{"url":"https://api.github.com/gists/3734308","forks_url":"https://api.github.com/gists/3734308/forks","commits_url":"https://api.github.com/gists/3734308/commits","id":"3734308","node_id":"MDQ6R2lzdDM3MzQzMDg=","git_pull_url":"https://gist.github.com/3734308.git","git_push_url":"https://gist.github.com/3734308.git","html_url":"https://gist.github.com/mbostock/3734308","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3734308/raw/1f136549ad6c8eff280e4ca1f270b70d43cbfd0a/.block","size":73,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/conic-equal-area\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3734308/raw/4449f97375d62b2369722efb2e888c0b97cb9286/README.md","size":232,"truncated":false,"content":"The [Albers equal-area conic projection](http://en.wikipedia.org/wiki/Albers_projection) is available as [d3.geo.albers](https://github.com/mbostock/d3/wiki/Geo-Projections#wiki-albers). See also the [interactive version](/3788999).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3734308/raw/7008bcfaebf483ceb03d9d9298d7d24961ae8409/index.html","size":1712,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\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.county-boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n.state-boundary {\n  fill: none;\n  stroke: #fff;\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.albers()\n    .rotate([96, 0])\n    .center([-.6, 38.7])\n    .parallels([29.5, 45.5])\n    .scale(1070)\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    .extent([[-98 - 45, 38 - 45], [-98 + 45, 38 + 45]])\n    .step([5, 5]);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nd3.json(\"/mbostock/raw/4090846/us.json\", function(error, us) {\n  if (error) throw error;\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(us, us.objects.land))\n      .attr(\"class\", \"land\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.mesh(us, us.objects.counties, function(a, b) { return a !== b && !(a.id / 1000 ^ b.id / 1000); }))\n      .attr(\"class\", \"county-boundary\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.mesh(us, us.objects.states, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"state-boundary\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + 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1Ih6Pi+f0eDyo1WqwWq3y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\n6dVIg2NIys2Az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