{"url":"https://api.github.com/gists/3306362","forks_url":"https://api.github.com/gists/3306362/forks","commits_url":"https://api.github.com/gists/3306362/commits","id":"3306362","node_id":"MDQ6R2lzdDMzMDYzNjI=","git_pull_url":"https://gist.github.com/3306362.git","git_push_url":"https://gist.github.com/3306362.git","html_url":"https://gist.github.com/mbostock/3306362","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3306362/raw/750829744a4ac5bcf62c52ae459887a64d6da154/.block","size":77,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/threshold-choropleth\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3306362/raw/aa4b17f3c3c595c777542c25a83b07b7952199a0/README.md","size":490,"truncated":false,"content":"This [choropleth](../4060606) uses a [threshold scale](https://github.com/mbostock/d3/wiki/Quantitative-Scales#wiki-threshold) for quantization, mapping arbitrary slices of a continuous domain to discrete values in the range. Unemployment rates ranging from 2 to 10% are quantized into different shades of purple.\n\n```javascript\nvar color = d3.scale.threshold()\n .domain([0.02, 0.04, 0.06, 0.08, 0.10])\n .range([\"#f2f0f7\", \"#dadaeb\", \"#bcbddc\", \"#9e9ac8\", \"#756bb1\", 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lffLSqWl5/hsTqmCIXhrcFVfPx+sztC28N3oojpXuH4nr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\nfkUWz8xLFUJz3y8flQg29SAUmDO01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