{"url":"https://api.github.com/gists/5544621","forks_url":"https://api.github.com/gists/5544621/forks","commits_url":"https://api.github.com/gists/5544621/commits","id":"5544621","node_id":"MDQ6R2lzdDU1NDQ2MjE=","git_pull_url":"https://gist.github.com/5544621.git","git_push_url":"https://gist.github.com/5544621.git","html_url":"https://gist.github.com/mbostock/5544621","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5544621/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5544621/raw/1b24eeff69fbf876d224c10c2207628e8fc8b976/README.md","size":199,"truncated":false,"content":"A variation of [E.J. Marey’s graphical train schedule](http://bl.ocks.org/5544008) where color and slope redundantly encode train speed. The steeper and more orange the line, the faster the train.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5544621/raw/0b33fa8920e084c22b9266259bde52a458353f87/index.html","size":4028,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nsvg {\n  font: 10px sans-serif;\n}\n\n.axis path {\n  display: none;\n}\n\n.axis line {\n  fill: none;\n  stroke: #000;\n  shape-rendering: crispEdges;\n}\n\n.station line {\n  stroke: #ddd;\n  stroke-dasharray: 1,1;\n  shape-rendering: crispEdges;\n}\n\n.station text {\n  text-anchor: end;\n}\n\n.train line {\n  stroke-width: 1.5px;\n}\n\n.train circle {\n  fill: #777;\n  stroke: #fff;\n  stroke-width: 1.5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar stations = []; // lazily loaded\n\nvar formatTime = d3.time.format(\"%I:%M%p\");\n\nvar margin = {top: 20, right: 30, bottom: 20, left: 100},\n    width = 960 - margin.left - margin.right,\n    height = 500 - margin.top - margin.bottom;\n\nvar x = d3.time.scale()\n    .domain([parseTime(\"5:30AM\"), parseTime(\"11:30AM\")])\n    .range([0, width]);\n\nvar y = d3.scale.linear()\n    .range([0, height]);\n\nvar z = d3.scale.linear()\n    .domain([.0001, .0003])\n    .range([\"purple\", \"orange\"])\n    .interpolate(d3.interpolateLab);\n\nvar xAxis = d3.svg.axis()\n    .scale(x)\n    .ticks(8)\n    .tickFormat(formatTime);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width + margin.left + margin.right)\n    .attr(\"height\", height + margin.top + margin.bottom)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\nsvg.append(\"defs\").append(\"clipPath\")\n    .attr(\"id\", \"clip\")\n  .append(\"rect\")\n    .attr(\"y\", -margin.top)\n    .attr(\"width\", width)\n    .attr(\"height\", height + margin.top + margin.bottom);\n\nd3.tsv(\"schedule.tsv\", type, function(error, trains) {\n  y.domain(d3.extent(stations, function(d) { return d.distance; }));\n\n  var station = svg.append(\"g\")\n      .attr(\"class\", \"station\")\n    .selectAll(\"g\")\n      .data(stations)\n    .enter().append(\"g\")\n      .attr(\"transform\", function(d) { return \"translate(0,\" + y(d.distance) + \")\"; });\n\n  