{"url":"https://api.github.com/gists/972398","forks_url":"https://api.github.com/gists/972398/forks","commits_url":"https://api.github.com/gists/972398/commits","id":"972398","node_id":"MDQ6R2lzdDk3MjM5OA==","git_pull_url":"https://gist.github.com/972398.git","git_push_url":"https://gist.github.com/972398.git","html_url":"https://gist.github.com/mbostock/972398","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/972398/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"flare.json":{"filename":"flare.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/972398/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      {\"name\": \"SpanningTree\", \"size\": 3416}\n     ]\n    },\n    {\n     \"name\": \"optimization\",\n     \"children\": [\n      {\"name\": \"AspectRatioBanker\", \"size\": 7074}\n     ]\n    }\n   ]\n  },\n  {\n   \"name\": \"animate\",\n   \"children\": [\n    {\"name\": \"Easing\", \"size\": 17010},\n    {\"name\": \"FunctionSequence\", \"size\": 5842},\n    {\n     \"name\": \"interpolate\",\n     \"children\": [\n      {\"name\": \"ArrayInterpolator\", \"size\": 1983},\n      {\"name\": \"ColorInterpolator\", \"size\": 2047},\n      {\"name\": \"DateInterpolator\", \"size\": 1375},\n      {\"name\": \"Interpolator\", \"size\": 8746},\n      {\"name\": \"MatrixInterpolator\", \"size\": 2202},\n      {\"name\": \"NumberInterpolator\", \"size\": 1382},\n      {\"name\": \"ObjectInterpolator\", \"size\": 1629},\n      {\"name\": \"PointInterpolator\", \"size\": 1675},\n      {\"name\": \"RectangleInterpolator\", \"size\": 2042}\n     ]\n    },\n    {\"name\": \"ISchedulable\", \"size\": 1041},\n    {\"name\": \"Parallel\", \"size\": 5176},\n    {\"name\": \"Pause\", \"size\": 449},\n    {\"name\": \"Scheduler\", \"size\": 5593},\n    {\"name\": \"Sequence\", \"size\": 5534},\n    {\"name\": \"Transition\", \"size\": 9201},\n    {\"name\": \"Transitioner\", \"size\": 19975},\n    {\"name\": \"TransitionEvent\", \"size\": 1116},\n    {\"name\": \"Tween\", \"size\": 6006}\n   ]\n  },\n  {\n   \"name\": \"data\",\n   \"children\": [\n    {\n     \"name\": \"converters\",\n     \"children\": [\n      {\"name\": \"Converters\", \"size\": 721},\n      {\"name\": \"DelimitedTextConverter\", \"size\": 4294},\n      {\"name\": \"GraphMLConverter\", \"size\": 9800},\n      {\"name\": \"IDataConverter\", \"size\": 1314},\n      {\"name\": \"JSONConverter\", \"size\": 2220}\n     ]\n    },\n    {\"name\": \"DataField\", \"size\": 1759},\n    {\"name\": \"DataSchema\", \"size\": 2165},\n    {\"name\": \"DataSet\", \"size\": 586},\n    {\"name\": \"DataSource\", \"size\": 3331},\n    {\"name\": \"DataTable\", \"size\": 772},\n    {\"name\": \"DataUtil\", \"size\": 3322}\n   ]\n  },\n  {\n   \"name\": \"display\",\n   \"children\": [\n    {\"name\": \"DirtySprite\", \"size\": 8833},\n    {\"name\": \"LineSprite\", \"size\": 1732},\n    {\"name\": \"RectSprite\", \"size\": 3623},\n    {\"name\": \"TextSprite\", \"size\": 10066}\n   ]\n  },\n  {\n   \"name\": \"flex\",\n   \"children\": [\n    {\"name\": \"FlareVis\", \"size\": 4116}\n   ]\n  },\n  {\n   \"name\": \"physics\",\n   \"children\": [\n    {\"name\": \"DragForce\", \"size\": 1082},\n    {\"name\": \"GravityForce\", \"size\": 1336},\n    {\"name\": \"IForce\", \"size\": 319},\n    {\"name\": \"NBodyForce\", \"size\": 10498},\n    {\"name\": \"Particle\", \"size\": 2822},\n    {\"name\": \"Simulation\", \"size\": 9983},\n    {\"name\": \"Spring\", \"size\": 2213},\n    {\"name\": \"SpringForce\", \"size\": 1681}\n   ]\n  },\n  {\n   \"name\": \"query\",\n   \"children\": [\n    {\"name\": \"AggregateExpression\", \"size\": 1616},\n    {\"name\": \"And\", \"size\": 1027},\n    {\"name\": \"Arithmetic\", \"size\": 3891},\n    {\"name\": \"Average\", \"size\": 891},\n    {\"name\": \"BinaryExpression\", \"size\": 2893},\n    {\"name\": \"Comparison\", \"size\": 5103},\n    {\"name\": \"CompositeExpression\", \"size\": 3677},\n    {\"name\": \"Count\", \"size\": 781},\n    {\"name\": \"DateUtil\", \"size\": 4141},\n    {\"name\": \"Distinct\", \"size\": 933},\n    {\"name\": \"Expression\", \"size\": 5130},\n    {\"name\": \"ExpressionIterator\", \"size\": 3617},\n    {\"name\": \"Fn\", \"size\": 3240},\n    {\"name\": \"If\", \"size\": 2732},\n    {\"name\": \"IsA\", \"size\": 2039},\n    {\"name\": \"Literal\", \"size\": 1214},\n    {\"name\": \"Match\", \"size\": 3748},\n    {\"name\": \"Maximum\", \"size\": 843},\n    {\n     \"name\": \"methods\",\n     \"children\": [\n      {\"name\": \"add\", \"size\": 593},\n      {\"name\": \"and\", \"size\": 330},\n      {\"name\": \"average\", \"size\": 287},\n      {\"name\": \"count\", \"size\": 277},\n      {\"name\": \"distinct\", \"size\": 292},\n      {\"name\": \"div\", \"size\": 595},\n      {\"name\": \"eq\", \"size\": 594},\n      {\"name\": \"fn\", \"size\": 460},\n      {\"name\": \"gt\", \"size\": 603},\n      {\"name\": \"gte\", \"size\": 625},\n      {\"name\": \"iff\", \"size\": 748},\n      {\"name\": \"isa\", \"size\": 461},\n      {\"name\": \"lt\", \"size\": 597},\n      {\"name\": \"lte\", \"size\": 619},\n      {\"name\": \"max\", \"size\": 283},\n      {\"name\": \"min\", \"size\": 283},\n      {\"name\": \"mod\", \"size\": 591},\n      {\"name\": \"mul\", \"size\": 603},\n      {\"name\": \"neq\", \"size\": 599},\n      {\"name\": \"not\", \"size\": 386},\n      {\"name\": \"or\", \"size\": 323},\n      {\"name\": \"orderby\", \"size\": 307},\n      {\"name\": \"range\", \"size\": 772},\n      {\"name\": \"select\", \"size\": 296},\n      {\"name\": \"stddev\", \"size\": 363},\n      {\"name\": \"sub\", \"size\": 600},\n      {\"name\": \"sum\", \"size\": 280},\n      {\"name\": \"update\", \"size\": 307},\n      {\"name\": \"variance\", \"size\": 335},\n      {\"name\": \"where\", \"size\": 299},\n      {\"name\": \"xor\", \"size\": 354},\n      {\"name\": \"_\", \"size\": 264}\n     ]\n    },\n    {\"name\": \"Minimum\", \"size\": 843},\n    {\"name\": \"Not\", \"size\": 1554},\n    {\"name\": \"Or\", \"size\": 970},\n    {\"name\": \"Query\", \"size\": 13896},\n    {\"name\": \"Range\", \"size\": 1594},\n    {\"name\": \"StringUtil\", \"size\": 4130},\n    {\"name\": \"Sum\", \"size\": 791},\n    {\"name\": \"Variable\", \"size\": 1124},\n    {\"name\": \"Variance\", \"size\": 1876},\n    {\"name\": \"Xor\", \"size\": 1101}\n   ]\n  },\n  {\n   \"name\": \"scale\",\n   \"children\": [\n    {\"name\": \"IScaleMap\", \"size\": 2105},\n    {\"name\": \"LinearScale\", \"size\": 1316},\n    {\"name\": \"LogScale\", \"size\": 3151},\n    {\"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    {\n     \"name\": \"math\",\n     \"children\": [\n      {\"name\": \"DenseMatrix\", \"size\": 3165},\n      {\"name\": \"IMatrix\", \"size\": 2815},\n      {\"name\": \"SparseMatrix\", \"size\": 3366}\n     ]\n    },\n    {\"name\": \"Maths\", \"size\": 17705},\n    {\"name\": \"Orientation\", \"size\": 1486},\n    {\n     \"name\": \"palette\",\n     \"children\": [\n      {\"name\": \"ColorPalette\", \"size\": 6367},\n      {\"name\": \"Palette\", \"size\": 1229},\n      {\"name\": \"ShapePalette\", \"size\": 2059},\n      {\"name\": \"SizePalette\", \"size\": 2291}\n     ]\n    },\n    {\"name\": \"Property\", \"size\": 5559},\n    {\"name\": \"Shapes\", \"size\": 19118},\n    {\"name\": \"Sort\", \"size\": 6887},\n    {\"name\": \"Stats\", \"size\": 6557},\n    {\"name\": \"Strings\", \"size\": 22026}\n   ]\n  },\n  {\n   \"name\": \"vis\",\n   \"children\": [\n    {\n     \"name\": \"axis\",\n     \"children\": [\n      {\"name\": \"Axes\", \"size\": 1302},\n      {\"name\": \"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/972398/raw/1a28ecb9f4be0395a3f1de58cf016faaf7f0550d/index.html","size":1312,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nrect {\n  fill: none;\n  stroke: #fff;\n}\n\ntext {\n  font: 10px sans-serif;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500,\n    color = d3.scale.category20c();\n\nvar treemap = d3.layout.treemap()\n    .padding(4)\n    .size([width, height])\n    .value(function(d) { return d.size; });\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(-.5,-.5)\");\n\nd3.json(\"flare.json\", function(error, json) {\n  if (error) throw error;\n\n  var cell = svg.data([json]).selectAll(\"g\")\n      .data(treemap.nodes)\n    .enter().append(\"g\")\n      .attr(\"class\", \"cell\")\n      .attr(\"transform\", function(d) { return \"translate(\" + d.x + \",\" + d.y + \")\"; });\n\n  cell.append(\"rect\")\n      .attr(\"width\", function(d) { return d.dx; })\n      .attr(\"height\", function(d) { return d.dy; })\n      .style(\"fill\", function(d) { return d.children ? color(d.name) : null; });\n\n  cell.append(\"text\")\n      .attr(\"x\", function(d) { return d.dx / 2; })\n      .attr(\"y\", function(d) { return d.dy / 2; })\n      .attr(\"dy\", \".35em\")\n      .attr(\"text-anchor\", \"middle\")\n      .text(function(d) { return d.children ? null : d.name; });\n});\n\n</script>\n","encoding":"utf-8"},"readme.md":{"filename":"readme.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/972398/raw/f2316da1a305ab1530c5698340f56aeb9eb14500/readme.md","size":451,"truncated":false,"content":"A treemap recursively subdivides area into rectangles; the area of any node in the tree corresponds to its value. This example uses color to encode different packages of the Flare visualization toolkit. Treemap design invented by [Ben Shneiderman](http://www.cs.umd.edu/~ben/). Squarified algorithm by [Bruls, Huizing and van Wijk](http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.36.6685). Data courtesy [Jeff Heer](http://flare.prefuse.org/).","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/972398/raw/e9ce17fa3cbd7b15f65a7bf0fdee11ed022b426b/thumbnail.png","size":36951,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\nTkSuQmCC\n","encoding":"base64"}},"public":true,"created_at":"2011-05-14T17:12:48Z","updated_at":"2016-10-28T05:49:36Z","description":"Treemap","comments":0,"user":null,"comments_enabled":true,"comments_url":"https://api.github.com/gists/972398/comments","owner":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"forks":[{"url":"https://api.github.com/gists/1008638","user":{"login":"mundhradevang","id":735215,"node_id":"MDQ6VXNlcjczNTIxNQ==","avatar_url":"https://avatars.githubusercontent.com/u/735215?v=4","gravatar_id":"","url":"https://api.github.com/users/mundhradevang","html_url":"https://github.com/mundhradevang","followers_url":"https://api.github.com/users/mundhradevang/followers","following_url":"https://api.github.com/users/mundhradevang/following{/other_user}","gists_url":"https://api.github.com/users/mundhradevang/gists{/gist_id}","starred_url":"https://api.github.com/users/mundhradevang/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mundhradevang