{"url":"https://api.github.com/gists/4448587","forks_url":"https://api.github.com/gists/4448587/forks","commits_url":"https://api.github.com/gists/4448587/commits","id":"4448587","node_id":"MDQ6R2lzdDQ0NDg1ODc=","git_pull_url":"https://gist.github.com/4448587.git","git_push_url":"https://gist.github.com/4448587.git","html_url":"https://gist.github.com/mbostock/4448587","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4448587/raw/daef6741260f968c1ebbb1f314d02839195c4e31/.block","size":85,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/interrupted-goode-homolosine\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4448587/raw/1efbf31de5ed3106c479f99e5768e31097643af7/README.md","size":175,"truncated":false,"content":"[Goode’s homolosine projection](/3734330) is available as `d3.geo.homolosine` 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/4448587/raw/d5c09dc0ed1a9728707fc3e50e45a9ebbf2273bb/index.html","size":2319,"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 = 500;\n\nvar projection = d3.geo.interrupt(d3.geo.homolosine.raw)\n    .lobes([[ // northern hemisphere\n      [[-180,   0], [-100,  90], [ -40,   0]],\n      [[ -40,   0], [  30,  90], [ 180,   0]]\n    ], [ // southern hemisphere\n      [[-180,   0], [-160, -90], [-100,   0]],\n      [[-100,   0], [ -60, -90], [ -20,   0]],\n      [[ -20,   0], [  20, -90], [  80,   0]],\n      [[  80,   0], [ 140, -90], [ 180,   0]]\n    ]])\n    .scale(150)\n    .translate([width / 2, height / 2])\n    .precision(.1);\n\nvar graticule = d3.geo.graticule();\n\nvar path = d3.geo.path()\n    .projection(projection);\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({type: \"Sphere\"})\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(\"clip-path\", \"url(#clip)\")\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\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4448587/raw/0eb6544ce952308453bf9c90bacf014baf27ba3f/thumbnail.png","size":30005,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAKg2lDQ1BpY20A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\n59K6+IYIA3GJqDNC+JeQVOHg8naLsLPJ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iKi4tnuVSSxWEm659KpcKWLVuwZ88eDAwMsHGnHZQKbdEhswBY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\n0pHUT5vNhr6+PsjlchiNRjzwwAMoKCiYEyARfp6r77FYDDabDf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