station.append(\"text\")\n      .attr(\"x\", -6)\n      .attr(\"dy\", \".35em\")\n      .text(function(d) { return d.name; });\n\n  station.append(\"line\")\n      .attr(\"x2\", width);\n\n  svg.append(\"g\")\n      .attr(\"class\", \"x top axis\")\n      .call(xAxis.orient(\"top\"));\n\n  svg.append(\"g\")\n      .attr(\"class\", \"x bottom axis\")\n      .attr(\"transform\", \"translate(0,\" + height + \")\")\n      .call(xAxis.orient(\"bottom\"));\n\n  var train = svg.append(\"g\")\n      .attr(\"class\", \"train\")\n      .attr(\"clip-path\", \"url(#clip)\")\n    .selectAll(\"g\")\n      .data(trains.filter(function(d) { return /[NLB]/.test(d.type); }))\n    .enter().append(\"g\")\n      .attr(\"class\", function(d) { return d.type; });\n\n  train.selectAll(\"line\")\n      .data(function(d) { return d.stops.slice(1).map(function(b, i) { return [d.stops[i], b]; }); })\n    .enter().append(\"line\")\n      .attr(\"x1\", function(d) { return x(d[0].time); })\n      .attr(\"x2\", function(d) { return x(d[1].time); })\n      .attr(\"y1\", function(d) { return y(d[0].station.distance); })\n      .attr(\"y2\", function(d) { return y(d[1].station.distance); })\n      .style(\"stroke\", function(d) { return z(Math.abs((d[1].station.distance - d[0].station.distance) / (d[1].time - d[0].time))); });\n\n  train.selectAll(\"circle\")\n      .data(function(d) { return d.stops; })\n    .enter().append(\"circle\")\n      .attr(\"transform\", function(d) { return \"translate(\" + x(d.time) + \",\" + y(d.station.distance) + \")\"; })\n      .attr(\"r\", 2);\n});\n\nfunction type(d, i) {\n\n  // Extract the stations from the \"stop|*\" columns.\n  if (!i) for (var k in d) {\n    if (/^stop\\|/.test(k)) {\n      var p = k.split(\"|\");\n      stations.push({\n        key: k,\n        name: p[1],\n        distance: +p[2],\n        zone: +p[3]\n      });\n    }\n  }\n\n  return {\n    number: d.number,\n    type: d.type,\n    direction: d.direction,\n    stops: stations\n        .map(function(s) { return {station: s, time: parseTime(d[s.key])}; })\n        .filter(function(s) { return s.time != null; })\n  };\n}\n\nfunction parseTime(s) {\n  var t = formatTime.parse(s);\n  if (t != null && t.getHours() < 3) t.setDate(t.getDate() + 1);\n  return t;\n}\n\n</script>\n","encoding":"utf-8"},"schedule.tsv":{"filename":"schedule.tsv","type":"text/tab-separated-values","language":"TSV","raw_url":"https://gist.githubusercontent.com/mbostock/5544621/raw/d9c97f947b89c218787f0cf4661526514ec03a72/schedule.tsv","size":20796,"truncated":false,"content":"number\ttype\tdirection\tstop|San Francisco|0|1\tstop|22nd Street|40|1\tstop|Bayshore|124|1\tstop|So. San Francisco|178|1\tstop|San Bruno|216|1\tstop|Millbrae|249|2\tstop|Broadway|280|2\tstop|Burlingame|307|2\tstop|San Mateo|334|2\tstop|Hayward