{"url":"https://api.github.com/gists/1044242","forks_url":"https://api.github.com/gists/1044242/forks","commits_url":"https://api.github.com/gists/1044242/commits","id":"1044242","node_id":"MDQ6R2lzdDEwNDQyNDI=","git_pull_url":"https://gist.github.com/1044242.git","git_push_url":"https://gist.github.com/1044242.git","html_url":"https://gist.github.com/mbostock/1044242","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1044242/raw/f7a3a65901a6981ac1a01a8cac6610b16dca1362/.block","size":106,"truncated":false,"content":"license: gpl-3.0\nheight: 960\nborder: no\nredirect: https://observablehq.com/@d3/hierarchical-edge-bundling\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/1044242/raw/c54752b52f7b785ba7d5aacddb184381623f4527/README.md","size":650,"truncated":false,"content":"An implementation of [Danny Holten](http://www.win.tue.nl/~dholten/)'s *hierarchical edge bundling* algorithm in [D3](https://d3js.org/), showing dependencies between classes in a software class hierarchy. Dependencies are bundled according to the parent packages. This example uses two layouts: a radial d3.layout.cluster to position the tree nodes, and d3.layout.bundle to group the dependencies into spline bundles. Thanks to [Jason Davies](http://www.jasondavies.com/) for contributing the layout implementation!\n\nCompare to this [treemap layout](/mbostock/4341134).\n\nSee also the [interactive version](/mbostock/7607999) with link highlighting!\n","encoding":"utf-8"},"flare.json":{"filename":"flare.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/1044242/raw/7b3997f1556f1ea862d462b3d73d70ed6bc68ea3/flare.json","size":34321,"truncated":false,"content":"[\n{\"name\":\"flare.analytics.cluster.AgglomerativeCluster\",\"size\":3938,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.DataList\",\"flare.util.math.IMatrix\",\"flare.analytics.cluster.MergeEdge\",\"flare.analytics.cluster.HierarchicalCluster\",\"flare.vis.data.Data\"]},\n{\"name\":\"flare.analytics.cluster.CommunityStructure\",\"size\":3812,\"imports\":[\"flare.analytics.cluster.HierarchicalCluster\",\"flare.animate.Transitioner\",\"flare.vis.data.DataList\",\"flare.analytics.cluster.MergeEdge\",\"flare.util.math.IMatrix\"]},\n{\"name\":\"flare.analytics.cluster.HierarchicalCluster\",\"size\":6714,\"imports\":[\"flare.vis.data.EdgeSprite\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.DataList\",\"flare.vis.data.Tree\",\"flare.util.Arrays\",\"flare.analytics.cluster.MergeEdge\",\"flare.util.Sort\",\"flare.vis.operator.Operator\",\"flare.util.Property\",\"flare.vis.data.Data\"]},\n{\"name\":\"flare.analytics.cluster.MergeEdge\",\"size\":743,\"imports\":[]},\n{\"name\":\"flare.analytics.graph.BetweennessCentrality\",\"size\":3534,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.DataList\",\"flare.util.Arrays\",\"flare.vis.data.Data\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.graph.LinkDistance\",\"size\":5731,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.EdgeSprite\",\"flare.analytics.graph.ShortestPaths\",\"flare.vis.data.Data\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.graph.MaxFlowMinCut\",\"size\":7840,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.data.EdgeSprite\",\"flare.vis.data.Data\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.graph.ShortestPaths\",\"size\":5914,\"imports\":[\"flare.vis.data.EdgeSprite\",\"flare.vis.data.NodeSprite\",\"flare.animate.Transitioner\",\"flare.vis.operator.Operator\",\"flare.util.heap.HeapNode\",\"flare.util.heap.FibonacciHeap\",\"flare.util.Property\",\"flare.vis.data.Data\"]},\n{\"name\":\"flare.analytics.graph.SpanningTree\",\"size\":3416,\"imports\":[\"flare.animate.Transitioner\",\"flare.vis.data.NodeSprite\",\"