@keyframes rwdcur68056 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZklEQVRYha1WS28cxxH+uqa357HL5UOUSAmGbBhB4IORW5hTcsnV0C/Ij+AhV5/8A6KfEeQUE774YBu2A0SQD7bhB5QESBhGoVfkarlaDmd7prurfJgec2XRFLh0Awv0bE93fY+q6lEffi1v2dqZytZZ7bzRSeLztNc4H8gH1pNpuTFvfEFKcZb2qr/8/Z8fOlfDe2eFefLgT29NcY2h/vzJsz88OpyvWWs3aid545tBluZVnhdPZ+Xp1slp+bqC4n5RHJmerm6m1r7/1X8/Dd4fMtiD5fA6IPTpmR2eVfOt9x48+CNla5QkPWLdR9AGOQVoMEEp1CeBnSTNb27gr7/75e3Bx4/+/66wHIHUGoClAdCz07O1J09P3izyFZ2lGYk2pDXRqppTP5xqA0ckgkQCa1/qM1ttTsv5LQDbCqpQivj3b3+6bHxoImIvnJmeodQQlV6QyRxZ3kdgjVBXCCEgNaw3tJ/Yqr77+dPwBUQGishobaYACAAvpYBA0TDPH9eu5qoJrCEwpod0dRvZ6hYSk0MnCa1v3JllK5t8XEsjwmtQmGhtxktT/wGAgJIkaYQDCXsQOwRmKKWQrw6RrtwANxV8NeGEiCU4D8ACYBHWIowP3vntUuwBQJOSZm7nQxeYjVIkwmDfIHgPN3dIehkSJVB2Okv8s5IU/Y0UfQOlZswMIrLXUqBxLgOEffBwogBFEAHs6RGacoLy+ACUJHA+DG4M+/ta9/4hEM0cXuHgS2vP/HUA6Dw1pemZJu8Z0kogHCAKABTK8QFEJWDfIM377L03IfhXQwhahI9FZBuA3dndmwGwD+/fu7IV1Oslvm7cQACGMAt71kpKrk7KfpqNjOLpYGV1rMVPRBghhKEwZyIyQpsLBYA1ANnO7h5dWYHjk9PbtauL4Gt2EujW+vpBrpVtPA9caEyqE2uCLcloqLbU/iVAg7b0inhOBqBCu36lnNDvf7n/5I2t4a9ur28cJMUqUT3DUemmIuJFhAGZUC83CWV4MhqPWeQmIIQWhI+BH+O8G14NgECyb0cnfPvmNpvhFn83clPmGlDKU2Kq4Ot9buY2NNUtEUwAeT0y/jeAQTznNQAHAPTO7p6J/zEA//D+vUsBkIhUAPj4bD4ePT2a+sYCUETUK3W2YiFSsMiGiGhAiLQpFBFF9h6tFR2IDQCbaK0xAIqd3T19KQDmMIbga64tu7OpJ5Oy6a83OlupoMjqrD8AZBSD3hX2EOYKwEkXJAa+izYZdfw/izHMzu7eT1sAYJ+Fx+zmWa8YvqGgQSZnYQcJDEoLwJZ3lCIkaUG+Lpso9zRakAE4AlAuPNt4dndHGLQ586ICAPbj5o9cNXvETcUCBgRITAqTrkCng4xDQAz+CMA38VAPYIbzxFu0pCN46dCRyTgi/8zV5XeuLn+d9LJCxMP0N6GzPoQ9grMWrfSjuL+TuSvLEs/fii/tCx3CUZxbtD5OgrNTRXSHbQmBgH0DAF8B+BZt6R2ildzEfTO82Ac6MD/ZrvXCC4/jwb8A8B8AWpi5qUsTFfofWvmrGGSCNgE343MHogPAUZnmshat40udnzYytJHdYVyr0Na9j3uquK+K4LpkO4rrnRLNy/qA6iaxVDbQ+vomgO2F944i+67EFpOum1vEHHhZ0AsBRBBDtDlgIphigWUZn7tPsM6+RbYXltpl48dlUgG4hfPLpcG51D4G77x9biwT/CIAnb+Ec+/LBQCIwbsmA7T9fqngzwGIlwihlfPHZdMlKR7ev+cvWF960AXzi65Tir+lmV4FAPC85ED0PbL/WcdiDvACiBe+bK7j82VjkfVlAX525i8AiO3yIhDXyvKXje8BOxUCpq8hvwoAAAAASUVORK5CYII=) 2 2, auto;}
}
div.testarea{
animation:rwdcur68056 1.3333333333333s linear infinite forwards;
}
