{"url":"https://api.github.com/gists/4498292","forks_url":"https://api.github.com/gists/4498292/forks","commits_url":"https://api.github.com/gists/4498292/commits","id":"4498292","node_id":"MDQ6R2lzdDQ0OTgyOTI=","git_pull_url":"https://gist.github.com/4498292.git","git_push_url":"https://gist.github.com/4498292.git","html_url":"https://gist.github.com/mbostock/4498292","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4498292/raw/27b3504e54933dc82e36671dd3e19c12f0b31996/.block","size":78,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/mollweide-hemispheres\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4498292/raw/f03daffb0eff1b5ba8cac00592a344637d89b45c/README.md","size":74,"truncated":false,"content":"This [Mollweide projection](/3734336) is interrupted into two hemispheres.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4498292/raw/ebf11e47c8dfe504a00366891b0d39c10f3ae130/index.html","size":2283,"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.mollweide.raw)\n    .lobes([[ // northern hemisphere\n      [[-180,   0], [ -90,  90], [   0,   0]],\n      [[   0,   0], [  90,  90], [ 180,   0]]\n    ], [ // southern hemisphere\n      [[-180,   0], [ -90, -90], [   0,   0]],\n      [[   0,   0], [  90, -90], [ 180,   0]]\n    ]])\n    .rotate([20, 0])\n    .scale(165)\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\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});\n\nd3.select(self.frameElement).style(\"height\", height + 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N3W5fvXp1v34FQ4YM/RW4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\n22w208LnoEtIkhMYjlKKos30jCxYMILiGlDaQn5CGGOFxf/pyfDPl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