{"url":"https://api.github.com/gists/5562380","forks_url":"https://api.github.com/gists/5562380/forks","commits_url":"https://api.github.com/gists/5562380/commits","id":"5562380","node_id":"MDQ6R2lzdDU1NjIzODA=","git_pull_url":"https://gist.github.com/5562380.git","git_push_url":"https://gist.github.com/5562380.git","html_url":"https://gist.github.com/mbostock/5562380","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5562380/raw/70683ae3cb4379b653f8bbf2dcf61d8558abdc81/.block","size":41,"truncated":false,"content":"license: gpl-3.0\nheight: 1100\nborder: no\n","encoding":"utf-8"},".gitignore":{"filename":".gitignore","type":"text/plain","language":"Ignore List","raw_url":"https://gist.githubusercontent.com/mbostock/5562380/raw/2e65746d134f3ae483fdf8fba8bb00af356d11c4/.gitignore","size":28,"truncated":false,"content":".DS_Store\nnode_modules\ncb_*\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5562380/raw/b4fb52d9150f684ac60edb36820a5a831d01d006/README.md","size":3819,"truncated":false,"content":"Source: [American Community Survey](http://www.census.gov/acs/www/), 2014 5-Year Estimate\n\nThis map was inspired by a [similar map](https://commons.wikimedia.org/wiki/File:California_population_map.png) found on [Wikipedia](https://en.wikipedia.org/wiki/Demographics_of_California). I wasn’t wild about the diverging color scale, so I thought it would be a fun challenge to recreate. Amazingly, a single command is used to join the Census Bureau’s shapefile and CSV, and then to project, convert to TopoJSON, and simplify:\n\n```bash\ngeo2topo -n \\\n  tracts=<(ndjson-join 'd.id' \\\n    <(shp2json cb_2014_06_tract_500k.shp \\\n      | geoproject 'd3.geoAlbers().parallels([34, 40.5]).rotate([120, 0]).fitExtent([[10, 10], [950, 1090]], d)' \\\n      | ndjson-split 'd.features' \\\n      | ndjson-map 'd.id = d.properties.GEOID.slice(2), d') \\\n    <(ndjson-cat cb_2014_06_tract_B01003.json \\\n      | ndjson-split 'd.slice(1)' \\\n      | ndjson-map '{id: d[2] + d[3], B01003: +d[0]}') \\\n    | ndjson-map 'd[0].properties = {density: Math.floor(d[1].B01003 / d[0].properties.ALAND * 2589975.2356)}, d[0]') \\\n  | toposimplify -p 1 -f \\\n  | topomerge -k 'd.id.slice(0, 3)' counties=tracts \\\n  | topomerge --mesh -f 'a !== b' counties=counties \\\n  | topoquantize 1e5 \\\n  > topo.json\n```\n\nThe Census Bureau is great, though the user interface of the [American FactFinder](http://factfinder2.census.gov/) is somewhat onerous. Here are the nineteen steps to download the data:\n\n1. Go to [factfinder2.census.gov](http://factfinder2.census.gov/).\n2. Find where it says “American Community Survey” and click “get data »”.\n3. Click the blue “Geographies” button on the left.\n4. In the pop-up, select census tract in the “geographic type” menu.\n5. Select California in the resulting “state” menu.\n6. Click “All Census Tracts within California”.\n7. Click the “ADD TO YOUR SELECTIONS” button.\n8. Click “CLOSE” to dismiss the pop-up.\n9. Click the blue “Topics” button on the left.\n10. In the pop-up, expand the “People” submenu.\n11. Expand the “Basic Count/Estimate” submenu.\n12. Click “Population Total”.\n13. Click “CLOSE” to dismiss the pop-up.\n14. In the table, click on the most recent ACS 5-year estimate named “TOTAL POPULATION”.\n15. On the next page, click the “Download” link under “Actions”.\n16. In the pop-up, click “OK”.\n17. Wait for it to “build” your file.\n18. When it’s ready, click “DOWNLOAD”.\n19. Finally, expand the downloaded zip file (ACS\\_14\\_5YR\\_B01003.zip).\n\nPersonally, I prefer the Census Bureau’s [developer API](http://www.census.gov/developers/) to retrieve data. It uses simple, readable URLs where you can substitute a year (2014), a FIPS code (06 for California), a census variable name (B01003_001E for total population), and other parameters to download the desired data from the command line without fighting a convoluted user interface. [Census Reporter](http://censusreporter.org/) also provides a convenient interface to the data, albeit with some limitations such as dataset size.\n\nThe above map shows individual census tracts. For faster download and rendering, and to reduce antialiasing artifacts, you can [merge tracts](/mbostock/670b9fe0577a29c39a1803f59c628769) of the same color (population density interval) using [topomerge](https://github.com/topojson/topojson-client/blob/master/README.md#topomerge). This is so effective at compressing the data that you can reasonably use [block groups](/mbostock/39b34968ad5eab65de1d7da81f78bb27) instead of tracts for greater resolution. For static maps, consider using [geo2svg](/mbostock/fb6c1e5ff700f9713a9dc2f0fd392c35) for even faster rendering.