{"url":"https://api.github.com/gists/5416405","forks_url":"https://api.github.com/gists/5416405/forks","commits_url":"https://api.github.com/gists/5416405/commits","id":"5416405","node_id":"MDQ6R2lzdDU0MTY0MDU=","git_pull_url":"https://gist.github.com/5416405.git","git_push_url":"https://gist.github.com/5416405.git","html_url":"https://gist.github.com/mbostock/5416405","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5416405/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/5416405/raw/dc189b58ace7cba55032f2dfdc198d419c2d52d7/README.md","size":509,"truncated":false,"content":"This demonstrates using [topojson.merge](https://github.com/mbostock/topojson/wiki/API-Reference#merge), a new feature in [TopoJSON 1.6](https://github.com/mbostock/topojson/releases/tag/v1.6.0), to merge multiple polygons into a single polygon whilst removing interior borders. (An alternative approach is to [draw the polygons twice](http://bl.ocks.org/mbostock/5416440).)\n\nThis example is in response to a [Stack Overflow question](http://stackoverflow.com/questions/16092564/d3-merge-interior-svg-paths).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5416405/raw/3e0ef2f6c743e3fd23e87dd8d9b82d6d2cbc348b/index.html","size":1399,"truncated":false,"content":"\n\n\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/5416405/raw/e53f8516b08b5b171b65722ac7dc7cc4b493f5a6/thumbnail.png","size":16562,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKg2lDQ1BpY20A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\nqVQqNT4+nsvlhFj1YzD/iIiItNY8NYZhsABOJ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uFoucIsi1rNxwgCnrui5rq2XKg1/vVWtaO5+kEc6xaG/w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\nf5fQD+kCe/AB9Oo/raDogRUBpcH1wAruAmsJQAiayQjXdZ7/2s8Mdvx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