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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 0 11, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdElEQVRYhe2UQWgTQRSGvy2hVkJjW4soTVRSUPAs1dRzIoiXSlsKWgSFBgpCS2xzEII9xq6kF8EEDEh6MLl4EUGF0otpKFi89KCgRJKDSCslJFohOB4yS5I1WTcli5f8MMzuvJ9538y8Geioo/8sxazRHswNAjeAaeA0UAbyQAJ4Vgq7vloGEFnfm1UUJXLvZaG7iaUAXC+FXS/aDhBZ35s9c+zQI4C1jyUeb/zMA5syPAI45XcZGGsVwhDAHsy5UzcHPwA2gM3sjwdLV44GdZ45YFl6CsBwKezaMQvQZRSMT/Xf0ZK/y+2r+uQApbBrBViQvw4qdWJahgDFX2IKoLD/uxi63L/QzCch8vJ3ujUAt1fg9s40Ch532AYAvpfK703MpdWF09Clk032Udxe+PwmVhucfLpTBAYA02faqroAxKfX0NMX5dyEfieysj9vYq4R2ecNXX8B9PQBILZTAHqIhOydstobSsa0rU808zUGqJHYTsGRk1E8AQ1ilcrVAlhuBFFzDZHe1VYAFDwBIdJq/eDoXQA/Gw9j9mDuKvCcar209SFqeA1FWoXeE1F86oyccIzqTjiBa7JpyQsHSd4UAEC8CgDUQpwF5oEt4JtsW3Js+CDJK/Kpwkj4VIFPbfhOtEOGLyFAJh4AhyvKRMoSiH8CXBiCzMokCGERxHjS8Ag0ZfJCMJ4U7U5vMwoqt9P1A46WnnmT0u0At96KTL76zVzWsgIE6KpdlVyx/2KosnLxZBQgai2ALjnxSzEcQ/WuueySpQB1ySvyK/NfABCRU9DdG7IKoLkWd6t1sbjb9urXZHQLPMp9NoA1Dg8krQLo6A+MnSkEGDEtcgAAAABJRU5ErkJggg==) 0 11, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 11, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 0 11, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 0 11, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 11, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 0 11, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 0 11, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcElEQVRYhe2VPWhTURiGn4RUoiG3P0ipNFFoNgfHauLcCOJSaUNAC6LQ4JYQbSaLDg4h0WYRScFAaR2SwSwuOuggpsGhONhBRKzmDiJpwdCoheBxyLnkx/zd2otLXjjce7/zcd7nnPudc6Cvvv6zTL0m2iKFo8BlYA5wyLAKrAJr5aizaBiALVK4ADwGlDYpJeBSOep8qhfA3KN5ts5cBZ7IpsqYAmQfvPp+RS9AxxWwRQpjwHtpUAFulqPORFNOcNBqjt09b7eM2gcqvpWiqxx1fukVoNsK+KnN/C9zgHLUmbjuOXJ/1D4AYEn5h0O9mvcCMCefaitzTbfODUdKv37vAuzuCb8+gIkpwcTUfJt+rdrfdBtop1x5CzCmWEb0AVSV7ABhqMwA4uNzsA4lOTnbDKFV+WS3gT7tVE4BfC1VdvQBWIcAEJsZgGaIVfl02CKFYLtBbJFC8GHuh+JbKfLyw8+UPoA6ic0MDB5P4g5rEGtUDxmAWCsIGYvJz1L23d6SHgAT7rAQuXhj0HMDIMD6veW6g8giu1VqRTlJrVArwLTe07DlNhS5ONiPJfHG5+WA09RWwgFclE0zL+3HvC0AgHgWBqiHcAEhYAP4JtuGjLn2Y16VNy46CW9c4I0btkW7Xkb5VBgUZ5LZjCEQXQFOj0M+4QMhDIKYSXf8BZryqhDMpMVB21s6dZqu5RoDiqN14j+paQW4+lrk1do7wS1D7whz/azkjANnFqszF488AEljAZrMSZ1dRhlvzApu3TEUoMG8qoAp9BkAsXQCDtkXjQJor4XtWl0sbB949WvqtAvcptusAy84PJI2CqCvPyibKR3b7ks8AAAAAElFTkSuQmCC) 0 11, auto;}
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55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 0 11, auto;}
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}
div.testarea{
animation:rwdcur182894 0.9s linear infinite forwards;
}
