{"url":"https://api.github.com/gists/3719724","forks_url":"https://api.github.com/gists/3719724/forks","commits_url":"https://api.github.com/gists/3719724/commits","id":"3719724","node_id":"MDQ6R2lzdDM3MTk3MjQ=","git_pull_url":"https://gist.github.com/3719724.git","git_push_url":"https://gist.github.com/3719724.git","html_url":"https://gist.github.com/mbostock/3719724","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3719724/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3719724/raw/d7e9d262c95f5fb624f55e7026ec245f5f8ec9bd/index.html","size":1630,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style type=\"text/css\">\n\ntable {\n  border-collapse: collapse;\n  font: 10px sans-serif;\n  width: 720px;\n}\n\nth {\n  font-weight: normal;\n  text-align: right;\n  padding-right: 6px;\n  min-width: 43px;\n}\n\nthead td {\n  cursor: s-resize;\n}\n\ntbody tr:first-child td {\n  padding-top: 2px;\n}\n\ntbody td {\n  padding: 0;\n  border-left: solid 1px #000;\n}\n\ntbody rect {\n  fill: steelblue;\n}\n\ntbody tr:hover rect {\n  fill: brown;\n}\n\n</style>\n\n<table>\n  <thead>\n    <tr>\n      <th>State</th>\n      <td><5</td>\n      <td>5-13</td>\n      <td>14-17</td>\n      <td>18-24</td>\n      <td>≥16</td>\n      <td>≥18</td>\n      <td>15-44</td>\n      <td>45-64</td>\n      <td>≥65</td>\n      <td>≥85</td>\n    </tr>\n  </thead>\n  <tbody>\n  </tbody>\n</table>\n\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nd3.csv(\"states.csv\", function(error, states) {\n  if (error) throw error;\n\n  var ages = d3.keys(states[0]).filter(function(key) {\n    return key != \"State\" && key != \"Total\";\n  });\n\n  d3.selectAll(\"thead 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and Over,15 to 44 Years,45 to 64 Years,65 Years and Over,85 Years and 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Qqk8Sl8n8qanD3e31psBu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\nT5X5E99I8soJYiZC5fAp7c/WJXszf6JeP4omNQbDo0xSk9xxHWAqpBxC8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