@keyframes rwdcur107532 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGklEQVRYhb2Xa2wUVRiGnzM7u2y3pZRbLAhISICscg0pNwFRtEgiAaHBEENEMaL8kAQ1GH6IJpiAGiPRxBhQ9IeKECHESiUYFDRNCySAELYol9oUKLRAKbvt7O7sHH98Z7rbpSgR9CSbmTn7nXnf7/0u54zifxw6RgSwcufsPAOAsDFyVZTUXQS38sG7ENAxbKBP3lwKuKqieHeBw03gnQR0jBJgmHluMz+AEFAMtP5bVB0jDAxBlE0BjV0I6Bh9gFIDBBAxRK6a53DOy0JkFfKA1G2oMyJnTTHgAk2dBIASAzLIXF1z9QlYJn5+bvjDMg44Koqb57U/wjng/jumAieBs0DKRmQuzQEIGTKngXZDKMQtYgiEdYy4inbmUYmxtxGViqEz+ycBCeNcHKi3zR/Wlh1sihTAU3NYDjhAkSHQRl61dDNsHcMDBvrK5FzDhoAHNFcfYWNTMywo5z4VxbGReAxKdIDnwRc7+eTyVXhtGaOBFiRxiv6BQBHQz3gfMXOt5t4BWla/x6GiCPQtgbYEGBWwjeHZhguyqt2Bd7fAzOkc338QBWC8i5hf3JDyR8gQiCChHGTeGwcuAN5n33Jo3QY4dxAOnYD68/jY2CqKp2M0trZBKARuBgjA7looVGgDMhZYCJxCyug0EpoIMBkps8FGgSLj3Z+VP7PlSisseQksB4p7wqjhUHcWzNpWlavjyKHoU/WQyNAl5Q5sgsen8ytQB3xpvGtAesejwD1ABZLZjYB9tI4FD8wANOgAWGmoq4HTDTB/FhOAy0Bjl+Q6VQ+vvwCBJGgFXhjsGzBrAdT+yLS2BNMem8ouoG35Wi71LIQZZTB0IIwZSRPg1J9nkdYwZjy4ClBCQHvQ2ATnGjvj7wFW/l5QuGEzCQClQWXALYJAHMaXi836dXxX+xt8tTtrY7VDwzFKr8cpvX+8RDcTBh0E5UlIPQtOnoFVSylDSrNFRfHyy6s96aeXFvYgSgQSEpaV74C2kO6g5T4TgQHjYGAaPFtAlSvLtekGyoMp44BsZ3V1LK+5qCi8sYKCtStloUoJcKAddMh4lMmSs5JgdQiYtsArEDs0WAmJO7aE4OMNMGUcc8n2lxQQ6q679Vu/ipFrlgtA1ecisUqaqJm6UGlzzQhBXzU/dzLFsGurPL+9ClYuoQzpOS1I6QJYXaogZ+cCKN5bzaGH5wqwDoBXCF5QvFdp470nJHypCUCmIJv5Ryth0hjmGGB/eEgpO/kK+MzCQJ8rrSKtDsoPP7Ypk1x+hltmPiO5oTywUkKy4SIgLTqcg+MYEm4+AQ85lJTvq2HPgufAC8ls9S6o2SFyK789GQIos9KD/ZXw9UZDEJi3FLZV8Skw1Fj5+4uronj5BFJIiYQClnhhOVBXDTNnb6NPL6ipIpsLCgKOAbPgpyqp86Uv/kLlFpnTAehwOr1OGfDLKooDN+9yLlAPPNi/r0k8G9IuHDywiJ4R6BEUYnYrZIrERgeFkOeBZcH330yn0N+SLPxyvgD8nn/O7ELA7AsDgXR7B+gwkIGxE+HEYbADMGE6eEqyu/4IpNIwYqKAPDobzpyQPWXIcPAcqYjevQBo6u6Qm18FJUDF9h/Y9ORi+dfeL5KnTCe0nKxXKm28NzkQuCF9QKVAnQeaZZ0XhlmTofpIVzxfoPwQUFhg5NmOVO4VCH0o1joIldvB6wH79kBdrYBX7xUgHQB1CdlqrkPoLamStEu3I78TxoHDhREB8NstcczWIXZPVEhVJNqhdzFcjMG0aZKMOggcBpJI4Q2TEm27cRsEzDj6UBkD1q2B5DKgA7gGyVeFiw5mV80vhXuvQ4t/fDW9Ifk8cj7qD5l5UL0V6qoo7I7ATWc9FQWgSccIPr2Y9OYdpu5N6WkEpPmaeMdludc9xEYjYXDHS2M6VgOPTOYZ6P4r66akyB06hr3wZdLhHrB5Z3aXQ0uiJf4AJwl9x+YQDEn4ViyS7H9/Nf25068rc87XZaPRH6xBO3G0cwOdakanrqCdBDp5Hf3Ks+iKchHhdt/9twrcgsyoNz/iuGWB64LWEoIxI2HFYgaraNdPr/+CgL9jRpATdcOdyPsXuBRmXo5264QAAAAASUVORK5CYII=) 15 17, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGA0lEQVRYhcXXX4zcVRUH8M/vN7Oz0+22W2spuJZi/4gMraW1xUoJaIgYQTQQIkkfQNBqDKEktFEejMZAg1ErRiMoARoSBNHEF2yqJlYfTGyjFZooDqWxQqEttKW0u93d2d2Z3/Xh3unOLi1YfOAkv8xv7p9zvuec7zn3/jLvgoS6HpRRZGe5UVZ7x0bLqGBuMj6G5tsCCHU5qsjTUIFGVlOchfFqMjoLPR1Tzfz0Wyah7ukwLr33pLn/xXg5GZd0ze7QV347JZW3mKvi5BmM5sizmqYY8vOS0VViBE9iF2RpQ29CVkYDh9PCnqnKp8hwZyqSt7MT8DJ60S/mux8rsDct34lGOTGyjVDaVMEr6X+elDUTqE7J22PJ6zlp/+w0Pz/pfhEDGBQjdzg5egplfse99sBPvulDCUAVM9N8Wxo43gGk2THXk9bOS3qrCcgCLMFzOLjhux4+8jqPf88CFGWTCaYDyPu8mQNVkcnH0JxSktUUgTZx2wDno7Jjt6/uP8TsmezZB45iLMcwTJ9GllGpcP/P2LzFIalWO4y0S1JWiyHskLYzbeP9uBxz//2yz638NLWFzOjlgn5E/oyVs5qBUFdetZQ9/6FVEHDnN7jlCw60WjzxfecnhYtTGo5JFZBqvBcLcVGKAvTV9/niBf0sXERrhGf+xfg4eUfMTzWiUOeS64Vjx3nhZbIWIRXp+rU8cq8HxfzuwNas5p+hbo5IsiuxSOTMxWi8dMBV8y4kH41Wimn8YRu7n+fudc7H0aymcaoPTMpnRnmA5kxCiZ8+xIl9bp/WTaXLcvzuY8uEO+5lwTwuXsQ1V9qM/gOvWTNwkotqhGbcLyNkMc2HjqCjmk7XikNjIAJozYhL83Gy0RiVPc+xfQdf2ZgilJM3+PPTvHcWyz4cvQ05WZOsoKiSjbHrL6xeZgVexatZzenbaVElDEX0WSsqCz0RzOLVfPAj5MfJKzRLFN1ccR2loehpMU0kUh5/ZFHXQOyb5URATCnBdlR6KjRnxdksRE9CRuiKOS0NxzEoDcbxUIoRKbopKum9Gp/WNH54P1evsTJ5f6qyznQYZZ/5RDT69M+j0sxkQ6ELjQmitmYyfk5KW5InH4jeP7CJr33JJcl4IZb3GTlwSj55mbB1ewpnEY1m4xF212HysQio2cd4OuPykRShIs49/CNuX+vSpPKYyP6Bt4xAqOsNdXN6p6f854kXZZQSiMTsLEtpGYlkLI3E9JQGKB/nvNgVmuk52Wn8tABC3XmYf/dmR57cNlFGV63kts8mUoVE0BKmJwBDlE9w8Fle3xu5o8UN17J+k2fFjlukxnV6AKFuNpZi1aqllE5G5VvuY8ffTygC922MxosqrS68MQFy3zPs3c+5ix937PU4VlSZNeNUFBpon8CnjcD89PTOeU+s/9Igfb1s+HKfoWHGWzENRQ+hm1ZvYn3G4DADg/zqFzd78cCE0qUXYvK1Lg/1eNBN7QOz0tjs3p6Ua9x0G2ELrx3lWw8SxmN/+NPWmOMly8mGWHEp3RVCoHZZ7BEho38uJm5D7XtGGWOTqiDULcdH/7jTQx+/OhrJn8cBxm6MnhaVyPCsFcnWdTj1eykqeUxJ+a84yujaOPf4D1j3eeeL9wkosprhqSl4AceKEJXmJ9CHFpXHIsvzMdbdEI38+Nsc2o8e9h+k6IqVUv69ePcZovue2Ed++Vs6jEvRmMyBrGYY2/72j0SsQYzj/ZgW67t0kkd/HUGcGGRwiIHD9C+JQQ1lsbu0L3DH4//izZf4sXYeJkkCkZVyYeNdlF5Kq29CSOWVZNMb2M1TVW68NaWxTPMayk/FuZFHuW4N2x/T0SMnvivOeC3/+jrdj2wxesv6dBa0vQuRWK1W8mEPu0pc3xs9zlqx9EZuj+s/MIvDO3WZuMBOvcqdWULd/O9sEB6+RxgZEUYawvCoMFQIQy3hqtXCXbcKjSFhZDQ+w+PCcEs4p0+Q+tb/LaEuv/ZK4VOXR8VDYQJEY0AYHRCGx4QrVgrzzj07w2f1cdqJqf1y582xUT3xG/a98o71vXvyX+q3Us4QkvaaAAAAAElFTkSuQmCC) 15 17, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 17, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 17, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 17, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur107532 2.6666666666667s linear infinite forwards;
}