Park|354|2\tstop|Hillsdale|391|2\tstop|Belmont|428|2\tstop|San Carlos|458|2\tstop|Redwood City|499|2\tstop|Atherton|543|3\tstop|Menlo Park|574|3\tstop|Palo Alto|604|3\tstop|California Ave|649|3\tstop|San Antonio|676|3\tstop|Mountain View|702|3\tstop|Sunnyvale|731|3\tstop|Lawrence|757|4\tstop|Santa Clara|805|4\tstop|College Park|833|4\tstop|San Jose|862|4\tstop|Tamien|906|4\tstop|Capitol|939|5\tstop|Blossom Hill|966|5\tstop|Morgan Hill|997|6\tstop|San Martin|1021|6\tstop|Gilroy|1053|6\n102\tN\tS\t4:55am\t5:00am\t5:05am\t5:11am\t5:15am\t5:19am\t-\t5:23am\t5:26am\t5:29am\t5:32am\t5:35am\t5:38am\t5:43am\t-\t5:48am\t5:51am\t5:55am\t5:59am\t6:03am\t6:08am\t6:12am\t6:17am\t-\t6:26am\tX\tX\tX\tX\tX\tX\n104\tN\tS\t5:25am\t5:30am\t5:35am\t5:41am\t5:45am\t5:49am\t-\t5:53am\t5:56am\t5:59am\t6:02am\t6:05am\t6:08am\t6:13am\t-\t6:18am\t6:21am\t6:25am\t6:29am\t6:33am\t6:38am\t6:42am\t6:47am\t-\t6:56am\t7:03am\tX\tX\tX\tX\tX\n206\tL\tS\t6:11am\t6:16am\t-\t-\t-\t6:29am\t-\t6:33am\t6:36am\t-\t6:40am\t-\t6:44am\t6:49am\t-\t6:54am\t6:57am\t7:01am\t-\t7:07am\t-\t7:12am\t-\t-\t7:24am\tX\tX\tX\tX\tX\tX\n208\tL\tS\t6:24am\t6:29am\t6:34am\t6:40am\t6:44am\t6:48am\t-\t6:52am\t6:55am\t6:58am\t7:01am\t7:04am\ti7:07am\ti7:12am\t-\t-\t7:18am\t-\t-\t-\t-\t-\t7:34am\t-\t7:43am\t7:50am\tX\tX\tX\tX\tX\n210\tL\tS\t6:44am\t6:49am\t-\t-\t-\t7:01am\t-\t-\t7:07am\t-\t-\t-\ti7:13am\ti7:18am\t-\t7:23am\t7:26am\t7:30am\t7:34am\t7:38am\t7:43am\t7:49am\t7:56am\t7:59am\t8:06am\t8:13am\tX\tX\tX\tX\tX\n312\tB\tS\t6:59am\t7:04am\t-\t-\t-\t7:17am\t-\t-\t-\t-\t-\t-\t-\t7:30am\t-\t7:35am\t-\t-\t-\t7:44am\t-\t-\t-\t-\t7:58am\tX\tX\tX\tX\tX\tX\n314\tB\tS\t7:14am\t7:19am\t-\t-\t-\t7:32am\t-\t-\t-\t-\t7:40am\t-\t-\t-\t-\t-\t7:51am\t-\t-\t7:58am\t-\t-\t-\t-\t8:13am\tX\tX\tX\tX\tX\tX\n216\tL\tS\t7:19am\t-\t-\t-\t7:33am\t-\t-\t7:38am\t7:42am\t-\t7:46am\t-\t7:50am\t-\t-\t7:58am\t8:01am\t-\t-\t8:09am\t-\t8:16am\t-\t-\t8:28am\tX\tX\tX\tX\tX\tX\n218\tL\tS\t7:24am\t7:29am\t7:34am\t7:40am\t7:44am\t7:48am\t-\t7:52am\t7:55am\t7:58am\t8:01am\t8:04am\ti8:07am\ti8:12am\t-\t-\t8:18am\t-\t-\t-\t-\t-\t8:34am\t-\t8:43am\t8:50am\tX\tX\tX\tX\tX\n220\tL\tS\t7:44am\t7:49am\t-\t-\t-\t8:01am\t-\t-\t8:07am\t-\t-\t-\ti8:13am\ti8:18am\t-\t8:23am\t8:26am\t8:30am\t8:34am\t8:38am\t8:43am\t8:49am\t8:56am\t-\t9:05am\t9:12am\tX\tX\tX\tX\tX\n322\tB\tS\t7:59am\t8:04am\t-\t-\t-\t8:17am\t-\t-\t-\t-\t-\t-\t-\t8:30am\t-\t8:35am\t-\t-\t-\t8:44am\t-\t-\t-\t-\t8:58am\tX\tX\tX\tX\tX\tX\n324\tB\tS\t8:14am\t8:19am\t-\t-\t-\t8:32am\t-\t-\t-\t-\t8:40am\t-\t-\t-\t-\t-\t8:51am\t-\t-\t8:58am\t-\t-\t-\t-\t9:13am\tX\tX\tX\tX\tX\tX\n226\tL\tS\t8:19am\t-\t-\t-\t8:33am\t-\t-\t8:38am\t8:42am\t-\t8:46am\t-\t8:50am\t-\t-\t8:58am\t9:01am\t-\t-\t9:09am\t-\t9:16am\t-\t-\t9:28am\tX\tX\tX\tX\tX\tX\n228\tL\tS\t8:24am\t8:29am\t8:34am\t8:40am\t8:44am\t8:48am\t-\t8:52am\t8:55am\t8:58am\t9:01am\t9:04am\ti9:07am\ti9:12am\t-\t-\t9:18am\t-\t-\t-\t-\t