{"url":"https://api.github.com/gists/5735770","forks_url":"https://api.github.com/gists/5735770/forks","commits_url":"https://api.github.com/gists/5735770/commits","id":"5735770","node_id":"MDQ6R2lzdDU3MzU3NzA=","git_pull_url":"https://gist.github.com/5735770.git","git_push_url":"https://gist.github.com/5735770.git","html_url":"https://gist.github.com/mbostock/5735770","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5735770/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/5735770/raw/b6ebfcc8397889f50011e08799154db79e28fd6b/README.md","size":96,"truncated":false,"content":"What D3’s Albers projection would look like without [antimeridian cutting](/mbostock/3788999).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/5735770/raw/140fb63892693298fd52f41914ffc957b9497259/index.html","size":2014,"truncated":false,"content":"\n\n\n\n\n\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/5735770/raw/78ff913e8cb60590811461bffba34d46050b4765/thumbnail.png","size":15853,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAL42lDQ1BpY20A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\n7QAAAABJRU5ErkJggg==\n","encoding":"base64"}},"public":true,"created_at":"2013-06-08T16:32:27Z","updated_at":"2016-02-09T02:03:57Z","description":"No Antimeridian Cutting","comments":0,"user":null,"comments_enabled":true,"comments_url":"https://api.github.com/gists/5735770/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},"fork_of":{"url":"https://api.github.com/gists/5735762","forks_url":"https://api.github.com/gists/5735762/forks","commits_url":"https://api.github.com/gists/5735762/commits","id":"5735762","node_id":"MDQ6R2lzdDU3MzU3NjI=","git_pull_url":"https://gist.github.com/5735762.git","git_push_url":"https://gist.github.com/5735762.git","html_url":"https://gist.github.com/anonymous/5735762","files":{},"public":true,"created_at":"2013-06-08T16:31:36Z","updated_at":"2015-12-18T05:49:34Z","description":"No Antimeridian Cutting","comments":0,"user":null,"comments_enabled":true,"comments_url":"https://api.github.com/gists/5735762/comments"},"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":"56570bdcde2124a080d78cc3344687f19f1834aa","committed_at":"2016-02-09T02:03:55Z","change_status":{"total":1,"additions":1,"deletions":0},"url":"https://api.github.com/gists/5735770/56570bdcde2124a080d78cc3344687f19f1834aa"},{"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":"c5ba27576170021ebaffac7b0c8f4771bff120df","committed_at":"2015-10-31T01:47:07Z","change_status":{"total":4,"additions":2,"deletions":2},"url":"https://api.github.com/gists/5735770/c5ba27576170021ebaffac7b0c8f4771bff120df"},{"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":"a1390a397ab2ec9f9c03363f6296ab95094e6a3a","committed_at":"2015-06-11T19:21:04Z","change_status":{"total":6,"additions":4,"deletions":2},"url":"https://api.github.com/gists/5735770/a1390a397ab2ec9f9c03363f6296ab95094e6a3a"},{"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":"14b8b2806c729e19fd4cdbc1890db4a3a378e653","committed_at":"2013-06-09T12:53:29Z","change_status":{"total":0,"additions":0,"deletions":0},"url":"https://api.github.com/gists/5735770/14b8b2806c729e19fd4cdbc1890db4a3a378e653"},{"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":"bf81c39e1147dd5280960d73caa36542d8beada1","committed_at":"2013-06-08T16:32:37Z","change_status":{"total":0,"additions":0,"deletions":0},"url":"https://api.github.com/gists/5735770/bf81c39e1147dd5280960d73caa36542d8beada1"},{"user":{"login":"invalid-email-address","id":148100,"node_id":"MDQ6VXNlcjE0ODEwMA==","avatar_url":"https://avatars.githubusercontent.com/u/148100?v=4","gravatar_id":"","url":"https://api.github.com/users/invalid-email-address","html_url":"https://github.com/invalid-email-address","followers_url":"https://api.github.com/users/invalid-email-address/followers","following_url":"https://api.github.com/users/invalid-email-address/following{/other_user}","gists_url":"https://api.github.com/users/invalid-email-address/gists{/gist_id}","starred_url":"https://api.github.com/users/invalid-email-address/starred{/owner}{/repo}","subscriptions_url":"https://api.github.com/users/invalid-email-address/subscriptions","organizations_url":"https://api.github.com/users/invalid-email-address/orgs","repos_url":"https://api.github.com/users/invalid-email-address/repos","events_url":"https://api.github.com/users/invalid-email-address/events{/privacy}","received_events_url":"https://api.github.com/users/invalid-email-address/received_events","type":"User","user_view_type":"public","site_admin":false},"version":"3b1a3e2fc0a39fa839e8be4b5a69c6abefe888d3","committed_at":"2013-06-08T16:31:36Z","change_status":{"total":77,"additions":77,"deletions":0},"url":"https://api.github.com/gists/5735770/3b1a3e2fc0a39fa839e8be4b5a69c6abefe888d3"}],"truncated":false}