/subscriptions","organizations_url":"https://api.github.com/users/mundhradevang/orgs","repos_url":"https://api.github.com/users/mundhradevang/repos","events_url":"https://api.github.com/users/mundhradevang/events{/privacy}","received_events_url":"https://api.github.com/users/mundhradevang/received_events","type":"User","user_view_type":"public","site_admin":false,"name":null,"company":null,"blog":"","location":null,"email":null,"hireable":null,"bio":null,"twitter_username":null,"public_repos":0,"public_gists":11,"followers":1,"following":0,"created_at":"2011-04-17T19:55:41Z","updated_at":"2016-02-27T00:08:22Z"},"id":"1008638","created_at":"2011-06-05T04:08:16Z","updated_at":"2018-11-18T13:56:59Z"},{"url":"https://api.github.com/gists/1387786","user":{"login":"mundhradevang","id":735215,"node_id":"MDQ6VXNlcjczNTIxNQ==","avatar_url":"https://avatars.githubusercontent.com/u/735215?v=4","gravatar_id":"","url":"https://api.github.com/users/mundhradevang","html_url":"https://github.com/mundhradevang","followers_url":"https://api.github.com/users/mundhradevang/followers","following_url":"https://api.github.com/users/mundhradevang/following{/other_user}","gists_url":"https://api.github.com/users/mundhradevang/gists{/gist_id}","starred_url":"https://api.github.com/users/mundhradevang/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mundhradevang/subscriptions","organizations_url":"https://api.github.com/users/mundhradevang/orgs","repos_url":"https://api.github.com/users/mundhradevang/repos","events_url":"https://api.github.com/users/mundhradevang/events{/privacy}","received_events_url":"https://api.github.com/users/mundhradevang/received_events","type":"User","user_view_type":"public","site_admin":false,"name":null,"company":null,"blog":"","location":null,"email":null,"hireable":null,"bio":null,"twitter_username":null,"public_repos":0,"public_gists":11,"followers":1,"following":0,"created_at":"2011-04-17T19:55:41Z","updated_at":"2016-02-27T00:08:22Z"},"id":"1387786","created_at":"2011-11-23T03:02:28Z","updated_at":"2015-12-28T21:55:25Z"},{"url":"https://api.github.com/gists/86903ea844079d7939c3","user":{"login":"DataVizApril","id":13996132,"node_id":"MDQ6VXNlcjEzOTk2MTMy","avatar_url":"https://avatars.githubusercontent.com/u/13996132?v=4","gravatar_id":"","url":"https://api.github.com/users/DataVizApril","html_url":"https://github.com/DataVizApril","followers_url":"https://api.github.com/users/DataVizApril/followers","following_url":"https://api.github.com/users/DataVizApril/following{/other_user}","gists_url":"https://api.github.com/users/DataVizApril/gists{/gist_id}","starred_url":"https://api.github.com/users/DataVizApril/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/DataVizApril/subscriptions","organizations_url":"https://api.github.com/users/DataVizApril/orgs","repos_url":"https://api.github.com/users/DataVizApril/repos","events_url":"https://api.github.com/users/DataVizApril/events{/privacy}","received_events_url":"https://api.github.com/users/DataVizApril/received_events","type":"User","user_view_type":"public","site_admin":false,"name":"Mengqi Zhang","company":null,"blog":"","location":null,"email":null,"hireable":null,"bio":"Data scientist, prefer visualization and