{"url":"https://api.github.com/gists/3734329","forks_url":"https://api.github.com/gists/3734329/forks","commits_url":"https://api.github.com/gists/3734329/commits","id":"3734329","node_id":"MDQ6R2lzdDM3MzQzMjk=","git_pull_url":"https://gist.github.com/3734329.git","git_push_url":"https://gist.github.com/3734329.git","html_url":"https://gist.github.com/mbostock/3734329","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3734329/raw/583aedcf97652a319c97e8020e515fd66dca0b90/.block","size":66,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/eckert-vi\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3734329/raw/ed950abde3a65896d8a2d90704628d2c1dfa9a67/README.md","size":207,"truncated":false,"content":"The [Eckert VI projection](http://en.wikipedia.org/wiki/Eckert_VI_projection) is available as `d3.geo.eckert6` 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/3734329/raw/7ac5eca86aae91f325d0d17aca3f6e55f3d78869/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 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     .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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7tcLvh8PixduhTZ2dl48cUXYbfbUVZWhnPnzuG+++7D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\nYFdSpswx+ckoKCjAypUK7N+/D4sWLWY+GzqlSH+hAfLoHym3CO+e4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