{"url":"https://api.github.com/gists/5851933","forks_url":"https://api.github.com/gists/5851933/forks","commits_url":"https://api.github.com/gists/5851933/commits","id":"5851933","node_id":"MDQ6R2lzdDU4NTE5MzM=","git_pull_url":"https://gist.github.com/5851933.git","git_push_url":"https://gist.github.com/5851933.git","html_url":"https://gist.github.com/mbostock/5851933","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5851933/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/5851933/raw/9c54e8e8c756278899b81d552ed2a2b274c7d826/README.md","size":323,"truncated":false,"content":"In response to Oliver O’Brien’s [analysis of Snowden Route Maps](http://oliverobrien.co.uk/2013/06/snowden-route-maps/). [D3](http://d3js.org)’s [geographic projection system](https://github.com/mbostock/d3/wiki/Geo-Projections) assumes great-arc segments between points, so it’s easy to build route maps like this.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5851933/raw/25b22eb3c4c2a9bd264fd1d2df0117f6124a513a/index.html","size":3068,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  background: #fcfcfa;\n}\n\n.stroke {\n  fill: none;\n  stroke: #000;\n  stroke-width: 3px;\n}\n\n.fill {\n  fill: #fff;\n}\n\n.graticule {\n  fill: none;\n  stroke: #777;\n  stroke-width: .5px;\n  stroke-opacity: .5;\n}\n\n.land {\n  fill: #bbb;\n}\n\n.boundary {\n  fill: none;\n  stroke: #fff;\n  stroke-width: .5px;\n}\n\n.points circle {\n  fill: #fff;\n  stroke: red;\n  stroke-width: 2px;\n}\n\n.points text {\n  font: 11px sans-serif;\n  text-anchor: middle;\n  text-shadow: 0 1px 0 #fff, 0 -1px 0 #fff, 1px 0 0 #fff, -1px 0 0 #fff;\n}\n\n.route {\n  fill: none;\n  stroke: red;\n  stroke-width: 3px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script src=\"//d3js.org/d3.geo.projection.v0.min.js\"></script>\n<script src=\"//d3js.org/topojson.v1.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 570;\n\nvar places = {\n  HNL: [-157 - 55 / 60 - 21 / 3600, 21 + 19 / 60 + 07 / 3600],\n  HKG: [113 + 54 / 60 + 53 / 3600, 22 + 18 / 60 + 32 / 3600],\n  SVO: [37 + 24 / 60 + 53 / 3600, 55 + 58 / 60 + 22 / 3600],\n  HAV: [-82 - 24 / 60 - 33 / 3600, 22 + 59 / 60 + 21 / 3600],\n  CCS: [-66 - 59 / 60 - 26 / 3600, 10 + 36 / 60 + 11 / 3600],\n  UIO: [-78 - 21 / 