{"url":"https://api.github.com/gists/6713736","forks_url":"https://api.github.com/gists/6713736/forks","commits_url":"https://api.github.com/gists/6713736/commits","id":"6713736","node_id":"MDQ6R2lzdDY3MTM3MzY=","git_pull_url":"https://gist.github.com/6713736.git","git_push_url":"https://gist.github.com/6713736.git","html_url":"https://gist.github.com/mbostock/6713736","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/6713736/raw/d22ba5f89f2de5c0098c24f8afe4f9718cba7ed1/.block","size":63,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/oceans\n","encoding":"utf-8"},".gitignore":{"filename":".gitignore","type":"text/plain","language":"Ignore List","raw_url":"https://gist.githubusercontent.com/mbostock/6713736/raw/e3fbd98336eafe421ba3caa25cf8dabdac70ca09/.gitignore","size":19,"truncated":false,"content":"build\nnode_modules\n","encoding":"utf-8"},"Makefile":{"filename":"Makefile","type":"text/plain","language":"Makefile","raw_url":"https://gist.githubusercontent.com/mbostock/6713736/raw/927f1ab3dddd1a29c651d7d5b259e8eb7bc400b5/Makefile","size":347,"truncated":false,"content":"all: topo.json\n\nbuild/ne_%_ocean.zip:\n\tmkdir -p build\n\tcurl -o $@ --raw 'http://www.nacis.org/naturalearth/$*/physical/ne_$*_ocean.zip'\n\nbuild/ne_%.shp: build/ne_%.zip\n\tunzip -d build $<\n\ttouch $@\n\ntopo.json: build/ne_110m_ocean.shp\n\tnode_modules/.bin/topojson \\\n\t\t--no-force-clockwise \\\n\t\t-q 1e5 \\\n\t\t-- \\\n\t\tocean=build/ne_110m_ocean.shp \\\n\t\t> $@\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/6713736/raw/1924574acbc74f279603c770e23096cf58fdf39b/README.md","size":252,"truncated":false,"content":"One of the few cases where you want a counterclockwise polygon because the ocean covers greater than one hemisphere. The example demonstrates improved antimeridian stitching in [TopoJSON 1.4.1](https://github.com/mbostock/topojson/releases/tag/v1.4.1).