{"url":"https://api.github.com/gists/4731228","forks_url":"https://api.github.com/gists/4731228/forks","commits_url":"https://api.github.com/gists/4731228/commits","id":"4731228","node_id":"MDQ6R2lzdDQ3MzEyMjg=","git_pull_url":"https://gist.github.com/4731228.git","git_push_url":"https://gist.github.com/4731228.git","html_url":"https://gist.github.com/mbostock/4731228","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4731228/raw/6708cc0d0f3eb7bbf11174a1fcd28158137b1ce1/.block","size":62,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/fahey\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4731228/raw/05e9726e61afff7b97002f6cb77af4143e216028/README.md","size":147,"truncated":false,"content":"The Fahey projection is available as `d3.geo.fahey` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4731228/raw/8e17f5dd0f59b084892ac8df0a09b47903097175/index.html","size":1764,"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 = 680;\n\nvar projection = d3.geo.fahey()\n    .scale(183)\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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ud1pa2rvvvut0Op1O5/79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\nD3IHjOgUhC2Ewzb4/f7c3FxyZaoR9qa691BVEEny5HJ5bGxsTEwMv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