{"url":"https://api.github.com/gists/4248145","forks_url":"https://api.github.com/gists/4248145/forks","commits_url":"https://api.github.com/gists/4248145/commits","id":"4248145","node_id":"MDQ6R2lzdDQyNDgxNDU=","git_pull_url":"https://gist.github.com/4248145.git","git_push_url":"https://gist.github.com/4248145.git","html_url":"https://gist.github.com/mbostock/4248145","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4248145/raw/108b79eb34d905caa475f0f7d27c3d9e660cf0dd/.block","size":66,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/d3-hexbin\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4248145/raw/2ee49cd7013f6c3131a02d9759110ed270b8d4d5/README.md","size":340,"truncated":false,"content":"This example shows how to use the [d3-hexbin](https://github.com/d3/d3-hexbin) plugin for hexagonal binning. 2,000 random points with a normal distribution are binned into hexagons; color encodes the number of points that fall into each bin. You can also use [area encoding](/mbostock/4248146). Inspired by earlier work by Zachary Johnson.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4248145/raw/dbc80e828936a34125e7d24b908f1fc1a83d50df/index.html","size":1773,"truncated":false,"content":"<!DOCTYPE html>\n<style>\n\n.hexagon {\n  stroke: #000;\n  stroke-width: 0.5px;\n}\n\n</style>\n<svg width=\"960\" height=\"500\"></svg>\n<script src=\"https://d3js.org/d3.v4.min.js\"></script>\n<script src=\"https://d3js.org/d3-hexbin.v0.2.min.js\"></script>\n<script>\n\nvar svg = d3.select(\"svg\"),\n    margin = {top: 20, right: 20, bottom: 30, left: 40},\n    width = +svg.attr(\"width\") - margin.left - margin.right,\n    height = +svg.attr(\"height\") - margin.top - margin.bottom,\n    g = svg.append(\"g\").attr(\"transform\", \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\nvar randomX = d3.randomNormal(width / 2, 80),\n    randomY = d3.randomNormal(height / 2, 80),\n    points = d3.range(2000).map(function() { return [randomX(), randomY()]; });\n\nvar color = d3.scaleSequential(d3.interpolateLab(\"white\", \"steelblue\"))\n    .domain([0, 20]);\n\nvar hexbin = d3.hexbin()\n    .radius(20)\n    .extent([[0, 0], [width, height]]);\n\nvar x = d3.scaleLinear()\n    .domain([0, width])\n    .range([0, width]);\n\nvar y = d3.scaleLinear()\n    .domain([0, height])\n    .range([height, 0]);\n\ng.append(\"clipPath\")\n    .attr(\"id\", \"clip\")\n  .append(\"rect\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\ng.append(\"g\")\n    .attr(\"class\", \"hexagon\")\n    .attr(\"clip-path\", \"url(#clip)\")\n  .selectAll(\"path\")\n  .data(hexbin(points))\n  .enter().append(\"path\")\n    .attr(\"d\", hexbin.hexagon())\n    .attr(\"transform\", function(d) { return \"translate(\" + d.x + \",\" + d.y + \")\"; })\n    .attr(\"fill\", function(d) { return color(d.length); });\n\ng.append(\"g\")\n    .attr(\"class\", \"axis axis--y\")\n    .call(d3.axisLeft(y).tickSizeOuter(-width));\n\ng.append(\"g\")\n    .attr(\"class\", \"axis axis--x\")\n    .attr(\"transform\", \"translate(0,\" + height + \")\")\n    .call(d3.axisBottom(x).tickSizeOuter(-height));\n\n</script>\n","encoding":"utf-8"},"preview.jpg":{"filename":"preview.jpg","type":"image/jpeg","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4248145/raw/631c7f8b6d924c90afff4e5cb37ecd45b5c1d089/preview.jpg","size":41902,"truncated":false,"content":"/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsL\nDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/\n2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy\nMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAH0A8ADASIAAhEBAxEB/8QA\nGwABAAMBAQEBAAAAAAAAAAAAAAQFBgMCAQf/xABUEAABBAACBAYKDwcCBQMF\nAQABAAIDBAUREiExcQYTQWFyshQiMjU2UXSBlbEWIzM0QlRVYnOCkaHB0tMV\nQ0RSU3WzJNEHg5KTwiVl4WNkhPDxRf/EABoBAQEBAQEBAQAAAAAAAAAAAAAB\nAgMEBQb/xAAnEQEBAAIDAAIDAQABBQEAAAAAAQIRAyExEjIEQVEiExQzYXGB\nUv/aAAwDAQACEQMRAD8A/f0REBERAREQEREBERAREQEREBERAREQEREBERAR\nEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAR\nEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAR\nEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFFxOS5DhlmTD4Gz3Gx\nkwxvdohz8tQJ8SlIg/HZK9tmGPgxiSxWEeJWJXSXIXWGzvMQyB4twyGZOQ2c\ng2Kfhss0+OU32a1qtjj7dZ8cID9GOpxLdNuezRB0889eeXKv1NEFLiFvhDDY\nl7CwzD5qzRm18t18bjq15tEZA+1V2GY3woxXCqmIQYJhbYrMTZWB+IvzAcMx\nn7UtPP73k6B9SpuBfgPgfkMPUCDx2Zwt+RsJ9Iv/AEU7M4W/I2E+kX/orQIg\nz/ZnC35Gwn0i/wDRTszhb8jYT6Rf+itAiDP9mcLfkbCfSL/0U7M4W/I2E+kX\n/orQIgz/AGZwt+RsJ9Iv/RTszhb8jYT6Rf8AorQIgz/ZnC35Gwn0i/8ARTsz\nhb8jYT6Rf+itAiDP9mcLfkbCfSL/ANFOzOFvyNhPpF/6K0CIM/2Zwt+RsJ9I\nv/RTszhb8jYT6Rf+itAiDP8AZnC35Gwn0i/9FOzOFvyNhPpF/wCitAiDP9mc\nLfkbCfSL/wBFOzOFvyNhPpF/6K0CIM/2Zwt+RsJ9Iv8A0U7M4W/I2E+kX/or\nQIgz/ZnC35Gwn0i/9FOzOFvyNhPpF/6K0CIM/wBmcLfkbCfSL/0U7M4W/I2E\n+kX/AKK0CIM/2Zwt+RsJ9Iv/AEU7M4W/I2E+kX/orQIgz/ZnC35Gwn0i/wDR\nTszhb8jYT6Rf+itAiDP9mcLfkbCfSL/0U7M4W/I2E+kX/orQIgz/AGZwt+Rs\nJ9Iv/RTszhb8jYT6Rf8AorQIgz/ZnC35Gwn0i/8ARTszhb8jYT6Rf+itAiDP\n9mcLfkbCfSL/ANFOzOFvyNhPpF/6K0CIM/2Zwt+RsJ9Iv/RTszhb8jYT6Rf+\nitAiDP8AZnC35Gwn0i/9FOzOFvyNhPpF/wCitAiDP9mcLfkbCfSL/wBFOzOF\nvyNhPpF/6K0CIM/2Zwt+RsJ9Iv8A0U7M4W/I2E+kX/orQISAMycggyzsY4Ut\nuuqnBcL02xiQn9ovyyJI/pcy6ftPhV8i4V6Rf+kvsmK0jwgdJx3tL4GRNmIP\nFueHOJaH7M9Y5VbKyJaqP2nwq+RcK9Iv/ST9p8KvkXCvSL/0lborpNqG3j3C\nenE2STBMMIdIyMZYi/a5waP3XOu/7T4VfIuFekX/AKS8Y/chEUVZmnLO2eKV\n0UTC9zWNeCXEDYMgVa17MNuETV5WSxu2Oacwmjat/afCr5Fwr0i/9JP2nwq+\nRcK9Iv8A0lbomjao/afCr5Fwr0i/9JcqWN8KL1RlmLBMLDH55B2Ivz1Ej+lz\nK2tW69KEzWZmxRjVm47T4h4zzKBwYuQSYXHV0iyzFpF8MgLXtBcSDonXlkdq\naWU7P4WfIuE+kn/op2fws+RcJ9JP/RV4imhR9n8LPkXCfST/ANFRxjnCg3pK\nn7EwvjGRtkJ/aL8siSB+6+aVoyQ0EkgAaySs4zF6LuEk0gnHEyQRxMnIIje8\nOeS0P2E6wmjbt+0+FXyLhXpF/wCkn7T4VfIuFekX/pK3RXSbVH7T4VfIuFek\nX/pLlPjXCiARl2CYWdORsYyxF+1xyH7rnV4qnF8QrQyV4C8vmbYikdHG0vc1\ngcCXEDYMgmjbp2Zwt+RsJ9Iv/RTszhb8jYT6Rf8Aoq