{"url":"https://api.github.com/gists/5695142","forks_url":"https://api.github.com/gists/5695142/forks","commits_url":"https://api.github.com/gists/5695142/commits","id":"5695142","node_id":"MDQ6R2lzdDU2OTUxNDI=","git_pull_url":"https://gist.github.com/5695142.git","git_push_url":"https://gist.github.com/5695142.git","html_url":"https://gist.github.com/mbostock/5695142","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5695142/raw/47a82c8084beb65cf30c5cb428f02ec05de22690/.block","size":64,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/cassini\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5695142/raw/4b5838e6d8078043532e4c1956177041b49cd0f6/README.md","size":248,"truncated":false,"content":"The [Cassini projection](http://en.wikipedia.org/wiki/Cassini_projection) is a transverse aspect of the [equirectangular projection](/mbostock/3757119); it is largely replaced in use today by the [transverse Mercator projection](/mbostock/4695821).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5695142/raw/cf299185c41eec4cd80e83d462107840fa038010/index.html","size":1425,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\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/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 1922;\n\nvar projection = d3.geo.equirectangular()\n    .rotate([0, 0, 90])\n    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LLroolUqtXr36o48+gm+G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\njihfpiEajVqtV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