{"url":"https://api.github.com/gists/4062006","forks_url":"https://api.github.com/gists/4062006/forks","commits_url":"https://api.github.com/gists/4062006/commits","id":"4062006","node_id":"MDQ6R2lzdDQwNjIwMDY=","git_pull_url":"https://gist.github.com/4062006.git","git_push_url":"https://gist.github.com/4062006.git","html_url":"https://gist.github.com/mbostock/4062006","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4062006/raw/a09ed99525e7528617fc83862f5c0a9c8e071fa9/.block","size":96,"truncated":false,"content":"license: gpl-3.0\nheight: 960\nborder: no\nredirect: https://observablehq.com/@d3/d3-chord-diagram\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4062006/raw/1b1ae5afdb490413c21ff77597ae4cbce50c8075/README.md","size":228,"truncated":false,"content":"[Chord diagrams](https://github.com/d3/d3-chord) show directed relationships among a group of entities. Layout inspired by [Martin Krzywinski](http://mkweb.bcgsc.ca/)'s beautiful work on [Circos](http://mkweb.bcgsc.ca/circos/).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4062006/raw/818b6ec386aa983269a287389e6f91b4bf2b57d4/index.html","size":2728,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  font: 10px sans-serif;\n}\n\n.group-tick line {\n  stroke: #000;\n}\n\n.ribbons {\n  fill-opacity: 0.67;\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 matrix = [\n  [11975,  5871, 8916, 2868],\n  [ 1951, 10048, 2060, 6171],\n  [ 8010, 16145, 8090, 8045],\n  [ 1013,   990,  940, 6907]\n];\n\nvar svg = d3.select(\"svg\"),\n    width = +svg.attr(\"width\"),\n    height = +svg.attr(\"height\"),\n    outerRadius = Math.min(width, height) * 0.5 - 40,\n    innerRadius = outerRadius - 30;\n\nvar formatValue = d3.formatPrefix(\",.0\", 1e3);\n\nvar chord = d3.chord()\n    .padAngle(0.05)\n    .sortSubgroups(d3.descending);\n\nvar arc = d3.arc()\n    .innerRadius(innerRadius)\n    .outerRadius(outerRadius);\n\nvar ribbon = d3.ribbon()\n    .radius(innerRadius);\n\nvar color = d3.scaleOrdinal()\n    .domain(d3.range(4))\n    .range([\"#000000\", \"#FFDD89\", \"#957244\", \"#F26223\"]);\n\nvar g = svg.append(\"g\")\n    .attr(\"transform\", \"translate(\" + width / 2 + \",\" + height / 2 + \")\")\n    .datum(chord(matrix));\n\nvar group = g.append(\"g\")\n    .attr(\"class\", \"groups\")\n  .selectAll(\"g\")\n  .data(function(chords) { return chords.groups; })\n  .enter().append(\"g\");\n\ngroup.append(\"path\")\n    .style(\"fill\", function(d) { return color(d.index); })\n    .style(\"stroke\", function(d) { return d3.rgb(color(d.index)).darker(); })\n    .attr(\"d\", arc);\n\nvar groupTick = group.selectAll(\".group-tick\")\n  .data(function(d) { return groupTicks(d, 1e3); })\n  .enter().append(\"g\")\n    .attr(\"class\", \"group-tick\")\n    .attr(\"transform\", function(d) { return \"rotate(\" + (d.angle * 180 / Math.PI - 90) + \") translate(\" + outerRadius + \",0)\"; });\n\ngroupTick.append(\"line\")\n    .attr(\"x2\", 6);\n\ngroupTick\n  .filter(function(d) { return d.value % 5e3 === 0; })\n  .append(\"text\")\n    .attr(\"x\", 8)\n    .attr(\"dy\", \".35em\")\n    .attr(\"transform\", function(d) { return d.angle > Math.PI ? \"rotate(180) translate(-16)\" : null; })\n    .style(\"text-anchor\", function(d) { return d.angle > Math.PI ? \"end\" : null; })\n    .text(function(d) { return formatValue(d.value); });\n\ng.append(\"g\")\n    .attr(\"class\", \"ribbons\")\n  .selectAll(\"path\")\n  .data(function(chords) { return chords; })\n  .enter().append(\"path\")\n    .attr(\"d\", ribbon)\n    .style(\"fill\", function(d) { return color(d.target.index); })\n    .style(\"stroke\", function(d) { return d3.rgb(color(d.target.index)).darker(); });\n\n// Returns an array of tick angles and values for a given group and step.\nfunction groupTicks(d, step) {\n  var k = (d.endAngle - d.startAngle) / d.value;\n  return d3.range(0, d.value, step).map(function(value) {\n    return {value: value, angle: value * k + d.startAngle};\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/4062006/raw/2241e71872a06ab78c6670179a7c1ee6051a1354/thumbnail.png","size":18857,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAL5GlDQ1BpY20A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\nSWR7SN+KxVMIdBEyduxVTp8+TPDw1yineuoVCG4AS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BXbfKzOgh9OJ7dMQr2KaxfE+3+g+lyGWSROzmD2Sl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\nw+7PsW33gbovcH6San4U4U0TNapkLTAjGkLTAOMTX/xl14MFMQBVxfPPU54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