{"url":"https://api.github.com/gists/5544008","forks_url":"https://api.github.com/gists/5544008/forks","commits_url":"https://api.github.com/gists/5544008/commits","id":"5544008","node_id":"MDQ6R2lzdDU1NDQwMDg=","git_pull_url":"https://gist.github.com/5544008.git","git_push_url":"https://gist.github.com/5544008.git","html_url":"https://gist.github.com/mbostock/5544008","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5544008/raw/5e5059ff04afec7079391b93e433cf59cc84e384/.block","size":76,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@mbostock/mareys-trains\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5544008/raw/67a2899d0435712ef9a6723db09e49b153ea8e3e/README.md","size":756,"truncated":false,"content":"A recreation of [E.J. Marey](http://en.wikipedia.org/wiki/Étienne-Jules_Marey)’s [graphical train schedule](http://mbostock.github.io/protovis/ex/marey-train-schedule.jpg). Stations are separated vertically in proportion to geography; thus, the slope of the line reflects the speed of the train: the steeper the line, the faster the train. This display also reveals when and where limited service trains (in orange) are passed by baby bullets (in red). This type of plot is sometimes called a “stringline chart”.\n\nSee also the earlier [Protovis version](http://mbostock.github.io/protovis/ex/caltrain.html) by [Vadim Ogievetsky](http://vogievetsky.github.io/), and another [variation where color encodes speed](http://bl.ocks.org/mbostock/5544621).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5544008/raw/7e31070c101acea4f959b7aa060a463d7e247c93/index.html","size":3788,"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  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 path {\n  fill: none;\n  stroke-width: 1.5px;\n}\n\n.train circle {\n  stroke: #fff;\n}\n\n.train .N path { stroke: rgb(34,34,34); }\n.train .N circle { fill: rgb(34,34,34); }\n\n.train .L path { stroke: rgb(183,116,9); }\n.train .L circle { fill: rgb(183,116,9); }\n\n.train .B path { stroke: rgb(192,62,29); }\n.train .B circle { fill: rgb(192,62,29); }\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 xAxis = d3.svg.axis()\n    .scale(x)\n    .ticks(8)\n    .tickFormat(formatTime);\n\nvar line = d3.svg.line()\n    .x(function(d) { return x(d.time); })\n    .y(function(d) { return y(d.station.distance); });\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.append(\"path\")\n      .attr(\"d\", function(d) { return line(d.stops); });\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/5544008/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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ZpZK0Rs232B28QuzXlRcYWYanG8ZAqMIk8r0rcz0KeK0m/Vyfu2CLTBiGjpg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\n/R8SBUwu9ISnrvFX6eBEcORDRMwuzYauf1ImwVulLvUHhj9AxO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