOi0rMAq1FAIWgUTLGV//gjHPlQuQAqx7va+vhkCsBIiqFsrsdLi+DQmFh\ne/ojIIICUCixwwcmA3Xdh37/fE/mmLBIQLzUT4wVTrJQAwuKgELMGItaPIJQ\niUaRC6G0zKLVMZXNHy0iisi8XiKIIvE1hp7yFMjpX2JEZBZFeAoriwiolCKl\nFGlPhE+3BwEBAKUIAVjgnomwqLmkBQBCJbOZOhSroZDVSUdQCGMFiwiOEQkz\nY5k58L0TTlijKAQ+r7uHCJbx6ZqfMdKCHRBCytgwtKJk9dznAuAEZjJ6oe73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EA3FwXwOnU5kRlFShq+cl4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\nLQCSsS/vPoCE1UpZRNIk7e/raTRbiBiFYT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I7N2DS9b4n3uC+QchCEUCsIOiER7+SuiEIUZmfOBMaB1+8or\nq//c3vrcj55dtVVKxTO9S6+5XFylhFOISKVTH+gLuVCE2YagaHCoQETEpQDQ\nffy51t5yk+f74ac+l374g6C1GKO0momhKrrgLAvDgrYZATAC3X56rUArUAo0\ndX/Okwz69GlIQlBEWYaHj7AwpN1SHIiAH9BLO7JtV9ltV82DsBAJEURYFlLP\nMELoi4j3zLM8MgTGnvIOSBiq3Xuzq6/0vvdDt3mT9/QzkCSyZCzbsomsdaJI\nkacQ0gwAhJmtxSxD49zSJfGWzRL44BirVf+LXzGvu0GKxbwqhsaQc11zQYhK\nIbOEoffSDjp8pL1h3aI/+svemz422bPOT38lfdnzEEFUWVpbvvo7+55/73e+\nb992B07PilZzz/xEOgycnTXXXwO+F376c8mvfwAqZb7nZ/2PPQ1KzUQ3V6w7\nZfIKYIErKce5lWdxDKyTQiG97Va3aBHOU9ozS7ns//R+jOOuGw0QG4iTRCv0\nfd9TpMDKfCOfgBvod+vW2Y3rsdscsaChPBfC4n/78+De+2F0uPkv/zlNz4BS\ngABphkq1YtNJLQqrsAyIoa+LgbY5goxISkX97PP6wYeoE6fveafZdhXMFboV\nKZZ8mlPeAd912OzVW0t/8L/jX356qti/6bGf/Gj1liBuyy++htCVi1plAUCQ\nwqT9xOvesfg7f37Tiqdq6y9RzeZpU7BK4UzNXHmFBEH08U92/tW/8Jzxtl5i\nt20NLTALnS2KeGWUcXnHbKuNrdZClQWAEyg5LHOaZeP1eqVcNSZbPjYIbg6o\nKwKVMh09gsuXYKsNRCLHZoh2/zYmedfbi3/8Z8nWK2h65lgnOpEYU0B0AHGS\nBlHoXLdKQs5IENDsrPe9H+iXdpgbrk22XAKeh7OzedyASjU6WbFQMM6JSKjm\nrD+zeF7yW7+BL+8e/PgnBmtHdBrLuc1de23kYldZAGCBoun86JYPVb7415t/\nI+osW05ziPpTXZDCet1u3ojM0Wc+b1evEmttoRg06oJnNxSvuBUij9LypsX5\n7yqChQQ+IkWfwp7i2GBPaqzIAsYkRBDmUkkdGQelAQmVUkqDMJBy1uT2XioV\nOnjILV+W3v56bDSlWMx3mx+FEHoj1ddXykfBMIJYJ8Wy/8O71aHDbtXK9r/7\nffF8mpkR5yCKwPchjsnaVpzVWkkQhT3lgigB53KO8uDun9ADD+ux4ReufsMh\n1zt6YMf4snVemvwKlhLOVxDRWimXv3v1u0e//KXy733U5XnO091BpbDeMJds\n4kol/MSnzSWb8BjS+ixyso1dkMoAOMEXYUZnu1CV48u+XZZF7taFUdgjcDb1\nuoNoLCz0qZWer8k5wf2Hp/qqxVYnG+6vghhwLIVIP/6kGxxQ+w9io9F9PbQG\n00XnsCIEECTQGtMUyqXg6/eovfuT3/4oKOU98BDt3gPOMQBqT6VJ8sY32MVj\noz19aZpRHLPkJWcBALTWjIyW9+//QWfwiXf9o80/+26zOqCsvUj0FS5mlRUR\nmp/wQ+S1Gs1lq57cvfyNrUZzZDHEMWaZnK5epRTWG27VSnP762nXbjh+rHB3\n76cCDJzsGChFwjxvfRfETnkHreRx+nHfQcy5bKVYwHYbmLtNUcc6f447KDLP\n0YkCA2qtrAMiTJ1EhC4K9LPPe09tNzdc5//8oe7UwjjRzz6XXbU19+uR2QhT\nq+0dPGQ2b+QsoyRx69d4P/t58JN701tustuukr5eyCmVnnsh+sRnzOVbxNjC\nYL+7dht2OnOnAKZQ6t3+VPT8M/03ba71Dj32+vc5pYnPNgHlNZSLV2W1UpkT\nRg3AGkQFoWVqqqK9+2ewaVNQCrPFixUCGNPt4Dvx+xpnZ7Prrgn37KXde2R0\nZH7oFyKQ9vPBocKOF3z3BMcAETupDcMwsxZEhDnw5pum5/FoJ5lmZihE+qnt\nUq24pUugWADHmCRdjZnn98zn1YiItTkIlQU84qXDvc4xUWSdY2ulWvXvua/z\njz5itm3terFa4cysVuTe/+56rQmkTGb6+qppo55+/Vvune/wRVJx6Bz4ATab\nbrDfrV6JjSYEASBkN17vVq2gel1I6ae306EjyfveTbWaaI+Kkf5///yerHfy\nH//Xfcs36ywFRHolHbOvhWL8ok/gFCICnsIthdlpKfu27sjvsFpsDtTUqFxz\n6X17Xiw/c6RvYtdYf7n9hjdAuZhmSU/gnXrlInTr1gY//FH8Tz42D1FgoN0H\nJnoqJUAKPCoFit08Ic9xLdlaqWanM1VvF6JwfGKqv6+6aKBqsnyC+GkWSiLs\ndOyWzeg4+MFdEkVm6xVonV2/Vvr7gAUIMcvAseQ0RFEBCOep74Q5yzJEdM6i\niJTLwd0/Qefs5g10dDxPvUng0+Q0ao9S88hPH5yp1fr6+zWpQm81eu6l9l0/\nLQz1b924utXuIMXpB98ffuqzEIR221aq1Z3SKk7MwBAMjSiUZPOm4Ctf8771\nnez97w0as+a//82Xipe/dNsbEdHPYu0uIn9gXi5KlQVRRMVkYtSbkM6kpcBV\nxw7teHrN0tmj7VbBa1/6na88u3rtkXK4/qtfT2dmxm+8pv9Nt2fT0zSH5kQA\nBkAiTFL1zLPZ62+Zp+pAAAHsrRRFGESsQ0A1z6F4HOsEonVuqL8nTlKlVGHJ\nqOd5zvHZHyIiGJtdfWV27Tb90g718k6amg7uutssWwqlErZadv067uulXXv0\n1LQbGYRSGSrl7phIojl0QE79kvo/+FH7934HrQOl5pGy2GphFMbWbrlk43S9\nESeZWLN4zWp/9ap9SVzu75uYrYdhoBHZmOT97wk/+Rm3ZIyGhmanm14QmFan\npxQAW+x0kve+u/Stb6k/+yth+WFr8Ln3vKNv+igDCtFFqK9wcaosIWQMh/VQ\nQwxXR4VdylG8/s49npTl5TSo/OR3/1NL+VCKxsPAv+/BNQ8+h/496sbruNlB\nQgHIGIuaM1GUJKiUW3ZsuCYimiwJNVQrZefYOZcH5sIMIjrHUC04GbFJwSMA\nBkUiRrpcAGcTROzEwGJXLLdr14BW+oUXsd7wHnmcR4fVzl0kIMuW8MgwTk/r\nu+7m3l5csRyqle7UJDiW3+WlS2RkGOt1oW7slrO7cRj6igq9paGBnpzb0USR\nt3zxQKXCKxb//J4HtlyyARShMRIG2dveGn75a9lvfKhYKrZasecpRq1IWMDr\ntCaOtL7XWT61fG3riqXV2UmrLkatmJeL8+RQmHeYPgGUpJvSRxAG6g83C8C0\n1do6nHaJH11zZOabV75txZNP39m8G994q7Q7nsLHpoMebTcu9uVnD7qR4S4s\nGlFElKdnJhrNVqdQKCRpVoxCEEYi9LT4ntI6CAKTJAtPJp/w8Yp5pxFBIaYp\nJAmI2OXLQSlzzTYQIee0Vs6xOKv9ILtum3fPff5DjyS//gFsNOZag1hKJSkW\n0pUrCJGUAqVYGAUcIjWbPDggzjnHIEZYhFmUwmqFpqbTJL1266V5wjWP1dzy\nZebWm70vftX98388IFYAxCVMCoYGvD/586/qy/fccUehOUvGXJyWdaFcnCoL\nAKBl4XjB/D7aWooAEGJCiKKwZNo2jKBSefi2D/R/+y9uuexIe2wpO7N5iVdP\nfVcMcXBAPfMsODffypVlZtHwoL8keODRJyemZpYtHqtWK3EcO6Ko0fD3H072\nHlzeVz3hZM7/Oc4RMWGaAgC02+w4Fdhx8MjY6EipWNi5Y8fw0rHwqq3RX308\n+OJX8tkkeTWBw5B2vBwWownDEjsLthCFyOCRgjTlICAAw2BFBZ5WYp1z0ttD\nu/YgYpqkOF9tVt1ctdqz1//mt9O3vpnaHVcs6Wa99In/+dBzs4c/em11+gjD\nReoJnKgYv+gTOK2cCvCGuts7Rk4ARFh7ZI1KkkDs3kVr8Z4H6CYF4xNRs9kP\n3GmnavceKhcxCCDnqEJEROdcnCS9PdXFY2Mzs/Uj45OtViuqVPoKpU6a7j90\ndHl/z3F5gFMyqPPcRJpzFEQRCcLwie3Pl8oVB7Rz/8F6vTkzWysdOVqamdk6\nMORfdaXMVbZQhKMIReDQIUE6OjHlRVGzHTvHI4UoNMaUigQw24zrrQ4i9vWU\nB3uKtq8POh2MY9AKEQUQRBShA8BmK337nYW//oQ9Mu56e4r7dgf/439+RW98\n8J/8x1Kn7s6hznKRyMWrsqeU4xQEkZx74tZ3e2kcdhr7V1/27LP7LnnsEROV\nIQpSP1JLl+ojhxMn8sTTsHIZVipgMkhSFAGUNSuWgMDYcH+WGc/TjsibrdGq\nZSuv2+pqtWNcklpLITyFmc3HkPv+SRP1jgkRyjxhDCIiZll26aZ1mXEHj04M\nDfT2VMprVy1vZll/b49CsUuXwHwxVgC0soXI+x+fKMWtlSvGCMk654xR7CAz\nEIbOmMH+al+1GKcmCAKXGenpkUpFPf2MveYq6CS12BQLUSdNC37eP5OZSy/x\n7r1/6G8/v5Or3/nwv9116fXldu0cIsqLSP6BqezJEnRaeQVclPrujR8aWd0q\necyCKMyW3cd+w9+zx25/ER57Uvr7ZMM6Wb4EwwCS1KVpnr5XhC5LwfdslnjM\nNk0gCkFrYAalsNn0du+BJD1pxoeA56nDR0CpU5KeIVFinFY68BUzuzlScmut\nVrR62ZgIj/RX895D2bufbJbkJKSqm7UVCLDRVDMzQkhsRUQTer4SkwizhCEw\ng1hNWC34LE5yqKS1lGegRRBxcnomy+zSRYNKMcRxuu3q/m9+6xlv9JP/7q+z\ncqXQqs/P5fqHIv/gVbarrwAeSXOmfd8u847FndghImjCPdM6Gly+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