{"url":"https://api.github.com/gists/3757119","forks_url":"https://api.github.com/gists/3757119/forks","commits_url":"https://api.github.com/gists/3757119/commits","id":"3757119","node_id":"MDQ6R2lzdDM3NTcxMTk=","git_pull_url":"https://gist.github.com/3757119.git","git_push_url":"https://gist.github.com/3757119.git","html_url":"https://gist.github.com/mbostock/3757119","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3757119/raw/b727b032cf7dd4c12c0b3b85ca12e26baa9b8928/.block","size":97,"truncated":false,"content":"license: gpl-3.0\nheight: 480\nredirect: https://beta.observablehq.com/@mbostock/d3-equirectangular","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3757119/raw/47697de7e18e945b8cb3937e487ff7fbeff7c51e/README.md","size":248,"truncated":false,"content":"The [equirectangular projection](http://en.wikipedia.org/wiki/Equirectangular_projection) is available as [d3.geo.equirectangular](https://github.com/mbostock/d3/wiki/Geo-Projections#wiki-equirectangular). See also the [rotating version](/3734273).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3757119/raw/438041c01f9a132b5efa80a5a3c5d7a5c6f80120/index.html","size":1256,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: 0.5px;\n  stroke-opacity: 0.5;\n}\n\n.land {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: 0.5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v4.0.0-alpha.50.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 480;\n\nvar projection = d3.geoEquirectangular()\n    .scale(height / Math.PI)\n    .translate([width / 2, height / 2]);\n\nvar path = d3.geoPath()\n    .projection(projection);\n\nvar graticule = d3.geoGraticule();\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\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3757119/raw/8339b53582108bc27a64ea77719f5813d7a043c1/thumbnail.png","size":31442,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAKrWlDQ1BJQ0Mg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\nE0+crvAJlnv55ZcvPv7xT+z+7v0EG7P/7c7/SuATQgL7PiF6sU0nBAV79u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Ks/hFUtrq1ix76Ugpj3eb2icGSz7vhl7KiIww2QwEbL76E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\nCe5GU5SsBXTCLGjDwucnfe0N39ZDBtTTKdZKnlThjYVNntDg1acGbo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Y9ewVmQBCHIvxVH641p7FTFw/66VUxm2x0QP/hmR3N0PqnHfaA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\nJ3aNq1+jv03inM5MgegKhN6UHqQsKT3hFM2ya98uqQNUG5efsq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