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/6713736/raw/f4df99d6687ef8ed3baa4fce032741f3380a3ba0/index.html","size":1557,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #fcfcfa;\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>\n\nvar width = 960,\n    height = 960,\n    speed = 1e-2,\n    start = Date.now();\n\nvar sphere = {type: \"Sphere\"};\n\nvar projection = d3.geo.orthographic()\n    .scale(width / 2.2)\n    .clipAngle(90)\n    .translate([width / 2, height / 2])\n    .precision(.5);\n\nvar graticule = d3.geo.graticule();\n\nvar canvas = d3.select(\"body\").append(\"canvas\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nvar context = canvas.node().getContext(\"2d\");\n\nvar path = d3.geo.path()\n    .projection(projection)\n    .context(context);\n\nd3.json(\"topo.json\", function(error, topo) {\n  if (error) throw error;\n\n  var ocean = topojson.feature(topo, topo.objects.ocean),\n      grid = graticule();\n\n  d3.timer(function() {\n    projection.rotate([speed * (Date.now() - start), -15]);\n\n    context.clearRect(0, 0, width, height);\n\n    context.beginPath();\n    path(sphere);\n    context.fillStyle = \"#fff\";\n    context.fill();\n\n    context.beginPath();\n    path(grid);\n    context.lineWidth = .5;\n    context.strokeStyle = \"#ddd\";\n    context.stroke();\n\n    context.beginPath();\n    path(ocean);\n    context.fillStyle = \"rgba(70,130,180,.5)\";\n    context.fill();\n\n    context.beginPath();\n    path(sphere);\n    context.lineWidth = 1.5;\n    context.strokeStyle = \"#000\";\n    context.stroke();\n  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jJ37\nfCoRl0ppE1NbUf7L7btgHU9ODMW+9Ny0nlTZO5SlG+k1DZ1avE2CbrUgVcUX\n/blhCP+aoDnhb2KISEPl9nL+7VvrD9bLxaqzUqiuFerlhruar31wb/PGYsEy\n2JeenVzcrMxvlGuOpzMsOlmFbYiEgIXjv1rYTfyL+89Frws6KQ0EIBiru17d\nVXO5uFKkCRD310o/u7lSqXucs9NTmffubixu1zxJyahxYiI9v1F59+7GiydG\nR1PRd26vD8Wt4URkm9I/e+P1lz9zWREcuJ49YMhKKQ3D+ru/+9aDWvTU2Wcb\njbreDfjjHrS3NEYR4dWzk3FLEIGUXi9Qamuhjx+gF43Lv6CPo8C/RRs+WIcQ\ngWkam2X7g3ubt1ZKiqBQtRXBZDZerDnv3dta2KxUbY8ALh7NTQ0nskkrHjEj\nBh9ORvJVh7faB+jH+Qpe0Ku3/fXowAt830Lr/Wwm/CDgSr42mU2kY0IpYAxv\nrRRvrxQtg9uurDkyGTHurRVXC/Vby8VSzR5NR1cLjWsPNy8dGxkfir1xddnk\nVKFIqVxdf3Dz9Jlznuce7G7sICFLpAwjcvf2J3/zg3cuvfpfOY1a55ZLj2Nr\ncwC2K188MaJdBEr1BKVGZFdrwUdbr7CtliBTrE8jfUCvu8EZfrSQv76wPT2c\neOXU+Pkj2aOjySsPt5e2qwyZIhKcKVIzI8mXTowxRAUwFLdmR5Ij6ejyVq3h\neIyhT40dNJ77MXnDNxIMmLlSKUUxy0jFzPNHslPDcUNwPapjmehGqV5peKbB\ni3UnGTUvzg0v52ucwUqhDsBOT2Xur1duLRfOzWRLdeejhWKjXps7fvKDf3pn\nYjg5Mjqu1EEateLRmwiMAVOe/R//n++cvPxFUB4i69xfN/UrY6SUo+jcTPb8\nTJZAh8NUL1D2D2X1yp9uu6YP4qFlNgx8xPfvb0Yt82svzPqfXHmwpSd+tVDT\nsSUiOD01JDhSK2+WiGKmeOXM2D9+sEAUKpoQ/po+aNBLXIi74PNHc+OZ6FDc\nMsVOKihjzPU8Q4jZkeRaoW5wZgm+WW5cPJo9M5m8tlBMx6zFrYpSNJ6JrRSq\nP7q2eGEuV6w51Ya7tJ4/cvEL3/nHH/xPc3P9F7e9yoFpbCml4MZ/+fvXvdTM\n6NiY19qbt+FgJ+6FzGB4djoFQECgVE8N10bQ7pSQK37//g+kz3mKPri/mUtG\nz0xliEBpYxRgvdzQBBrBGQB4ShmCreZrVx5sXXm49c7t9eXtaqHqfLJcyCUj\nQ3HLk+qgNE5IHdzXiYuKKGKws9ND45mYZfCg94NzjkRKqfVinTMkIAByPO/N\na8vHJ7KZuOl4UnAWs3giIhiySsN7/96GIpgYiqeiHCNJMXz0je9/j3NDL6EH\nIgejZYnINCMrS/M/vXL38m/8t41aFRnrBIGPV53keXZmKBWLuJ7XZ8tFu3O4\nO6Uzltb1mv4qFrq9XW0iFZ0YS6Zilra/EVABMIC5kWQmZq7mawxREqWiZqFq\nfzS/rdNmJFGhapcbbi4ZHUvHyg2Xs45wft9e9X+0MBZtH21NBAbnlYbzwf2N\nzzwzpojaOGjCMGzHLdddBNBJnZYQjqSf3VyRipSiqClePDHqeGopX1OKGo6n\nAMfSUccTdrEyeuLC1V9++8LCw6mZWc9zDsQ8OBhblog4F3/6l/9X4uil7FDG\na8X9uka5mmPB8OVTO0xNfwlre6qBRmofsqyWMFZsGNNCMBQcEHdtiRBAMESA\nI7lkoeZMDsUvHx+5v17inBucCc5MwcsNz/VUueF+slxQtCum+ujm7EDbIEw7\nDHElXxvLxNIxk3bv8YlIcFzaLG3XXFM0J4IzrDuSABCo4cnVQt1T5Hqyanuc\nMwQqVB3blUIwqchKDN3+8K1Ll144KDftARgGOj3m7V/+YrHK544dtxuNrq/+\nDi0aQCpKRI10zAAAJaWOV2kvmGYLaAwNRFuvuilt3RtoFQxUsdCMEQBAU2l5\nUtUabqHmDCcjR0dTI6nIl5+b/tzp8UrD5QwVkf8/hk0WIu5xxsJfPjDA2//n\njKFg+LMbK+W661O6lFJ6LgDZickhxJ34NREIznQtk2MjiYbrfXBvM19xfLIl\nZ8g5Q0Ql3dTIVI0l3v7lzw8qUewAIMs4d+3af3njF2cuf95p1LDl1Qpes8tI\nQJRKjaajiOgGKFc6DKsZhnq8HMcZCMf+VuxBKTMAIEWt2AGW6+4/vD//jx8u\nrhdqDCEeEYj4cKP03Q8WfnhtyXZVG1G2E1BhdlfBR+gjITdqfeBCBIYQ5Zpz\n9eEWAHhuU2swxgzDIIDZ0dT5mYzjST9uIpWyBD8+lnrt/NTzc1nG0MerdhMR\nKakIkdVq1a/91leuXLlarVZ0xZpHlEe1ZaWUphl5/fuvY+ZIJp2u1yo60rk7\n3LcbN0ScsWNjqebfHbuuJstbSiGE1rvQCsAGmw25qQqjYiGMTx5IKtos1O+v\nlx6sl12pvn55LhM35zcqV+e3NksNqYgzNAUjgnBoHCwhN1ghYd3rzSQiSSQ4\nzm+Unp/LRi0BGHjpCABhejh5faEAzco3CgFePjV2JJdQBMfHkusl+9ZKUT+7\nnkHPk6m4JRWV645hxS88d+GHP/rR13/760o1E6j2LY8EWSIyTLOY3/zpB5+c\nf/V37XoNkXU6pIK6EAE8RUMJayQV8Ty3l5egbde1Q5+D5ohgoORW/x4O9LCE\nIKkAItxeLb1/b9P2lFTK4EwwtlGq31jK31jMM0SDM0MgAClFIf2p4Qc5TIhr\nr1ZvWzgaEQ3BbU/VXRWLMApwgvQv0nErYnBPkadgcij28qmxlOa/IyAXl48N\nr5ca5brDEUmTjxUdHUmcPZKtNrxURIxdfunP/vzPNjfWcyMjnuc+yvg8kmGg\nlEJg3/nuD5JTpyMRU5HqahLs+gRRKjWSivS37tpw79sMopXs4bquji/oCGr3\nZL1waZ/9L2uV1Gz87MaK7UnBmWUIRFREP7+xenOpYBncEIxaWcEhJeSchbQf\nwivaNmqbH+HTwT5FoMuNaYu2BWsAgGrDdaTypDo2mvzNi9OpqAFNzwkQgWWK\nkaSlK3oAAAEJwdaKNUvwbMJiDE3TuHz5pTd+9Ka/Gdi37B+y2rG1trL43u3l\nZ85esOv1wSYBNJ8wbgkA6hN9hd77dz926hNctAL2Wd7+fISMDvS6V3BcG64X\nEVw0rbTmN6bBu5oBB0sEeZTWghjVtiy1ivGwQOjYv9gy+L3V0t+/99DxFLZY\nv3q7vFFq6JTjZyZSAE23dKuLAICnJ1PT2XjN9gBAKmKIGyV7cbMEAETgus6L\nly8tb+QXFuYfkQO+fyeXUopz8Z//9luYO5HLjWiF14bCzp04ARiCX5rLxiyj\nj4rt7wfwGTBtTADff6RB3FZvtev09+G/IoArleOpfMV2FdUdt1z3WGjtOPCa\nkPZD+B2kD8og1cYfIgxUNunTjsFZvmonokbEEB8+2Mwlo45S33734YP1sqvU\n8bH02ckU2+121H/FIsZcLjGcip6bGTo9mdkoNTbL9nalcXoqQ6QY5wyRm5Ff\nvv32pYsXPBl2JDtln7asr2I/nt968TdeazTq0GEt9dqiSqVKdXc4FaNuNJ+Q\n0deuRnBQbfgO3V5sKei7j3alKlad7Yo9v1lZ3KogIpESHbW2H4MER7WNoNj1\nYhgEyv6vCgFEDHblwdbVB1ulurtVto/kElXbMw0uEM9MZ4QhtC+8y80ZzI0k\ndOM6haFUd7ZL1ZF0HJAppV66eP5Xv3xrYWF+ZubIviML+4Ssnunv//Cn2dkz\nnKPb2mO1hQM6kYeIruN9vFg8Opbu2uGBfqteJVc7J8bnend+5c+31sTBWlQA\nIARf3Cz/+PqKwZkkEoyBznU60H0VtBrsCr7gh23vVRCXwf6Esd1Zt6hkmyAy\nx5OMsWTUXNyqjqSi/93Lx+qOTMdMraZ7OR84467rGaYBBKmocW5mCABs21YE\nrFXz+XOf/bWf/fwX/8N/f2Tfg7kfW5aITNPKb65dubcyd+K03dipE9/yyfXc\nNSulhGAV2607HnQ4LMNEX/tTZILt9J6SHVuCc24Yht7YcSE4546EhitvLBX0\niscQCZRUiqjdNHxECSZH9GLNBtf0Nhu0873t73xtm8H+44MACKCIDMEarhez\nRDZhCY56Neecd03+RkTOmZJN960npeu6ltXMFNcv58ULz1WrtdXVlX1btPuB\nrFIKAN/48c+Sk89YpkGKgi+uX520lwuQIZLq7rkcCMeQKjbkxqttyGq253iq\nUHO+8978Rsk2DQY7sHlM0pU4G95vEGb69hR6QIBSzW37lu3ehgbFT4eUUgKR\n9kK2QfzS8xd/+cu3IUSUpKvsB7KGYdQqxfduzh87dd6u16jDANBj3fnGa9Ur\nFWWTVswSbVUtwsAxPBbDXKZ2qhADABSqdr5q244sVByDs+B4PqJf5hFlTwto\nGDiGv6MiiFldrMdeilaLbduI6Nu7rFUTpKloL17c3NwsFPID3epdZc+QVUoh\n8nd+9S5LjceiEdmxlOv3r1mGO1B7DJqAQ0U0lo4CNAu0BL8NE319dBphsMFg\nawzx+kL+V3fXLYOpjok/WCs2+EQDJXx0N7w+HmhCIKKS0hRMm6Rtwjpq4Wvx\nbYC2afIhrrFx4sSJ999/H4CFtGR23XqvPwBEAHr7gxtHnjnn2A3olnbnL2e+\n3zTgS0JEHElHXU8Vqw7ADgkDBsEifGggfOZGsEGGsFqoOa7at/9ljwN58HcJ\nbxsMvIYxdKXKJqzRdBS6lXTQQXX/n9o1Dq1CdG062Lcl9NRcunTp/v0HRPtJ\nZtwbZInIEOYnN65vucZwbsRz3faUt87YQavWrv+SCc6GE9bt1eL3ry5qUimE\nULEQLvrqD9DAa4IvgB+TNDgDeKJGQN/Hf7wNYn+d7SvaNrACgO87Cor/oVIq\nnU6n0+nr1z8Wwtzrc+0NskoRAPzkrXfH5k6T9Ki3iu18esYYAniejAjGGT5Y\nLxuc6QpCYbzlIVeQPVkFAYuNAEBzlnsUMAgrh2T1htdGBxXjJSLBebFqd/Xt\nQMsC1Gw7H6y+tOlg6KBEX7p06cqVK/sYsb1AlsA0jVJh685KcXJmTlsFXT2v\nXZ+fMYYMCTEZNRzXW81Xx9JRHcsOs5SHUcOwd8hq15X+yf31UsOTnR3Z05ge\nxnK/124clHuBMXSkKtcdgB3M+mpVtojOXZvqqmg1jvXbcuzYMdf1Njc3DMPc\n0zjsAbKKFAB774MPjfR4xDI7O9QLLv4IEgFnWLU9BRixDEswAPJcdyCNsI+j\nt9tAh3oo3SdEUAQP18s/v7n6/r1NwVjX6T4otvW+ZU9aNnyzA9cuRXhruQgA\nusicRiro0z6E0Itnn6NH2r7ycaxH6ejRo9euXQMI605uNrvXsfvg+p2J2ROu\nY3c9Wq2Pim3eD7FcdxuOjJsiYgoAfWAW+sPRi5MV0jwN+RTahlYES9vVH19f\n/uG1pdsrxcez6+ocnCfVbBgmscHx1nJhLV9hoIggWLHPb6SXj7Zrfq/Gsb71\n2bNn79+/D73L9XXvdvghMAxrbWVxudAYHh1zHaeTB9RfxWpRRNmElY6bgGA2\nT1UlP5HGx65mxQfUcyg/a9jLdLYZ4lu31l5/f2FxqxIxhdmbMP9knbL7kPBO\nsV5P50fmQPOwJAHq86W7THGv1POu7nmfqKSUGhkZEcJYXJwXYg+RsLAcA33j\nD65ci+WmDY5OJ0WrB1x2fF4AnqJ0zPyt548Ixmq2V2m40FKz/hP6+9AgXy6k\nr0A1+QD9ZwgQ4cFG+cMHW4WaG7N4GAbnIVmoe202pHW0Jz+u3zIE4OvH3ogg\nHbeG4maf3vaxDbS3KwgMbJW30n+cOHHi449vTE/vgXIQ2n/JGABcvfVg4kgz\nIbHTt9V/XAiAMazZXt31AIEzvLdertuO0U29BTndGsd+9pxP627eumWVEhEG\n6vb0Ilwjwq/urP/g6lKh5uiqt58WJbon3TlQfFZDkGG8m/GNDLHhejO5RDxq\nen3P9IMeVlknAQ0C1BwiOnv27PLysi5DHbLn4XYqRIYw11eXtqpqaHjYdZzO\nC3qRYHbdDLHhyisPthAgbhlKKYOxMIaMthyEEIxz0NwLpSp123ZcBAIiqZSU\nSipquFK1Siy2qPVNR6v+79WHW1cebEcN1haSfVJyeC9MG1NRS6+shE7GNwJ4\nSuWSkZOTGQCkvvsE1rssTVdvl+6S67qZTMY0rcXFxfAO2lCGgW7r4xufmKmc\nwXkDuwx0n1Uj2I4h2MONyuXjXjwiVgvVQt3NGYJ618cLDoROKgLEpe3qh/e3\nKg03Zonp4Xguac3kksDkR/fyH87ns3EzE7eA4NT00Fg6Sq3q8YjgSXV7pWQZ\njIjC1794SiSklvWv6XTgdOV/9fLGKADB2ZeenUrFTP/ufWa5D2Q7v0JE122W\nl5uZmblz5/b09ExI2yAcZAEA4MadB7nJM65j6wzJIO84zMar2VcAAKg7smZ7\nUlHF9nKDJmAH9AQPNyv31koLmxVJJBjarlwr1mOm+OxpiAq2XfOUonzV3SzZ\nnlKrhdoXzo0vbtVGUpEjuYRS5LjSlZIUdT8FoUcHwl34uCW4N+0yzq1ynwPb\n6YrFZq2JiIhHDP+y/q5xbJVk7fpVm89H63vTNAHgmWeeeeONH4R/8FCQFULU\nq6XFrcqZMzu+Aj/dZeDGK9B1cDw1nY0Pxa2640VNrvkxfeATTKP9xSerN5cK\ngqHBGW8VJY5yIYnevLYMQIbgugqawQUAOJK+f3Wl4chswpzIJgzODAKTszq5\nvDcvpFMJhR/NvUqn4uy8XR+uNwQSMUI6HMP0Qc8IERmcB6sT9D8gaaCD1geJ\nfgqd8Q8A4+PjUqpSqZBKpcKcwRTK2cmQ37l7V5mpSKRJ3YIWM3IgmbrzQ85Q\nEkmlGq66uVQAgF5rdDNABQAAC1uVm0uFmCkMwSnAAyAihiA46ipuAKBrvOkY\nLAIkIqJYc+c3KgBoCJ6ImoqAMd6LqOo3G5Q9EbcfhQneSfcOcr370L17DeDA\n+YUeqCWA01Npv5GuG6nOue6T3uPzaHXYjAVOKRsZGbl7915IYldYHvStOw9S\nuQnafd4s63E2GvT09oHB2eJ2db1Qj5kCEVcLOmms+62Dq8nSdlWXUO6mh5ru\ngu6NEGGgcNvEUEypXudqYxs+9sHL7mzqQJr1Ww6v9R/FO0sEHDETs3RLfoNq\nv5swbCVCU4v3HTRIjh49uri4AOHesTC2DgOAhysbmdyY67anmOnB7Yxa9bIW\nENHxVL7SOJJLEEGp5lTqLvTQs81HIgCAmi0RAPpsmnoAXymImWIqG9t1bWjy\nS8h4fUgJd8+DkUeJ8SKipyhfs/UY6A9Z35MfB17gui4GeN/Bm05PT+fzBQgX\nbB98hTBEtZzfrrqpdMZzd9X58JeMMEaC/yOGWKrZACA41mzv4WZFt9V+3U5O\nMxRrznqxLnq4pQZ5hcHxlM6vB4CoyRlDSeRKpZ7SnVWfZzlE0O/KPNNOKK9L\nmuTAd7gNBkTkeZ6OcXZ6MLQJlEwmEVk+v92/irqWEAx/YPMLi1LETNNUHezY\noJGArTQE1b9iGWfzW5XriwWDM0BYK9Zao9Q+gn7j79/brNkeYz0nrM9cIqLj\nyeVtfRdIWAYiJiLGWDoaM7kKp0QHXvMocqg7vP2Zs1KpRMSYG03q74KXDbQN\ngq4Mv5qEb7y2XewbltlsdnFxEYAN7HCoEmt378/Hh0ap24E4uPt5fOD2HR2o\nO9JTpAP9xaojFXUtaKAb36rYC1tVfV74vmaFOMOl7ar+R81xPanG0tGp4cRE\nNjY5FDvAstpPm+zPNkAEqWgoYcVMfSrqjgy0DXzFqeOU2hJgrZIfbb8N3nRm\nZkabswPXvkGGASIALKxspLMj0nODeq5X14PA7bo5U0pxxrAVGrBdaXsSelS0\nBIDl7aonB2Rc9PlW6/W1Yv3+ehkAFreqgrO7q6W3b61tl23bVYh7KKv9NMie\ntPL+VDgRmGLXcXxaBr4DPpvW16xtv+3Vn8nJKW3ODnzLBpgOnDGSzlapPnU8\n7Xlu8PiyXg9AO/HSXWe+Bfcfu6yLbpkrQcfK8naVIcKjwApBEd1cKhDR/EbZ\n4BwRUjGzULUJgDN8gojdq9Wxp+v35DSAwH4XGZbrLvQAkOpW79rPofVpIb36\nE3wE1qpGnM0Oua7nOA3fX9tLBhCrOTfy+e26hEgk2mlW9/pVsIu+v4Z2H8MZ\nuL7L5t23Cgo1Z6PUEL35AKGmhMDkbKNU//H1FUWgiDJx8/NnxgHgiXBkH1EO\nj0XebBmBFGUTFnTTJp3WatAG0Me29Xd1tX0CrXfANM3t7W3GHg2yALC2voFm\nnHPeqeZ6vfFdTV6NXdhNLPSUOj2V6axp4L+LjiuDx2x37WT/bkhFniJFwBmL\nGAwRGGLdkQZnUUv03349tdHaPcleiYgAqIAycQs6Evch4GH1kerXXu9op116\npV35O7CNjQ0YlC/aH7IAAItLK2Y8DbSLY/Eoc6lfRP3kCDQ9HNXBpvaHYQwA\nEhHDFKyPRY4AuuQhdtAGGo4HAKmYkYmbjIEnVcOVBMA51mz32vy26vsyPDY5\n1Nyyfbk7iCMu52v+uWXQUjR+OVQA8Mv9dtVQfb1G3TdhuVxudXVNX9Knc/1t\nWQKA5bXNWHJKSQ9Zd/dWW28GjpEfyGGMea4s1bzRNErpKoUQPIcx3Oh6ioCU\nNr8Y+kfDASJ89tTYTC6xWW5k45Zp8GLNubNSuL1SbCgpGC5tV312+f+3JTx7\nGpp4QkOwhc3KTz5e/sKZcT9EzxjTmSMDwyLY+2gn7KDX+PgeGRm5e/fOwB72\ng6zebJVqdnQyIaUMQ37a0+ho99MnK8W5sZQO4vn+EQDwPI8hGhyjpijWHIFd\nNklKUSpqZBIRhli1XdtVOoMZgC7M5lIx8907G/fWSyfG0y+fHBtNR8fSkZFU\n9MFGpeHI7YptChzol/20Y3ofOzAAUIoEg4frpdJcNh2PtLFD22gunbIn+qw/\nwqlUyj8Xo08P+0KWISinVG2MR2NKSmSD3QUwwN/UvvEyOFvJ1z68v3n5+Ih/\nTpp/8rJUyhB8Zji2WaoxgwerhCOC69HFueyF2Swypl+VzVLj9Q/mdSM3lgo6\nUccS/OFGeWGzMpSIXJzNnJzMnJzMOJ584+rSaqEeMXkfR+Ae38D9yF4hdeAd\nC6bQBH07jKHrqY2yk45HWvlyO33edyd7fUJEiURCSjnQadDPluWcV8oVR6Fl\nRYJvxn5d+l2eQRFZgt9ZLW6UGgyxlT7QdJNxxgAgk4gAMN58YYiUPpNBcQaz\nuZj2e+sb31ktqlZUwnY9y+CWwQFAn8q6Xqy9cXXpO+/N31ktmoJ/6dmpiUy0\n2nDp069KB0pwj99GNAumJ7St+0TwYKMMAF3NtDAxhYH98cVxHCGEYRjlcrn/\nkTWsT6MIrFQuucQNQwCGSrkOacju6gGC46l//GDho/ltxN3BD0QAmByKj6Qj\njqcQkQAJUQHWbDmZjaeihuNJJSUDunJ/4+rDLc6geSZMoPSxVhGm4IyxtULt\n2ny+7niWwb/47NSrZydNzmq2+ynyDYR5wXrRJjvzZ1i3QxMAgAgEx+1yw3Zl\n5w0HLg59Luj8yoeWaVrlcrl/Amk/yALA5tY2t2IIyJD5Te8pDWHw4ELz8MF3\n724sbVdZwLGv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