{"url":"https://api.github.com/gists/4479547","forks_url":"https://api.github.com/gists/4479547/forks","commits_url":"https://api.github.com/gists/4479547/commits","id":"4479547","node_id":"MDQ6R2lzdDQ0Nzk1NDc=","git_pull_url":"https://gist.github.com/4479547.git","git_push_url":"https://gist.github.com/4479547.git","html_url":"https://gist.github.com/mbostock/4479547","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4479547/raw/1a330fcca411fff955cdf452a5a7ae3d646719f0/.block","size":70,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/hill-eucyclic\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4479547/raw/e27b8ef489b57d86b1cd8acce424e9461f776a56/README.md","size":235,"truncated":false,"content":"The Maurer pseudonic equal-area projection is a special case of the [Hill eucyclic projection](/4479513), and is available as `d3.geo.hill` 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/4479547/raw/d8c860fa5ac21a7de514d4f3eec7c6278fc34d39/index.html","size":1778,"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 = 660;\n\nvar projection = d3.geo.hill()\n    .ratio(0)\n    .scale(190)\n    .translate([width / 2, height * .7])\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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6vYo1S6VS8Pl8OHHiBA4e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\n4j4pl6Z0b2q9SH5CJBJBTk6O5kbxeZE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