journalism.","twitter_username":null,"public_repos":40,"public_gists":2,"followers":3,"following":2,"created_at":"2015-08-27T09:19:38Z","updated_at":"2017-08-03T03:38:36Z"},"id":"86903ea844079d7939c3","created_at":"2015-09-25T01:09:22Z","updated_at":"2015-09-25T01:09:23Z"}],"history":[{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"a0b820f771932651820e1674c9fbcb706aab33f1","committed_at":"2016-10-28T05:49:33Z","change_status":{"total":380,"additions":380,"deletions":0},"url":"https://api.github.com/gists/972398/a0b820f771932651820e1674c9fbcb706aab33f1"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"bc1d99a3baedbf0b66b684d654dd83d762036168","committed_at":"2016-10-28T05:47:05Z","change_status":{"total":2,"additions":1,"deletions":1},"url":"https://api.github.com/gists/972398/bc1d99a3baedbf0b66b684d654dd83d762036168"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"607bac34191c214b3961d799465eeff5b5cab736","committed_at":"2016-02-09T00:04:06Z","change_status":{"total":1,"additions":1,"deletions":0},"url":"https://api.github.com/gists/972398/607bac34191c214b3961d799465eeff5b5cab736"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"5976995d4027d79273d8a1085716f63d7c4e4cf3","committed_at":"2015-10-31T02:12:55Z","change_status":{"total":2,"additions":1,"deletions":1},"url":"https://api.github.com/gists/972398/5976995d4027d79273d8a1085716f63d7c4e4cf3"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"71c771a38eaf38d24c4ea9ba5e3c9d280e60fa28","committed_at":"2015-06-11T19:04:37Z","change_status":{"total":6,"additions":4,"deletions":2},"url":"https://api.github.com/gists/972398/71c771a38eaf38d24c4ea9ba5e3c9d280e60fa28"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"0fc5f75f9fcd21a5da91346de2e5025d0a934fe3","committed_at":"2012-12-19T18:52:44Z","change_status":{"total":0,"additions":0,"deletions":0},"url":"https://api.github.com/gists/972398/0fc5f75f9fcd21a5da91346de2e5025d0a934fe3"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"3f383d22da4eeca7dc5f288e2fa60c083ef0b354","committed_at":"2012-12-19T18:52:24Z","change_status":{"total":346,"additions":27,"deletions":319},"url":"https://api.github.com/gists/972398/3f383d22da4eeca7dc5f288e2fa60c083ef0b354"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"be0a80ffd60583681348f9c003d1b03d74edbf6e","committed_at":"2012-10-12T03:42:09Z","change_status":{"total":0,"additions":0,"deletions":0},"url":"https://api.github.com/gists/972398/be0a80ffd60583681348f9c003d1b03d74edbf6e"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"4039c8b3cf07df725474850ab136ba48dc2f9285","committed_at":"2011-05-14T17:16:51Z","change_status":{"total":4,"additions":2,"deletions":2},"url":"https://api.github.com/gists/972398/4039c8b3cf07df725474850ab136ba48dc2f9285"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"6a68cd0eb186dd5c30bc3ff1a4549bfffd0451a6","committed_at":"2011-05-14T17:16:25Z","change_status":{"total":2,"additions":1,"deletions":1},"url":"https://api.github.com/gists/972398/6a68cd0eb186dd5c30bc3ff1a4549bfffd0451a6"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"617ab804673abd013e29df4091b9ae9f92b461cf","committed_at":"2011-05-14T17:15:51Z","change_status":{},"url":"https://api.github.com/gists/972398/617ab804673abd013e29df4091b9ae9f92b461cf"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"634509c3d1994201b454858952d726c352b8dea0","committed_at":"2011-05-14T17:14:42Z","change_status":{},"url":"https://api.github.com/gists/972398/634509c3d1994201b454858952d726c352b8dea0"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"badecf5c190e8d2bc5137948d82035083b57205b","committed_at":"2011-05-14T17:13:34Z","change_status":{},"url":"https://api.github.com/gists/972398/badecf5c190e8d2bc5137948d82035083b57205b"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"42dcb14e63b5c0d3bb2a364cc89e676458a8fa74","committed_at":"2011-05-14T17:12:49Z","change_status":{},"url":"https://api.github.com/gists/972398/42dcb14e63b5c0d3bb2a364cc89e676458a8fa74"}],"truncated":false}