{"url":"https://api.github.com/gists/7607535","forks_url":"https://api.github.com/gists/7607535/forks","commits_url":"https://api.github.com/gists/7607535/commits","id":"7607535","node_id":"MDQ6R2lzdDc2MDc1MzU=","git_pull_url":"https://gist.github.com/7607535.git","git_push_url":"https://gist.github.com/7607535.git","html_url":"https://gist.github.com/mbostock/7607535","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/7607535/raw/e8a5e60211fe3760971f988ffa25c116f290c90b/.block","size":95,"truncated":false,"content":"license: gpl-3.0\nheight: 960\nredirect: https://observablehq.com/@d3/d3-zoomable-circle-packing\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/7607535/raw/d26ec29e54b93c2323721af2e7c6daa42de9dadb/README.md","size":105,"truncated":false,"content":"Click on any package to zoom in or out. See also this [static circle packing](/mbostock/4063530) example.","encoding":"utf-8"},"flare.json":{"filename":"flare.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/7607535/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\", 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{\"name\": \"OrdinalScale\", \"size\": 3770},\n    {\"name\": \"QuantileScale\", \"size\": 2435},\n    {\"name\": \"QuantitativeScale\", \"size\": 4839},\n    {\"name\": \"RootScale\", \"size\": 1756},\n    {\"name\": \"Scale\", \"size\": 4268},\n    {\"name\": \"ScaleType\", \"size\": 1821},\n    {\"name\": \"TimeScale\", \"size\": 5833}\n   ]\n  },\n  {\n   \"name\": \"util\",\n   \"children\": [\n    {\"name\": \"Arrays\", \"size\": 8258},\n    {\"name\": \"Colors\", \"size\": 10001},\n    {\"name\": \"Dates\", \"size\": 8217},\n    {\"name\": \"Displays\", \"size\": 12555},\n    {\"name\": \"Filter\", \"size\": 2324},\n    {\"name\": \"Geometry\", \"size\": 10993},\n    {\n     \"name\": \"heap\",\n     \"children\": [\n      {\"name\": \"FibonacciHeap\", \"size\": 9354},\n      {\"name\": \"HeapNode\", \"size\": 1233}\n     ]\n    },\n    {\"name\": \"IEvaluable\", \"size\": 335},\n    {\"name\": \"IPredicate\", \"size\": 383},\n    {\"name\": \"IValueProxy\", \"size\": 874},\n    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\"Axis\", \"size\": 24593},\n      {\"name\": \"AxisGridLine\", \"size\": 652},\n      {\"name\": \"AxisLabel\", \"size\": 636},\n      {\"name\": \"CartesianAxes\", \"size\": 6703}\n     ]\n    },\n    {\n     \"name\": \"controls\",\n     \"children\": [\n      {\"name\": \"AnchorControl\", \"size\": 2138},\n      {\"name\": \"ClickControl\", \"size\": 3824},\n      {\"name\": \"Control\", \"size\": 1353},\n      {\"name\": \"ControlList\", \"size\": 4665},\n      {\"name\": \"DragControl\", \"size\": 2649},\n      {\"name\": \"ExpandControl\", \"size\": 2832},\n      {\"name\": \"HoverControl\", \"size\": 4896},\n      {\"name\": \"IControl\", \"size\": 763},\n      {\"name\": \"PanZoomControl\", \"size\": 5222},\n      {\"name\": \"SelectionControl\", \"size\": 7862},\n      {\"name\": \"TooltipControl\", \"size\": 8435}\n     ]\n    },\n    {\n     \"name\": \"data\",\n     \"children\": [\n      {\"name\": \"Data\", \"size\": 20544},\n      {\"name\": \"DataList\", \"size\": 19788},\n      {\"name\": \"DataSprite\", \"size\": 10349},\n      {\"name\": \"EdgeSprite\", \"size\": 3301},\n      {\"name\": \"NodeSprite\", \"size\": 19382},\n      {\n       \"name\": \"render\",\n       \"children\": [\n        {\"name\": \"ArrowType\", \"size\": 698},\n        {\"name\": \"EdgeRenderer\", \"size\": 5569},\n        {\"name\": \"IRenderer\", \"size\": 353},\n        {\"name\": \"ShapeRenderer\", \"size\": 2247}\n       ]\n      },\n      {\"name\": \"ScaleBinding\", \"size\": 11275},\n      {\"name\": \"Tree\", \"size\": 7147},\n      {\"name\": \"TreeBuilder\", \"size\": 9930}\n     ]\n    },\n    {\n     \"name\": \"events\",\n     \"children\": [\n      {\"name\": \"DataEvent\", \"size\": 2313},\n      {\"name\": \"SelectionEvent\", \"size\": 1880},\n      {\"name\": \"TooltipEvent\", \"size\": 1701},\n      {\"name\": \"VisualizationEvent\", \"size\": 1117}\n     ]\n    },\n    {\n     \"name\": \"legend\",\n     \"children\": [\n      {\"name\": \"Legend\", \"size\": 20859},\n      {\"name\": \"LegendItem\", \"size\": 4614},\n      {\"name\": \"LegendRange\", \"size\": 10530}\n     ]\n    },\n    {\n     \"name\": \"operator\",\n     \"children\": [\n      {\n       \"name\": \"distortion\",\n       \"children\": [\n        {\"name\": \"BifocalDistortion\", \"size\": 4461},\n        {\"name\": \"Distortion\", \"size\": 6314},\n        {\"name\": \"FisheyeDistortion\", \"size\": 3444}\n       ]\n      },\n      {\n       \"name\": \"encoder\",\n       \"children\": [\n        {\"name\": \"ColorEncoder\", \"size\": 3179},\n        {\"name\": \"Encoder\", \"size\": 4060},\n        {\"name\": \"PropertyEncoder\", \"size\": 4138},\n        {\"name\": \"ShapeEncoder\", \"size\": 1690},\n        {\"name\": \"SizeEncoder\", \"size\": 1830}\n       ]\n      },\n      {\n       \"name\": \"filter\",\n       \"children\": [\n        {\"name\": \"FisheyeTreeFilter\", \"size\": 5219},\n        {\"name\": \"GraphDistanceFilter\", \"size\": 3165},\n        {\"name\": \"VisibilityFilter\", \"size\": 3509}\n       ]\n      },\n      {\"name\": \"IOperator\", \"size\": 1286},\n      {\n       \"name\": \"label\",\n       \"children\": [\n        {\"name\": \"Labeler\", \"size\": 9956},\n        {\"name\": \"RadialLabeler\", \"size\": 3899},\n        {\"name\": \"StackedAreaLabeler\", \"size\": 3202}\n       ]\n      },\n      {\n       \"name\": \"layout\",\n       \"children\": [\n        {\"name\": \"AxisLayout\", \"size\": 6725},\n        {\"name\": \"BundledEdgeRouter\", \"size\": 3727},\n        {\"name\": \"CircleLayout\", \"size\": 9317},\n        {\"name\": \"CirclePackingLayout\", \"size\": 12003},\n        {\"name\": \"DendrogramLayout\", \"size\": 4853},\n        {\"name\": \"ForceDirectedLayout\", \"size\": 8411},\n        {\"name\": \"IcicleTreeLayout\", \"size\": 4864},\n        {\"name\": \"IndentedTreeLayout\", \"size\": 3174},\n        {\"name\": \"Layout\", \"size\": 7881},\n        {\"name\": \"NodeLinkTreeLayout\", \"size\": 12870},\n        {\"name\": \"PieLayout\", \"size\": 2728},\n        {\"name\": \"RadialTreeLayout\", \"size\": 12348},\n        {\"name\": \"RandomLayout\", \"size\": 870},\n        {\"name\": \"StackedAreaLayout\", \"size\": 9121},\n        {\"name\": \"TreeMapLayout\", \"size\": 9191}\n       ]\n      },\n      {\"name\": \"Operator\", \"size\": 2490},\n      {\"name\": \"OperatorList\", \"size\": 5248},\n      {\"name\": \"OperatorSequence\", \"size\": 4190},\n      {\"name\": \"OperatorSwitch\", \"size\": 2581},\n      {\"name\": \"SortOperator\", \"size\": 2023}\n     ]\n    },\n    {\"name\": \"Visualization\", \"size\": 16540}\n   ]\n  }\n ]\n}","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/7607535/raw/d37280d8608e9cb61eb99a7f791f290a17e66b8d/index.html","size":3054,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.node {\n  cursor: pointer;\n}\n\n.node:hover {\n  stroke: #000;\n  stroke-width: 