@keyframes rwdcur22078 {
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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 3 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBElEQVRYhcXWTWxcVxUH8P+59777nmfGk/HHTOxJgseTaRQVKwXUBZWxKgsBXbFCQkhIIKQiECpdd0fFqouCUEFCVAIJiUQsCghQpaysKDEGYpLUtlqHJI7jPHsmydie8TxPZu67Hyz8Edsln3bhrN67b3F+Ovf/ri4BwNBPHVbmkIij+91QKkUUWA4/4oQmT6DV+WmomR+SxSdQ7AsXHFZvIogb7YxVrZxzus/F9bw16zmjddpECBozEMNj7pPoDzrymkuoRjtj2+v5bw65EufoNQa4MGertdhbEl6iEq3LqkgjOvoNqPFROlCAUNH9bqtaua8WbfHrryS/lOvhJ+uRbR6fbs++P2WvNbWayx5y8t6qvxSeRjQ85g4UIaBUimDT2iJzuJefHDzmfb7RdDUZsD7WofomrutsfZ0CwQnlqly6fRrRS2NOTRwQQhACC1MHQOLuiqn1dotaZ5J1F/JeAEEpL4HU368aIRgJ58AqyzJcPI1o6B2nZ17bfzB5+oUf+wC8MIoTPb7r6DrEujqTLJ3qYIlUwIJ0kqUEc8F6bDgRDMG1lqu8peuwA6/+yN7565v7SqfghCbgVwOh0u/P2pteSvWRR6nn8t7RVEBBIStyjMCkjIMrN410Fmg0nb6z6lfql4EX3nXqg1effRJCdKKFugCx5JIvVHpyQff4yXaaGESp38unApIDWZETgqTnxYIQI7awSrexuuZXahf3hxBdL0Kt/AM2WpNVZzAXt1lweU5L4cWScRLHD4tc0id5pItniFAiAnNOAwCu32pjtbE/hLj8HbIjE04t/AbR0j255AswzsGm57UMfCU5hxzsFd0Jn8SRLp4GUNzIv4ZzDjcWsI049a5TU0+JEABw/iXC8JhT4RlEN8syLAAIJMTMvJGCx5KIWKGHZ7YQBBSxiQD0NqJ+ETj1K6emvvvkCLH1MD76ADFflqGxsNbCfkAGgALglQZ6RCbpk8hvTgIAAzQIGnMhsLzm361PInoahNj5shPx0bxcqjWcVhrWOmM3j51dCAIKBFgizaRnRHVVzYR3ZVifRHTql05Nfe/xCLF3YSeivOzDon2FAAsYuD2I/i6eBm1kgkhDCic4c7hV9sP6vxAN/cypmdcfjfgYYC/izopvgfbmFwMAcA6lQu8mIsPTGEQRBDbJ9OaWAPNlP4xmsfaVe06dzT782P6vgD0I3FnxK0QKAMDIMAcAhFKh5wHCFXYH0wFsPqSF2TfkI7fjoYBtxDmnwt8BlWVZAQApwKZpYxLWoljMiu6kTyKf4SkqoLixXRuTaCthK8sI6xcfnolHAgBg/GXC8HmnFjcRhxKYEpzYh8wwi9gCKA1mRSblk+zP8BQKKAGwzmltndYJH2x6zl+oX0I09AunZn6wG/FYAACMjzxALFVlJdkRzwgONgsDuBg7EfkMT7ECSh4HAmHYHNPorbpWtRHYxhTsy5ecOve5B5l4IsAeRHTtthdurV+FgXMxyKE0mBOZpE+yv4unPU4ln8dwJm7dq+m1tiUVrfu6/CdoANtTeGLAoxAOxhJiywilwazoTvgkc4d42mMoWeOa9UiV77dbtatlf01V0cLGyfb0gF2IM4huLHoLIFjnYGedtr4AfEEnjvXwjO+R7O7k6eePeaXyinludlHNGdcOY+avjUw6nH+Rng2wB4Ebi15oDEAEfMQ1Ah5bj+FEXxfvloIkR6Ov0TSSc8asaTGQv938mQFbiJELTt0+A8xXvND3AM5gLzvd1AZrnx1wJ2FWPnXr+jX559+PfbmW/tofSRabLIldf8G+b5Yj4w63T0PqGhLFw3Eu26NKPRl94tQAP85wP/3Ps7995S9/+HWu3u78d/L5b33xMz/5fnhuxwQO5Gq7jagj6EyaTH9XM98RxH2xdayytGin3/v22642VYQLpoD1UQArBwoAgJEJh/J7EO0qpHEItI1T1qwLkkFTXX0nqE+8eRZYPwHgCoBRALUDBWzV0M8da94CUzEEebDUAXt0FPpvo9QH4DyAEoBLAIYBtA66/+MqD+AagLf+1413Vvr/2fxj9R/deh7UTt1oAgAAAABJRU5ErkJggg==) 3 3, auto;}
