{"url":"https://api.github.com/gists/4342045","forks_url":"https://api.github.com/gists/4342045/forks","commits_url":"https://api.github.com/gists/4342045/commits","id":"4342045","node_id":"MDQ6R2lzdDQzNDIwNDU=","git_pull_url":"https://gist.github.com/4342045.git","git_push_url":"https://gist.github.com/4342045.git","html_url":"https://gist.github.com/mbostock/4342045","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4342045/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/4342045/raw/5c08d02396e7204bd279f9e6a9424fe707fe3a0e/README.md","size":101,"truncated":false,"content":"The area of each circle in this symbol map is proportional to the population of the associated state.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4342045/raw/2f8d2f93ea15ed550ed3c4f1c29944f5f398f224/index.html","size":1202,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.states {\n  fill: #ccc;\n  stroke: #fff;\n}\n\n.symbol {\n  fill: steelblue;\n  fill-opacity: .8;\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 src=\"//d3js.org/queue.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar radius = d3.scale.sqrt()\n    .domain([0, 1e6])\n    .range([0, 10]);\n\nvar path = d3.geo.path();\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, \"us-state-centroids.json\")\n    .await(ready);\n\nfunction ready(error, us, centroid) {\n  if (error) throw error;\n\n  svg.append(\"path\")\n      .attr(\"class\", \"states\")\n      .datum(topojson.feature(us, us.objects.states))\n      .attr(\"d\", path);\n\n  svg.selectAll(\".symbol\")\n      .data(centroid.features.sort(function(a, b) { return b.properties.population - a.properties.population; }))\n    .enter().append(\"path\")\n      .attr(\"class\", \"symbol\")\n      .attr(\"d\", path.pointRadius(function(d) { return radius(d.properties.population); }));\n}\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4342045/raw/2fbd74877b223e9033be6f8d62d373dc1bab0f6d/thumbnail.png","size":23623,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKn2lDQ1BpY20A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\nGOLOOjcEoWRJbubL/mhudy2XJfIlP1YRmlSz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