Marimekko Chart

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Thanks to [Noah Iliinsky](https://twitter.com/#!/noahi/status/76334894648791040) for the suggestion. Jason Davies has published an [even-simpler interactive implementation](http://www.jasondavies.com/mekko/) using the “slice-dice” treemap layout algorithm!","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1005090/raw/179890bbdf42394b33a0c3704feb1f5e53c06c20/thumbnail.png","size":4018,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\ne32UKgbOnf1Nn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