{"url":"https://api.github.com/gists/4636377","forks_url":"https://api.github.com/gists/4636377/forks","commits_url":"https://api.github.com/gists/4636377/commits","id":"4636377","node_id":"MDQ6R2lzdDQ2MzYzNzc=","git_pull_url":"https://gist.github.com/4636377.git","git_push_url":"https://gist.github.com/4636377.git","html_url":"https://gist.github.com/mbostock/4636377","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4636377/raw/1d2ad63ec6133f2b224d2e75b39e3122ded58e4c/.block","size":79,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@mbostock/rotating-voronoi\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4636377/raw/67ad2536e7c94d87432419da91a7bed41c340e47/README.md","size":661,"truncated":false,"content":"[Mario Klingemann](http://mario-klingemann.tumblr.com/) has made some beautiful Voronoi diagrams. This is my attempt to recreate them using [D3](http://d3js.org). To achieve the curved cells, each side of the Voronoi polygon is subdivided into three equal-length segments and then joined using the \"basis-closed\" line interpolator. There are some discontinuities in the animation when the sides of a polygon approach zero which could likely be avoided by adding a minimum-length threshold to the subdivision.\n\nIf you’d like to see other instances of this pattern, Mario [describes the algorithm](http://www.flickr.com/photos/quasimondo/8254540763/) on 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AQwt+E86I0GqVAowPYSi8UymUxX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\nPcAFI8TAwCAqKur69ev/A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