{"url":"https://api.github.com/gists/3712397","forks_url":"https://api.github.com/gists/3712397/forks","commits_url":"https://api.github.com/gists/3712397/commits","id":"3712397","node_id":"MDQ6R2lzdDM3MTIzOTc=","git_pull_url":"https://gist.github.com/3712397.git","git_push_url":"https://gist.github.com/3712397.git","html_url":"https://gist.github.com/mbostock/3712397","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3712397/raw/68130a45d8b31112c7dc750f47ae8b529d504bb8/.block","size":77,"truncated":false,"content":"license: gpl-3.0\nredirect: https://beta.observablehq.com/@mbostock/d3-hammer\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3712397/raw/09f458c784c827d63ded7bdc8adeb5906b85b3d4/README.md","size":765,"truncated":false,"content":"The [Hammer projection](http://en.wikipedia.org/wiki/Hammer_projection) is available as `d3.geo.hammer` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection). As described by [Bernhard Jenny](http://cartography.oregonstate.edu/pdf/2012_Jenny_AdaptiveCompositeMapProjections.pdf), this projection can be customized with a coefficient *B*. The default *B* = 2 produces the standard Hammer projection as shown above; 1 produces the [Lambert azimuthal equal-area projection](/3757101), 4 produces the [Eckert–Greifendorff projection](/4496212), and ∞ produces the [quartic authalic projection](/4463175). [Briesemeister](/4519926) produced a modified oblique Hammer projection with an aspect ratio of 1.75:1 rather than 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nnWjocDnz+85/H2bNnUV1djZ07d2L79u3YsGED8vPzhYHrjjvu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\nhobQ2tqKtrY2/Pa3v0UwGITRaMTI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YlJSVpBbC59CJLBGR5VQIf+e/kA5pm2qSIpuSqhPxEbN6flZWFpUuX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\nlyJZdu/eLc4C4aBKpabOOqFzK81mMxobG1FVVaVoCJETs6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