{"url":"https://api.github.com/gists/4150951","forks_url":"https://api.github.com/gists/4150951/forks","commits_url":"https://api.github.com/gists/4150951/commits","id":"4150951","node_id":"MDQ6R2lzdDQxNTA5NTE=","git_pull_url":"https://gist.github.com/4150951.git","git_push_url":"https://gist.github.com/4150951.git","html_url":"https://gist.github.com/mbostock/4150951","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/4150951/raw/8c89947f032c762165cd98e4407ba08a682bdfe9/.block","size":74,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/clipped-map-tiles\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/4150951/raw/3f2e64cbf686f727d9543a5ec5b0def08210e244/README.md","size":415,"truncated":false,"content":"Demonstrates the [d3.geo.tile](https://github.com/d3/d3-plugins/tree/master/geo/tile) plug-in used in conjunction with the [d3.geo.mercator](https://github.com/mbostock/d3/wiki/Geo-Projections) projection to clip MapBox [Natural Earth II](http://mapbox.com/tilemill/gallery/#mapbox.natural-earth-2) raster tiles. The outline of the United States is loaded in [TopoJSON](https://github.com/mbostock/topojson) format.","encoding":"utf-8"},"d3.geo.tile.min.js":{"filename":"d3.geo.tile.min.js","type":"text/javascript","language":"JavaScript","raw_url":"https://gist.githubusercontent.com/mbostock/4150951/raw/993cba6cb7f8649eab6ca3cff4f826551b9cd7d5/d3.geo.tile.min.js","size":684,"truncated":false,"content":"d3.geo.tile=function(){function t(){var t=Math.max(Math.log(n)/Math.LN2-8,0),h=Math.round(t+e),o=Math.pow(2,t-h+8),u=[(r[0]-n/2)/o,(r[1]-n/2)/o],l=[],c=d3.range(Math.max(0,Math.floor(-u[0])),Math.max(0,Math.ceil(a[0]/o-u[0]))),M=d3.range(Math.max(0,Math.floor(-u[1])),Math.max(0,Math.ceil(a[1]/o-u[1])));return M.forEach(function(t){c.forEach(function(a){l.push([a,t,h])})}),l.translate=u,l.scale=o,l}var a=[960,500],n=256,r=[a[0]/2,a[1]/2],e=0;return t.size=function(n){return arguments.length?(a=n,t):a},t.scale=function(a){return arguments.length?(n=a,t):n},t.translate=function(a){return arguments.length?(r=a,t):r},t.zoomDelta=function(a){return arguments.length?(e=+a,t):e},t};\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/4150951/raw/debcb2b30f781c53afbfccb873ba2b564f8abc1f/index.html","size":1822,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\n.stroke {\n  fill: none;\n  stroke: #000;\n  stroke-width: .5;\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 src=\"d3.geo.tile.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar projection = d3.geo.mercator()\n    .center([-96, 38.3])\n    .scale(890);\n\nvar path = d3.geo.path()\n    .projection(projection);\n\nvar tile = d3.geo.tile()\n    .scale(projection.scale() * 2 * Math.PI)\n    .translate(projection([0, 0]))\n    .zoomDelta((window.devicePixelRatio || 1) - .5);\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nd3.json(\"/mbostock/raw/4090846/us.json\", function(error, topology) {\n  if (error) throw error;\n\n  var tiles = tile();\n\n  var defs = svg.append(\"defs\");\n\n  defs.append(\"path\")\n      .attr(\"id\", \"land\")\n      .datum(topojson.feature(topology, topology.objects.land))\n      .attr(\"d\", path);\n\n  defs.append(\"clipPath\")\n      .attr(\"id\", \"clip\")\n    .append(\"use\")\n      .attr(\"xlink:href\", \"#land\");\n\n  svg.append(\"g\")\n      .attr(\"clip-path\", \"url(#clip)\")\n    .selectAll(\"image\")\n      .data(tiles)\n    .enter().append(\"image\")\n      .attr(\"xlink:href\", function(d) { return \"http://\" + [\"a\", \"b\", \"c\", \"d\"][Math.random() * 4 | 0] + \".tiles.mapbox.com/v3/mapbox.natural-earth-2/\" + d[2] + \"/\" + d[0] + \"/\" + d[1] + \".png\"; })\n      .attr(\"width\", Math.round(tiles.scale))\n      .attr(\"height\", 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JYHCwP5mdXm9ztD0u66qjNQ7OYRUm+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\nbJC5NLn/NTML3ptZSkLEoq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