@keyframes rwdcur71762 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACqElEQVRYhdWWzU8TQRiHn2m37bYubeWjBflOsFS8qgcTEzkY5cRV4sWLGv4HoySEm5pwMEZOXkz0ZIhHSDRBwcSTwUQxerBAEIX0I4F2+/V6AEtUKrJDanwvs7Mz85vfPDvzzsL/HD4QXQ2XzmBTd3Z9A4qwJgVDZ7APoYxCx4MWAQ8KE+GYhgNNAmCgqP9XBAIIC4hyAycdUtAi0LJdeoGyQw0tAp1qq5wGVQAuOKCgZSBWtwOwBCgHGloGuqM7qUiAYi0MXFfIjbBHACIBd+V9I+AB7rr29xn+ahMOgVgKgsAG0HLITeZ+XBZvL1X6+LfLuqAHUoWDMTBxJiSf5jI0CiTKwrJAVIHfrbBn04R6/Dxfysp8tsyrZJ6ooeiL1ZEfj0g5GOLbyCLJ1U2SWbjzOsU6EAVCamviCamybcYsQ1L3euXZlXZ53BWoijQ5Hqu0XVXV0T9t8sklkEGQa7+clJ8IDCtkRSBsGfhiQfqHF/64scttVuU5vkv72xOHxYr6mHuxzlEXjJR/X7EBMAByVgEoEghfMgVKObDfnRKm03x4tM7oyzU8wGXL4P1mkXjIC6kCK2O9MjP6Eb8bZptNiZ+LUiqCncoz82SZ9maToXSh6kKcHF0eKCTWatJ5MULrrYSaDHrEtNx0dATwWAahjgDpxSw9U6t76jtKxZ1NPoJH/PjyW/qDmYKa8rsl+XmT0yu5fS3KUSLq/2qrpngI07uTiArIvid3bADAZUApaFfqmZKzK9mxgaJdxnXcV6nnCjU20PIwobwNFrm1AQEIF2tsAEDZRfB4AWjrDtTegPf8GwWQnOiTSI+1V/ddQ+uP6EeYXQFKDVlHY7UIAJihSYWdx6h3lNP0DQDY8xvki/mDkHIeqzfbHR2DAyEAkF8qHZRUbeM7zJfVEwUVQewAAAAASUVORK5CYII=) 16 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmUlEQVRYhdWWz0tUURTHP/fNe/PezDwbRx1mxhYKaS5KosDKRRIWgQv7IQYtgmjTX9CmTUFtEtoEtY4IgoKKiCKiWkYWBBmKyES6sRwsHbVpbNTTwmmUcnR8V43O6nK593s/73vePefC/xxBEF0NQ2ezi9I9Xw8giNCk6YIWgB+FqyOgC/B78zaUZxe0AWzAr5EFLYBZhKegfECjx39BCyCXvwUZlGchLQBf/qP7EOVD0ebBBS0Ae1EdmAM2e9DQrgMLMIK9EQAnQA7krQ4umq8GZhWc863uSpqlLDoN8h2YArLMUx/9I9/bDYVfhC1lJoznSgZYtpjfdQyJVfl5MzLNp5yQzM8bQJ2CDDAm8yKtEYuEbZBwTNxykwcfJvg4K5QriCnFyWMJynZYpMTm7IUB/MD9Yuf3d0Rl8HhMXlT4ZWB/tKilF40FF+41uUXXdTe4MtSekKHOuIxcbyieosMgZxQy8WynDJ+Pr5jLrkUAyc7YX+s7QG6FfJI8GJPXNYEl9UyAG44hTtzh9mAGS0DsECpSxUt3VCzXh1NmMTyUYWROCIct+tM59oVMPk/OcMUQOdRcScAw6dkbkaBrkR3Pcef9OL05Ieqa1D0fKZpqTw29v6VKoq1BXl37QvvoT5U6VSOj/ZOkp2bYVOHHEOHm2zEuT8/pPxiWivSlesl+a5OelkjB1r7mSnnXGNZ+IZUc2fQRSV/dXjiwd3fFxjcjuyFQGKeSU540tACotgrDr6soPmsC4IQfKiI2Px7VC4Ab8m0sAABuALVrvgfW7anYeAAn8kQRdEh1bRUrWFJbWVsAAJUew6m1MW1vUtoAdm23sq0cbjyw8uL1AABQ2RyBhvUpeiVH9vEyXW6ZWBMHAGTcWwr+efwC94PJItY+GEQAAAAASUVORK5CYII=) 16 15, auto;}
}
div.testarea{
animation:rwdcur71762 0.83333333333333s linear infinite forwards;
}