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22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 3 3, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 3 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 3 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 3 3, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 3 3, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2ElEQVRYhcXWT2wcZxnH8e/zzjvvzK7XGyexjUmcBkWJpQTLDVUvlTGVhRAXDlxAggsUqYiqAsSRWypOHAAhioTogRPNhQoOIFQJKURpGrUJaXDd0jZN4jgbex2v/+x6drM7+/7h4MRx0iZpEhee08w778zz0Tu/dzQCMPqrwPJFit3s+g7yvCSS+ogki4RWVKTd+3ny6R+J51Mo9cXXAiuXSLtrnT6ftwdDsEOhW9/lXXPQWVt2GenaNHr8WPg0+iO7fxiK+Vqnz3eau4TusAh9Asoo1UpUPKfjYjVrmpoukw1/i/zkpGwtYOCZ1rDvtAcl5I/95Evm0MF98YHpGZu9OetWl9qyGCtz0bt4ZnElmWtrsuFvby1Ck+clwZdF6PvCQXPwK+PFbw692zlX3N6tvlP1y/WW3Zl3JNWRMF8zc1deJnvqWMhPbREiKo0d2YG73htF9O8uSV+5RyVPHEwOGyOJiqVgVSj4EBIFQavQ6TSj9vI7uD3PHAnX/v7CIwcjKj/+swSIk8j2WigHoVAsSOHwvniv1hIFwViCQXwSR3ghtJdqUdvW8XufPeIX/vpoCB0JLUhqqc7LK3kYfPeaq5Uu2TltJB3bEw8phTax6MsFV1xInAke1lrBLqwk1fpb8PhLIf/3sw+/RbXupU1dI6pnLtF5udm2O89fs31JShGFHh2O+7UW3ZNKsZA4I1i6Hp/bDiuNpLp6+tEQevuT5Mtv4LOGqQXHxW5HpcvL1lxInDFGjI5EHxzSfTpCR5EoEVQIDoAPL3dYWXs0hH7re+InToV89g9kc4tmLtGoKEItLVszW3BpMZE0ilAHBnRJBKVAgQUcIQQuzLKBGHsp5FMPiNAAJ54Sxo+FvHKU7NK8qXwOSA16seZMGjsTRaIBtb9fF2/dagEP2A1E/TSM/T7kU9//5Ah98+Dk5C3EzLypOI/3Hi/iELEI62H/GIQSLBcrsNRIrtXPkD0IQm8+2Yz4z4yZW10LNrd4H5wXUDfn3YYI1ovymNjp2ko+XblmKvUzZGO/C/nUD+6P0HcObEbMLyV4OucEPLjb5u3v10UBAnjBKiVOGR10pAKX55NK/V9ko78O+fSP7434COBOxMJy4qFz48o6IgQIAX9gQJcC7ABALJHyCiwCzMwnlew9Gl9dDPmrA3f/bH8s4A4EC8tJVSQHQIlTATzCYwAHBnSJ9ZVgczADqJmKzL73U3PP13FXwAbieMgrf4TqkqkCGI0ScQgo59cbj9xArC+PxYd1RCfXvrpEpX767pm4JwDg5NPC+ImQX72B2FZkSkeiIuWUx208cGRAlwSQAAHrQ/DWB2uLCerti8ls/SzZ6G9DPv387Yj7AgBOTtxCzNVMtafQndYRChyEW+EcGdAlJaAFn0bWF3RQWln6a6FdW0v92hT+6bMhP/7ErUx8IsAdiOz8lbhyc1xwgCMCFPj9A7pslNBrRBVji3euvbhqGx0vedZM7PxfNoLyYIB7IQLOg/ORMGwU7O3X5WIsqkfjXTdkSw03f73TXn1/PmnkNdpA/lCA2xBHyS5cjWcRfAh4gvUFDeVEqZ7YqYFtUTkS7bO231VZcnsqi3bGhU6lq5LGxJnAiSfl4QB3ILhwNa44ByJgIktRW1+M8JHg+3pVuXv90iEJO89GkVbetRWSbDR/aMBNxMRrIb9yFGaqcSWJIVJ4gm1ZS6PZ9sPNxoej02+8nv7zdPVrjW3f+JuYfS3Vw2274JH/LCdOBq68jLGrFPd9pjs4sDPfv7PPjuzuV3usbZb+8acXv/7Bm38erHd6P+g59J0vH/7lc5Xjm1ZgS35tNxB10t4e1/fZ7a1dhbQ71PVBVeeu+rdf+e4vwurUPkI6Bc1JYHlLAQATpwLzr6A7NYwLpNZ3S941tZi0lb//m7R+6oVXoTkCnAMmgdUtBdys0ReDal1G5V20xHgp4Icnsa9PyhBwAtgPnAXGgfZW979f7QLOAz//XzfeXOX/Z/OP1H8B3pExa20YNasAAAAASUVORK5CYII=) 3 3, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 3 3, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur22078 0.9s linear infinite forwards;
}
