{"url":"https://api.github.com/gists/4063269","forks_url":"https://api.github.com/gists/4063269/forks","commits_url":"https://api.github.com/gists/4063269/commits","id":"4063269","node_id":"MDQ6R2lzdDQwNjMyNjk=","git_pull_url":"https://gist.github.com/4063269.git","git_push_url":"https://gist.github.com/4063269.git","html_url":"https://gist.github.com/mbostock/4063269","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4063269/raw/0e4f2d64a5fa12ffe9f7d636f8c3c6915c882855/.block","size":92,"truncated":false,"content":"license: gpl-3.0\nheight: 960\nborder: no\nredirect: https://observablehq.com/@d3/bubble-chart\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4063269/raw/5e72bffb17d12e15fb9da3a8b6794ac19db802a2/README.md","size":312,"truncated":false,"content":"Bubble charts encode data in the area of circles. Although less perceptually-accurate than bar charts, they can pack hundreds of values into a small space. Implementation based on work by [Jeff Heer](http://jheer.org/). Data shows the [Flare](http://flare.prefuse.org/) class hierarchy, also courtesy Jeff Heer.\n","encoding":"utf-8"},"flare.csv":{"filename":"flare.csv","type":"text/csv","language":"CSV","raw_url":"https://gist.githubusercontent.com/mbostock/4063269/raw/b111d979d7fcd0fabb554cccd37caf2691f31706/flare.csv","size":7989,"truncated":false,"content":"id,value\nflare,\nflare.analytics,\nflare.analytics.cluster,\nflare.analytics.cluster.AgglomerativeCluster,3938\nflare.analytics.cluster.CommunityStructure,3812\nflare.analytics.cluster.HierarchicalCluster,6714\nflare.analytics.cluster.MergeEdge,743\nflare.analytics.graph,\nflare.analytics.graph.BetweennessCentrality,3534\nflare.analytics.graph.LinkDistance,5731\nflare.analytics.graph.MaxFlowMinCut,7840\nflare.analytics.graph.ShortestPaths,5914\nflare.analytics.graph.SpanningTree,3416\nflare.analytics.optimization,\nflare.analytics.optimization.AspectRatioBanker,7074\nflare.animate,\nflare.animate.Easing,17010\nflare.animate.FunctionSequence,5842\nflare.animate.interpolate,\nflare.animate.interpolate.ArrayInterpolator,1983\nflare.animate.interpolate.ColorInterpolator,2047\nflare.animate.interpolate.DateInterpolator,1375\nflare.animate.interpolate.Interpolator,8746\nflare.animate.interpolate.MatrixInterpolator,2202\nflare.animate.interpolate.NumberInterpolator,1382\nflare.animate.interpolate.ObjectInterpolator,1629\nflare.animate.interpolate.PointInterpolator,1675\nflare.animate.interpolate.RectangleInterpolator,2042\nflare.animate.ISchedulable,1041\nflare.animate.Parallel,5176\nflare.animate.Pause,449\nflare.animate.Scheduler,5593\nflare.animate.Sequence,5534\nflare.animate.Transition,9201\nflare.animate.Transitioner,19975\nflare.animate.TransitionEvent,1116\nflare.animate.Tween,6006\nflare.data,\nflare.data.converters,\nflare.data.converters.Converters,721\nflare.data.converters.DelimitedTextConverter,4294\nflare.data.converters.GraphMLConverter,9800\nflare.data.converters.IDataConverter,1314\nflare.data.converters.JSONConverter,2220\nflare.data.DataField,1759\nflare.data.DataSchema,2165\nflare.data.DataSet,586\nflare.data.DataSource,3331\nflare.data.DataTable,772\nflare.data.DataUtil,3322\nflare.display,\nflare.display.DirtySprite,8833\nflare.display.LineSprite,1732\nflare.display.RectSprite,3623\nflare.display.TextSprite,10066\nflare.flex,\nflare.flex.FlareVis,4116\nflare.physics,\nflare.physics.DragForce,1082\nflare.physics.GravityForce,1336\nflare.physics.IForce,319\nflare.physics.NBodyForce,10498\nflare.physics.Particle,2822\nflare.physics.Simulation,9983\nflare.physics.Spring,2213\nflare.physics.SpringForce,1681\nflare.query,\nflare.query.AggregateExpression,1616\nflare.query.And,1027\nflare.query.Arithmetic,3891\nflare.query.Average,891\nflare.query.BinaryExpression,2893\nflare.query.Comparison,5103\nflare.query.CompositeExpression,3677\nflare.query.Count,781\nflare.query.DateUtil,4141\nflare.query.Distinct,933\nflare.query.Expression,5130\nflare.query.ExpressionIterator,3617\nflare.query.Fn,3240\nflare.query.If,2732\nflare.query.IsA,2039\nflare.query.Literal,1214\nflare.query.Match,3748\nflare.query.Maximum,843\nflare.query.methods,\nflare.query.methods.add,593\nflare.query.methods.and,330\nflare.query.methods.average,287\nflare.query.methods.count,277\nflare.query.methods.distinct,292\nflare.query.methods.div,595\nflare.query.methods.eq,594\nflare.query.methods.fn,460\nflare.query.methods.gt,603\nflare.query.methods.gte,625\nflare.query.methods.iff,748\nflare.query.methods.isa,461\nflare.query.methods.lt,597\nflare.query.methods.lte,619\nflare.query.methods.max,283\nflare.query.methods.min,283\nflare.query.methods.mod,591\nflare.query.methods.mul,603\nflare.query.methods.neq,599\nflare.query.methods.not,386\nflare.query.methods.or,323\nflare.query.methods.orderby,307\nflare.query.methods.range,772\nflare.query.methods.select,296\nflare.query.methods.stddev,363\nflare.query.methods.sub,600\nflare.query.methods.sum,280\nflare.query.methods.update,307\nflare.query.methods.variance,335\nflare.query.methods.where,299\nflare.query.methods.xor,354\nflare.query.methods._,264\nflare.query.Minimum,843\nflare.query.Not,1554\nflare.query.Or,970\nflare.query.Query,13896\nflare.query.Range,1594\nflare.query.StringUtil,4130\nflare.query.Sum,791\nflare.query.Variable,1124\nflare.query.Variance,1876\nflare.query.Xor,1101\nflare.scale,\nflare.scale.IScaleMap,2105\nflare.scale.LinearScale,1316\nflare.scale.LogScale,3151\nflare.scale.OrdinalScale,3770\nflare.scale.QuantileScale,2435\nflare.scale.QuantitativeScale,4839\nflare.scale.RootScale,1756\nflare.scale.Scale,4268\nflare.scale.ScaleType,1821\nflare.scale.TimeScale,5833\nflare.util,\nflare.util.Arrays,8258\nflare.util.Colors,10001\nflare.util.Dates,8217\nflare.util.Displays,12555\nflare.util.Filter,2324\nflare.util.Geometry,10993\nflare.util.heap,\nflare.util.heap.FibonacciHeap,9354\nflare.util.heap.HeapNode,1233\nflare.util.IEvaluable,335\nflare.util.IPredicate,383\nflare.util.IValueProxy,874\nflare.util.math,\nflare.util.math.DenseMatrix,3165\nflare.util.math.IMatrix,2815\nflare.util.math.SparseMatrix,3366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EqNjdFrGU5M8kzvP4ywXi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\nbuB2XXRTR9U19nUwBIIte5P17jpNu85rd36EMAWpRIrxxDihDNm0N/ZiL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zL0wzOZXjzswWlUoXx/Z73DkK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\nXvvDiAHhUVYaGUJuCuX8L0F6J6XMdQN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/2NwVztrDDdmOJo/hjbE7vCxjwHTYakTjOrdfZ4kvz4IbpXthbz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\nb+8Y/sZ2TRDIgE4nVLJKJaLhEcE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