{"url":"https://api.github.com/gists/5180185","forks_url":"https://api.github.com/gists/5180185/forks","commits_url":"https://api.github.com/gists/5180185/commits","id":"5180185","node_id":"MDQ6R2lzdDUxODAxODU=","git_pull_url":"https://gist.github.com/5180185.git","git_push_url":"https://gist.github.com/5180185.git","html_url":"https://gist.github.com/mbostock/5180185","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5180185/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/5180185/raw/72d57df7f90a31d3da66916852e4bee83edcc051/README.md","size":249,"truncated":false,"content":"Another (minimalist) take on Ben Fry’s [zipdecode](http://benfry.com/zipdecode/), inspired by Nelson Minar’s [reimplementation](http://www.somebits.com/zipdecode-js/). This one uses cross-fading canvas elements to render transitions efficiently.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5180185/raw/bc495d2e4d43d14188d0bc00b71a99b3b00b9b97/index.html","size":2471,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\ninput,\ncanvas {\n  position: absolute;\n}\n\ninput {\n  background: transparent;\n  border: none;\n  margin: 10px 384px;\n  width: 180px;\n  font-size: 18px;\n  padding: 6px;\n  text-align: center;\n}\n\n</style>\n<input autofocus maxlength=5 placeholder=\"type a zipcode\">\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar projection = d3.geo.albersUsa()\n    .scale(1000)\n    .translate([width / 2, height / 2]);\n\nd3.tsv(\"zipcodes.tsv\", function(error, zipcodes) {\n  if (error) throw error;\n\n  var zip0;\n\n  // Compute projected locations of each zipcode.\n  zipcodes.forEach(function(d) {\n    var p = projection([+d.lon, +d.lat]);\n    if (p) d.x = Math.round(p[0]), d.y = Math.round(p[1]);\n  });\n\n  var input = d3.select(\"input\")\n      .on(\"cut\", function() { setTimeout(change, 10); })\n      .on(\"paste\", function() { setTimeout(change, 10); })\n      .on(\"change\", change)\n      .on(\"keyup\", change);\n\n  change();\n\n  function change() {\n    var zip1 = input.property(\"value\");\n    if (zip0 === zip1) return;\n    zip0 = zip1;\n\n    // Select old canvases to remove after fade.\n    var canvas0 = d3.selectAll(\"canvas\");\n\n    // Add a new canvas, initially with opacity 0, to show the new zipcodes.\n    var canvas1 = d3.select(\"body\").insert(\"canvas\", \"input\")\n        .attr(\"width\", width)\n        .attr(\"height\", height)\n        .style(\"opacity\", 0);\n\n    var context = canvas1.node().getContext(\"2d\");\n    context.fillStyle = \"#fff\";\n    context.fillRect(0, 0, width, height);\n\n    // Render the inactive zipcodes.\n    context.globalAlpha = .4;\n    context.fillStyle = zip1 ? \"#aaa\" : (zip1 = \"*\", \"#000\");\n    zipcodes.forEach(function(d) {\n      for (var i = 0, n = zip1.length; i < n; ++i) {\n        if (d.zip[i] !== zip1[i]) {\n          context.fillRect(d.x, d.y, 1, 1);\n          return;\n        }\n      }\n    });\n\n    // Render the active zipcodes.\n    context.globalAlpha = 1;\n    context.fillStyle = \"#f00\";\n    zipcodes.forEach(function(d) {\n      for (var i = 0, n = zip1.length; i < n; ++i) {\n        if (d.zip[i] !== zip1[i]) {\n          return;\n        }\n      }\n      context.fillRect(d.x, d.y, 1, 1);\n    });\n\n    // Use a transition to fade-in the new canvas.\n    // When this transition finishes, remove the old canvases.\n    canvas1.transition()\n        .duration(350)\n        .style(\"opacity\", 1)\n        .each(\"end\", function() { canvas0.remove(); });\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/5180185/raw/e749eedfd9bbd99fecde4f7333496bab28b8dcd9/thumbnail.png","size":20557,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKg2lDQ1BpY20A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\nMqVSqeA18dwrKyvmlBiPx2BZZBhG2stn+dKU5Nms83jXRELXrs0yCOhagkB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