{"url":"https://api.github.com/gists/8814734","forks_url":"https://api.github.com/gists/8814734/forks","commits_url":"https://api.github.com/gists/8814734/commits","id":"8814734","node_id":"MDQ6R2lzdDg4MTQ3MzQ=","git_pull_url":"https://gist.github.com/8814734.git","git_push_url":"https://gist.github.com/8814734.git","html_url":"https://gist.github.com/mbostock/8814734","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/8814734/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/8814734/raw/4933972d83f7322d7d4a4dd404a214ad568f37dd/README.md","size":340,"truncated":false,"content":"This example uses [topojson.neighbors](https://github.com/mbostock/topojson/wiki/API-Reference#wiki-neighbors) to compute neighboring congressional districts (from the 113th congress) from geographic boundaries by detecting shared edges (arcs). The red district is the hovered district, and the orange district is the neighboring districts.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/8814734/raw/16287ef8be2541959d35296ba00ae14b655b12e4/index.html","size":2483,"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.land {\n  fill: #bbb;\n}\n\n.land :hover {\n  fill: red;\n}\n\n.land .neighbor {\n  fill: orange;\n}\n\n.border {\n  pointer-events: none;\n  fill: none;\n  stroke: #fff;\n}\n\n.border--district {\n  stroke-width: .5px;\n}\n\n.border--state {\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  var districts = congress.objects.districts,\n      neighbors = topojson.neighbors(districts.geometries);\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  var district = svg.append(\"g\")\n      .attr(\"class\", \"land\")\n      .attr(\"clip-path\", \"url(#clip-land)\")\n    .selectAll(\"path\")\n      .data(topojson.feature(congress, districts).features)\n    .enter().append(\"path\")\n      .attr(\"d\", path);\n\n  district.append(\"title\")\n      .text(function(d) { return d.id; });\n\n  district\n      .each(function(d, i) { d.neighbors = d3.selectAll(neighbors[i].map(function(j) { return district[0][j]; })); })\n      .on(\"mouseover\", function(d) { d.neighbors.classed(\"neighbor\", true); })\n      .on(\"mouseout\", function(d) { d.neighbors.classed(\"neighbor\", false); });\n\n  svg.append(\"path\")\n      .attr(\"class\", \"border border--district\")\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\", \"border border--state\")\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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08WpugBB10k81VViqTW5J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\nwCQVCoGXFWnn+CwQh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