@keyframes rwdcur33236 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFT0lEQVRYhc2XPYgkRRTHf6+2bm6Ym2vHw+C2KFFEMTHwIkMjMRAxEL8QEYNTxG2/RfGMhFUR726PXvErEBERMTQwEEMRo4sMDmX9oKm7SNd1bhza3i6DruqpmZ1FRREbHtVd1V3/f/3rvVevhb95nXttVR3QohVoZNbvPc1u4+tff/P1sRMX/vJ88uevtKAHtfRFoQV6gBJQtBavxkMNNN5T7TZUVz3hqn9E4Oz6US49pAZK0RfoIfQAHWwPAVoCNZ7KQ+U91e+7fnL1k+fr/TDUfgPfnlrVRw6rbEWRiZAhZEAmMIp2ee6+Tp7jWIYwEiFTiqynZfT9GTP4WwS2NkyvpyVTLfAQGAaAjGA2d1+WhbnF5u6L0DeKbfLuUIShEoY/nDHDs+tH/5zA1mnT06r9cAnwCBjZ3H1WFuYeYFQW5l6bu0/jGAnJRRJHhmq4iDfnA9+cXNUHD0gWwAdC2wbrA32buw/Lwhxn5gMKaGzu3igL8wBQBZsCk2gexngmu56dKx9zk6UK9LQMpAVKwYfBsgCep2rE+7Iwz9jcvZv0DVMTGCL0lTDY2jC9iKnjzXcbpi9CH6EjkUwQVcDmrliUceHKWB4pNVCLUK8o6rPrR6tjJy60BM6uH0UpWgIz8NhGIoOyMC8mW/FouWnetmvuwXLTvImnDtIfTsCZA4faQyVQjQ6pPjDVAJccUr2QYLo2AiUkDgMDpCNHkLtthRqY4ttEtQgerAIqESqlmHYEVoSeSAfcgdvcvQ8QVj4IIdltR5A7Eqlok5XGg83dc+HbR7qxsEBPm1G/ObmqFYBIu2fSStcDtM3dR+FjgD6yxy9SBWLoDROVKAvzos3d62FBcXE6ENF6RbQ699qqSvZMB/BPQkhFb13ckmUEojrxPYBeWZhnbe7eYeaYLZagRdB6RXWeqgFlc/d5WZg7wuQKwObucZZfGYBdc9ftM64BXRYmDyF8K0n+EFCyddr09AojEUaX5+5cWZibmY/xS5HueS72Q9sDxsB2sJ3u3rMN/Bz7be7eKwtzI7DtYbvxbHd5IOzZDTZ3X5WFuSv22dw9v8/qKDfNjl1zUfLL9owX5lQyz3tlYW7bI1HjfZNk5KYszE0h1x+nPWIpC7MZVOhWbtfc9WHlWblpfgz3O1EBu+buDN83NndFWZj74rMP8+JB7TZtJ6GYCCRuD47TBGJdDDPL8QSw2E7C2DS8D1Db3K2XhXk4nT8loq59+nwK3iWMsjD32dydDhNVyeSTsFpo9zYSGC+QwObuubIwTzGfjFosT+09tQbwvs3Rvk2XVULieJD9Ejwa6c6OZgmBmTqeSVmYV4BfEkJRwRqoPNT1rm8J7Hoq8W2KTCZKM2Mbux6QTql0C7ZD3xTPNKhxcQl45QMJD9U1T51vCfxysamOHFaVhBdknkR3sNjcvcD8tQ1g19zdsaMszEvAbwtbkm7N1HumTUNFmJxjJy7w3YaZiurOhPmslcheFuYEcBDo4VFlYV5l5u3PA78mgHMkfCQA1fbFZgoLFdEPZ0ymhCFCtlCQdFWRzd1bwbHmjlybu5fLwjzBkmoo2NjDjveM64adqx5vS/a5iqiqfWTZllAzj+9ivCzM/TZ3J0kyXwB/iPlsOE4tlGTTxjOJ4HsUgFCUrnRF6UDmD5h4qmmbu49DQfpBKFCjc6aOPPVRAc+k8YyveMyNU7ylPyZbG11l3IHL3iNV29x9WhbmFphLZpHE1M+cbuI9k5/GzXjxt23fP6NvT63qA1oGqj3fO3CZj4zFyqchxHhQoPJB9rQS/ksE4L/5Nft//5zuR+bf/D3/A7JOl1PH8n19AAAAAElFTkSuQmCC) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur33236 1.1666666666667s linear infinite forwards;
}
