{"url":"https://api.github.com/gists/5545680","forks_url":"https://api.github.com/gists/5545680/forks","commits_url":"https://api.github.com/gists/5545680/commits","id":"5545680","node_id":"MDQ6R2lzdDU1NDU2ODA=","git_pull_url":"https://gist.github.com/5545680.git","git_push_url":"https://gist.github.com/5545680.git","html_url":"https://gist.github.com/mbostock/5545680","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5545680/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/5545680/raw/8f3cd0e70c23b74e4e72dd646a3e52f335aa520f/README.md","size":430,"truncated":false,"content":"A visual explanation of how D3’s [Albers USA composite projection](https://github.com/mbostock/d3/wiki/Geo-Projections#wiki-albersUsa) divides the earth into four areas, similar to a <i>k</i>-d tree. This only applies to D3 versions prior to 3.1.8, which rewrote the Albers USA projection to use clipping, offering greater flexibility. (See [Albers USA + PR](/mbostock/5629120) for a related example that preserves Puerto Rico.)","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5545680/raw/5639e1eabd355003884d975276595014eb5d9ccb/index.html","size":3611,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-opacity: .5;\n  stroke-width: .5px;\n}\n\n.land {\n  fill: #222;\n  fill-opacity: .2;\n}\n\n.us {\n  fill: #222;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n.division {\n  fill-opacity: .5;\n  stroke-width: 2px;\n  shape-rendering: crispEdges;\n}\n\n.division-label {\n  font: 16px sans-serif;\n  text-shadow: 0 1px 0 #fff, 0 -1px 0 #fff, -1px 0 0 #fff, 1px 0 0 #fff;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar projection = d3.geo.mercator()\n    .center([0, 52])\n    .scale(320)\n    .precision(.1);\n\nvar path = d3.geo.path()\n    .projection(projection);\n\nvar graticule = d3.geo.graticule()\n    .step([5, 5]);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nd3.json(\"/mbostock/raw/4090846/world-50m.json\", function(error, world) {\n  if (error) throw error;\n\n  projection.rotate([120, 0]); // don’t rotate graticule\n\n  var y1 = projection([0, 50])[1], // if (latitude > 50°) alaska\n      x2 = projection([-140, 0])[0], // else if (longitude < 140°) hawaii\n      y3 = projection([0, 21])[1]; // else if (latitude < 21°) puerto rico\n\n  var division = svg.insert(\"g\", \".graticule\")\n      .attr(\"class\", \"division\");\n\n  // alaska\n  division.append(\"rect\")\n      .attr(\"width\", width)\n      .attr(\"height\", y1)\n      .style(\"fill\", \"#aec7e8\");\n\n  // hawaii\n  division.append(\"rect\")\n      .attr(\"width\", x2)\n      .attr(\"y\", y1)\n      .attr(\"height\", height - y1)\n      .style(\"fill\", \"#ffbb78\");\n\n  // puerto rico\n  division.append(\"rect\")\n      .attr(\"x\", x2)\n      .attr(\"width\", width - x2)\n      .attr(\"y\", y3)\n      .attr(\"height\", height - y3)\n      .style(\"fill\", \"#98df8a\");\n\n  division.append(\"line\")\n      .attr(\"x1\", x2)\n      .attr(\"x2\", width)\n      .attr(\"y1\", y3)\n      .attr(\"y2\", y3)\n      .style(\"stroke\", \"#2ca02c\");\n\n  division.append(\"line\")\n      .attr(\"x1\", x2)\n      .attr(\"x2\", x2)\n      .attr(\"y1\", y1)\n      .attr(\"y2\", height)\n      .style(\"stroke\", \"#ff7f0e\");\n\n  division.append(\"line\")\n      .attr(\"x2\", width)\n      .attr(\"y1\", y1)\n      .attr(\"y2\", y1)\n      .style(\"stroke\", \"#1f77b4\");\n\n  var label = svg.append(\"g\")\n      .attr(\"class\", \"division-label\");\n\n  label.append(\"text\")\n      .attr(\"x\", 6)\n      .attr(\"y\", 6)\n      .attr(\"dy\", \".75em\")\n      .text(\"1. If latitude >50°, Alaska.\");\n\n  label.append(\"text\")\n      .attr(\"x\", 6)\n      .attr(\"y\", y1 + 6)\n      .attr(\"dy\", \".75em\")\n      .text(\"2. Else if longitude <-140°, Hawaii.\");\n\n  label.append(\"text\")\n      .attr(\"x\", x2 + 6)\n      .attr(\"y\", y3 + 6)\n      .attr(\"dy\", \".75em\")\n      .text(\"3. Else if latitude <-21°, Puerto Rico.\");\n\n  label.append(\"text\")\n      .attr(\"x\", x2 + 6)\n      .attr(\"y\", y1 + 6)\n      .attr(\"dy\", \".75em\")\n      .text(\"4. Else lower 48.\");\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(world, world.objects.land))\n      .attr(\"class\", \"land\")\n      .attr(\"d\", path);\n\n  svg.insert(\"path\", \".graticule\")\n      .datum(topojson.feature(world, {type: \"GeometryCollection\", geometries: world.objects.countries.geometries.filter(function(d) { return d.id === 840 || d.id === 630; })}))\n      .attr(\"class\", \"us\")\n      .attr(\"d\", path);\n});\n\nfunction parallel(φ, λ0, λ1) {\n  return d3.range(λ0, λ1, λ1 > λ0 ? 1 : -1).map(function(λ) {\n    return [λ, φ];\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/5545680/raw/328c7d24576ee3d25ffabccc637c6a678b35e03c/thumbnail.png","size":27830,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKg2lDQ1BpY20A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\ncrnCi1/2qky2sLO9dfMP3PqSV9wMgA8/8N0glaru7lx7/Qs++ol/f+zh79z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HSyDehj38kWAEhGjtJyZpdG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\nXueTdbj9/3+a3Tf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