{"url":"https://api.github.com/gists/4476487","forks_url":"https://api.github.com/gists/4476487/forks","commits_url":"https://api.github.com/gists/4476487/commits","id":"4476487","node_id":"MDQ6R2lzdDQ0NzY0ODc=","git_pull_url":"https://gist.github.com/4476487.git","git_push_url":"https://gist.github.com/4476487.git","html_url":"https://gist.github.com/mbostock/4476487","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4476487/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4476487/raw/65144a5a5f8e63246761c27f9570d3bf98ba2484/README.md","size":284,"truncated":false,"content":"The [Hobo–Dyer projection](http://en.wikipedia.org/wiki/Hobo–Dyer_projection) is the [`d3.geo.cylindricalEqualArea`](/3712408) projection with a parallel of 37.5º. It is available in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/projection/geo/projection).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4476487/raw/ed92c603ad7efdceb4208705f65e99f7e8dc9cda/index.html","size":1399,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\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 = 484;\n\nvar projection = d3.geo.cylindricalEqualArea()\n    .parallel(37.5)\n    .scale(193)\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(\"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 + \"px\");\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4476487/raw/2894c1a114f0d3f936703764c289bc8b61b2e2fa/thumbnail.png","size":33532,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAKrWlDQ1BJQ0Mg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\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2dkD5+EdvDOFbGRx0cg7v\n6sgzuxL83dayB6HuGLQdWZSZ7gqM9hyA+r/1W79VDlsZ7Wdouw00yYhSCQMg\n6BBKpCxgfZKNC9NXoFMJ4EAjdDCFRsoYvbWftdqtf+DWM1HGCEwohhulEjrp\namD+I98Bcu7T8rTltowphftWjsD9jr/fbOcddtb0UoSyVv7GGd+ojRDrQEBW\nPNsIMhVhlPg1GxBUnvWsZ9UIZbpnB5FB4VXbzjnSpnNf1udLs6PUCZ5zQFlA\nOmWcZ1dbF9Ofjaw/+qM/qqkRmWwSAf1IH8Bo9La3v72MX+ASrW1K6Fejren8\n21s5o3FbQl8JTtq0zuQ0AhUniQGi3TuldtLXvUOEB7Tksx/6lZ+RvXicB2Q6\nZw/wyGlUoWdA/ugAPTRCV75rbTiAsuRL51pZTyvXyjkSvqRjl2mTHoyARkbL\nlrvd7a5tCXDlqgNfuwt5G1H8y4/O6DhOyaEf/ehHl37hsD30+c3WrY3vlrgk\nTCrEDILlgE3Y7Q0ZsxqN9yMUZuFjJo0TEsBRVpGx2Zcbq67tNMK1+/crv/Ir\n5QBwhkixZpTja204MI52D+FLGSAgXDxbC7oFY8QPPP7xj5+d+Gsnzr7Z8t2f\nsvNr/WXHzFMe7lFxRvXVYxjZBMkG1/Of//zZgx70oMpHF7/40vYYBC8yh8+U\no69e6SiZ87M+AKHXzKqmfPKs/W5961uXkXBOtK1fEozssmqLM9G3NTJn1L/W\nknaYTan+/M//vPqRbBzC9FW7nqI544tnVF525U1z6QddfR/jpfPYAnmiA2dl\nDnX0PVk4vnukn/zUJ+taftbGZjT2AaIX9ejblFwe0FZ4iD3gWVoZPLxpi7zh\nDz/K5Tunv9BUV5Ay1RQ00FAPb9qHKyg5O8AP//AP104tHdtHwLuNnGwSak/9\nvt/ZmXvoj3rUo2ZPfOITK7ijBTdAFvKtZMSLojFQm0CN2UAYVWEMhNwbcEqg\nDZsG6hjGAYMS9UVuQmmbUiggtDGubYf8XhA0CA+iNB0ijyxk1tlGCp1idHCP\nkyNalzEUCqMHsLXxpp0vfflLszO+cEbl+WHcgYc97GHlHIme8sc8BXdvZ/Uc\nkXUpvr6bq1rn/eqv/mo5p7WL2zSZHbT70nVPkvymSQ4ALzIMRmydNRi7cvsE\nDrqyeaSf4AlKnJbzCtYMkR7xAMJ35NB/aNChfqRX9gNfPhvg4AKK/oaDV4cg\nqAx902jGbsRGk/OiwYGUAcFTH5vdoCPYwFVH+9rWR87o946adtFBlxzhh4xk\nN8MTyOxbcDI48smTkU99faENjh3HlA+iH2m3JN2fdV/djCXQ4yzyGrM1YlKs\nxilO464DhGD0mVIk37ltHtVoSJlVp1XjiJ5UueDCgV455pwcJggG10YLJ6EI\n7bqmZOWOMAwXT31d6fCoEwAedQDQkVG+M1CmMxP53SbQ0eQOpA3raetODswQ\nTKk4t91l01hPoEib9uEDDWd6GEMMQ/vhWTv4YhRkdx2QDk9T9MjGIB0Mz+Ya\nHdAZHdiNdb+SITJut0bwwGgtQTgYutp2kA8u+fDEgeGgD8+IhT7DwxsHUC/T\nTnzL5xDaw7slBXnRSDtoosPQ0SB3+jn8p6/0Nzp4Qpfe0IEPJ33NJpXBJ4P2\nzC7cFiMv/pXjTz16QAe+uniUr304ZEdHGn9XbTZyUcOnA3XDr7pw/v3f/71s\nwfqRbdlhRSsya18b6loa4snhWhka4Y8eyVy23ggsHDPICEMGKkYRgxLkDoJC\nubA5H5woIHUIgDn5GurpyVdOibvaWsnc2+6iKGqaJrJqcwwRYipfHpqUAI+x\nETJCk40xOHN+ZbWZ1aI2g1EXn4yeIZhyWKtSoimKEUc0xLN7gm6rHNtuL5iW\nWC/QDZrOoORtfHA3beJrmV7jmL2O0IpeQy/yl16b0Rjd4RlpTLlsejlOOukk\nVUoGoyDZzEgYs6CiTxgaJ0JTPp2gG/3DMbuwg6jc+tXtEgFqx44dFZC0y5DR\nMKIKdIJsbiHgQT086k9ykhE/Y124lu8AkbUu2g8a6ppuawe+oBQnx7++AfoQ\nPlry6J4MnBweOvghH1s75NBDZuecfU7Jp662HfShjukt3jmWug7XgrNlw4te\n9KJaMtC1OxWRBQ+xf2n56rEH/MS50QPaPB9es8PG82L/pwRBCEIPuUZ4DJdc\nwhGGXbC+LM6I3hRQDBzTWMxas+WpnThV2lVfGv6Uw4YvZYQkkw5BV1kUSXEi\nOQWLbtoWHdOJ8FwzJnXdGmKoDI0xUKjR1vTGTi6jFFB0sHL1w0svM34c+O8h\n130fpDx6m6JHTj2kfgKBZ5oFCYB/+YwWMGbTMvzjl3ORXdCxdkSHEQJGSHcx\ndDMKBz14bvhe97zX7Kijj6onfQQDvOsbBi0o6EPPIwsAdnk9pLK6ulq60UZk\n5jT05Ug/J891HJT8+kR/hTcBQXuZXuvPjOpkwFP0Z1QP6Ht6QZNMrunBtf4W\neOlIe+rjFV1ymoYK4PDQeNOb3lRkn/a0p5V+BS2BPO2qGxtHX91AdDbZ73M7\nWTHsi+tRUq+oEEpZrvvzgD+fp3YFqbOMHlTKJ4DIzRj+6Z/+qbb0GU4ZX+sg\ngAbhIqzrHpQBUUinKhdN4VOkfHlGQoe20kackrPJpyxPufzZn/1Z0bzLXe5S\nN9nPOOOLjaeLqiMt9gGagkjaqMyJH3iOMSTfOcYZnCn8lDlHZvWslR2MwpMl\n9MqgGBDjdc8NPaO+XVsOwpHJK08ZIzU6Ak5Jd6L/k570pHIKt1Z+qu0LPKC9\nAWNN7vlgu9toqb+rzXzcorKGMtvQNqd04AG/+tSshbOgn4MM0iABQpoc6nFI\n/SPNSdQ321FHvum5/kYfL/Kd0aWT6Db25szR2Z1y9qGuc0AdNPQtwLc6RlDB\nDLzqVa+qp7rQk0+fwDU5ElDSV1U4/0F7CuQ72qKnFa8fIKfwv615vVIwFUHS\nWfKk++ueoeAnj1ITlZS51obpHGUxFErmVEZRRqSTnCnVqGjH9bifOK5NLc6v\np508JG+jyDorgK76oDeolH87znSxDHILizGRgTFZHhhJ6e4P//AP64a2kc/D\nBWYpd73rXcs46cl6WR064tjezjFdV/cP/uAPSmfkjQFbX1lnm76q84hHPKLW\nWJzm5JNPnnlIw+htJEIXHSP39qZn6zZ01GPQ2ZMgGzz9p45R3YgP12jMAfHQ\nj24CiQMtbeuLOFxsJ3oTiPW/+vraCGnERVcddkF/8Pbbb+1+LH7MjDxwAV75\nylfWyxDyBXnBnP3oA3Ujw9g2q/L4Z8IHVxhXweXsnMPqaszB+uu0zUEYEEin\nS0eZOcvbDEzha8t0whRIGzpSlNMRIjDlKrNxYieTY4rGjMEGEOMAlM7JKTzt\nRI7N8HZZcbSlXRs6ppf4Z6iMyWtyDNkU0j3X1dXVmrLZ2leP4XLIF7/4xbNf\n+qVfqt1b93DJo771FkDHSHm3u92tDEweBw2ccMIJ5ZBmFR4tM201lXMABs45\nBELrc/Q5GSN2HD5f28LlEIKIvtC+foFDz+RynWDJgYye+o888i0ntJVR1W6y\n/sQDGtLwyefgMNqiC3U5pjy2QXdGZHj6niPK1w5dCszqmEXlXWD1d7XZwn2P\nv+/sLne+y+wXf/EXayZR7beHWDYFE763WGDGkaaMTN5UvkaX5RuFl5UlP2eC\nUxSIsddF9yO/P1K3x5delo+UDjIyUrworU1rLusNncMpTXU5oo4B3rgI4BPA\nBWkr6Z6XQpj/wOtx96Wsx01aUOCYWVMm36tbDMmU8id+4ifKYZQxHgHml3/5\nl2fP/63nl1P6QoJp721vc9vZC1/0wmG9/LnPtwcR3lbk0GKojJ7zqO+aPrTh\nsUyPCxpBjBTuq3p6yPSXM3oayfrN/WpBd8eOHeUopswcke7l0Tf6cDkM51ZG\nl4IOh8ODPO1y8l7P+oIjcyiOCJ8z01GCFoHoX//BF4AFYsAWABm81QOsJ+0r\nWDOi4VW1ZzzjGfXYHTr0kP7MGvQ1f/2aquc2CKcEtUxs+GNQN/WXla0QtLHd\njmGnivGORwN58Ib7XuunUvI1QuAozDUlqCd/XCY/5ZRKEFMc4Dr4YR5deT1f\nhTz/UQac+zrhS5n2KF8n63zXOggwXA5q3WS723SEIeg0eKCXKZ9S6eWNwQy8\nDPqsiu3HC86AbOM6g14HHY7L1MkztNJNDU3GYcQ0FbNepBOBhQzWPl7F8tCE\nKTfe8WOzxKN4ovzznvu8evnY1xI87M+RGOILXvCCenn8EY98RHvwYvgciA0u\nTsMwPV1kBDOSekABr9rjDKaGaLiX6vbXiSeeWA7s4QTt2r00chk1zTz0t9HU\nYdOMk3NQ/GqP7hk/3jmQkUuZ/tMumcGg6yGYc0a8kDU2pM/kcy46ynQaDTix\nD3RMyz2FlgdO8GYmwPEe+9OPrWAtcAC8sGFy4EW79h2M+Mr0KXCG19utNuWl\n3+N78FOGnxVIzX/LuyvdKmLcsUDmlBrY2qZv7d9Q0H5bMnUQ7euEQeUa6ssw\npVwdTHOAHS16Amn56jgDdV3nqMzuRz7o67gOHWk0tKVdUZtSdQ5letzOg+on\ntCkaQ+GwUWrPd2Ta2mS6ZCQTOeFqM/rULvAqVtTW01NHO/J63tGIXrduHegO\nlPxuK/69/0gOTuGwxhF0OB9dGkGMHkYZhs54yMXgjaY2fXa1KZi3goxwgKMr\nY6Seynp1e7DfJhHwGCIjNer2YASlM7ZhlqE98tCVYPeb7QWB7GjiwZNI2jay\n4JnTucY7mc1kyGN548CzftJf0W/ap7Ned+nT9Dvd0hFn1/fwnZUrc61N54c/\n/OG1RqYzwcqTOSe3d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Jo6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\nPY2N0ugbofd8J2uy1tqUb1wcRsf5G11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