{"url":"https://api.github.com/gists/4180634","forks_url":"https://api.github.com/gists/4180634/forks","commits_url":"https://api.github.com/gists/4180634/commits","id":"4180634","node_id":"MDQ6R2lzdDQxODA2MzQ=","git_pull_url":"https://gist.github.com/4180634.git","git_push_url":"https://gist.github.com/4180634.git","html_url":"https://gist.github.com/mbostock/4180634","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4180634/raw/e81a0fc6e124feec366b08a2d2ff08600339ed32/.block","size":75,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@mbostock/map-coloring\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4180634/raw/b39ec1c47cf104a5dd9508e876f3f99e91d579c4/README.md","size":340,"truncated":false,"content":"This map shows the Natural Earth [Admin 0 - Countries](http://www.naturalearthdata.com/downloads/50m-cultural-vectors/) shapefile at 50m resolution. Converted to [TopoJSON](https://github.com/mbostock/topojson), only 140K gzipped. Each country is identified by its [ISO 3166-1 numeric code](http://en.wikipedia.org/wiki/ISO_3166-1_numeric).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4180634/raw/cbaf09633ea190c24492f18bed9b2e1e6b24c602/index.html","size":2100,"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 = 580;\n\nvar color = d3.scale.category10();\n\nvar projection = d3.geo.kavrayskiy7()\n    .scale(170)\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  var countries = topojson.feature(world, world.objects.countries).features,\n      neighbors = topojson.neighbors(world.objects.countries.geometries);\n\n  svg.selectAll(\".country\")\n      .data(countries)\n    .enter().insert(\"path\", \".graticule\")\n      .attr(\"class\", \"country\")\n      .attr(\"d\", path)\n      .style(\"fill\", function(d, i) { return color(d.color = d3.max(neighbors[i], function(n) { return countries[n].color; }) + 1 | 0); });\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/4180634/raw/afe6568043ee9970cc4561f62e3d975cdd634547/thumbnail.png","size":30246,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKkWlDQ1BpY20A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\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C0DnLOPJjvz7IGdy9om40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\n0ViN6TzmpuM4Pp9vVMEAdFzxvXcvbakIqyuSyLZt1YAIOGcdsfSPn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