{"url":"https://api.github.com/gists/4060606","forks_url":"https://api.github.com/gists/4060606/forks","commits_url":"https://api.github.com/gists/4060606/commits","id":"4060606","node_id":"MDQ6R2lzdDQwNjA2MDY=","git_pull_url":"https://gist.github.com/4060606.git","git_push_url":"https://gist.github.com/4060606.git","html_url":"https://gist.github.com/mbostock/4060606","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4060606/raw/18c82dc0ffee1862b1006a62b1d7384133ff43d7/.block","size":104,"truncated":false,"content":"license: gpl-3.0\nheight: 600\nborder: no\nredirect: https://beta.observablehq.com/@mbostock/d3-choropleth\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4060606/raw/f00e77314966d06cb56b1a46e776529b647d9552/README.md","size":652,"truncated":false,"content":"Source: [Bureau of Labor Statistics](http://www.bls.gov/lau/#tables), [Census Bureau](https://github.com/topojson/us-atlas)\n\nThis choropleth shows unemployment rates as of August, 2016 with a [threshold scale](https://github.com/d3/d3-scale/blob/master/README.md#scaleThreshold). I employed a mix of command-line tools to transform the fixed-width text file into a CSV, including [dsv2dsv](https://github.com/d3/d3-dsv/blob/master/README.md#dsv2dsv):\n\n```\ncat <(echo \"id,rate\") \\\n  <(tail -n +7 laucntycur14.txt \\\n    | grep 'Aug-16' \\\n    | cut -b 21-22,28-30,129-133 \\\n    | tr -s ' ' \\\n    | dsv2dsv -r ' ') \\\n  | csv2tsv \\\n  > unemployment.tsv\n```\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4060606/raw/9841cf6f5ba1e72ae8f9c689e8291ca2e942568a/index.html","size":2368,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.counties {\n  fill: none;\n}\n\n.states {\n  fill: none;\n  stroke: #fff;\n  stroke-linejoin: round;\n}\n\n</style>\n<svg width=\"960\" height=\"600\"></svg>\n<script src=\"https://d3js.org/d3.v4.min.js\"></script>\n<script src=\"https://d3js.org/d3-scale-chromatic.v1.min.js\"></script>\n<script src=\"https://d3js.org/topojson.v2.min.js\"></script>\n<script>\n\nvar svg = d3.select(\"svg\"),\n    width = +svg.attr(\"width\"),\n    height = +svg.attr(\"height\");\n\nvar unemployment = d3.map();\n\nvar path = d3.geoPath();\n\nvar x = d3.scaleLinear()\n    .domain([1, 10])\n    .rangeRound([600, 860]);\n\nvar color = d3.scaleThreshold()\n    .domain(d3.range(2, 10))\n    .range(d3.schemeBlues[9]);\n\nvar g = svg.append(\"g\")\n    .attr(\"class\", \"key\")\n    .attr(\"transform\", \"translate(0,40)\");\n\ng.selectAll(\"rect\")\n  .data(color.range().map(function(d) {\n      d = color.invertExtent(d);\n      if (d[0] == null) d[0] = x.domain()[0];\n      if (d[1] == null) d[1] = x.domain()[1];\n      return d;\n    }))\n  .enter().append(\"rect\")\n    .attr(\"height\", 8)\n    .attr(\"x\", function(d) { return x(d[0]); })\n    .attr(\"width\", function(d) { return x(d[1]) - x(d[0]); })\n    .attr(\"fill\", function(d) { return color(d[0]); });\n\ng.append(\"text\")\n    .attr(\"class\", \"caption\")\n    .attr(\"x\", x.range()[0])\n    .attr(\"y\", -6)\n    .attr(\"fill\", \"#000\")\n    .attr(\"text-anchor\", \"start\")\n    .attr(\"font-weight\", \"bold\")\n    .text(\"Unemployment rate\");\n\ng.call(d3.axisBottom(x)\n    .tickSize(13)\n    .tickFormat(function(x, i) { return i ? x : x + \"%\"; })\n    .tickValues(color.domain()))\n  .select(\".domain\")\n    .remove();\n\nd3.queue()\n    .defer(d3.json, \"https://d3js.org/us-10m.v1.json\")\n    .defer(d3.tsv, \"unemployment.tsv\", function(d) { unemployment.set(d.id, +d.rate); })\n    .await(ready);\n\nfunction ready(error, us) {\n  if (error) throw error;\n\n  svg.append(\"g\")\n      .attr(\"class\", \"counties\")\n    .selectAll(\"path\")\n    .data(topojson.feature(us, us.objects.counties).features)\n    .enter().append(\"path\")\n      .attr(\"fill\", function(d) { return color(d.rate = unemployment.get(d.id)); })\n      .attr(\"d\", path)\n    .append(\"title\")\n      .text(function(d) { return d.rate + \"%\"; });\n\n  svg.append(\"path\")\n      .datum(topojson.mesh(us, us.objects.states, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"states\")\n      .attr(\"d\", path);\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/4060606/raw/3f2f45d819ae639f06f971881bd62d53e6dd6c28/thumbnail.png","size":36307,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAL5GlDQ1BpY20A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ZGCaN5xl/9+BkEsNCwGacV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\nW2nkNM2eb3vniF/69W/wZ/7cZ9lJBR9ea2FLgSNter7DxQUDfthoBczS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pBFCtcS9B0JYFjtIECR57uHk8q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\nJHZBAEOV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