60 - 31 / 3600, 0 + 06 / 60 + 48 / 3600]\n};\n\nvar route = {\n  type: \"LineString\",\n  coordinates: [\n    places.HNL,\n    places.HKG,\n    places.SVO,\n    places.HAV,\n    places.CCS,\n    places.UIO\n  ]\n};\n\nvar projection = d3.geo.kavrayskiy7()\n    .scale(170)\n    .rotate([-40, 0])\n    .translate([width / 2, height / 2])\n    .precision(.1);\n\nvar path = d3.geo.path()\n    .projection(projection);\n\nvar graticule = d3.geo.graticule();\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.append(\"defs\").append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"id\", \"sphere\")\n    .attr(\"d\", path);\n\nsvg.append(\"use\")\n    .attr(\"class\", \"stroke\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"use\")\n    .attr(\"class\", \"fill\")\n    .attr(\"xlink:href\", \"#sphere\");\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nsvg.append(\"path\")\n    .datum(route)\n    .attr(\"class\", \"route\")\n    .attr(\"d\", path);\n\nvar point = svg.append(\"g\")\n    .attr(\"class\", \"points\")\n  .selectAll(\"g\")\n    .data(d3.entries(places))\n  .enter().append(\"g\")\n    .attr(\"transform\", function(d) { return \"translate(\" + projection(d.value) + \")\"; });\n\npoint.append(\"circle\")\n    .attr(\"r\", 4.5);\n\npoint.append(\"text\")\n    .attr(\"y\", 10)\n    .attr(\"dy\", \".71em\")\n    .text(function(d) { return d.key; });\n\nd3.json(\"/mbostock/raw/4090846/world-50m.json\", function(error, world) {\n  if (error) throw error;\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.mesh(world, world.objects.countries, function(a, b) { return a !== b; }))\n      .attr(\"class\", \"boundary\")\n      .attr(\"d\", path);\n});\n\nd3.select(self.frameElement).style(\"height\", height + \"px\");\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5851933/raw/cab4a6557ce627d5937fb08e8309468c5dfbff5a/thumbnail.png","size":29339,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKhGlDQ1BpY20A\nAEjHlZYHUFPpFse/e9MbLSF0CL33DtJrKNKrjZCEEEoIgSAiIiriCq4FEREs\nC7rSFFyVImtBRLGwCCjYXZBFRV0XCzZU3kUe8b15s/Nmz8yZ+5szZ/7f+cqd\n+QNArmQJhWmwDADpgmxRuJ8nIzYunoF7ALCADPCADsxY7CyhR2hoEPjbeDcC\noLnvDdM5LfDPQpbDzWIDAIUinMjJYqcjfBLJQrZQlA0Aygap66zMFs5xLMI0\nETIgwnPr0HjzXDjHifNc/q0nMtwL4XoA8GQWS8QDgIRoAkYOm4fokG4ibCHg\n8