@keyframes rwdcur183170 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHNklEQVRYhcWWW2xU1xWGv3M/Mx6PzWAPtrHNYINjsEPdJkDCNSKoomqaRg1QmjRt1FatEvWqSL2oD20EpapUpYpCnyIlVS95KCVt2iiBUAGhAQrExinGxlwc29j4MjO2x57Lue8+YFrsQgpUNEvaD2fttdf/n/+ctdaWdrUnBNP29ZZeiQ/DHuiLiv8edWdM/rCA/x8EqoCfAZs+KEi9Q+Bm+Xr5NyVL1A2ZjuDh5DueAxy4XuAdUaC4Qdq3cnNkwxPbyrlnRVEjkABeBE5Nr+evxt4RBUp0tTEW1hlM2ax9pBjh8cuRiK1+bGGx+tHlpbz2x0xz62/TAaDfEQITlkdrzxTLK4opXazSsCZk1hQMOo+5PP3ZBho+76g7h058ezjl/k+fYBOwDdg4e8PLwlQ3BDYoBlTHdcqjGo2rVP4x2IOrFWhqCpHPBKi72hOCcdjcHhO30Ig+E16svlBzt15lR5z+3l973wAmgHUAgS0iznjAyKDLmUMFPAVK5qpUlRj0v58lWZxjeMJBNWVut/PtXrKtaPO968LEa2Ve3ZPumexi8t7VRS2PNO1guPQV2k6e5fiRKaJlGhUxlWijTE3cQJIkkhMuJ49mSZ0SKLdJYOuDX4wutWzBogUhApU5FYu0ipZlEZJ9IT75MCxrKgOydF8oIEVkBs85IMsM9NqcO1fAGhJoUemGVaADHhDciIEZkjjbkaeoClbcU0TfRQfTkOmOvkZ3Jo4MlFaphE2FgSMWVjpg6oJPYSoIEOwVgmPRBuXZ2QqoZY3al8KVygmpWITccf4OVAPzgDKulG0W2Bq0BEsNVcUsSCTuMkgnfXK2z+LKMNakz1jSobsnTyrjoxkymUGPms+pXH7d63IzYrWbEYezPUEwQ4E5LfKT9cuNF+fO12g/MfXd3EXPWbDe+IIcE7XlYY3+scJbw28GTwEEPQp2s0OQVfE9uDTqYCgSBBKSDOMpn45Wm/5T9oXiKkk3yqTa/tdFABy6BnLHDAUSS43W+z5VTHlcpbhEwZkn1jXfFy4pKS/iy08sYX55SX3XpVR9uFZJJM84FR9ZX4SPIBxSaDtiMdLro2tQyAWcfteir9WmcN5rW74xYuNJ1aNdjits7p8h+bUPwoJ0r0d5tcLqDRHq7zKxCgF9fYIFdSHKoyE6T19+6PywxZjjotkK+lw43WqR6fdJ97uke20kFSRLJrFaZ6pF2uhYV34lSZWehZmTf4YCthH8OCV8GupNqhMGTg4ipkq8XMGlgKc4pIYKdLVa5Id9shmBn4OLHTajHQ5Wv09+ICDfHzweikmHkfiEXikYywUMtrq4yeBJYPKGCugxiDaCrEPfsEUy6RMNKUhI9PbmEHaOd49NMdzpfMdLBXsz6ULsUod8RLiQuN+kpEbFibn0/cn60eSYUM2lAiQIzYOylSqj73j7vFTQdC3mjFZcPzfM5pVxoiUayUGfg/snOdg5Qc72GRxy2Lt3kvNnHLxUMACcJUtvKCQ9On+jghd3J7v2ZAfGTvvOgi1GQ8kiUReuFPnBv7g/vPQH51cVzQpzEtIiZtkMAn0D9on32vKk0x4HDmQYPuJ1pk4G+aOdGdqPFxgZsIiWylS06I3AmqKFandZg74n5Guj77/kfis3GtQM/Nlpkwc1koeD7Lnn3Z9bl9lpDeHVlYQovonZF69ere9b9FBYmHXKcaAF2A68DLxZukwRjY+HReOWIpHYqomGLUVi6ZbwCPCV6fNrgPO1j+oCaJ32NRsLlLfvfiYsYi2KPRtwNqXRgSPOU+A8BrwFtE+vKPDC1KCPpNnEqnTUMgnGBedO5B1gbPr814BFhZEArlzJtocWqqsqm/R1Xp8EBfk58GcA3uww2l22Rt48d4MCpfyrksQATHZAusvtdQc4Gl+vrSqr0hOKIpFO25iGQqRUxZkSZHqdHUOt7k8A65YJxBardmKLqQfN7syNAlhnBRd3O5RWqSjFCvIUSAFksx6aKmOYMp4V7Bxpd3/KlTY+w27mRvQ3o1nRpRUeRuzK23sTEORAmKDUg6JKFCYkZMenbrkJKz3iURWlCHKnIf2G+KYR56A9yl9vh0CstslARGzsEYGXgeImHdkIKAz6qEhUbNBw8j5z1ioYjS5mjQ7ylZkQXihQDDfipsV+e9SvAQZulQCFZEDu7SB1cbt7GKDuq2LFvMeMajXio4Zh7scltMp/p7KHHACUiIJermEuVNAqXXjvP3PfzIXEzObEypFX3R8A3wN+P94ajOiyWGvnRFFksYx1DpQykK5mE+BlQOQkkEGSA7LnfabaxS/4oFZ8A3sud9a1gPA1vld6XnIts1b63cQbwtSqJcosDWOBIDAD1GGNVLsFlo8cd5FkmfyF6ye/2TLUgWagbZb/AUDVKqQHY5Xa97WEIAgFqJfVfP8h+9NXg4xq+RnhsN8ZDXYBzk1i3pJFgLprVmLavwm4CDwNmNc7+E8G9Rm4on1EEAAAAABJRU5ErkJggg==) 1 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
}
div.testarea{
animation:rwdcur183170 1.6s linear infinite forwards;
}
