{"url":"https://api.github.com/gists/600164","forks_url":"https://api.github.com/gists/600164/forks","commits_url":"https://api.github.com/gists/600164/commits","id":"600164","node_id":"MDQ6R2lzdDYwMDE2NA==","git_pull_url":"https://gist.github.com/600164.git","git_push_url":"https://gist.github.com/600164.git","html_url":"https://gist.github.com/mbostock/600164","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/600164/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/600164/raw/cfd01bf860cb61fbca3c5e18086e1aeeeaa91b4b/README.md","size":205,"truncated":false,"content":"A fork of [Tom Carden’s implementation](/RandomEtc/600144) of Jarke J. van Wijk and Wim A.A. Nuij’s [smooth and efficient zooming and panning](http://www.win.tue.nl/~vanwijk/zoompan.pdf) for Polymaps.\n","encoding":"utf-8"},"fly.js":{"filename":"fly.js","type":"text/javascript","language":"JavaScript","raw_url":"https://gist.githubusercontent.com/mbostock/600164/raw/4dd2285b77014c47527d129d2bf7df1c9f990db4/fly.js","size":3816,"truncated":false,"content":"var interval;\n\nfunction animateCenterZoom(map, l1, z1) {\n\n    var start = po.map.locationCoordinate(map.center()),\n        end   = po.map.locationCoordinate(l1);\n        \n    var c0 = { x: start.column, y: start.row },\n        c1 = { x: end.column, y: end.row };\n\n    // how much world can we see at zoom 0?\n    var w0 = visibleWorld(map);\n\n    // z1 is ds times bigger than this zoom:\n    var ds = Math.pow(2, z1 - map.zoom());\n    \n    // so how much world at zoom z1?\n    var w1 = w0 / ds;\n    \n    if (interval) {\n        clearInterval(interval);\n        interval = 0;\n    }\n    \n    // GO!\n    animateStep(map, c0, w0, c1, w1);\n\n}\n\nfunction visibleWorld(map) {\n    // how much world can we see at zoom 0?\n    var tileCenter = po.map.locationCoordinate(map.center());\n    var topLeft = map.pointCoordinate(tileCenter, { x:0, y:0 });\n    var bottomRight = map.pointCoordinate(tileCenter, map.size())\n    var correction = Math.pow(2, topLeft.zoom);\n    topLeft.column /= correction;\n    bottomRight.column /= correction;\n    topLeft.row /= correction;\n    bottomRight.row /= correction;\n    topLeft.zoom = bottomRight.zoom = 0;\n    return Math.max(bottomRight.column-topLeft.column, bottomRight.row-topLeft.row);\n}\n\n/*\n\n    From \"Smooth and efficient zooming and panning\"\n    by Jarke J. van Wijk and Wim A.A. Nuij\n\n    You only need to understand section 3 (equations 1 through 5) \n    and then you can skip to equation 9, implemented below:\n\n*/\n\nfunction sq(n) { return n*n; }\nfunction dist(a,b) { return Math.sqrt(sq(b.x-a.x)+sq(b.y-a.y)); }\nfunction lerp1(a,b,p) { return a + ((b-a) * p) }\nfunction lerp2(a,b,p) { return { x: lerp1(a.x,b.x,p), y: lerp1(a.y,b.y,p) }; }\nfunction cosh(x) { return (Math.exp(x) + Math.exp(-x)) / 2; }\nfunction sinh(x) { return (Math.exp(x) - Math.exp(-x)) / 2; }\nfunction tanh(x) { return sinh(x) / cosh(x); }\n\nfunction animateStep(map,c0,w0,c1,w1,V,rho) {\n\n    // see section 6 for user testing to derive these values (they can be tuned)\n    if (V === undefined) V = 0.9;\n    if (rho === undefined) rho = 1.42\n\n    // simple interpolation of positions will be fine:\n    var u0 = 0,\n        u1 = dist(c0,c1);\n\n    // i = 0 or 1\n    function b(i) {\n        var n = sq(w1) - sq(w0) + ((i ? -1 : 1) * Math.pow(rho,4) * sq(u1-u0));\n        var d = 2 * (i ? w1 : w0) * sq(rho) * (u1-u0);\n        return n / d;\n    }\n    \n    // give this a b(0) or b(1)\n    function r(b) {\n        return Math.log(-b + Math.sqrt(sq(b)+1));\n    }\n    \n    var r0 = r(b(0)),\n        r1 = r(b(1)),\n        S = (r1-r0) / rho; // \"distance\"\n    \n    function