{"url":"https://api.github.com/gists/4463175","forks_url":"https://api.github.com/gists/4463175/forks","commits_url":"https://api.github.com/gists/4463175/commits","id":"4463175","node_id":"MDQ6R2lzdDQ0NjMxNzU=","git_pull_url":"https://gist.github.com/4463175.git","git_push_url":"https://gist.github.com/4463175.git","html_url":"https://gist.github.com/mbostock/4463175","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4463175/raw/33ee9c80f4afe8a3bbc07a8eb319dad39e9f8e00/.block","size":78,"truncated":false,"content":"license: gpl-3.0\nhttps://beta.observablehq.com/@mbostock/d3-hammer?b=Infinity\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4463175/raw/794bcd6f1e41326392806415c3d31458326bc625/README.md","size":100,"truncated":false,"content":"The quartic authalic projection is the [Hammer projection](/3712397) with a coefficient of infinity.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4463175/raw/5e2cf5177cfc700626fe115d041b5583b54be644/index.html","size":1792,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #fcfcfa;\n}\n\n.stroke {\n  fill: none;\n  stroke: #000;\n  stroke-width: 3px;\n}\n\n.fill {\n  fill: #fff;\n}\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: .5px;\n  stroke-opacity: .5;\n}\n\n.land {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/d3.geo.projection.v0.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 460;\n\nvar projection = d3.geo.hammer()\n    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vb3C7GDEJyDEqauwrNmwY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\nhXf3q3DGyAOuL6Wv4JyFi3IzV2yZC3+kU/CUfwogg1kyw790tPSAFnTOc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WQTxdZ6UE82Nles+5V1bVowiw7tR8fJz4INPmLUizKoQuq4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\nTngI7h0rwmCcveK/qNOWowD14aQw0AvDfa+wlG201HNPhom+pOPNJ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