flare.vis.operator.IOperator\",\"flare.vis.Visualization\",\"flare.vis.data.TreeBuilder\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.analytics.optimization.AspectRatioBanker\",\"size\":7074,\"imports\":[\"flare.animate.Transitioner\",\"flare.util.Arrays\",\"flare.vis.data.DataSprite\",\"flare.scale.Scale\",\"flare.vis.axis.CartesianAxes\",\"flare.vis.Visualization\",\"flare.util.Property\",\"flare.vis.operator.Operator\"]},\n{\"name\":\"flare.animate.Easing\",\"size\":17010,\"imports\":[\"flare.animate.Transition\"]},\n{\"name\":\"flare.animate.FunctionSequence\",\"size\":5842,\"imports\":[\"flare.util.Maths\",\"flare.animate.Transition\",\"flare.util.Arrays\",\"flare.animate.Sequence\",\"flare.animate.Transitioner\"]},\n{\"name\":\"flare.animate.interpolate.ArrayInterpolator\",\"size\":1983,\"imports\":[\"flare.util.Arrays\",\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.ColorInterpolator\",\"size\":2047,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.DateInterpolator\",\"size\":1375,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.Interpolator\",\"size\":8746,\"imports\":[\"flare.animate.interpolate.NumberInterpolator\",\"flare.animate.interpolate.ColorInterpolator\",\"flare.animate.interpolate.PointInterpolator\",\"flare.animate.interpolate.ObjectInterpolator\",\"flare.animate.interpolate.MatrixInterpolator\",\"flare.animate.interpolate.RectangleInterpolator\",\"flare.animate.interpolate.DateInterpolator\",\"flare.util.Property\",\"flare.animate.interpolate.ArrayInterpolator\"]},\n{\"name\":\"flare.animate.interpolate.MatrixInterpolator\",\"size\":2202,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.NumberInterpolator\",\"size\":1382,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.ObjectInterpolator\",\"size\":1629,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.PointInterpolator\",\"size\":1675,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.interpolate.RectangleInterpolator\",\"size\":2042,\"imports\":[\"flare.animate.interpolate.Interpolator\"]},\n{\"name\":\"flare.animate.ISchedulable\",\"size\":1041,\"imports\":[\"flare.animate.Scheduler\"]},\n{\"name\":\"flare.animate.P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 .sum(function(d) { return d.size; });\n\n  cluster(root);\n\n  link = link\n    .data(packageImports(root.leaves()))\n    .enter().append(\"path\")\n      .each(function(d) { d.source = d[0], d.target = d[d.length - 1]; })\n      .attr(\"class\", \"link\")\n      .attr(\"d\", line);\n\n  node = node\n    .data(root.leaves())\n    .enter().append(\"text\")\n      .attr(\"class\", \"node\")\n      .attr(\"dy\", \"0.31em\")\n      .attr(\"transform\", function(d) { return \"rotate(\" + (d.x - 90) + \")translate(\" + (d.y + 8) + \",0)\" + (d.x < 180 ? \"\" : \"rotate(180)\"); })\n      .attr(\"text-anchor\", function(d) { return d.x < 180 ? \"start\" : \"end\"; })\n      .text(function(d) { return d.data.key; });\n});\n\n// Lazily construct the package hierarchy from class names.\nfunction packageHierarchy(classes) {\n  var map = {};\n\n  function find(name, data) {\n    var node = map[name], i;\n    if (!node) {\n      node = map[name] = data || {name: name, children: []};\n      if 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imports;\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/1044242/raw/f2b962ea45796acb7dfa191242808c494d3b2386/thumbnail.png","size":37390,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\nYY89tJysx9a6HyaHHa1ynMmhHmxsxgMwZms61vxLaOudEHCKDDSakGqwwS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PIIrO9GQOSqUNjS3jobC53J3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\nDopxQS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