{"url":"https://api.github.com/gists/3682676","forks_url":"https://api.github.com/gists/3682676/forks","commits_url":"https://api.github.com/gists/3682676/commits","id":"3682676","node_id":"MDQ6R2lzdDM2ODI2NzY=","git_pull_url":"https://gist.github.com/3682676.git","git_push_url":"https://gist.github.com/3682676.git","html_url":"https://gist.github.com/mbostock/3682676","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3682676/raw/122d013698935aee6400d63054d198979e7e48be/.block","size":70,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/winkel-tripel\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3682676/raw/26a8837381b44bd545ab23a0b13a0757dc82b617/README.md","size":257,"truncated":false,"content":"The [Winkel tripel projection](http://en.wikipedia.org/wiki/Winkel_tripel_projection) is available as `d3.geo.winkel3` in the [geo.projection D3 plugin](https://github.com/d3/d3-plugins/tree/master/geo/projection). See also the [rotating 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Y69evx/79++OyOwYGBphtSTYi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\nJZw/fx5Lly6V9DTPVJpNFRKZab+U2st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