{"url":"https://api.github.com/gists/3846051","forks_url":"https://api.github.com/gists/3846051/forks","commits_url":"https://api.github.com/gists/3846051/commits","id":"3846051","node_id":"MDQ6R2lzdDM4NDYwNTE=","git_pull_url":"https://gist.github.com/3846051.git","git_push_url":"https://gist.github.com/3846051.git","html_url":"https://gist.github.com/mbostock/3846051","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3846051/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/3846051/raw/ba6fa7885ab2733fe1bde81fede7fe9d5a457b53/README.md","size":54,"truncated":false,"content":"Tests for edge cases with d3.geom.voronoi, mainly N=2.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3846051/raw/3a5396cba0cb252c82b2540e1b3988fb9f74aa6e/index.html","size":3218,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nsvg {\n  float: left;\n  margin: 10px 0 0 10px;\n}\n\npath {\n  fill-opacity: .2;\n  stroke: #000;\n}\n\ncircle {\n  stroke: #fff;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = 85,\n    height = 85;\n\nvar voronoi = d3.geom.voronoi()\n    .clipExtent([[.5, .5], [width - .5, height - .5]]);\n\nvar color = d3.scale.category10();\n\nvar p0 = [20, 20],\n    p1 = [width - 20, 20],\n    p2 = [20, height - 20],\n    p3 = [width - 20, height - 20],\n    p4 = [width / 2, height / 2],\n    p5 = [width / 2, 20],\n    p6 = [width / 2, height - 20],\n    p7 = [20, height / 2],\n    p8 = [width - 20, height / 2];\n\nvar svg = d3.select(\"body\").selectAll(\"svg\")\n    .data([\n      [p0], // single point\n      [p0, p1], // separating vertical line (|)\n      [p1, p0], // separating vertical line (|)\n      [p0, p2], // separating horizontal line (-)\n      [p2, p0], // separating horizontal line (-)\n      [p0, p3], // separating diagonal line (/)\n      [p3, p0], // separating diagonal line (/)\n      [p1, p2], // separating diagonal line (\\)\n      [p2, p1], // separating diagonal line (\\)\n      [p0, p3, p4], // collinear, separating diagonal lines (/)\n      [p0, p4, p3], // collinear, separating diagonal lines (/)\n      [p3, p0, p4], // collinear, separating diagonal lines (/)\n      [p3, p4, p0], // collinear, separating diagonal lines (/)\n      [p4, p0, p3], // collinear, separating diagonal lines (/)\n      [p4, p3, p0], // collinear, separating diagonal lines (/)\n      [p1, p2, p4], // collinear, separating diagonal lines (\\)\n      [p1, p4, p2], // collinear, separating diagonal lines (\\)\n      [p2, p1, p4], // collinear, separating diagonal lines (\\)\n      [p2, p4, p1], // collinear, separating diagonal lines (\\)\n      [p4, p1, p2], // collinear, separating diagonal lines (\\)\n      [p4, p2, p1], // collinear, separating diagonal lines (\\)\n      [p5, p4, p6], // collinear, separating horizontal lines (-)\n      [p5, p6, p4], // collinear, separating horizontal lines (-)\n      [p4, p5, p6], // collinear, separating horizontal lines (-)\n      [p4, p6, p5], // collinear, separating horizontal lines (-)\n      [p6, p4, p5], // collinear, separating horizontal lines (-)\n      [p6, p5, p4], // collinear, separating horizontal lines (-)\n      [p4, p7, p8], // collinear, separating vertical lines (|)\n      [p4, p8, p7], // collinear, separating vertical lines (|)\n      [p7, p4, p8], // collinear, separating vertical lines (|)\n      [p7, p8, p4], // collinear, separating vertical lines (|)\n      [p8, p4, p7], // collinear, separating vertical lines (|)\n      [p8, p7, p4], // collinear, separating vertical lines (|)\n      [p0, p1, p2, p3] // squares\n    ])\n  .enter().append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nvar g = svg.selectAll(\"g\")\n    .data(function(points) { return points; })\n  .enter().append(\"g\")\n    .style(\"fill\", function(point, i) { return color(i); });\n\ng.append(\"path\")\n    .data(voronoi)\n    .attr(\"d\", function(polygon) { return \"M\" + polygon.join(\"L\") + \"Z\"; });\n\ng.append(\"circle\")\n    .attr(\"r\", 2.5)\n    .attr(\"transform\", function(point) { return \"translate(\" + point + \")\"; });\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3846051/raw/f05c77a9e28c34705ee3d52017d2062a294b977f/thumbnail.png","size":16805,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\nByMvBjSjtXFwklvDFkLX1Uu4PTaJkTfvk8Epzp7Yoj6t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