\n\nFor more examples of the d3-geo and TopoJSON command-line interface, see [us-atlas](https://github.com/topojson/us-atlas).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5562380/raw/9a0376f13d9ab5bbc48452a388f46bb309697638/index.html","size":1958,"truncated":false,"content":"<!DOCTYPE html>\n<svg width=\"960\" height=\"1100\"></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 path = d3.geoPath();\n\nvar color = d3.scaleThreshold()\n    .domain([1, 10, 50, 200, 500, 1000, 2000, 4000])\n    .range(d3.schemeOrRd[9]);\n\nvar x = d3.scaleSqrt()\n    .domain([0, 4500])\n    .rangeRound([440, 950]);\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(\"Population per square mile\");\n\ng.call(d3.axisBottom(x)\n    .tickSize(13)\n    .tickValues(color.domain()))\n  .select(\".domain\")\n    .remove();\n\nd3.json(\"topo.json\", function(error, topology) {\n  if (error) throw error;\n\n  svg.append(\"g\")\n    .selectAll(\"path\")\n    .data(topojson.feature(topology, topology.objects.tracts).features)\n    .enter().append(\"path\")\n      .attr(\"fill\", function(d) { return color(d.properties.density); })\n      .attr(\"d\", path);\n\n  svg.append(\"path\")\n      .datum(topojson.feature(topology, topology.objects.counties))\n      .attr(\"fill\", \"none\")\n      .attr(\"stroke\", \"#000\")\n      .attr(\"stroke-opacity\", 0.3)\n      .attr(\"d\", path);\n});\n\n</script>\n","encoding":"utf-8"},"package.json":{"filename":"package.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/5562380/raw/1418e2852dcbb668a6d538155b43de80dfe52784/package.json","size":400,"truncated":false,"content":"{\n  \"private\": true,\n  \"license\": \"gpl-3.0\",\n  \"author\": {\n    \"name\": \"Mike Bostock\",\n    \"url\": \"https://bost.ocks.org/mike\"\n  },\n  \"scripts\": {\n    \"prepublish\": \"bash prepublish\"\n  },\n  \"devDependencies\": {\n    \"d3-geo-projection\": \"^1.2.0\",\n    \"ndjson-cli\": \"^0.2.0\",\n    \"shapefile\": \"^0.5.8\",\n    \"topojson\": \"^2.0.0\",\n    \"topojson-client\": \"^2.1.0\",\n    \"topojson-simplify\": \"^2.0.0\"\n  }\n}\n","encoding":"utf-8"},"prepublish":{"filename":"prepublish","type":"text/plain","language":"Shell","raw_url":"https://gist.githubusercontent.com/mbostock/5562380/raw/ae31c34a4860b67ff72db694e2a9dcb5c100f6d3/prepublish","size":1791,"truncated":false,"content":"#!/bin/bash\n\n# EPSG:3310 California Albers\nPROJECTION='d3.geoAlbers().parallels([34, 40.5]).rotate([120, 0])'\n\n# The state FIPS code.\nSTATE=06\n\n# The ACS 5-Year Estimate vintage.\nYEAR=2014\n\n# The display size.\nWIDTH=960\nHEIGHT=1100\n\n# Download the census tract boundaries.\n# Extract the shapefile (.shp) and dBASE (.dbf).\nif [ ! -f cb_${YEAR}_${STATE}_tract_500k.shp ]; then\n  curl -o cb_${YEAR}_${STATE}_tract_500k.zip \\\n    \"http://www2.census.gov/geo/tiger/GENZ${YEAR}/shp/cb_${YEAR}_${STATE}_tract_500k.zip\"\n  unzip -o \\\n    cb_${YEAR}_${STATE}_tract_500k.zip \\\n    cb_${YEAR}_${STATE}_tract_500k.shp \\\n    cb_${YEAR}_${STATE}_tract_500k.dbf\nfi\n\n# Download the census tract population estimates.\nif [ ! -f cb_${YEAR}_${STATE}_tract_B01003.json ]; then\n  curl -o cb_${YEAR}_${STATE}_tract_B01003.json \\\n    \"http://api.census.gov/data/${YEAR}/acs5?get=B01003_001E&for=tract:*&in=state:${STATE}\"\nfi\n\n# 1. Convert to GeoJSON.\n# 2. Project.\n# 3. Join with the census data.\n# 4. Compute the population density.\n# 5. Simplify.\n# 6. Compute the county borders.\ngeo2topo -n \\\n  tracts=<(ndjson-join 'd.id' \\\n    <(shp2json cb_${YEAR}_${STATE}_tract_500k.shp \\\n      | geoproject \"${PROJECTION}.fitExtent([[10, 10], [${WIDTH} - 10, ${HEIGHT} - 10]], d)\" \\\n      | ndjson-split 'd.features' \\\n      | ndjson-map 'd.id = d.properties.GEOID.slice(2), d') \\\n    <(ndjson-cat cb_${YEAR}_${STATE}_tract_B01003.json \\\n      | ndjson-split 'd.slice(1)' \\\n      | ndjson-map '{id: d[2] + d[3], B01003: +d[0]}') \\\n    | ndjson-map 'd[0].properties = {density: Math.floor(d[1].B01003 / d[0].properties.ALAND * 2589975.2356)}, d[0]') \\\n  | toposimplify -p 1 -f \\\n  | topomerge -k 'd.id.slice(0, 3)' counties=tracts \\\n  | topomerge --mesh -f 'a !== b' counties=counties \\\n  | topoquantize 1e5 \\\n  > 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j4WD22Pnn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\n/G4WQ7RnYlvN31saj+OsyFts40F84svPnH75OECm2aS6Jyt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