{"url":"https://api.github.com/gists/3734317","forks_url":"https://api.github.com/gists/3734317/forks","commits_url":"https://api.github.com/gists/3734317/commits","id":"3734317","node_id":"MDQ6R2lzdDM3MzQzMTc=","git_pull_url":"https://gist.github.com/3734317.git","git_push_url":"https://gist.github.com/3734317.git","html_url":"https://gist.github.com/mbostock/3734317","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3734317/raw/ba3f2de21b19b1a414894e9fbd3d40274a39d947/.block","size":88,"truncated":false,"content":"license: gpl-3.0\nredirect: https://beta.observablehq.com/@mbostock/d3-conic-equidistant\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3734317/raw/e75e02ad94cf721806c9e0183d158f53c38e8d1b/README.md","size":234,"truncated":false,"content":"The [Conic equidistant projection](http://mathworld.wolfram.com/ConicEquidistantProjection.html) is available as `d3.geo.conicEquidistant` 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/3734317/raw/266a0f2ed621705ba75fc1505bd19ae460a303be/index.html","size":1733,"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/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar projection = d3.geo.conicEquidistant()\n    .center([0, 15])\n    .scale(128)\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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0b75R+/fvR3V1Nfx+P8aN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\nVlQZGcf3EoPqdDrceuut+NGPfhQl5GRzlcxP6ovLG5Hx1A8AtLW14c9//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Vi73Y7e3t6oYmh6tixhu7q6sGfPHpSUlGD69OlISkqKwszy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\nJRg1alQUoIFjdOn+PKEtB6DkwYMpvJ8Px5LKAAL6XqyK/lgwPSVIH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