@keyframes rwdcur41007 {
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15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGS0lEQVRYhcVXbUxTaRo9fXtB7Vw+bCHFCSGEQKpp4g+IYf6wEU1IafaHC5EMOmNG1lFnY2qjUbqr82dnZIBNjMZEWVsMKlkZFzriTFpmJpmOEpMNMY1EWqyL7aUa29sPoHRa+3Xv3R9su9LKAKPJnuSmyXmf5znnPu+9t88rwhrB87w6Ho9/znFcOcdxEp7n89NriURCEgqFFmiadsvl8jNisdi01rqi1QKCwaB+fn7+w/Lycsn9+/dJOBxeti6VSgGAb2xsJCqVCgcOHODr6uqiMplsqKSk5NPV6pOVFiKRiNrpdIb0ev2h6upqOhaLIVscACoqKsAwDAGAsbEx7Nu3jygUCtpgMBxiGCYUi8U61m2AZdmbExMTo83NzYU6nQ4AYLPZyPbt2/ns2IKCAv7Zs2c5NXQ6HeLxOD05OalnWfb6mg14PJ4fzWbzvsbGRsrhcGT4U6dOYcuWLbkFCOHtdnsOPzQ0BJvNRurr64nZbP7I4/H8uJKJDPx+/9cMw3Dl5eUCgJwrEAgIc3Nz4XA47IlEIv+ORqPToVAoOD09PT8+Pp7UarUCAKG1tVV48uTJstyBgQHO6/Wu2AlEIhG1xWJJXrx4UbDb7cKOHTsyyR0dHcLU1NSrYDBo/kALYaXL7/ePTk1NvXK5XMLevXtzbsBisSQjkYj6dd3MW+B0OkPNzc2FDocDnZ2dOHz4MI4fPw6VSsW3tLQ4W3rfr161hf/FN50e98jISPmxY8eWbbFCoYDZbF6sqqoqSnMUsPSq6fX6wvSe9/T0wO1248qVK8jLy7u/p7ts51rFAeAPPVsq7ui8PwHY+bqJtrY2UBRVODc3d1MqlX6cMRAIBD5MP+1pbNq0CWKxeGa94mns6S7bZTz9csZqtVbTNA2NRgO3283v37+fGAyGPZkOcBynvn37tiS7wIkTJ2Lrafub0NL7frXxy5cpl8tFNBoNMZlMBACsVquE4zi1WCw2kWAweMnj8ZCqqqpMolarhVwu/+FtxNPIy8sbGxkZISbT/77O169fJz6f7xwAiJxO57zL5SquqKjgE4kE/H4/SktL8Ue9csWv5Hrxt9bxVENDA/U653A45hQKhYwsLCzk7969GzU1NUSpVBKDwUCKi4sT70ocAGQy2S/ZXDQa3QgAJJFILHM2ODiIZDIZeJcGJBJJjoF4PE4BAMXzfE6rKYpKraXwvy4s/X6g/fW4/I0bKJvNtoyTSqVLBgghOX8wqVSKyubeBinwKaVSuYybeGRNAQCVn5+fApAZLpqamgCgZC2FV7vzNKKvXtHZ3IYNG5YMFBYWJq5evSqpra0FTdO8IAjgOC4/t8xvRzAQyDEgeU8SAwBSVFQU2Lx5Mw4ePIitW7eSbdu2kUuXLpFvz/jvvgvx7/668N0///H1si1VqVQooAvcAECkUunxZDLJP378OBNw4cIFsCzb9C4MJH6Jqj7702f8kSNHMtwnhw/xpcWbzwAAEYvFprq6umh24vnz5zcaT7+ceRtx4+mXM2fPnqX+3KkjHR0dvH16mm9tbUVtbW1UTJYGVwIAJSUlQ93d3cuSGYZBKpWqvqPz/vxbxO/ovD8Zjcaqa9euwWg0or6+nnzV1UV6e3shLy29k44jACCTyT5ta2tbVCgUAID29nb09/ejq6sLw8PDv1tvJ+7+xccMDw/vzJ4HJiYmIBKJFoveK/g4zWUeDrlc3t7X1zc6OjpKabVaHD16FGNjYwBArFZrteHEVKysrOzn339ZolpJ+Nsz/rssyzb5fL7K2dnZnPW+vr6UXC5vX9G5z+e79fz5c66mpuaNM+Hk5KTw4MGDpN1un2cY5vmLFy9cXq93PnsmbGhoEFwu1/pmwjQ8Hs/3AwMDXLa4UqkUZmZmcniTycRpNJocs+fOnRMePnzIpcU9Hs/3q4qnwbLsTYvFklQoFJmC/f39wuDgYI7Q5cuXhRs3bryxY+Pj49yjR4+4XzsXrIj0yai7u1sAINjt9jeKnDx5Urh3714O39PTI7hcrnAsFvtk3eKvIxAI/P3p06fh2dlZTqVS5Qjt2rVLsNvtHABBrVYLt27d4hwORzgQCOjXUn/Vw2kaHMepWZb9IhwOV0YikY2JRIISBIGIRCK+srKSWlxcXKBpmpHL5Z+v53T8f8d/ACUlP22jHeJeAAAAAElFTkSuQmCC) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur41007 1.0833333333333s linear infinite forwards;
}
