{"url":"https://api.github.com/gists/3734322","forks_url":"https://api.github.com/gists/3734322/forks","commits_url":"https://api.github.com/gists/3734322/commits","id":"3734322","node_id":"MDQ6R2lzdDM3MzQzMjI=","git_pull_url":"https://gist.github.com/3734322.git","git_push_url":"https://gist.github.com/3734322.git","html_url":"https://gist.github.com/mbostock/3734322","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3734322/raw/430b8845d7c42a429aaa665e0196ddf527eea8cc/.block","size":65,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/eckert-i\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3734322/raw/67dbbb70a54d7250558db95f4ca79bcdbed85212/README.md","size":218,"truncated":false,"content":"The [Eckert I projection](http://www.mapthematics.com/ProjectionsList.php?Projection=48) is available as `d3.geo.eckert1` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3734322/raw/36efe9aac81c286ee4854d7723f7147622c5a51a/index.html","size":1766,"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.eckert1()\n    .scale(160)\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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wgIqKClRVVV724LysJSZJ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\nlI5S7hUxCVpcqESV9WwLhlTUkujX5BcMEVAEOh6UIvhp0eFByZtBl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