{"url":"https://api.github.com/gists/5593150","forks_url":"https://api.github.com/gists/5593150/forks","commits_url":"https://api.github.com/gists/5593150/commits","id":"5593150","node_id":"MDQ6R2lzdDU1OTMxNTA=","git_pull_url":"https://gist.github.com/5593150.git","git_push_url":"https://gist.github.com/5593150.git","html_url":"https://gist.github.com/mbostock/5593150","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5593150/raw/73d27e03d7afbd73e50571c4c53feec9d83eed55/.block","size":68,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/vector-tiles","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/5593150/raw/c0116941c89a526fc8e797778743539172de28a8/README.md","size":234,"truncated":false,"content":"Adapting [d3-tile](https://github.com/d3/d3-tile) to show [Mapzen vector tiles](https://mapzen.com/projects/vector-tiles/). See also the [static example](/mbostock/5616813).\n\nMap tiles © OpenStreetMap contributors, Who’s On First.\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5593150/raw/ee3e7afe535d6b212bceeb9e52efd953871723da/index.html","size":3891,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  margin: 0;\n}\n\n.map {\n  position: relative;\n  overflow: hidden;\n}\n\n.layer {\n  position: absolute;\n  will-change: transform;\n}\n\n.tile {\n  position: absolute;\n  width: 256px;\n  height: 256px;\n}\n\n.tile path {\n  fill: none;\n  stroke: #000;\n  stroke-linejoin: round;\n  stroke-linecap: round;\n}\n\n.tile .major_road {\n  stroke: #776;\n}\n\n.tile .minor_road {\n  stroke: #ccb;\n}\n\n.tile .highway {\n  stroke: #f39;\n  stroke-width: 1.5px;\n}\n\n.tile .rail {\n  stroke: #7de;\n}\n\n.info {\n  position: absolute;\n  bottom: 10px;\n  left: 10px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v4.min.js\"></script>\n<script src=\"//d3js.org/d3-tile.v0.0.min.js\"></script>\n<script>\n\nvar pi = Math.PI,\n    tau = 2 * pi;\n\nvar width = Math.max(960, window.innerWidth),\n    height = Math.max(500, window.innerHeight);\n\n// Initialize the projection to fit the world in a 1×1 square centered at the origin.\nvar projection = d3.geoMercator()\n    .scale(1 / tau)\n    .translate([0, 0]);\n\nvar path = d3.geoPath()\n    .projection(projection);\n\nvar tile = d3.tile()\n    .size([width, height]);\n\nvar zoom = d3.zoom()\n    .scaleExtent([1 << 20, 1 << 23])\n    .on(\"zoom\", zoomed);\n\nvar map = d3.select(\"body\").append(\"div\")\n    .attr(\"class\", \"map\")\n    .style(\"width\", width + \"px\")\n    .style(\"height\", height + \"px\")\n    .on(\"mousemove\", mousemoved);\n\nvar layer = map.append(\"div\")\n    .attr(\"class\", \"layer\");\n\nvar info = map.append(\"div\")\n    .attr(\"class\", \"info\");\n\n// Compute the projected initial center.\nvar center = projection([-74.0064, 40.7142]);\n\n// Apply a zoom transform equivalent to projection.{scale,translate,center}.\nmap .call(zoom)\n    .call(zoom.transform, d3.zoomIdentity\n        .translate(width / 2, height / 2)\n        .scale(1 << 20)\n        .translate(-center[0], -center[1]));\n\nfunction zoomed() {\n  var transform = d3.event.transform;\n\n  var tiles = tile\n      .scale(transform.k)\n      .translate([transform.x, transform.y])\n      ();\n\n  projection\n      .scale(transform.k / tau)\n      .translate([transform.x, transform.y]);\n\n  var image = layer\n      .style(\"transform\", stringify(tiles.scale, tiles.translate))\n    .selectAll(\".tile\")\n    .data(tiles, function(d) { return d; });\n\n  image.exit()\n      .each(function(d) { this._xhr.abort(); })\n      .remove();\n\n  image.enter().append(\"svg\")\n      .attr(\"class\", \"tile\")\n      .style(\"left\", function(d) { return d[0] * 256 + \"px\"; })\n      .style(\"top\", function(d) { return d[1] * 256 + \"px\"; })\n      .each(function(d) { this._xhr = render(d, this); });\n}\n\nfunction render(d, node) {\n  return d3.json(\"https://vector.mapzen.com/osm/roads/\" + d[2] + \"/\" + d[0] + \"/\" + d[1] + \".json?api_key=vector-tiles-LM25tq4\", function(error, json) {\n    if (error) throw error;\n    var k = Math.pow(2, d[2]) * 256; // size of the world in pixels\n\n    d3.select(node).selectAll(\"path\")\n      .data(json.features.sort(function(a, b) { return a.properties.sort_key - b.properties.sort_key; }))\n      .enter().append(\"path\")\n        .attr(\"class\", function(d) { return d.properties.kind; })\n        .attr(\"d\", d3.geoPath()\n            .projection(d3.geoMercator()\n                .scale(k / tau)\n                .translate([k / 2 - d[0] * 256, k / 2 - d[1] * 256])\n                .precision(0)));\n  });\n}\n\nfunction stringify(scale, translate) {\n  var k = scale / 256, r = scale % 1 ? Number : Math.round;\n  return \"matrix3d(\" + [k, 0, 0, 0, 0, k, 0, 0, 0, 0, k, 0, r(translate[0] * scale), r(translate[1] * scale), 0, 1 ] + \")\";\n}\n\nfunction mousemoved() {\n  info.text(formatLocation(projection.invert(d3.mouse(this)), d3.zoomTransform(this).k));\n}\n\nfunction formatLocation(p, k) {\n  var format = d3.format(\".\" + Math.floor(Math.log(k) / 2 - 2) + \"f\");\n  return (p[1] < 0 ? format(-p[1]) + \"°S\" : format(p[1]) + \"°N\") + \" \"\n       + (p[0] < 0 ? format(-p[0]) + \"°W\" : format(p[0]) + \"°E\");\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/5593150/raw/20b9047b78ba96c26ded83aaa5fa88090af72bff/thumbnail.png","size":48635,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKg2lDQ1BpY20A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\nISQMg62tHdd1j44ex3EshABQlFoAiPNKKamUCoLGeHzW6fRXq4VlMa21EM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frBcTh3Hz7K0LIsoiuI4Hg53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\nMq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