{"url":"https://api.github.com/gists/4063423","forks_url":"https://api.github.com/gists/4063423/forks","commits_url":"https://api.github.com/gists/4063423/commits","id":"4063423","node_id":"MDQ6R2lzdDQwNjM0MjM=","git_pull_url":"https://gist.github.com/4063423.git","git_push_url":"https://gist.github.com/4063423.git","html_url":"https://gist.github.com/mbostock/4063423","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4063423/raw/0752abad4a5d7ea8be588feff856982dd01500c5/.block","size":79,"truncated":false,"content":"license: gpl-3.0\nredirect: https://beta.observablehq.com/@mbostock/d3-sunburst\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4063423/raw/8aa8312ce50e24d2c46243c9de8f779b00392192/README.md","size":366,"truncated":false,"content":"A sunburst is similar to the treemap, except it uses a radial layout. The root node of the tree is at the center, with leaves on the circumference. The area (or angle, depending on implementation) of each arc corresponds to its value. Sunburst design by [John Stasko](http://www.cc.gatech.edu/gvu/ii/sunburst/). Data courtesy [Jeff Heer](http://flare.prefuse.org/).\n","encoding":"utf-8"},"flare.json":{"filename":"flare.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/4063423/raw/a05a94858375bd0ae023f6950a2b13fac5127637/flare.json","size":11413,"truncated":false,"content":"{\n \"name\": \"flare\",\n \"children\": [\n  {\n   \"name\": \"analytics\",\n   \"children\": [\n    {\n     \"name\": \"cluster\",\n     \"children\": [\n      {\"name\": \"AgglomerativeCluster\", \"size\": 3938},\n      {\"name\": \"CommunityStructure\", \"size\": 3812},\n      {\"name\": \"HierarchicalCluster\", \"size\": 6714},\n      {\"name\": \"MergeEdge\", \"size\": 743}\n     ]\n    },\n    {\n     \"name\": \"graph\",\n     \"children\": [\n      {\"name\": \"BetweennessCentrality\", \"size\": 3534},\n      {\"name\": \"LinkDistance\", \"size\": 5731},\n      {\"name\": \"MaxFlowMinCut\", \"size\": 7840},\n      {\"name\": \"ShortestPaths\", \"size\": 5914},\n 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font-family: \"Helvetica Neue\", Helvetica, Arial, sans-serif;\n  margin: auto;\n  position: relative;\n  width: 960px;\n}\n\nform {\n  position: absolute;\n  right: 10px;\n  top: 10px;\n}\n\n</style>\n<form>\n  <label><input type=\"radio\" name=\"mode\" value=\"size\"> Size</label>\n  <label><input type=\"radio\" name=\"mode\" value=\"count\" checked> Count</label>\n</form>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 700,\n    radius = Math.min(width, height) / 2,\n    color = d3.scale.category20c();\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(\" + width / 2 + \",\" + height * .52 + \")\");\n\nvar partition = d3.layout.partition()\n    .sort(null)\n    .size([2 * Math.PI, radius * radius])\n    .value(function(d) { return 1; });\n\nvar arc = d3.svg.arc()\n    .startAngle(function(d) { return d.x; })\n    .endAngle(function(d) { return d.x + d.dx; })\n    .innerRadius(function(d) { return Math.sqrt(d.y); })\n    .outerRadius(function(d) { return Math.sqrt(d.y + d.dy); });\n\nd3.json(\"flare.json\", function(error, root) {\n  if (error) throw error;\n\n  var path = svg.datum(root).selectAll(\"path\")\n      .data(partition.nodes)\n    .enter().append(\"path\")\n      .attr(\"display\", function(d) { return d.depth ? null : \"none\"; }) // hide inner ring\n      .attr(\"d\", arc)\n      .style(\"stroke\", \"#fff\")\n      .style(\"fill\", function(d) { return color((d.children ? d : d.parent).name); })\n      .style(\"fill-rule\", \"evenodd\")\n      .each(stash);\n\n  d3.selectAll(\"input\").on(\"change\", function change() {\n    var value = this.value === \"count\"\n        ? function() { return 1; }\n        : function(d) { return d.size; };\n\n    path\n        .data(partition.value(value).nodes)\n      .transition()\n        .duration(1500)\n        .attrTween(\"d\", arcTween);\n  });\n});\n\n// Stash the old values for transition.\nfunction stash(d) {\n  d.x0 = d.x;\n  d.dx0 = d.dx;\n}\n\n// Interpolate the arcs in data space.\nfunction arcTween(a) {\n  var i = d3.interpolate({x: a.x0, dx: a.dx0}, a);\n  return function(t) {\n    var b = i(t);\n    a.x0 = b.x;\n    a.dx0 = b.dx;\n    return arc(b);\n  };\n}\n\nd3.select(self.frameElement).style(\"height\", height + 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fbp8HnVxDSjC5yoPI56dL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\nWt+ZU723DTEB5koex883ObXUw7OukjFONcu9gPnWEM9SzFQyTJdcTi/1i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