{"url":"https://api.github.com/gists/7441121","forks_url":"https://api.github.com/gists/7441121/forks","commits_url":"https://api.github.com/gists/7441121/commits","id":"7441121","node_id":"MDQ6R2lzdDc0NDExMjE=","git_pull_url":"https://gist.github.com/7441121.git","git_push_url":"https://gist.github.com/7441121.git","html_url":"https://gist.github.com/mbostock/7441121","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/7441121/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/7441121/raw/9bc549f2d6efec4b5b416d259c061f730549e990/README.md","size":113,"truncated":false,"content":"A simple SVG bar chart. Part of the tutorial series [Let’s Make a Bar Chart](http://bost.ocks.org/mike/bar/3/).","encoding":"utf-8"},"data.tsv":{"filename":"data.tsv","type":"text/tab-separated-values","language":"TSV","raw_url":"https://gist.githubusercontent.com/mbostock/7441121/raw/518f934443c62534f4ff2c741d1e014b9c3c03c7/data.tsv","size":244,"truncated":false,"content":"name\tvalue\nA\t.08167\nB\t.01492\nC\t.02782\nD\t.04253\nE\t.12702\nF\t.02288\nG\t.02015\nH\t.06094\nI\t.06966\nJ\t.00153\nK\t.00772\nL\t.04025\nM\t.02406\nN\t.06749\nO\t.07507\nP\t.01929\nQ\t.00095\nR\t.05987\nS\t.06327\nT\t.09056\nU\t.02758\nV\t.00978\nW\t.02360\nX\t.00150\nY\t.01974\nZ\t.00074","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/7441121/raw/2b8f20ee91e3f3a4c35b6e06fb924e830d7529e1/index.html","size":1735,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.bar {\n  fill: steelblue;\n}\n\n.axis text {\n  font: 10px sans-serif;\n}\n\n.axis path,\n.axis line {\n  fill: none;\n  stroke: #000;\n  shape-rendering: crispEdges;\n}\n\n.x.axis path {\n  display: none;\n}\n\n</style>\n<svg class=\"chart\"></svg>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar margin = {top: 20, right: 30, bottom: 30, left: 40},\n    width = 960 - margin.left - margin.right,\n    height = 500 - margin.top - margin.bottom;\n\nvar x = d3.scale.ordinal()\n    .rangeRoundBands([0, width], .1);\n\nvar y = d3.scale.linear()\n    .range([height, 0]);\n\nvar xAxis = d3.svg.axis()\n    .scale(x)\n    .orient(\"bottom\");\n\nvar yAxis = d3.svg.axis()\n    .scale(y)\n    .orient(\"left\");\n\nvar chart = d3.select(\".chart\")\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\nd3.tsv(\"data.tsv\", type, function(error, data) {\n  x.domain(data.map(function(d) { return d.name; }));\n  y.domain([0, d3.max(data, function(d) { return d.value; })]);\n\n  chart.append(\"g\")\n      .attr(\"class\", \"x axis\")\n      .attr(\"transform\", \"translate(0,\" + height + \")\")\n      .call(xAxis);\n\n  chart.append(\"g\")\n      .attr(\"class\", \"y axis\")\n      .call(yAxis);\n\n  chart.selectAll(\".bar\")\n      .data(data)\n    .enter().append(\"rect\")\n      .attr(\"class\", \"bar\")\n      .attr(\"x\", function(d) { return x(d.name); })\n      .attr(\"y\", function(d) { return y(d.value); })\n      .attr(\"height\", function(d) { return height - y(d.value); })\n      .attr(\"width\", x.rangeBand());\n});\n\nfunction type(d) {\n  d.value = +d.value; // coerce to number\n  return d;\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/7441121/raw/1013e2a77ed820af7fc6c9fd60c967a38e88204f/thumbnail.png","size":9183,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKhmlDQ1BpY20A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\nj0Z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