{"url":"https://api.github.com/gists/1893974","forks_url":"https://api.github.com/gists/1893974/forks","commits_url":"https://api.github.com/gists/1893974/commits","id":"1893974","node_id":"MDQ6R2lzdDE4OTM5NzQ=","git_pull_url":"https://gist.github.com/1893974.git","git_push_url":"https://gist.github.com/1893974.git","html_url":"https://gist.github.com/mbostock/1893974","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1893974/raw/b7a7542fea9b7cce260cf1254916e87f73f79ff0/.block","size":85,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@mbostock/best-candidate-circles\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/1893974/raw/2c8504cd7fcf298bb053abb6120eaaf26e3f0125/README.md","size":558,"truncated":false,"content":"__Mitchell’s best-candidate__ algorithm generates a new random sample by creating _k_ candidate samples and picking the best of _k_. Here the “best” sample is defined as the sample that is farthest away from previous samples. The algorithm approximates [Poisson-disc sampling](http://www.cs.virginia.edu/~gfx/pubs/antimony/), producing a much more natural appearance (better blue noise spectral characteristics) than uniform random sampling.\n\nSee also the [white-on-black](/mbostock/6224050) and [Voronoi](/mbostock/6224396) variations of this example.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/1893974/raw/9d6c0719d0c5cac6172c90eb3e01da9d202a657d/index.html","size":2680,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar maxRadius = 32, // maximum radius of circle\n    padding = 1, // padding between circles; also minimum radius\n    margin = {top: -maxRadius, right: -maxRadius, bottom: -maxRadius, left: -maxRadius},\n    width = 960 - margin.left - margin.right,\n    height = 500 - margin.top - margin.bottom;\n\nvar k = 1, // initial number of candidates to consider per circle\n    m = 10, // initial number of circles to add per frame\n    n = 2500, // remaining number of circles to add\n    newCircle = bestCircleGenerator(maxRadius, padding);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\nd3.timer(function() {\n  for (var i = 0; i < m && --n >= 0; ++i) {\n    var circle = newCircle(k);\n\n    svg.append(\"circle\")\n        .attr(\"cx\", circle[0])\n        .attr(\"cy\", circle[1])\n        .attr(\"r\", 0)\n        .style(\"fill-opacity\", (Math.random() + .5) / 2)\n      .transition()\n        .attr(\"r\", circle[2]);\n\n    // As we add more circles, generate more candidates per circle.\n    // Since this takes more effort, gradually reduce circles per frame.\n    if (k < 500) k *= 1.01, m *= .998;\n  }\n  return !n;\n});\n\nfunction bestCircleGenerator(maxRadius, padding) {\n  var quadtree = d3.geom.quadtree().extent([[0, 0], [width, height]])([]),\n      searchRadius = maxRadius * 2,\n      maxRadius2 = maxRadius * maxRadius;\n\n  return function(k) {\n    var bestX, bestY, bestDistance = 0;\n\n    for (var i = 0; i < k || bestDistance < padding; ++i) {\n      var x = Math.random() * width,\n          y = Math.random() * height,\n          rx1 = x - searchRadius,\n          rx2 = x + searchRadius,\n          ry1 = y - searchRadius,\n          ry2 = y + searchRadius,\n          minDistance = maxRadius; // minimum distance for this candidate\n\n      quadtree.visit(function(quad, x1, y1, x2, y2) {\n        if (p = quad.point) {\n          var p,\n              dx = x - p[0],\n              dy = y - p[1],\n              d2 = dx * dx + dy * dy,\n              r2 = p[2] * p[2];\n          if (d2 < r2) return minDistance = 0, true; // within a circle\n          var d = Math.sqrt(d2) - p[2];\n          if (d < minDistance) minDistance = d;\n        }\n        return !minDistance || x1 > rx2 || x2 < rx1 || y1 > ry2 || y2 < ry1; // or outside search radius\n      });\n\n      if (minDistance > bestDistance) bestX = x, bestY = y, bestDistance = minDistance;\n    }\n\n    var best = [bestX, bestY, bestDistance - padding];\n    quadtree.add(best);\n    return best;\n  };\n}\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1893974/raw/9d7fc23e3bd6f0cf6ee9a51303bdea268324d52d/thumbnail.png","size":48702,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKhGlDQ1BpY20A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qoqCiIhjcymNAyJZFIzzzz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\nkeAiHxYW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