{"url":"https://api.github.com/gists/1748247","forks_url":"https://api.github.com/gists/1748247/forks","commits_url":"https://api.github.com/gists/1748247/commits","id":"1748247","node_id":"MDQ6R2lzdDE3NDgyNDc=","git_pull_url":"https://gist.github.com/1748247.git","git_push_url":"https://gist.github.com/1748247.git","html_url":"https://gist.github.com/mbostock/1748247","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1748247/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/1748247/raw/0b3e5a3631e5c29ba96531aa5feb9e0fd4f26e28/README.md","size":405,"truncated":false,"content":"This clustered [force layout](/mbostock/4062045) is implemented using two custom forces. The first, `cluster`, pushes nodes towards the largest node of the same color. A second `collide` force prevents circles from overlapping by [detecting collisions](/mbostock/3231298).\n\nThis example uses custom gravity applied only to the largest node of each color; compare to [standard gravity](/mbostock/1747543).\n","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/1748247/raw/8ab4731f2534ba8eb2c19d5772e790f6474bfebe/index.html","size":2946,"truncated":false,"content":"\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/1748247/raw/ac89cb04f3604f40087333a7a4c9aa8b27aa3a38/thumbnail.png","size":14893,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAIAAABpZBnfAAAKkWlDQ1BpY20A\nAEjHlZYHUJPZFsfv96U3WkIEpITekV6lhB6KdBBshCRAKCEGggjYkMUVWFFE\nRMCGLIoouCpFbIgF26JgwYJukEVAXcWCDZX3AY/w3rzZebMnc/L9cnLmn3Nv\n7p35A0CuZQuFKbAcAKmCDFGojztjcXQMA9cPiMiLBvDAgM1JFzKDgwPA38bH\n+wCaet4xndIC/yzkubx0DgBQMMJx3HROKsInkSzkCEUZAKDckLrOqgzhFHMR\npomQARHOmuKEGS6e4rgZ3jfdEx7qgTCigyez2aIEAEgdSJ2RyUlAdEgShM0F\nXL4AADKycuDCSWQj2uSpGUxSU9OmOBdhg7j/0En4L804qSabnSDlmbVMB96T\nny5MYa/+h9vx/yM1RTz7G+pIktOTw/yRpwKyZ1kctlfYLCfyWAGzLMxwD51l\nfgYrXNoj9o2YZXFyBHOWk9P8pf2CuEVBUv10j5hZzk4Mj5plLs/Ta5ZFaaHS\n/vTMMK+5fo9Fs5zE9gueZbZoei3TzEvxCZ2bOVg6pyBlkXQt8SJvaQ8vfW69\nGYnhvlJGDoC0n+/Nkq5X5DunnxIs1RSJQ6X7wBNESDW5bE/p3gIPwAcCwAOp\ngA0YwBd4ApDBy8qYGt4jTbhaxE9IzGAwkRvAM2GwBBwzE4aluYUlmLpPM3/X\n+wfT9wSi4+dqOWcBYOYAAPvP1SKNAKi/jRzjFXM1nTfI52YAzuRxxKLMmRp6\n6g2D3FNZ5KYqI6dBGxgAU2AJbIETcANewA8EgXAQDZYDDkhE5haBVSAXbAAF\noAhsBTtAJdgLDoBD4Cg4DlrBGXABXAE3wG1wDzwGEjAEXoIx8BFMQBCEgygQ\nFVKGNCBdyBiyhOwhF8gLCoBCoWgoFkqABJAYyoU2QkVQKVQJ7Yfqod+gU9AF\n6BrUAz2EBqBR6B30FUbBZJgGq8F68ALYHmbC/nA4vAxOgFfC2XA+vAWugGvg\nI3ALfAG+Ad+DJfBLeBwFUCQUHaWJMkXZozxQQagYVDxKhFqLKkSVo2pQjah2\nVBfqDkqCeoX6gsaiqWgG2hTthPZFR6A56JXotehidCX6ELoFfQl9Bz2AHkP/\nwFAwqhhjjCOGhVmMScCswhRgyjF1mGbMZcw9zBDmIxaLpWP1sXZYX2w0Ngmb\ngy3G7sY2YTuwPdhB7DgOh1PGGeOccUE4Ni4DV4DbhTuCO4/rxQ3hPuNJeA28\nJd4bH4MX4PPw5fjD+HP4XvwwfoIgR9AlOBKCCFzCakIJoZbQTrhFGCJMEOWJ\n+kRnYjgxibiBWEFsJF4m9hPfk0gkLZIDKYTEJ60nVZCOka6SBkhfyApkI7IH\neSlZTN5CPkjuID8kv6dQKHoUN0oMJYOyhVJPuUh5SvksQ5Uxk2HJcGXWyVTJ\ntMj0yryWJcjqyjJll8tmy5bLnpC9JftKjiCnJ+chx5ZbK1cld0quT25cnipv\nIR8knypfLH9Y/pr8iAJOQU/BS4GrkK9wQOGiwiAVRdWmelA51I3UWupl6hAN\nS9OnsWhJtCLaUVo3bUxRQdFaMVIxS7FK8ayihI6i69FZ9BR6Cf04/T796zy1\necx5vHmb5zXO6533SWm+kpsST6lQqUnpntJXZYayl3Ky8jblVuUnKmgVI5UQ\nlVUqe1Quq7yaT5vvNJ8zv3D+8fmPVGFVI9VQ1RzVA6o3VcfV1NV81IRqu9Qu\nqr1Sp6u7qSepl6mfUx/VoGq4aPA1yjTOa7xgKDKYjBRGBeMSY0xTVdNXU6y5\nX7Nbc0JLXytCK0+rSeuJNlHbXjteu0y7U3tMR0MnUCdXp0HnkS5B1143UXen\nbpfuJz19vSi9TXqteiP6Svos/Wz9Bv1+A4qBq8FKgxqDu4ZYQ3vDZMPdhreN\nYCMbo0SjKqNbxrCxrTHfeLdxjwnGxMFEYFJj0mdKNmWaZpo2mA6Y0c0CzPLM\nWs1eL9BZELNg24KuBT/MbcxTzGvNH1soWPhZ5Fm0W7yzNLLkWFZZ3rWiWHlb\nrbNqs3prbWzNs95j/cCGahNos8mm0+a7rZ2tyLbRdtROxy7Wrtquz55mH2xf\nbH/VAePg7rDO4YzDF0dbxwzH445vnEydkp0OO40s1F/IW1i7cNBZy5ntvN9Z\n4sJwiXXZ5yJx1XRlu9a4PnPTduO61bkNMw2ZScwjzNfu5u4i92b3Tx6OHms8\nOjxRnj6ehZ7dXgpeEV6VXk+9tbwTvBu8x3xsfHJ8Onwxvv6+23z7WGosDque\nNeZn57fG75I/2T/Mv9L/WYBRgCigPRAO9AvcHti/SHeRYFFrEAhiBW0PehKs\nH7wy+HQINiQ4pCrkeahFaG5oVxg1bEXY4bCP4e7hJeGPIwwixBGdkbKRSyPr\nIz9FeUaVRkkWL1i8ZvGNaJVofnRbDC4mMqYuZnyJ15IdS4aW2iwtWHp/mf6y\nrGXXlqssT1l+doXsCvaKE7GY2KjYw7Hf2EHsGvZ4HCuuOm6M48HZyXnJdeOW\ncUd5zrxS3nC8c3xp/EiCc8L2hNFE18TyxFd8D34l/22Sb9LepE/JQckHkydT\nolKaUvGpsamnBAqCZMGlNPW0rLQeobGwQChZ6bhyx8oxkb+oLh1KX5belkFD\njMtNsYH4J/FApktmVebnVZGrTmTJZwmybq42Wr159XC2d/avOegcTk5nrmbu\nhtyBNcw1+9dCa+PWdq7TXpe/bmi9z/pDG4gbkjf8nmeeV5r3YWPUxvZ8tfz1\n+YM/+fzUUCBTICro2+S0ae/P6J/5P3dvttq8a/OPQm7h9SLzovKib8Wc4uu/\nWPxS8cvklvgt3SW2JXu2YrcKtt7f5rrtUKl8aXbp4PbA7S1ljLLCsg87Vuy4\nVm5dvncncad4p6QioKJtl86urbu+VSZW3qtyr2qqVq3eXP1pN3d37x63PY17\n1fYW7f26j7/vwX6f/S01ejXlB7AHMg88r42s7frV/tf6OpW6orrvBwUHJYdC\nD12qt6uvP6x6uKQBbhA3jB5ZeuT2Uc+jbY2mjfub6E1Fx8Ax8bEXv8X+dv+4\n//HOE/YnGk/qnqxupjYXtkAtq1vGWhNbJW3RbT2n/E51tju1N582O33wjOaZ\nqrOKZ0vOEc/ln5s8n31+vEPY8epCwoXBzhWdjy8uvnj3Usil7sv+l69e8b5y\nsYvZdf6q89Uz1xyvnbpuf731hu2Nlps2N5t/t/m9udu2u+WW3a222w6323sW\n9pzrde29cMfzzpW7rLs37i2613M/4v6DvqV9kgfcByMPUx6+fZT5aOLx+n5M\nf+ETuSflT1Wf1vxh+EeTxFZydsBz4OazsGePBzmDL/9M//PbUP5zyvPyYY3h\n+hHLkTOj3qO3Xyx5MfRS+HLiVcFf8n9VvzZ4ffKN25ubY4vHht6K3k6+K36v\n/P7gB+sPnePB408/pn6c+FT4WfnzoS/2X7q+Rn0dnlj1Dfet4rvh9/Yf/j/6\nJ1MnJ4VsEXvaCqCQhOPjAXh3EABKNABUxD8QZWb87nRAMx59msDf8Ywnng5b\nAA4gnjYKST8k9yA+XBdJKvJVMPIMdwOwlZU0/x3p8VaWM1qkVsSalE9Ovkc8\nIs4QgO99k5MTrZOT3+uQYR8B0PFxxmdPBRbx4KXaMDiN6fjD8n/87r8A25j0\nrExR2+8AAC9XSURBVHja7Z13fFzVlfjPva9P7+pdsq1iW24IGzdwAQyEDiYG\nwy4kQApJWNhkw4bAJpvsbjabwkJYCBCaE1owxDY24IZ7keWqZvU+I02vr937\n++PZCgHS9rcsK2m+H1ufsTTz/ObNV2fOPffcO4hSClmyTBzwZ30CWbL8dWSV\nzTLByCqbZYKRVTbLBCOrbJYJRlbZLBOMrLJZJhhZZbNMMLLKZplgZJXNMsHI\nKptlgpFVNssEI6tslglGVtksE4ysslkmGFlls0wwsspmmWBklc0ywcgqm2WC\nkVU2ywQjq2yWCUZW2f9FKAVKPuuTmPBklf1fgwICQBgguwr//4ussp8+lIKu\nAiBIhWD4BFAClADRP+vTmqhklf1fgeGokoAXroaf1sPenwI6f9kNfQGyBv/l\nsJ/1CUxqKAWEINID3XuQqwJGWkAB6PoAkkFACFZ/71yeQAlg5rM+1wkDym5w\n9Knz5BI4vRfmX05nfx61/I6WX4x+cy/wDPzDWeDM8MbfQqgbFt0HDXefUzzL\nnyQbZT99eDNIAHIC9R2A/kMIYbr0C6AkwV6MNt4DJzaDWYRNX4eypeCrBkp+\nnzZk+SSyyn6qUABEZ38eOUro9CvQizcCQ6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O6KDZyMmu2CMHxgGsTwz0hXlBKZgmqNgustdYDnzwaDZLqST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\nzWZzbW2tpmltbW2Dg4O/+MUvnnrqqc7OzjvvvHPmzJmiKLpcrtra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