{"url":"https://api.github.com/gists/5100636","forks_url":"https://api.github.com/gists/5100636/forks","commits_url":"https://api.github.com/gists/5100636/commits","id":"5100636","node_id":"MDQ6R2lzdDUxMDA2MzY=","git_pull_url":"https://gist.github.com/5100636.git","git_push_url":"https://gist.github.com/5100636.git","html_url":"https://gist.github.com/mbostock/5100636","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5100636/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5100636/raw/398e5fd7e74494e745a20db96db5567d02494b58/README.md","size":544,"truncated":false,"content":"A commented example of tweening arcs; see [Pie Chart Update, II](http://bl.ocks.org/mbostock/1346410) and [Arc Tween (Clock)](http://bl.ocks.org/mbostock/1098617) for older examples. (There’s also [The Amazing Pie](http://bl.ocks.org/mbostock/4341574) and [Donut Transitions](http://bl.ocks.org/mbostock/4341417) if you want to get fancy.) See the API reference for [*transition*.attrTween](https://github.com/d3/d3-transition#transition_attrTween) and my tutorial [Working with Transitions](https://bost.ocks.org/mike/transition/) for more.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5100636/raw/2c2368d2c0b358567cef49d3b1a3f970d00a44ae/index.html","size":4254,"truncated":false,"content":"\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/5100636/raw/ad94e0871074d2db5eb26090389de401f5dbb6f3/thumbnail.png","size":7638,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKg2lDQ1BpY20A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\nhuzCMmZjdWfJnuRoBqYP5atd0tVH8b0fpbf9LK3UAA2tlsIdsZTsLcRx3O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