{"url":"https://api.github.com/gists/4319903","forks_url":"https://api.github.com/gists/4319903/forks","commits_url":"https://api.github.com/gists/4319903/commits","id":"4319903","node_id":"MDQ6R2lzdDQzMTk5MDM=","git_pull_url":"https://gist.github.com/4319903.git","git_push_url":"https://gist.github.com/4319903.git","html_url":"https://gist.github.com/mbostock/4319903","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4319903/raw/2a4ad51f3e041474ae7036d08ae5a1a6e23efa61/.block","size":71,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/sinu-mollweide\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4319903/raw/bdac21f23227f3593c4b543139df7a746567e9f0/README.md","size":320,"truncated":false,"content":"The Sinu-Mollweide projection is a combination of the [Mollweide](/3734336) and [Sinusoidal](/3712399) projections. It is available as `d3.geo.sinuMollweide` in the [extended geographic projections plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection). See also [Philbrick’s interrupted form](/4481520).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4319903/raw/5ce8786551609827c8cb243776aa694dd466951b/index.html","size":1793,"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 = 520;\n\nvar projection = d3.geo.sinuMollweide()\n    .center([0, -5])\n    .scale(165)\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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XXXa5yRT3z8UJ6oceevB/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\n/p8hsiQKohjVaHSYi3fs2JGPP179+ed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