{"url":"https://api.github.com/gists/4055892","forks_url":"https://api.github.com/gists/4055892/forks","commits_url":"https://api.github.com/gists/4055892/commits","id":"4055892","node_id":"MDQ6R2lzdDQwNTU4OTI=","git_pull_url":"https://gist.github.com/4055892.git","git_push_url":"https://gist.github.com/4055892.git","html_url":"https://gist.github.com/mbostock/4055892","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4055892/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/4055892/raw/1e5f6d36986e45e1f85bc7e2f9bb21f2c1adb9c0/README.md","size":250,"truncated":false,"content":"This is not a true Dorling cartogram; it lacks links between adjacent features. Instead of trying to preserve connectedness, this pseudo-cartogram tries to preserve locality, putting each circle as close as possible to its origin without overlapping.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4055892/raw/f49c5669b15c828d3418a4463c97394a76e1b5e2/index.html","size":3096,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<title>Dorling Cartogram</title>\n<style>\n\ncircle {\n  fill: #eee;\n  stroke: #000;\n  stroke-width: 1.5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\n// Ratio of Obese (BMI >= 30) in U.S. Adults, CDC 2008\nvar valueById = [\n   NaN, .187, .198,  NaN, .133, .175, .151,  NaN, .100, .125,\n  .171,  NaN, .172, .133,  NaN, .108, .142, .167, .201, .175,\n  .159, .169, .177, .141, .163, .117, .182, .153, .195, .189,\n  .134, .163, .133, .151, .145, .130, .139, .169, .164, .175,\n  .135, .152, .169,  NaN, .132, .167, .139, .184, .159, .140,\n  .146, .157,  NaN, .139, .183, .160, .143\n];\n\nvar margin = {top: 0, right: 0, bottom: 0, left: 0},\n    width = 960 - margin.left - margin.right,\n    height = 500 - margin.top - margin.bottom,\n    padding = 3;\n\nvar projection = d3.geo.albersUsa();\n\nvar radius = d3.scale.sqrt()\n    .domain([0, d3.max(valueById)])\n    .range([0, 30]);\n\nvar force = d3.layout.force()\n    .charge(0)\n    .gravity(0)\n    .size([width, height]);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width + margin.left + margin.right)\n    .attr(\"height\", height + margin.top + margin.bottom)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\nd3.json(\"us-state-centroids.json\", function(error, states) {\n  if (error) throw error;\n\n  var nodes = states.features\n      .filter(function(d) { return !isNaN(valueById[+d.id]); })\n      .map(function(d) {\n        var point = projection(d.geometry.coordinates),\n            value = valueById[+d.id];\n        if (isNaN(value)) fail();\n        return {\n          x: point[0], y: point[1],\n          x0: point[0], y0: point[1],\n          r: radius(value),\n          value: value\n        };\n      });\n\n  force\n      .nodes(nodes)\n      .on(\"tick\", tick)\n      .start();\n\n  var node = svg.selectAll(\"circle\")\n      .data(nodes)\n    .enter().append(\"circle\")\n      .attr(\"r\", function(d) { return d.r; });\n\n  function tick(e) {\n    node.each(gravity(e.alpha * .1))\n        .each(collide(.5))\n        .attr(\"cx\", function(d) { return d.x; })\n        .attr(\"cy\", function(d) { return d.y; });\n  }\n\n  function gravity(k) {\n    return function(d) {\n      d.x += (d.x0 - d.x) * k;\n      d.y += (d.y0 - d.y) * k;\n    };\n  }\n\n  function collide(k) {\n    var q = d3.geom.quadtree(nodes);\n    return function(node) {\n      var nr = node.r + padding,\n          nx1 = node.x - nr,\n          nx2 = node.x + nr,\n          ny1 = node.y - nr,\n          ny2 = node.y + nr;\n      q.visit(function(quad, x1, y1, x2, y2) {\n        if (quad.point && (quad.point !== node)) {\n          var x = node.x - quad.point.x,\n              y = node.y - quad.point.y,\n              l = x * x + y * y,\n              r = nr + quad.point.r;\n          if (l < r * r) {\n            l = ((l = Math.sqrt(l)) - r) / l * k;\n            node.x -= x *= l;\n            node.y -= y *= l;\n            quad.point.x += x;\n            quad.point.y += y;\n          }\n        }\n        return x1 > nx2 || x2 < nx1 || y1 > ny2 || y2 < ny1;\n      });\n    };\n  }\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/4055892/raw/96869c7f5556d0d4e791f7998891ea1a1137c2f4/thumbnail.png","size":19865,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAL5GlDQ1BpY20A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\nvrS0lNLSUgKBgFjFcdlat58nhDzcwMAAra2tmM1mUlJSUCqV+Hw+VldXsdl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