{"url":"https://api.github.com/gists/7833311","forks_url":"https://api.github.com/gists/7833311/forks","commits_url":"https://api.github.com/gists/7833311/commits","id":"7833311","node_id":"MDQ6R2lzdDc4MzMzMTE=","git_pull_url":"https://gist.github.com/7833311.git","git_push_url":"https://gist.github.com/7833311.git","html_url":"https://gist.github.com/mbostock/7833311","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/7833311/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/7833311/raw/65b658d39cae370991573cb684e1391d4aea62da/README.md","size":138,"truncated":false,"content":"Computing [hexbins](https://github.com/d3/d3-hexbin) from a fluctuating sample of 2,000 [random](https://github.com/d3/d3-random) points.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/7833311/raw/0862222a593cf01fb50395bc960301d82c27302f/index.html","size":1651,"truncated":false,"content":"<!DOCTYPE html>\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    width = +svg.attr(\"width\"),\n    height = +svg.attr(\"height\");\n\nvar delta = 0.001,\n    i = 0, j,\n    n = 2000, // Total number of random points.\n    k = 20; // Number of points to replace per frame.\n\nvar rx = d3.randomNormal(width / 2, 80),\n    ry = d3.randomNormal(height / 2, 80),\n    points = d3.range(n).map(function() { return [rx(), ry()]; });\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 hexagon = svg.selectAll(\"path\")\n  .data(hexbin(points))\n  .enter().append(\"path\")\n    .attr(\"d\", hexbin.hexagon(19.5))\n    .attr(\"transform\", function(d) { return \"translate(\" + d.x + \",\" + d.y + \")\"; })\n    .attr(\"fill\", function(d) { return color(d.length); });\n\nd3.timer(function(elapsed) {\n  rx = d3.randomNormal(width / 2 + 80 * Math.cos(elapsed * delta), 80),\n  ry = d3.randomNormal(height / 2 + 80 * Math.sin(elapsed * delta), 80);\n  for (j = 0; j < k; ++j, i = (i + 1) % n) points[i][0] = rx(), points[i][1] = ry();\n\n  hexagon = hexagon\n    .data(hexbin(points), function(d) { return d.x + \",\" + d.y; });\n\n  hexagon.exit().remove();\n\n  hexagon = hexagon.enter().append(\"path\")\n      .attr(\"d\", hexbin.hexagon(19.5))\n      .attr(\"transform\", function(d) { return \"translate(\" + d.x + \",\" + d.y + \")\"; })\n    .merge(hexagon)\n      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TEm1/ttBK/VCifXNg+q5DLDHJ8EgKA6QpJM4Kgi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\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