-\t9:34am\t-\t9:43am\t9:50am\tX\tX\tX\tX\tX\n230\tL\tS\t8:44am\t8:49am\t-\t-\t-\t9:01am\t-\t-\t9:07am\t-\t-\t-\ti9:13am\ti9:18am\t-\t9:23am\t9:26am\t9:30am\t9:34am\t9:38am\t9:43am\t9:49am\t9:56am\t-\t10:05am\t10:12am\tX\tX\tX\tX\tX\n332\tB\tS\t8:59am\t9:04am\t-\t-\t-\t9:17am\t-\t-\t-\t-\t-\t-\t-\t9:30am\t-\t9:35am\t-\t-\t-\t9:44am\t-\t-\t-\t-\t9:58am\tX\tX\tX\tX\tX\tX\n134\tN\tS\t9:07am\t9:12am\t9:17am\t9:23am\t9:27am\t9:31am\t-\t9:35am\t9:38am\t9:41am\t9:44am\t9:47am\t9:50am\t9:55am\t-\t10:00am\t10:03am\t10:07am\t10:11am\t10:15am\t10:20am\t10:24am\t10:29am\t-\t10:38am\tX\tX\tX\tX\tX\tX\n236\tL\tS\t9:37am\t-\t-\t-\t9:51am\t9:55am\t-\t9:59am\t10:02am\t-\t10:06am\t10:09am\t10:12am\t10:17am\t-\t10:22am\t10:25am\t10:29am\t10:33am\t10:37am\t10:42am\t10:46am\t10:51am\t-\t11:00am\t11:07am\tX\tX\tX\tX\tX\n138\tN\tS\t10:07am\t10:12am\t10:17am\t10:23am\t10:27am\t10:31am\t-\t10:35am\t10:38am\t10:41am\t10:44am\t10:47am\t10:50am\t10:55am\t-\t11:00am\t11:03am\t11:07am\t11:11am\t11:15am\t11:20am\t11:24am\t11:29am\t-\t11:38am\tX\tX\tX\tX\tX\tX\n142\tN\tS\t11:07am\t11:12am\t11:17am\t11:23am\t11:27am\t11:31am\t-\t11:35am\t11:38am\t11:41am\t11:44am\t11:47am\t11:50am\t11:55am\t-\t12:00pm\t12:03pm\t12:07pm\t12:11pm\t12:15pm\t12:20pm\t12:24pm\t12:29pm\t-\t12:38pm\tX\tX\tX\tX\tX\tX\n146\tN\tS\t12:07pm\t12:12pm\t12:17pm\t12:23pm\t12:27pm\t12:31pm\t-\t12:35pm\t12:38pm\t12:41pm\t12:44pm\t12:47pm\t12:50pm\t12:55pm\t-\t1:00pm\t1:03pm\t1:07pm\t1:11pm\t1:15pm\t1:20pm\t1:24pm\t1:29pm\t-\t1:38pm\tX\tX\tX\tX\tX\tX\n150\tN\tS\t1:07pm\t1:12pm\t1:17pm\t1:23pm\t1:27pm\t1:31pm\t-\t1:35pm\t1:38pm\t1:41pm\t1:44pm\t1:47pm\t1:50pm\t1:55pm\t-\t2:00pm\t2:03pm\t2:07pm\t2:11pm\t2:15pm\t2:20pm\t2:24pm\t2:29pm\t-\t2:38pm\tX\tX\tX\tX\tX\tX\n154\tN\tS\t2:07pm\t2:12pm\t2:17pm\t2:23pm\t2:27pm\t2:31pm\t-\t2:35pm\t2:38pm\t2:41pm\t2:44pm\t2:47pm\t2:50pm\t2:55pm\t-\t3:00pm\t3:03pm\t3:07pm\t3:11pm\t3:15pm\t3:20pm\t3:24pm\t3:29pm\t-\t3:38pm\tX\tX\tX\tX\tX\tX\n256\tL\tS\t2:37pm\t-\t-\t-\t2:51pm\t2:55pm\t-\t2:59pm\t3:02pm\t-\t3:06pm\t3:09pm\t3:12pm\t3:17pm\t-\t3:22pm\t3:25pm\t3:29pm\t3:33pm\t3:37pm\t3:42pm\t3:46pm\t3:51pm\t-\t4:00pm\t4:07pm\tX\tX\tX\tX\tX\n158\tN\tS\t3:07pm\t3:12pm\t3:17pm\t3:23pm\t3:27pm\t3:31pm\t-\t3:35pm\t3:38pm\t3:41pm\t3:44pm\t3:47pm\t3:50pm\t3:55pm\t-\t4:00pm\t4:03pm\t4:07pm\t4:11pm\t4:15pm\t4:20pm\t4:24pm\t4:29pm\t4:32pm\t4:39pm\t4:45pm\t4:52pm\t4:58pm\t5:11pm\t5:17pm\t5:30pm\n260\tL\tS\t3:37pm\t-\t-\t-\t3:51pm\t3:55pm\t-\t3:59pm\t4:02pm\t-\t4:06pm\t4:09pm\t4:12pm\t4:17pm\t-\t4:22pm\t4:25pm\t4:29pm\t4:33pm\t4:37pm\t4:42pm\t4:46pm\t4:51pm\t-\t5:00pm\t5:07pm\tX\tX\tX\tX\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jB0elhcW8tbMaXU6hXyu0+m4rptKpc4F0RsMOu12JBwJBoOVamVpacl1Xc7Z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\nMEOs+9PjkTd+rveH7HCCzUcYWablDnm6nuuZ+8tHhBBAiAI0Un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