{"url":"https://api.github.com/gists/5349951","forks_url":"https://api.github.com/gists/5349951/forks","commits_url":"https://api.github.com/gists/5349951/commits","id":"5349951","node_id":"MDQ6R2lzdDUzNDk5NTE=","git_pull_url":"https://gist.github.com/5349951.git","git_push_url":"https://gist.github.com/5349951.git","html_url":"https://gist.github.com/mbostock/5349951","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5349951/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/5349951/raw/498066ca881b15cda13b7d876a8bd80898acd965/README.md","size":242,"truncated":false,"content":"The counties of Ohio, generated via the [us-atlas](https://github.com/mbostock/us-atlas) and using the Ohio State Plane North projection, part of the [State Plane Coordinate System](http://en.wikipedia.org/wiki/State_Plane_Coordinate_System).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5349951/raw/ec698f1b0a21728c864e7788f1409909c1bb4b81/index.html","size":1636,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.county {\n  fill: #eee;\n}\n\n.county:hover {\n  fill: orange;\n}\n\n.county-border {\n  fill: none;\n  stroke: #777;\n  pointer-events: none;\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 = 1200;\n\nvar projection = d3.geo.conicConformal()\n    .parallels([40 + 26 / 60, 41 + 42 / 60])\n    .rotate([82 + 30 / 60, -39 - 40 / 60])\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\nd3.json(\"oh-counties.json\", function(error, oh) {\n  if (error) throw error;\n\n  var counties = topojson.feature(oh, oh.objects.counties);\n\n  projection\n      .scale(1)\n      .translate([0, 0]);\n\n  var b = path.bounds(counties),\n      s = .95 / Math.max((b[1][0] - b[0][0]) / width, (b[1][1] - b[0][1]) / height),\n      t = [(width - s * (b[1][0] + b[0][0])) / 2, (height - s * (b[1][1] + b[0][1])) / 2];\n\n  projection\n      .scale(s)\n      .translate(t);\n\n  svg.selectAll(\"path\")\n      .data(counties.features.filter(function(d) { return d.id % 1000; }))\n    .enter().append(\"path\")\n      .attr(\"class\", \"county\")\n      .attr(\"d\", path)\n    .append(\"title\")\n      .text(function(d) { return d.properties.name; });\n\n  svg.append(\"path\")\n      .datum(topojson.mesh(oh, oh.objects.counties, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"county-border\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + \"px\");\n\n</script>\n","encoding":"utf-8"},"oh-counties.json":{"filename":"oh-counties.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/5349951/raw/77ea25e74ad74f3fc2e9b961486aa5ac83eabf27/oh-counties.json","size":214488,"truncated":false,"content":"{\"type\":\"Topology\",\"transform\":{\"scale\":[0.00043068510351034503,0.000392119560056012],\"translate\":[-84.82028842799986,38.40350870700007]},\"objects\":{\"counties\":{\"type\":\"GeometryCollection\",\"geometries\":[{\"type\":\"MultiPolygon\",\"arcs\":[[[0]],[[1]],[[2,3,4,5,6,7,8,9,10,11,12],[13],[14],[15],[16],[17],[18],[19],[20],[21]]],\"id\":\"39000\",\"properties\":{\"name\":\"OH\"}},{\"type\":\"Polygon\",\"arcs\":[[22,23,24,-13,25]],\"id\":\"39007\",\"properties\":{\"name\":\"Ashtabula 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XVEoQwh/Jl4e66L+iSTsp2ScFZJZ49IwGvze15ufEnf995YWjYL3rr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\nRUGn+mValh2IMkp6F4zRJRgUi8XDw0OEEK2oyMZ0UxWeDf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