8gsQ2oWzQSskjdscw5\ngrostM/2Zwt+RsJ9Iv8A0U7M4W/I2E+kX/orQLjZt16cPG2JWxs2ZnlPiA5T\nzIM7VxjhTbrMnjwXCw141A4i/Pbl/SXXs/hZ8i4T6Sf+iuuAXIZcPjraRZYi\nB4yGRpa9us68jry51bq6RR9n8LPkXCfST/0U7P4WfIuE+kn/AKKvF8JABJOQ\nG0lNCgZi3CqS5JWGC4VpsY15P7RflkSQP3XMV37M4W/I2E+kX/oqVh0rLWL2\n7EJL4OJjjEoHaucC8kA8uWY2K2UVn+zOFvyNhPpF/wCinZnC35Gwn0i/9FaB\nEGf7M4W/I2E+kX/op2Zwt+RsJ9Iv/RWgRBn+zOFvyNhPpF/6KdmcLfkbCfSL\n/wBFaBEGf7M4W/I2E+kX/op2Zwt+RsJ9Iv8A0VdWbcFOLjbErY255DPaT4gO\nU8wXKniNa6XNic5sre6ikaWPbvadaCq7M4W/I2E+kX/op2Zwt+RsJ9Iv/RWg\nRBn+zOFvyNhPpF/6KdmcLfkbCfSL/wBFaBEGf7M4W/I2E+kX/op2Zwt+RsJ9\nIv8A0VoEQZ/szhb8jYT6Rf8Aop2Zwt+RsJ9Iv/RWgRBn+zOFvyNhPpF/6Kdm\ncLfkbCfSL/0VoEQZ/szhb8jYT6Rf+inZnC35Gwn0i/8ARWgRBn+zOFvyNhPp\nF/6KdmcLfkbCfSL/ANFaBEGf7M4W/I2E+kX/AKKdmcLfkbCfSL/0VoEQZ/sz\nhb8jYT6Rf+inZnC35Gwn0i/9FaBEGf7M4W/I2E+kX/op2Zwt+RsJ9Iv/AEVo\nEQZ/szhb8jYT6Rf+inZnC35Gwn0i/wDRWgRBn+zOFvyNhPpF/wCinZnC35Gw\nn0i/9FaBEGf7M4W/I2E+kX/op2Zwt+RsJ9Iv/RWgRBn+zOFvyNhPpF/6Kdmc\nLfkbCfSL/wBFaBEGf7M4W/I2E+kX/op2Zwt+RsJ9Iv8A0VoEQZ/szhb8jYT6\nRf8AopSxnF/ZBDheKYbUr8fXknjkr2nS9w5gIILG5d2PsWgWfueH+E/26114\nUGgREQEREBERBzn97ydA+pU3AvwHwPyGHqBXM/veToH1Km4F+A+B+Qw9QIL1\nERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREB\nERAREQEREEC3isNaU14musWss+Ji2jncdjRvUN1We8dLEZA6PkrREiMdI7X+\nfVzL7UH/AKhiflI/xsUxakZteHQxPhML42OiI0SwtBbl4slW9gWsP7bDZA+E\nbak7jo/UdtbuOY3K1RVFYMepNaW2S+tYbtryt9sJ+aBnpfVzXpseI4lrdp4f\nVPIMjO8epn3ncvlsA8IMJJAzHHZHxdqFcqLEepSrUIeKrRNjaTmSNZcfGTtJ\n5yo1rCI5JnWakjqlo7ZIxqf027HevnViiKpv2lJScI8VibANgssOcLt5+AeY\n/aVxkxeW2SzCo2yN2G1JmIh0eV/m1c6scZAOB4gCMx2NJ1SosGqvH0B6lZNs\n3pHgw5jJhZsSPs2v60vweZo2NG5dLVKC2G8a06bDmyRh0XsPjDhrCkItoix3\n7+Hdraa67WH76NvtrB85o7reNfMu8nCKk5obRJvTuGYjg+D0idTfPr5l7Vdh\ngAs4nkAM7ev/AKGLPxXb2+rYxA6WKSh7NoqxZiIdLlf59XMpb4YpITC+Njoi\nMiwtBGXiyXtFrSIDK9vDdeHycZAP4WdxyHQdtbuOY3Lu3hDQDD2Q91adu2vK\n3KTP5oHdfVzUhVl5oOOYSSBmDNkfF2ilht1fNiGJam6VCqdxmePUz7zuXerT\ngpxlkEYYCc3HaXHxknWTzld0VkEY1TFMbFOU1pzrcWjNr+k3Yd+3nUyDHGxE\nR4mxtZ2wTA5xO+t8HcftK8KvxwA4BiAIzHY7+qVLjKsq1kxWW2dDDIw9uw2Z\nARGOiNr/ADaudeIKLI5uyJnusWf6sm0czRsaNykRe4x9Eepe1jS7RrdCvdDe\nOYdNmtkjDovYfGHDWFHbZxDDdVlrr1Yfvo2+2sHzmjut7dfMrFEEUYzWsANo\nE3ZXDUyE9z0jsb59fMujMLktkPxORsg2itHqiG/lf59XMvmCgB+JZADO4eox\nWqlafAA1oa0AAagByL6iKAiIgIiIPjnNY0ucQ1oGZJOQAVW7Eprna4ZGHM5b\nUoPFjoja/wC4c67413jv+Tv6pXW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51LWpGbVfVvQW9JrCWys7uJ40Xs3gqSvFuhXu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\nTRpbMyNYGeeSCxn97ydA+pU3AvwHwPyGHqBXM/veToH1Km4F+A+B+Qw9QIL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4vkqxE6H1jtd9w5k2IuIzOxejaw/DmCZ0sbonTk5RR5jL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\nTZQ8/suxqzAy+BzLbomzTNey/DviuL+i7H5FzPDbCW2GV3RYoJntL2x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ppExPVjVIgSOQRAkMMYx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\n5/MzO5/a8d09u3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