u(s) {\n        var a = w0/sq(rho),\n            b = a * cosh(r0) * tanh(rho*s + r0),\n            c = a * sinh(r0);\n        return b - c + u0;\n    }\n    \n    function w(s) {\n        return w0 * cosh(r0) / cosh(rho*s + r0);\n    }\n\n    // special case\n    if (Math.abs(u0-u1) < 0.000001) {\n        if (Math.abs(w0-w1) < 0.000001) return;\n    \n        var k = w1 < w0 ? -1 : 1;\n        S = Math.abs(Math.log(w1/w0)) / rho;\n        u = function(s) { \n            return u0;\n        }\n        w = function(s) { \n            return w0 * Math.exp(k * rho * s);\n        }\n    }\n\n    var t0 = Date.now();\n    interval = setInterval(function() {\n        var t1 = Date.now();\n        var t = (t1 - t0) / 10000.0;\n        var s = V * t;\n        if (s > S) {\n            s = S;\n            clearInterval(interval);\n            interval = 0;\n        }\n        var us = u(s);\n        var pos = lerp2(c0,c1,(us-u0)/(u1-u0));\n        applyPos(map, pos, w(s));\n    }, 40);\n\n}\n\nfunction applyPos(map,pos,w) {\n\n    var l = po.map.coordinateLocation({ row: pos.y, column: pos.x, zoom: 0 }),\n        x = map.size();\n\n    // how much world can we see at zoom 0?\n    var w0 = visibleWorld(map);\n    \n    map.zoomBy(Math.log(w0/w) / Math.LN2, {x: x.x / 2, y: x.y / 2}, l);\n}\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/600164/raw/0a163db180e2ef8beef6c46a4f8167062f9cdc07/index.html","size":908,"truncated":false,"content":"<!DOCTYPE html>\n<html>\n  <head>\n    <script type=\"text/javascript\" src=\"https://cdn.rawgit.com/simplegeo/polymaps/v2.3.0/polymaps.min.js\"></script>\n    <script type=\"text/javascript\" src=\"fly.js\"></script>    \n    <style type=\"text/css\">\n\nhtml, body {\n  width: 100%;\n  height: 100%;\n}\n\nbody {\n  margin: 0;\n  background: #000;\n}\n\nsvg {\n  display: block;\n  overflow: hidden;\n  width: 100%;\n  height: 100%;\n}\n\n#copy {\n  display: none;\n}\n\n#logo {\n  display: none;\n}\n\ninput {\n  position: absolute;\n  right: 60px;\n  top: 10px;\n}\n\nbutton {\n  position: absolute;\n  right: 10px;\n  width: 45px;\n  top: 10px;\n}\n\n    </style>\n  </head>\n  <body id=\"map\">\n    <script type=\"text/javascript\" src=\"map.js\"></script>\n    <div id=\"copy\"></div>\n    <img id=\"logo\"/>\n    <form id=\"search\"><input type=\"search\" size=\"32\" name=\"q\" value=\"London\"/><button type=\"submit\" name=\"submit\" disabled>Go!</button></form>\n  </body>\n</html>\n","encoding":"utf-8"},"map.js":{"filename":"map.js","type":"text/javascript","language":"JavaScript","raw_url":"https://gist.githubusercontent.com/mbostock/600164/raw/f3b19f34b02bac9d52f81507840d657e78671bc9/map.js","size":3940,"truncated":false,"content":"var po = org.polymaps;\n\nvar map = po.map()\n    .container(document.getElementById(\"map\").appendChild(po.svg(\"svg\")));\n\n/*\n * Load the \"AerialWithLabels\" metadata. \"Aerial\" and \"Road\" also work. For more\n * information about the Imagery Metadata service, see\n * http://msdn.microsoft.com/en-us/library/ff701716.aspx\n * You should register for your own key at https://www.bingmapsportal.com/.\n */\nvar script = document.createElement(\"script\");\nscript.setAttribute(\"type\", \"text/javascript\");\nscript.setAttribute(\"src\", \"http://dev.virtualearth.net\"\n    + \"/REST/V1/Imagery/Metadata/AerialWithLabels\"\n    + \"?key=AmT-ZC3HPevQq5IBJ7v8qiDUxrojNaqbW1zBsKF0oMNEs53p7Nk5RlAuAmwSG7bg\"\n    + \"&jsonp=imageryCallback\");\ndocument.body.appendChild(script);\n\nfunction imageryCallback(data) {\n\n  /* Display each resource as an image layer. */\n  var resourceSets = data.resourceSets;\n  for (var i = 0; i < resourceSets.length; i++) {\n    var resources = data.resourceSets[i].resources;\n    for (var j = 0; j < resources.length; j++) {\n      var resource = resources[j];\n      map.add(po.image()\n          .url(template(resource.imageUrl, resource.imageUrlSubdomains)))\n          .tileSize({x: resource.imageWidth, y: resource.imageHeight});\n    }\n  }\n\n  setUpSearch();\n}\n\n/** Returns a Bing URL template given a string and a list of subdomains. */\nfunction template(url, subdomains) {\n  var n = subdomains.length,\n      salt = ~~(Math.random() * n); // per-session salt\n\n  /** Returns the given coordinate formatted as a 'quadkey'. */\n  function quad(column, row, zoom) {\n    var key = \"\";\n    for (var i = 1; i <= zoom; i++) {\n      key += (((row >> zoom - i) & 1) << 1) | ((column >> zoom - i) & 1);\n    }\n    return key;\n  }\n\n  return function(c) {\n    var quadKey = quad(c.column, c.row, c.zoom),\n        server = Math.abs(salt + c.column + c.row + c.zoom) % n;\n    return url\n        .replace(\"{quadkey}\", quadKey)\n        .replace(\"{subdomain}\", subdomains[server]);\n  };\n}\n\n/////////////////////// search...\n\nfunction setUpSearch() {\n    var search = document.getElementById('search');\n    search.q.disabled = null;\n    search.submit.disabled = null;\n    \n    search.onsubmit = function() {\n        if (search.q.value && search.q.value.length > 0) {        \n            search.q.disabled = 'true';\n            search.submit.disabled = 'true';   \n            doSearch(search.q.value);\n        }\n        return false;\n    }\n}\n\nfunction doSearch(q) {\n    var script = document.createElement(\"script\");\n    script.setAttribute(\"type\", \"text/javascript\");\n    script.setAttribute(\"src\", \"http://dev.virtualearth.net\"\n        + \"/REST/V1/Locations\"\n        + \"?key=AmT-ZC3HPevQq5IBJ7v8qiDUxrojNaqbW1zBsKF0oMNEs53p7Nk5RlAuAmwSG7bg\"\n        + \"&query=\" + encodeURIComponent(q)\n        + \"&jsonp=searchCallback\");\n    document.body.appendChild(script);\n}\n\nfunction searchCallback(rsp) {\n    try {\n        // console.log(rsp);\n    \n        var bbox = rsp.resourceSets[0].resources[0].bbox; // [s,w,n,e]\n\n        // TODO: don't just use the first one, see if there's one nearby to where we're already looking\n\n        // compute the extent in points, scale factor, and center\n        // -- borrowed from map.extent(), thanks Mike\n        var bl = map.locationPoint({ lat: bbox[0], lon: bbox[1] }),\n            tr = map.locationPoint({ lat: bbox[2], lon: bbox[3] }),\n            sizeActual = map.size(),\n            k = Math.max((tr.x - bl.x) / sizeActual.x, (bl.y - tr.y) / sizeActual.y),\n            l = map.pointLocation({x: (bl.x + tr.x) / 2, y: (bl.y + tr.y) / 2});\n    \n        // update the zoom level\n        var z = map.zoom() - Math.log(k) / Math.log(2);\n        \n        animateCenterZoom(map, l, z);\n    }\n    catch(e) {    \n        console.error(e);\n        // TODO: what? reset map position/zoom, perhaps? show error?\n    }\n    var search = document.getElementById('search');    \n    search.q.disabled = null;\n    search.submit.disabled = null;\n}\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/600164/raw/9eb4d296dce2456a99c23e5fd2a27d986d6a9cf4/thumbnail.png","size":57441,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\n8A8N4qPVFaQlu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8n0IXqi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\nr9QhSMVCnB4qHZw6RerI22/eFb7OhcUVCkbiBvkSH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9Zbv7leLeiqIm9qqCNEzzGZyvbWOgn8uVKTU4zMX0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\nqkPjw6hUjylEzAkjHkPeYmS4C+cvYeUwjb3sL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