AUAkNEIu7KTWRyEvRE2SU/PmGMhwgaJ/6HD+y/NRIkmi8WT8PxevgXem58l\nTGOt+ofH8f8jPU28sIY6kuSs1IjAufWQM8tls3wiFjiZywxaYGG2Z/gC87OZ\nkZIesX/UAotTozwWODUjUNIvSFwcItHP8opf4LzkyJgF5nC9fRZYlBEu6c/K\nifD53u+1eIFTWAGhC8wSzZ/XHHPT/MK/zxwqmVOQtliylySRr6SHm/V9v9nJ\nkf4SRh6ApJ/vy5TsV+T/XT8tVKIpEodLzoEriJJocljekrMFfBAMWICdzc3N\nnhvYK0O4SsTnJWczPJBXzzVhMAVsMxOGlYWlNZj7h+av6A39278B0a9+r2V2\nAeBYghR532ssbQBOPQaA+u57Tfs1cr3bATgzwBaLcuZrc88VYAARSAMaUEJe\ngDYwAKbACtgBZ+AOfEAACAGRIA4sB2yQDNKBCKwE+WAdKAalYDvYBarAAXAQ\n1IOj4DhoB6fBeXAJXAMDYBjcA6NgAjwHU+AdmIEgCAdRICqkBGlAupAxZAU5\nQK6QDxQEhUNxUALEgwSQGMqHNkClUBlUBdVADdAv0CnoPHQFGoTuQGPQJPQa\n+gSjYDJMg9VgPdgcdoA94EA4El4G8+BMOA8ugrfClXAtfARug8/D1+BheBR+\nDk+jAIqEoqM0UaYoB5QXKgQVj0pCiVAFqBJUBaoW1YzqRPWibqBGUS9QH9FY\nNBXNQJuindH+6Cg0G52JLkBvQVeh69Ft6B70DfQYegr9FUPBqGKMMU4YJiYW\nw8OsxBRjKjCHMa2Yi5hhzATmHRaLpWP1sfZYf2wcNgW7GrsFuw/bgu3CDmLH\nsdM4HE4JZ4xzwYXgWLhsXDFuD+4I7hxuCDeB+4An4TXwVnhffDxegF+Pr8A3\n4s/ih/BP8DMEGYIuwYkQQuAQVhG2EQ4ROgnXCROEGaIsUZ/oQowkphDXESuJ\nzcSLxPvENyQSSYvkSAoj8UmFpErSMdJl0hjpI1mObET2Ii8li8lbyXXkLvId\n8hsKhaJHcafEU7IpWykNlAuUh5QPUlQpMymmFEdqrVS1VJvUkNRLaYK0rrSH\n9HLpPOkK6RPS16VfyBBk9GS8ZFgyBTLVMqdkbslMy1JlLWVDZNNlt8g2yl6R\nfSqHk9OT85HjyBXJHZS7IDdORVG1qV5UNnUD9RD1InWChqXp05i0FFop7Sit\nnzYlLydvIx8tnytfLX9GfpSOouvRmfQ0+jb6cfoI/ZOCmoKHAldhs0KzwpDC\ne0UVRXdFrmKJYovisOInJYaSj1Kq0g6ldqUHymhlI+Uw5ZXK+5UvKr9Qoak4\nq7BVSlSOq9xVhVWNVMNVV6seVO1TnVZTV/NTE6rtUbug9kKdru6unqJern5W\nfVKDquGqwdco1zin8Ywhz/BgpDEqGT2MKU1VTX9NsWaNZr/mjJa+VpTWeq0W\nrQfaRG0H7STtcu1u7SkdDZ1gnXydJp27ugRdB91k3d26vbrv9fT1YvQ26bXr\nPdVX1Gfq5+k36d83oBi4GWQa1BrcNMQaOhimGu4zHDCCjWyNko2qja4bw8Z2\nxnzjfcaDJhgTRxOBSa3JLVOyqYdpjmmT6ZgZ3SzIbL1Zu9lLcx3zePMd5r3m\nXy1sLdIsDlncs5SzDLBcb9lp+drKyIptVW1105pi7Wu91rrD+pWNsQ3XZr/N\nbVuqbbDtJttu2y929nYiu2a7SXsd+wT7vfa3HGgOoQ5bHC47Yhw9Hdc6nnb8\n6GTnlO103OkvZ1PnVOdG56eL9BdxFx1aNO6i5cJyqXEZdWW4Jrj+5DrqpunG\ncqt1e+Su7c5xP+z+xMPQI8XjiMdLTwtPkWer53svJ681Xl3eKG8/7xLvfh85\nnyifKp+Hvlq+PN8m3yk/W7/Vfl3+GP9A/x3+t5hqTDazgTkVYB+wJqAnkBwY\nEVgV+CjIKEgU1BkMBwcE7wy+v1h3sWBxewgIYYbsDHkQqh+aGfprGDYsNKw6\n7HG4ZXh+eG8ENWJFRGPEu0jPyG2R96IMosRR3dHS0UujG6Lfx3jHlMWMxprH\nrom9Fqccx4/riMfFR8cfjp9e4rNk15KJpbZLi5eOLNNflrvsynLl5WnLz6yQ\nXsFacSIBkxCT0JjwmRXCqmVNJzIT9yZOsb3Yu9nPOe6ccs4k14Vbxn2S5JJU\nlvSU58LbyZtMdkuuSH7B9+JX8V+l+KccSHmfGpJalzqbFpPWko5PT0g/JZAT\npAp6MtQzcjMGhcbCYuFoplPmrswpUaDocBaUtSyrI5uGmJU+sYF4o3gsxzWn\nOufDyuiVJ3JlcwW5fauMVm1e9STPN+/n1ejV7NXd+Zr56/LH1nisqSmAChIL\nutdqry1aO1HoV1i/jrgudd1v6y3Wl61/uyFmQ2eRWlFh0fhGv41NxVLFouJb\nm5w3HfgB/QP/h/7N1pv3bP5awim5WmpRWlH6eQt7y9UfLX+s/HF2a9LW/m12\n2/Zvx24XbB/Z4bajvky2LK9sfGfwzrZyRnlJ+dtdK3ZdqbCpOLCbuFu8e7Qy\nqLJjj86e7Xs+VyVXDVd7VrfsVd27ee/7fZx9Q/vd9zcfUDtQeuDTT/yfbtf4\n1bTV6tVWHMQezDn4+FD0od6fHX5uOKx8uPTwlzpB3Wh9eH1Pg31DQ6Nq47Ym\nuEncNHlk6ZGBo95HO5pNm2ta6C2lx8Ax8bFnvyT8MnI88Hj3CYcTzSd1T+5t\npbaWtEFtq9qm2pPbRzviOgZPBZzq7nTubP3V7Ne605qnq8/In9l2lni26Ozs\nubxz013CrhfneefHu1d037sQe+FmT1hP/8XAi5cv+V660OvRe+6yy+XTV5yu\nnLrqcLX9mt21tj7bvtbfbH9r7bfrb7tuf71jwHGgc3DR4Nkht6HzN7xvXLrJ\nvHltePHw4EjUyO1bS2+N3ubcfnon7c6ruzl3Z+4V3sfcL3kg86DioerD2t8N\nf28ZtRs9M+Y91vco4tG9cfb48z+y/vg8UfSY8rjiicaThqdWT09P+k4OPFvy\nbOK58PnMi+I/Zf/c+9Lg5cm/3P/qm4qdmnglejX7essbpTd1b23edk+HTj98\nl/5u5n3JB6UP9R8dPvZ+ivn0ZGblZ9znyi+GXzq/Bn69P5s+OytkiVjfrAAK\nSTgpCYDXdQBQ4hDvMAAAUWre434LaN6XfyPwdzzvg7+FHQB17gBEIX46CPEo\n+5HURZiMfOfsWqQ7gK2tJfnvyEqytprXIiNODvNhdvaNGgC4TgC+iGZnZ/bN\nzn45hAx7B4CuzHlvPRdYGQCOYeaoT73gfzzuvwBTbPD+0vCDLwAAZ9JJREFU\neNrNvXeQZcd1H9x9w8thXpyc0+7sbJwNBEAAFAkQFEmJIpgDSIom7VK5ZNku\nVymUJZdI+yv5k2S7LJctmbRJkBIJBWIhkiJBgIQoEASIxS6xaTbO7uyk92be\nhJfjTd8fv71ne+57OzO7CPxuoRbv9vTt27f79Olzfic01/UG+0VfpmlyzhXF\nZZrGz39+6pVXTu7ePfG2t71t2wcty+Kc47eu64wxRVHu9O2GYRiGgaZUVeWc\ni82KV7Va9Xg8Lf+0k+t2zdKlaZplWS6Xy7Isxthdv2iLL200Gqqq7mSUfvzj\nH1+8eOHIkcOHDk1JkqzrDcuyJEl6fbt0Fxf/xZKsZVmWZamq27LMM2dOnzlz\ntqOj87777gsEAttOMF2maVYqFdM0ZVmu1WrFYlHXdU3TNE2TJMnn80UikUgk\nUqvVGGOSJNXrdcbY8vJyqVQyTbPRaNTrdVmWXS5XIBBob2+Px+OsicJ0XTcM\nw+124083h+/1pqpareZ2u9HsG0G4lmU1Gg3GmMvl2qJlfHupVPrpT3+6vJze\nv3/f/v0HOJc0rc45f92/+o6uXyTJmqapKCrn0pUrl55//iednV1ve9vb/H4/\n6BgLegvC1TRtY2PD7/cvLS2VSqV6va7ruq7rpVKJc64oSjAY9Pv9Ho+nUqk0\nGo1qtSpJEkjW5XLV63Vwd1z4k9vtdrlcHo9HkiSv19vX1yfLMl5Xq9VcLted\nshmsHJfLZRjG+vp6MBhEC36/n+qI34tP0DStVCq1t7e/QVwN7NblctHXtZwd\njEy5XP7xj3+cTqceeOD+sbFdlmXquvYLZLe/GJI1TVOSJFlW0+mlH/3oOcb4\n29/+9q6uLrA97IyYaVmWMb6Koui6riiKYRiSJK2urs7MzGSz2e7u7lAoVCwW\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PxzM9Pb20tITvdbvd6D8Y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\nGSbNq1Z81rIs0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