{"url":"https://api.github.com/gists/4583749","forks_url":"https://api.github.com/gists/4583749/forks","commits_url":"https://api.github.com/gists/4583749/commits","id":"4583749","node_id":"MDQ6R2lzdDQ1ODM3NDk=","git_pull_url":"https://gist.github.com/4583749.git","git_push_url":"https://gist.github.com/4583749.git","html_url":"https://gist.github.com/mbostock/4583749","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4583749/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/4583749/raw/e3dbd4a50ea1c8152fd46936342ae3cc2889bcd1/README.md","size":404,"truncated":false,"content":"This example demonstrates the construction of a polar plot of a parametric function, *sin(2t)cos(2t)*. A [d3.svg.line.radial](https://github.com/mbostock/d3/wiki/SVG-Shapes#wiki-line_radial) is used to draw the red line. Note the definition of the line’s angle: D3’s radial lines and areas proceed clockwise starting at 12 o’clock, while this plot proceeds counterclockwise starting at 3 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dk0YHMRHHyEeR10dtm4V69YFQvhB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\n1bRynFt4Ib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