{"url":"https://api.github.com/gists/4657115","forks_url":"https://api.github.com/gists/4657115/forks","commits_url":"https://api.github.com/gists/4657115/commits","id":"4657115","node_id":"MDQ6R2lzdDQ2NTcxMTU=","git_pull_url":"https://gist.github.com/4657115.git","git_push_url":"https://gist.github.com/4657115.git","html_url":"https://gist.github.com/mbostock/4657115","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4657115/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/4657115/raw/45d58fec69fc4284f97a38d1d875f22228ea4254/README.md","size":172,"truncated":false,"content":"In response to a Stack Overflow question regarding [TopoJSON for congressional districts](http://stackoverflow.com/questions/14565963/topojson-for-congressional-districts).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4657115/raw/43d8c9a53b58acbdc1ff0b15e8a7d9d9c9921b46/index.html","size":2101,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\npath {\n  stroke-linejoin: round;\n  stroke-linecap: round;\n}\n\n.districts {\n  fill: #bbb;\n}\n\n.districts :hover {\n  fill: orange;\n}\n\n.district-boundaries {\n  pointer-events: none;\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n.state-boundaries {\n  pointer-events: none;\n  fill: none;\n  stroke: #fff;\n  stroke-width: 1.5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/queue.v1.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 600;\n\nvar projection = d3.geo.albersUsa()\n    .scale(1280)\n    .translate([width / 2, height / 2]);\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\nqueue()\n    .defer(d3.json, \"/mbostock/raw/4090846/us.json\")\n    .defer(d3.json, \"/mbostock/raw/4090846/us-congress-113.json\")\n    .await(ready);\n\nfunction ready(error, us, congress) {\n  if (error) throw error;\n\n  svg.append(\"defs\").append(\"path\")\n      .attr(\"id\", \"land\")\n      .datum(topojson.feature(us, us.objects.land))\n      .attr(\"d\", path);\n\n  svg.append(\"clipPath\")\n      .attr(\"id\", \"clip-land\")\n    .append(\"use\")\n      .attr(\"xlink:href\", \"#land\");\n\n  svg.append(\"g\")\n      .attr(\"class\", \"districts\")\n      .attr(\"clip-path\", \"url(#clip-land)\")\n    .selectAll(\"path\")\n      .data(topojson.feature(congress, congress.objects.districts).features)\n    .enter().append(\"path\")\n      .attr(\"d\", path)\n    .append(\"title\")\n      .text(function(d) { return d.id; });\n\n  svg.append(\"path\")\n      .attr(\"class\", \"district-boundaries\")\n      .datum(topojson.mesh(congress, congress.objects.districts, function(a, b) { return a !== b && (a.id / 1000 | 0) === (b.id / 1000 | 0); }))\n      .attr(\"d\", path);\n\n  svg.append(\"path\")\n      .attr(\"class\", \"state-boundaries\")\n      .datum(topojson.mesh(us, us.objects.states, function(a, b) { return a !== b; }))\n      .attr(\"d\", path);\n}\n\nd3.select(self.frameElement).style(\"height\", height + 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xgU9GtaAbSRUeAg+m3+9D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\nq9WYQ3vh9UdxHInK05H5hcgdiUQiT58+ffz4MWwSt8qaponbIHul+pDqq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