@keyframes rwdcur259990 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe2XMW7CQBBF/yBsiTKKaHIcOroEKSkCXADlAByBCyQXAFJAk44zJRGCCiQT6afw2t511vYqrE2KjGSx2rXnv1nP7GDgjxqbEmrZxG/ZHIQUiAMA3sR6T20ABLPQ79RS3RC2V9Co/QNUAkRZWtRSFYVJeLLkXZhNeUtKYwe6El8AEKiAAy3wiACXKaNXAHYtPnUIHcQnREsX/6hwGYDAI71C/K4KPEJcvAzbnv3ld6OyWtoA5BPCFYi1AM9niE8XkTExG4WsgjDOgZUK4N7lrYrZpfLiGkRexz9AIj4bhYbQdBGfo1UQOgBXoJsBJMDB8MDB8JAiTxcRwSwXtHVrWHoVyIOCXFexiv1PwmB44GwUAgKcNm7lmS9DE0LeLZcp3sMePezTcWJfrz/XXQAMiCIT4yezp+WNbCc7EEBn7tawym4q20IjebeTHQDg+uXK8Led7KjmC7V8tFUmpJLzRxVE0Y75AgAAHsfxINn64zgW78zLdbwBnDbxIOjHPpMqCPrlOr6akSgh5/JLH/QEkBgNeYdviou34zosOYob+8C1QzjaN61LyYE/mdwNAAAAAElFTkSuQmCC) 5 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
}
div.testarea{
animation:rwdcur259990 1.3333333333333s linear infinite forwards;
}