{"url":"https://api.github.com/gists/4519926","forks_url":"https://api.github.com/gists/4519926/forks","commits_url":"https://api.github.com/gists/4519926/commits","id":"4519926","node_id":"MDQ6R2lzdDQ1MTk5MjY=","git_pull_url":"https://gist.github.com/4519926.git","git_push_url":"https://gist.github.com/4519926.git","html_url":"https://gist.github.com/mbostock/4519926","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4519926/raw/afb08bdedde265a85fecfde6869f05b3d154f490/.block","size":92,"truncated":false,"content":"license: gpl-3.0\nredirect: https://beta.observablehq.com/@mbostock/briesemeister-projection\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4519926/raw/1718e2331ee73b60c75dc269fe03e270726778e4/README.md","size":171,"truncated":false,"content":"The Briesemeister projection is a rescaled oblique [Hammer projection](/3712397), with an aspect ratio of 1.75:1 rather than 2:1. It uses an oblique aspect of 10°E 45°N.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4519926/raw/384dda85307e4eae022a5dec5f468406a41f9ac1/index.html","size":1819,"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 = 560;\n\nvar projection = d3.geo.projection(d3.geo.hammer.raw(1.75, 2))\n    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bhr3CNGUymdlsfvHFF6++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\nXjteqVQuXrz4yy+/7NSpU9++fWfOnAlxO3hcKnzDi0SIQC+sf//+H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