{"url":"https://api.github.com/gists/5144735","forks_url":"https://api.github.com/gists/5144735/forks","commits_url":"https://api.github.com/gists/5144735/commits","id":"5144735","node_id":"MDQ6R2lzdDUxNDQ3MzU=","git_pull_url":"https://gist.github.com/5144735.git","git_push_url":"https://gist.github.com/5144735.git","html_url":"https://gist.github.com/mbostock/5144735","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5144735/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/5144735/raw/c1f34126f7002f37229ee390746bd048cbb24cc6/README.md","size":502,"truncated":false,"content":"Created via the [U.S. Atlas project](https://github.com/mbostock/us-atlas) as `make topo/ky-counties.json`, after modifying the Makefile to include population and area statistics. These per-county values are then used to compute the population density of each county.\n\n```bash\ntopojson \\\n\t--id-property=FIPS,STATE_FIPS \\\n\t-p name=COUNTY,name=STATE,+population,area=+SQUARE_MIL \\\n\t-e KY-counties-pop.csv \\\n\t-- shp/ky/counties.shp shp/ky/states.shp\n```\n\nColors by [ColorBrewer](http://colorbrewer2.org/).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5144735/raw/88d6709997ec9f3073e7595a5d4a1a08f959248c/index.html","size":2870,"truncated":false,"content":"\n\n\n\n\n\n\n","encoding":"utf-8"},"ky-counties.json":{"filename":"ky-counties.json","type":"application/json","language":"JSON","raw_url":"https://gist.githubusercontent.com/mbostock/5144735/raw/adcf8213dbf2be1dafcc816f326e12d0063432a0/ky-counties.json","size":395780,"truncated":false,"content":"{\"type\":\"Topology\",\"transform\":{\"scale\":[0.000760548769376929,0.00026505683948396125],\"translate\":[-89.56948826399986,36.497147153000014]},\"objects\":{\"counties\":{\"type\":\"GeometryCollection\",\"geometries\":[{\"type\":\"Polygon\",\"arcs\":[[0,1,2,3,4]],\"id\":\"21015\",\"properties\":{\"name\":\"Boone 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LP/zXIQrx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\ntSvuZzGrlbClzrpgBxONIKAhG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