{"url":"https://api.github.com/gists/3710566","forks_url":"https://api.github.com/gists/3710566/forks","commits_url":"https://api.github.com/gists/3710566/commits","id":"3710566","node_id":"MDQ6R2lzdDM3MTA1NjY=","git_pull_url":"https://gist.github.com/3710566.git","git_push_url":"https://gist.github.com/3710566.git","html_url":"https://gist.github.com/mbostock/3710566","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3710566/raw/8adbb8a566fd285f84987c04626275f99c132bc4/.block","size":65,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/robinson\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3710566/raw/50165ffab815e473afb4983eb6a7adcf4ffdd831/README.md","size":202,"truncated":false,"content":"The [Robinson projection](http://en.wikipedia.org/wiki/Robinson_projection) is available as `d3.geo.robinson` in the [geo.projection 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/3710566/raw/a3fb55b176f4cee2b55e8846dad937168d3974fa/index.html","size":1767,"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.robinson()\n    .scale(150)\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(\"defs\").append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"id\", \"sphere\")\n    .attr(\"d\", path);\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(\"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 + 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116O6uhpPPPEEurq6EIvF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\ncJIT5PqlGrrZaIWlbAwdLq8+p4KtUraSbtPi4mJkZWVBpVJh27Zt0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