{"url":"https://api.github.com/gists/3734325","forks_url":"https://api.github.com/gists/3734325/forks","commits_url":"https://api.github.com/gists/3734325/commits","id":"3734325","node_id":"MDQ6R2lzdDM3MzQzMjU=","git_pull_url":"https://gist.github.com/3734325.git","git_push_url":"https://gist.github.com/3734325.git","html_url":"https://gist.github.com/mbostock/3734325","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3734325/raw/e044ca8cb40f926eeb915af86fa3e1c4b636801e/.block","size":67,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/eckert-iii\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3734325/raw/2e03dfe161cb1e5f4c39f53ba49fa228e9b22a2d/README.md","size":220,"truncated":false,"content":"The [Eckert III projection](http://www.mapthematics.com/ProjectionsList.php?Projection=50) is available as `d3.geo.eckert3` 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/3734325/raw/00caf3789eb15e760beae5df908266b3d0ec3b03/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.eckert3()\n    .scale(175)\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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r1cpEwu9+97v47W9/i2Aw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\n70ZxcbGwhGamc+LbpftE7UqlEtXV1Xjsscf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4/H2RsvJPJRISu3283ihMmPSWvo7e3F008/jR/96EeMYKUw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\n5paAICRPBAqFAnPnzsHJkydZlTgCIippf94fyT7GxZPyQPqbyJkrZ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