@keyframes rwdcur117050 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhcWWW2wUVRjH/+ec2ZnZS0losTGGbIwhjSldUjGCkSd8ICaGa4i00O62KGJrCBBUiJGQPhAlaHgwKiDQ3dm2UGyCMQbEIKkhMTx4i7uFQgQxMaQhtSnb3ZndmXPxQUyML50ZFL+HefnO+X2/+c5lhiBkFE7kdlBKMywRf+rx9et4WA4NM+nq8IhuGMZuQkgrnynvCFs8tACvVLo0PdIopHxX07R9RWtw/gMTuHHuPI3G47s81/0i1Z1+XUgxSqT84IEJ2BMTqxijTa7rHfqTwF5UUi4p9FsdD0TAMM3dnPMfU93pCxOrexON3/48pQjZoDh/r2gNJoPySJDBxdzAikQifn7mbqm94fDZqpp0joMRSebF1v6+5bmkknKr2dCwvGntKumXGagDeiTSxz0+bjTUn0ZNPAaTXQZwE47XmtqcGSKUnqtOTfUFYfoWKPTn1uiG/rTj2HubVq+ULJX8kGj0HDG1PE3OOwYAqc2Zd0DInELWetYv19cSXBs5ozHOx6SU08o0lnulmUeVlEmlVCOAGIASYeyKWT/3JyiF2vTdJS2Zjst+2JqfQW6ptNEwjCYWiVSJEJVILHYvo/72BEi1NuU49gmqRfb64foWACHXpZSfupXKLSnlNULITaKxW0ShE1K+pShtV1JOEILn44lEb9VxGgFkfKH9mv4zxnL5PaYZ3c89r8QFP7Uw09kDAIUTud5YPP5+TcqG5vYXpmfjhLqKx3IDb5qmud+x7R7XdQ+aZrStaA0suJe+rZSiSgjTDytwB4rZ/BvRqPm2bTtbU93pY1cGTyUYcEnTtAVC8FGmaYsF5781bWxb6ocXqAPFrPVKNBo94DjVbanu9DEAaN7UVhaMLrMrlT6lwKuOM+IKsTroi80ahX5r/Y3hT0Qxm9/zb3J9L8H4wNCvSqpkRNcnQVAmhJShYCsly1IqW0lZllLanueVoZRNGMunutNXZuP6O4YAuBArJReLPM9LQKkEgDpCaYIxFqOMPaykXBfRdZ27LghjE0qprwDMKhD6GAJAMZdfREC2GobRAcDk3Pvc8/hxY+7cL5vWrPT1mxZYYPz0iOmWK+tN0+ghIM+AkPGq4xynum4t7Gi/E5TnW2AsP9SoBN+p68ZLAGKc89NCio9TXelvAKDQb/USpdqpaa5t3rhh0i/X1x64OjyS4OXyjYihT9aq1T5q6NbC9KbSX/liNv9aoq7uYHlmZnuQ4kCQDmTzHzHGVnGlnmhJb7pze2nbCjXlnIRGy96uNY/YEXa0OdPxapDiQICLSKtLbJNSXqdKDV8/8xmF47Uipl2UyTmQP1wdpfHY9qDFgYCbcGxgqJ5w8Z2EsuovFQ95D9X9Iir2tO7KJ+cfOTD1nwsAQCGbX0yk/FoBQ2Y0mq7WastSXZ3fhykeSgAACv3WyxDiCNG0npauzsNhiwMhP8ep7vRRBZyVQsy5n+KhBQCARiJboGTP2ODJ+v9FoCXTcZtQtk9UazvvR+C+o9BvHbp14WLo+X8Ayx/8ul8mlN8AAAAASUVORK5CYII=) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERUlEQVRYhcWWXWgcVRSAz713/vYnhaQYRErwoQRJsqVWbIt90oe+SNpYgs3vbrb+1ERKG6q2iKXkoWiokgcRbW2T3dkkbWIgUsSq1FItiC/+4O6maaAaQUIIJcRkd2Z35t5zfbBCKUJmJiaeh3mYc+53vrlz750hEDCyg+ljlNIEi0aefKz5AA/KoUEG3Rqb0HRdP0EI2c5XCseCNg8swIvFLkVTqwXiu4qinM6ZI1s2TODO1S9pKBI57jrOF7Fk/HWB4gZB/GDDBKz5+X2M0VrHcQf+JrAXJOLO7JDZsSECumGc4Jz/HEvGrwEA1He2LUhCDkrO38uZIzXrKpBLD+/VNG13ybL7778fS8a/JYz1ouNkZiav+GL6KtZUtY+7fFrfXDX+YC52KDFKKL1aWlzsWxeB7FC6SdO13bZtnard34j/VhM7lHgHCNmUTZnPeOUSL0W3JyYVxnkeEZekoT/tLq88KhFrpJTVABAGgGXC2JRRVfkLSAnlpT93NiQ6vvfCVrwUOcvLbbqu1zJVLREhimo4fC8j77sCkFJ50batQaqop7xwPQsAITOI+KlTLM4i4m1CyK9EYbNEQicgviUpbZWI84TAs5FotKdk29UAkPCE9mr6YOTTmZOGETrDXXeZC365PtHZDQCQHUz3hCOR98uIm+tan19ajRPoKM6nh980DOOMbVndjuOcNYxQS84c3novPSelpFIIwwvL9wzkUpk3QiHjbcuyD8eS8QtTI5ejDOCmoihbheA3mKLsEJz/UdvWsssLz99BlDJfCYVC/bZdOhJLxi8AANS1txQEo3usYrFPSuAl255whNjv98FWjeyQ2Xxn7BORS2VO/pdcz69genj0d4myRtW0u0CgQAgpgARLSiwgSksiFhDRcl23AFJahLFMLBmfWo3rbRsCABeiEbnY5rpuFKSMAkAFoTTKGAtTxh6WiAdUTdO44wBhbF5K+TUArCoQeBsCAOTSmW0EyGFd1zsAwODc/cx1+UW9svKr2qZGT79pvgWmxycMp1BsNgy9mwB5CgiZLtn2RappZn1H64JfnmeBfGa0Wgreq2n6iwAQ5pyPCxQfx7ri3wEAZIfMHiJlKzWM5+raDt71yvW0Bm6NTUR5oXBH1bW75VKpj+qaWR9vX/4nn0tlXotWVJwtrKwc9dMcwM8MpDIfMsb2cSkfb4i3L8ztatkrF+1LoNCCe7zpEUtl5+sSHa/6aQ7g4yBSKqJHEHGGSjk2M3mFgu1uh7ByHWs2Af506waNhI/6bQ7gcxHmh0erCBc/IEiz6mZuwH2o4jdRtJY0B5/Ycq5/cd0FAACyqcwOgviNBBg1QqF4qVzeE+vq/DFI80ACAADZIfNlEOIcUZTuhq7Oj4I2Bwj4OY4l4+clwOcoxKa1NA8sAABAVfUlkNidH7lU9b8INCQ65ghlp0Wp3LsWgTVHdsgcmL12PfD4vwBWxeowAhpWqAAAAABJRU5ErkJggg==) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur117050 1s linear infinite forwards;
}
