{"url":"https://api.github.com/gists/3757101","forks_url":"https://api.github.com/gists/3757101/forks","commits_url":"https://api.github.com/gists/3757101/commits","id":"3757101","node_id":"MDQ6R2lzdDM3NTcxMDE=","git_pull_url":"https://gist.github.com/3757101.git","git_push_url":"https://gist.github.com/3757101.git","html_url":"https://gist.github.com/mbostock/3757101","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3757101/raw/180c3bfb1c62bc7db2e5d60c645b67b2be59b1f8/.block","size":114,"truncated":false,"content":"license: gpl-3.0\nheight: 960\nborder: no\nredirect: https://beta.observablehq.com/@mbostock/d3-azimuthal-equal-area\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3757101/raw/99949118b7608e9806ad21b67cb2aedfb0f82493/README.md","size":380,"truncated":false,"content":"The [Lambert azimuthal equal-area projection](http://en.wikipedia.org/wiki/Lambert_azimuthal_equal-area_projection) is available as [d3.geo.azimuthalEqualArea](https://github.com/mbostock/d3/wiki/Geo-Projections#wiki-azimuthalEqualArea). See also the [polar aspect](/4364903) of this projection. This projection is also a special case *B* = 1 of the [Hammer projection](/3712397).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3757101/raw/33be125da2e6cc6214998f28c3d44f1bdf1591f0/index.html","size":1611,"truncated":false,"content":"\n\n\n\n\n\n\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3757101/raw/99027f2227a5497b55ffc56732fafbdec38ab976/thumbnail.png","size":33041,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAKg2lDQ1BpY20A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\nLLDZrLDZbDCZTNBoNJDL5R8x699ofMSYH8CQy+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7duHsrJylJSUQqNRM3WVr85G3keeaIFL9g7hUcnWlGI4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\naAIIgJew9H8p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CLt27UJ5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\nXgvxulDQ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