1.5px;\n}\n\n.node--leaf {\n  fill: white;\n}\n\n.label {\n  font: 11px \"Helvetica Neue\", Helvetica, Arial, sans-serif;\n  text-anchor: middle;\n  text-shadow: 0 1px 0 #fff, 1px 0 0 #fff, -1px 0 0 #fff, 0 -1px 0 #fff;\n}\n\n.label,\n.node--root,\n.node--leaf {\n  pointer-events: none;\n}\n\n</style>\n<svg width=\"960\" height=\"960\"></svg>\n<script src=\"https://d3js.org/d3.v4.min.js\"></script>\n<script>\n\nvar svg = d3.select(\"svg\"),\n    margin = 20,\n    diameter = +svg.attr(\"width\"),\n    g = svg.append(\"g\").attr(\"transform\", \"translate(\" + diameter / 2 + \",\" + diameter / 2 + \")\");\n\nvar color = d3.scaleLinear()\n    .domain([-1, 5])\n    .range([\"hsl(152,80%,80%)\", \"hsl(228,30%,40%)\"])\n    .interpolate(d3.interpolateHcl);\n\nvar pack = d3.pack()\n    .size([diameter - margin, diameter - margin])\n    .padding(2);\n\nd3.json(\"flare.json\", function(error, root) {\n  if (error) throw error;\n\n  root = d3.hierarchy(root)\n      .sum(function(d) { return d.size; })\n      .sort(function(a, b) { return b.value - a.value; });\n\n  var focus = root,\n      nodes = pack(root).descendants(),\n      view;\n\n  var circle = g.selectAll(\"circle\")\n    .data(nodes)\n    .enter().append(\"circle\")\n      .attr(\"class\", function(d) { return d.parent ? d.children ? \"node\" : \"node node--leaf\" : \"node node--root\"; })\n      .style(\"fill\", function(d) { return d.children ? color(d.depth) : null; })\n      .on(\"click\", function(d) { if (focus !== d) zoom(d), d3.event.stopPropagation(); });\n\n  var text = g.selectAll(\"text\")\n    .data(nodes)\n    .enter().append(\"text\")\n      .attr(\"class\", \"label\")\n      .style(\"fill-opacity\", function(d) { return d.parent === root ? 1 : 0; })\n      .style(\"display\", function(d) { return d.parent === root ? \"inline\" : \"none\"; })\n      .text(function(d) { return d.data.name; });\n\n  var node = g.selectAll(\"circle,text\");\n\n  svg\n      .style(\"background\", color(-1))\n      .on(\"click\", function() { zoom(root); });\n\n  zoomTo([root.x, root.y, root.r * 2 + margin]);\n\n  function zoom(d) {\n    var focus0 = focus; focus = d;\n\n    var transition = d3.transition()\n        .duration(d3.event.altKey ? 7500 : 750)\n        .tween(\"zoom\", function(d) {\n          var i = d3.interpolateZoom(view, [focus.x, focus.y, focus.r * 2 + margin]);\n          return function(t) { zoomTo(i(t)); };\n        });\n\n    transition.selectAll(\"text\")\n      .filter(function(d) { return d.parent === focus || this.style.display === \"inline\"; })\n        .style(\"fill-opacity\", function(d) { return d.parent === focus ? 1 : 0; })\n        .on(\"start\", function(d) { if (d.parent === focus) this.style.display = \"inline\"; })\n        .on(\"end\", function(d) { if (d.parent !== focus) this.style.display = \"none\"; });\n  }\n\n  function zoomTo(v) {\n    var k = diameter / v[2]; view = v;\n    node.attr(\"transform\", function(d) { return \"translate(\" + (d.x - v[0]) * k + \",\" + (d.y - v[1]) * k + \")\"; });\n    circle.attr(\"r\", function(d) { return d.r * k; });\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/7607535/raw/19ead3729418158e4d457ffaa2c875823c9bb354/thumbnail.png","size":25855,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKh2lDQ1BpY20A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\nb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3CAqjJnRbtNgqJ9p4qU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\n/XItrLelqeLhNbQ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