@keyframes rwdcur98656 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyklEQVRYhe3XMWxbVRTG8f+9fnnPz3ZCZRubJNCkQQmoSGna1EAHGhchQFVlJVQsgOjKxM7IjsSIusCAEIISIao0qgRNJYYuLCAWJDYmhCzTChRsv3PPYXjQMqIotpd80p2/373nDO8BvA1UmFRa7Rd+vPjmW7eBeBL9fnG2+cuZ1fXztfkTH08C4Qf7fX/u6VbvuYuvXVpafeYzIBonIBJzcaMxWz15qvVbMlPbjJPS9k/f3b4MyDgAPqgSx1N+6XgzStLp7vrzr3SebF3YZkwv4TEYZMLywjzFuODjpNQ9fWF8CG+AZMJ0ucTjC/MM+n1fTMvdtfZWZ2UMCI8pEpRBFnjixHGiqIBkQ5+k5e7pja3OSqs9UoRXQFUZ9AdUH5pmrlkjBCVI5pO01F3b2OqsrI8O4U2NTAQRIQRhefExFAMgSObjtNxda2+ODOHNDNVAsMAwGzLbqHJspoKq3kdMpeXuqY3NzvIIEF5RVBUNRlAjjhxLjz5CUMUBDtD/Is4cLsJj+Q4EVUJQ+sPAwnyTJI5Rg3+m8QDRPlxEvgPBkGCIGFmmpEmRuUaNEAI8MOSIYrm7eojj8GYgovkSiiBByLKMhbkGzjvMOcU5hfwEEabSSnf1/OEgvJohIogEMg2ICMNsSHWmos2Ha5GK1FGtg9UNq4PVVYb1uFji7Euvd04++/ItoHpQQGSqqAoYmP372OhUmpT2f/25f2fnq72CA8PdH4V3ziumUZQw6P9ZARaB3sEAWD5r5zDNK6IkKX37zQ3Z/vD9K71eb+egt/tfADXIgmIGhShShzt2Z+/m3avvvXsly/7aHWU5QGSWb35STLl3t1ffvfbR919f//wd1ezmqMsBoqBKoRDxx73f69c/vbp7a+faq8D+OMohHzfg+PKTD3b2bnxxGRiOqxyAp9bP/fDi1hsT+yoGOMsk/wuOcpSjTDp/A4fMYLFgc4yBAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur98656 1.0666666666667s linear infinite forwards;
}
