{"url":"https://api.github.com/gists/5731693","forks_url":"https://api.github.com/gists/5731693/forks","commits_url":"https://api.github.com/gists/5731693/commits","id":"5731693","node_id":"MDQ6R2lzdDU3MzE2OTM=","git_pull_url":"https://gist.github.com/5731693.git","git_push_url":"https://gist.github.com/5731693.git","html_url":"https://gist.github.com/mbostock/5731693","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5731693/raw/703d310b399098a243a76a50bc209167e924cfd2/.block","size":17,"truncated":false,"content":"license: gpl-3.0\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5731693/raw/be454330dabb0b14be4ac1ee3ba53681df31c38d/index.html","size":1923,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\npath {\n  fill: none;\n  stroke-linejoin: round;\n}\n\n.sphere,\n.graticule {\n  stroke: #aaa;\n}\n\n.equator {\n  stroke: red;\n  stroke-width: 2px;\n}\n\n</style>\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 580,\n    scale1 = 145,\n    scale2 = 85;\n\nvar projection = d3.geo.equirectangular()\n    .scale(scale1)\n    .translate([width / 2, height / 2])\n    .precision(.3);\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  .append(\"g\");\n\nsvg.append(\"path\")\n    .datum({type: \"Sphere\"})\n    .attr(\"class\", \"sphere\")\n    .attr(\"d\", path);\n\nsvg.append(\"path\")\n    .datum(graticule)\n    .attr(\"class\", \"graticule\")\n    .attr(\"d\", path);\n\nsvg.append(\"path\")\n    .datum({type: \"LineString\", coordinates: [[-180, 0], [-90, 0], [0, 0], [90, 0], [180, 0]]})\n    .attr(\"class\", \"equator\")\n    .attr(\"d\", path);\n\nvar feature = svg.selectAll(\"path\");\n\nanimation();\n\nfunction animation() {\n  svg.transition()\n      .duration(3750)\n      .each(\"start\", function() {\n        projection.scale(scale1);\n        svg.attr(\"transform\", null);\n      })\n      .tween(\"projection\", function() {\n        return function(_) {\n          t = _;\n          projection.rotate([0, 0, t * 89]);\n          feature.attr(\"d\", path);\n        };\n      })\n    .transition()\n      .duration(3750)\n      .tween(\"projection\", function() {\n        return function(_) {\n          t = _;\n          projection.scale(scale2 * t + scale1 * (1 - t));\n          svg.attr(\"transform\", \"rotate(\" + t * 90 + \" \" + width / 2 + \",\" + height / 2 + \")\");\n          feature.attr(\"d\", path);\n        };\n      })\n    .transition()\n      .duration(2500)\n      .each(\"end\", animation);\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/5731693/raw/ccf37f54c4633810b576f74044dd4ca06b058476/thumbnail.png","size":26847,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAL42lDQ1BpY20A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\n7H1LtVz/H3B12JzyxUtGAAAAAElFTkSuQmCC\n","encoding":"base64"}},"public":true,"created_at":"2013-06-07T19:20:28Z","updated_at":"2016-02-09T02:04:23Z","description":"Transversing Equirectangular","comments":0,"user":null,"comments_enabled":true,"comments_url":"https://api.github.com/gists/5731693/comments","owner":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"forks":[],"history":[{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"5395dddf9dfd3fda2e921ed4b5346d0133f91119","committed_at":"2016-02-09T02:04:21Z","change_status":{"total":1,"additions":1,"deletions":0},"url":"https://api.github.com/gists/5731693/5395dddf9dfd3fda2e921ed4b5346d0133f91119"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"9c72af67ed66959877aecae1a2d2a1eccc763e19","committed_at":"2015-10-31T01:45:55Z","change_status":{"total":2,"additions":1,"deletions":1},"url":"https://api.github.com/gists/5731693/9c72af67ed66959877aecae1a2d2a1eccc763e19"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"1f8d31821cea78933a5fed49dd3c1b47031788f6","committed_at":"2015-06-11T19:21:32Z","change_status":{"total":2,"additions":1,"deletions":1},"url":"https://api.github.com/gists/5731693/1f8d31821cea78933a5fed49dd3c1b47031788f6"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"40af8d2112de49889eeb493583ad0140d796d498","committed_at":"2013-06-09T12:52:03Z","change_status":{"total":0,"additions":0,"deletions":0},"url":"https://api.github.com/gists/5731693/40af8d2112de49889eeb493583ad0140d796d498"},{"user":{"login":"mbostock","id":230541,"node_id":"MDQ6VXNlcjIzMDU0MQ==","avatar_url":"https://avatars.githubusercontent.com/u/230541?v=4","gravatar_id":"","url":"https://api.github.com/users/mbostock","html_url":"https://github.com/mbostock","followers_url":"https://api.github.com/users/mbostock/followers","following_url":"https://api.github.com/users/mbostock/following{/other_user}","gists_url":"https://api.github.com/users/mbostock/gists{/gist_id}","starred_url":"https://api.github.com/users/mbostock/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/mbostock/subscriptions","organizations_url":"https://api.github.com/users/mbostock/orgs","repos_url":"https://api.github.com/users/mbostock/repos","events_url":"https://api.github.com/users/mbostock/events{/privacy}","received_events_url":"https://api.github.com/users/mbostock/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"9b479917d0e90d1287dfc60e324d9e7ecb4f5cc2","committed_at":"2013-06-07T19:20:29Z","change_status":{"total":95,"additions":95,"deletions":0},"url":"https://api.github.com/gists/5731693/9b479917d0e90d1287dfc60e324d9e7ecb4f5cc2"}],"truncated":false}