{"url":"https://api.github.com/gists/4436875","forks_url":"https://api.github.com/gists/4436875/forks","commits_url":"https://api.github.com/gists/4436875/commits","id":"4436875","node_id":"MDQ6R2lzdDQ0MzY4NzU=","git_pull_url":"https://gist.github.com/4436875.git","git_push_url":"https://gist.github.com/4436875.git","html_url":"https://gist.github.com/mbostock/4436875","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4436875/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4436875/raw/22f849a3f9f2f759b0bd300b42c1f9d4ad04584e/README.md","size":260,"truncated":false,"content":"This example uses [d3.geo.circle](https://github.com/mbostock/d3/wiki/Geo-Paths#wiki-circle) and [d3.geo.azimuthalEquidistant](https://github.com/mbostock/d3/wiki/Geo-Projections#wiki-azimuthalEquidistant) to draw rings of constant distance from New York City.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4436875/raw/2bf6d69d87abf5835d329e7352bf5862ea65562a/index.html","size":1905,"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 = 960;\n\nvar projection = d3.geo.azimuthalEquidistant()\n    .scale(150)\n    .rotate([74.0064, -40.7142])\n    .clipAngle(180 - 1e-3)\n    .translate([width / 2, height / 2])\n    .precision(.1);\n\nvar circle = d3.geo.circle()\n    .origin([-74.0064, 40.7142]);\n\nvar path = d3.geo.path()\n    .projection(projection);\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(\"g\")\n    .attr(\"class\", \"graticule\")\n  .selectAll(\"path\")\n    .data(d3.range(10, 190, 10).map(function(d) { return circle.angle(d)(); }))\n  .enter().append(\"path\")\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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tbScwZ84l0Gq13yjm/MYw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\n4PP50NzcjOnTp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