{"url":"https://api.github.com/gists/3057239","forks_url":"https://api.github.com/gists/3057239/forks","commits_url":"https://api.github.com/gists/3057239/commits","id":"3057239","node_id":"MDQ6R2lzdDMwNTcyMzk=","git_pull_url":"https://gist.github.com/3057239.git","git_push_url":"https://gist.github.com/3057239.git","html_url":"https://gist.github.com/mbostock/3057239","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3057239/raw/33d316b53016cbc1f13a03bb4b13b5d3007174b7/.block","size":84,"truncated":false,"content":"license: gpl-3.0\nredirect: https://beta.observablehq.com/@mbostock/geodesic-rainbow\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3057239/raw/3ee6a750de8b2f68ff00a26ad01da84dea963c62/README.md","size":268,"truncated":false,"content":"Use the range slider to change the degree of subdivision in this geodesic sphere. The base shape, visible when subdivision is disabled, is the [icosahedron](/mbostock/7782500). Built with the [d3.geodesic plugin](https://github.com/d3/d3-plugins/tree/master/geodesic).","encoding":"utf-8"},"d3.geodesic.min.js":{"filename":"d3.geodesic.min.js","type":"text/javascript","language":"JavaScript","raw_url":"https://gist.githubusercontent.com/mbostock/3057239/raw/748b61702e8b6e152979481d96b58be94e12cffd/d3.geodesic.min.js","size":1592,"truncated":false,"content":"!function(){function n(n){return d3.merge(e.map(function(t){var o=r(t[0],t[1]),u=r(t[0],t[2]),i=[];i.push([t[0],o(1/n),u(1/n)]);for(var a=1;n>a;++a){for(var e=r(o(a/n),u(a/n)),c=r(o((a+1)/n),u((a+1)/n)),f=0;a>=f;++f)i.push([e(f/a),c(f/(a+1)),c((f+1)/(a+1))]);for(var f=0;a>f;++f)i.push([e(f/a),c((f+1)/(a+1)),e((f+1)/a)])}return i}))}function t(t){function r(n,t){var r;(n[0]\n\n\n

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KqrZ7g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\nFoIPuHEkjDZH+3pPPNZarC2gPSHoXbW1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YIQo/XCtNufwHf9xmuB7EOMtJRfnFGWVnubagDCWNKZw9nw+HE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\n5ajuak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