@keyframes rwdcur38949 {
0%,2.0739130434783%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhb2W30tkZRjHP0c2GzMaGBh02ihoV4hyLddYELoSdolZYsGLtaEfupJGROWF/QNtv6AIzW62hbrYa5UuBmGIrUhJTTNd0k2TZdFRdw4JNjPO+Ot8uzgzs+swZ2ac1f3Cy+HM887z/T7P+zzPecEB4+PjamtrEyCnPUeKhYUFARodHU2LeLBilpaWMqT3ZOLBiQiHwwLU09MjQHV1ddkiDkVImZNhZ2cHgGQyid/vZ2ZmJte2o8vG1NSUAHm93lyRH1oWHDOwubkJgGma98tRmgDLsvL+sbu7+9DF7MPk5GSh1Ku/v//oamBxcTEnaf3JKj37lFeBploBMk3zaETMzc3lFHAu9Xwd9AMeARocHDz8OTE/P583/V9Qqau4M+/Nzc0liXAswtXVVQAan7Df/X4/ra2tGft2FsvAwEC2i6JEHHM0HLNNn177CdM0+ebDi5y5XUmgqZYL11cwgBbWC/kXYOTb4JiBsjLbFP6xj5qL7/L5bS/Wmw2cvb7EY8B/7BUiLwqOGfB4PAA84nqIW5ebeLSinI+6rwHwM146CkefRsEs5MTKyooADVxu0U2q7n4ZX0AttfnnQ3r19vaW3hWJREKAIvj2Ob1UjwKn0PkadMJdWEQwGCxNQDwed3T62inkr0HPePKTf/nOOQGanZ09uIhsAe31aLivXe316I06dLX7Fb2amobFrGg0ejARaQG/9LbJNE1tbGwoHo9rHZ/u4NPvePUxlTnJurq6FAwGNTY2pkgkou3tbVmWJUnFi0gLiMViMk1Trc+jdXwa7mvXcF+7fsOrTxwEDA0NFU3k2IbRaBSAP79/n509i8+mfQC89N533MDL3+xxgoc56YnzT6ojK4E4sLu7C6W2XxrT09MC9Ademfj0b6oblpeXBaijo0OhUEgjIyP6CrcafOjM4+js03YWQqHQ/Y3iWCwGwBaQwOJJ7mBZFmtrawAEAgHcbjdlDS9zAReNq+U0cvf2VF1dXWrsNiKRiADdwL4T3ltA6RvzLaq0iU9vnbaj/vXrSwIUTg2uAxVdNra2tjJFle0omUzax3AadTbYa+JKpxKu45lnsQIcj6C8vBxsLxiGsa+YXC6XIUmGYTBxpROA5z4IZux/9Z5nAjAMg9Q+x2J0/Bo6kedCmrwiGebFt78ttH0fSm8TSEdHwnV83+8VyXDabpPkCcLxCErBQYgPDalCyxTdQSv/fwLER/2e1VT1AAAAAElFTkSuQmCC) 6 0, auto;}
2.1739130434783%,8.595652173913% {cursor:url(data:image/png;base64,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) 6 0, auto;}
8.695652173913%,15.117391304348% {cursor:url(data:image/png;base64,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) 6 0, auto;}
15.217391304348%,21.639130434783% {cursor:url(data:image/png;base64,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) 6 0, auto;}
21.739130434783%,28.160869565217% {cursor:url(data:image/png;base64,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) 6 0, auto;}
28.260869565217%,34.682608695652% {cursor:url(data:image/png;base64,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) 6 0, auto;}
34.782608695652%,41.204347826087% {cursor:url(data:image/png;base64,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) 6 0, auto;}
41.304347826087%,47.726086956522% {cursor:url(data:image/png;base64,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) 6 0, auto;}
47.826086956522%,54.247826086957% {cursor:url(data:image/png;base64,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) 6 0, auto;}
54.347826086957%,60.769565217391% {cursor:url(data:image/png;base64,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) 6 0, auto;}
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67.391304347826%,73.813043478261% {cursor:url(data:image/png;base64,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) 6 0, auto;}
73.913043478261%,80.334782608696% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhbWXX2hbZRjGf8fTrkuLJJxa0n/RYgz1TyedSDFKGBXBsnnjFOuVm4ruwgtF55WUgd70YlZURCYoYq+colSxCILW1lLRUdGmpVoCa5tIlpaQrvS0cUleL5Jz2qT90pyteeDlJPm+nOd5n/f93pOAAvPz8xKLxUS1XnWkUikBpHCtGm5SLSwuLgLg8XiIx+NVE6EUkEqlAJiZmaG5uZmJiQkBdkZ1BWSzWQCi0SjDw8OEQiE6Ozt3bqluf4yOjtrZ9h7tEKM4+wNzoka1kMlk7Nc//XH5RnmUUJagsbERgPaGqnGXF+D3+wHoblV/eXBw8MAF2YhEIqqaF8Xk5GR1mjEcDitJHwb5BLd8jyGALCwslIqouEmVJaitrQWgpxU63Nu90NMKr2Pg5xBXC3sDgYA1JyzyUjHOBfh8PgAaDsH5j7/k1CtvAHAs9CDv35Fklv+YI23vD4VC9PX1qcicl0lEBJBIJCJjY2NyPIB8ilveeq5XPsMt7+GuqEeosBS7UJj/8sPbz8g/eCWMVy6ee1J+p0m+wpAh5wL2FKEcRLYTOWHsbA/GzS6eOncRgG8weJU1IN8b0Q3H+e0PqwS/ffiCLOG1s3jibqS3w3HmSge0cgI0TWPzcBuurZj9+fEAbF6DVBrW07CSpOAFPA58XT6vXXzKU2BhJznA6AJsZfJ30tkmB7iT4rl9X6AFgIGBgT3Jy8IqgRVPdyFDLz0qwXYk2I681h+Uh47cWrH9iUTi+prwx3dO4T/5JslkkvHxcU5Ef8EErn7+F5Nsd98DwK/A3Nwcuq6TTqdJp9O43W58Ph+6rpPNZkXX9cqcsBxIJBKSSCSkvwv5AkOOdDTZWZ2hQQBpNRrkWwwZJ7+2urpa8blXOpDnhz+HzwJwPuxlhRwzl1d4DMgAzcAjt8O/6xtc6NygRgPmwTTNSvnVWFpaEkD+xivLhQBkenpaABkZGZGpqSkJh8PyM03S34WcvAs5dhuOfk0rHcjlcgBcK7z3cYXl5WXq6uoACAaDaJpGpulebqGGobCXNq7cQMolWFtbE0DWaRFATNO0M7L+M8RpkTgtcrobe2gBMltwS6w6Xg92HsPSG1kCTnfn49mjyKULL8rm4Tb7WqmA/Z8FImiaVnR0PB6PZpqm1NfXM/XB89TW6Nzz8nf2+uy7J7gEaJpmTVTl0Ss7Cfcit+ByuQCKyF1bMe4/89F+ORXB2XjcLdB+XhSJK4xvqwLlHNi3BE7ghPjAUNqsTjv/f5TbEuJYDdvkAAAAAElFTkSuQmCC) 6 0, auto;}
80.434782608696%,86.85652173913% {cursor:url(data:image/png;base64,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) 6 0, auto;}
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93.478260869565%,99.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
}
div.testarea{
animation:rwdcur38949 0.76666666666667s linear infinite forwards;
}
