@keyframes rwdcur203574 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfElEQVRYhe2VXWgcVRTHf3NnOjs72abrmLTbNk1DUFLzoRIRwxQDfrxYn4y+pCIYRJk+FRE/HkQfxA98UKho56WPRR+KhFpEsdIIMikm1VITW1OzpNtmE9t02W436e5mcseHnUhobKDTPPiw//tw4XIO53fOPfcehTXk4O0C2gENmALGXOyFtXxuV8p/BDWAV4B+E0uLYxUVhCyRNxfIJSX+IPCli31m3QEcvD1A/3a6U62PxdKqTkX6SADpI6WPmB1l21R5pF3if+Ziu+sG4OA5BvX7Ojo6ziVbyQUSGUjkUgUAGQIAyHIe4/z4hQcLZI+72O/eCYAaBn88RuKd3U93/laXoqgoBMESQbggIAgkQSCr1dAM/Kb25OXrk8buDp6xRjnkRQUQ4f78/Q90/RVL4qs6AoFQdcTfp0mN/3C1/cyP091TPy3e45fQAfQEeiyJYb/UOGVQP+DgNUeugIPXcxctA/ft2ZgJ81UA8cuR6a6LxfGJBa4eKXHt+wLZ+ZmZ2T7L2H7dakMktlAXv5u4Pr9ZnZ65FBvl0M9RADTgqaadW3NKmHUgkWe/oiVP5hsX+4MVtscdvPTE+T/fb3uuLR23MDQDvWMvjJwSAw7exy62vF0AAXSnuimqOkJoCEWgZZZGUsAnNxu72EcXyA3mJmjWDCwgqeokGtkF0Bq1Ag3xBjJCq/ZDKY8p8dMudukWPhfLecyVB3UbNsEi9VEBitJHV/XqgdkAgLWGj2VuBkASNnFpcR6gGAVAAOlCBhOBEDpaLIncQqfh4L14s7GD1yLQBppslu9aAjJHGuBSFAANOJE9yf5tPRQBITR49NWNs8c+rX/TwasHvgbyQC/Q/8SzD/usyH5hDlGmOBR1RigOnqmin+p77aH0hgR+2IhiqYL+6xdY2SsXzDIFsVXt8u23qYRXJJYBTryBNnljeJ+LPRQJAKrfcDM9L/e+p2QVUX0NQkNbfhVhpcSKXQBi7g+0wYPD37rYr0cJvpwJLrab4eSx0QOkAlmtgCJAEf/+lCslAa5NIY4eHNGAw1GDw+pp+NYmml54cv+OuWQrfgiwKvPhjzDHp4eHgMMuduQ5sAoghOhTEB/uVB8p7eil0tiJNCy4MoZ++TTaxORZ/Qb5z13sA3cS+JYAIYSg2vU2cC+QBMaA34HvXOzCegSvqaaaaqqppv+F/gFtkzW+w4oWXQAAAABJRU5ErkJggg==) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2WT2gcVRzHP/sy2W6TzSZu1ySm3RjaBppYixYa3DkE8VCp4EVQDB6aIshcgqgULAqCCIoH/16mYC6ixoNIKdqKVJQis0m7NaSJUktMt3bTxDSum93tOpl988bDbpYQmkA3OXjYLwxv+PF+7/vhN7/33vjYQAbWPqAX0IAkMGWiFzbKuVv57mAaAF4ABnawNxhuvtcRGirzd86/yFW/i3MKGDHRL285gIH1BDDwUHes98FBsloA6SmU6yCVRLkOKnmOUGJsvF1if2iim1sGYGAZzex68fDxaLa5ExtQSlaMK6OnUHYaMXoyt+svps6Y6G9sBqCubP5YkNY3n36/K7P9HlxAAR6A56I8F6UkrqdwVREl6pDRQ9tupS+09PXwZEuCYataAFEenzvyyp6C0CpxDRCzozSMvkvk/Ou0//YFkWIegSpVxlOovuebpgOEjhpYnVVXwMB6pKsuNtT7LMtlIB/ADy/TnJiIW4uF1GdLpL6ZT6cWZ8YyhyPhtqy/CVsVUXgolWr1FguppgTDP1dbgSP7nkGuqoaY+ITgtWJ8xEQfMtG/MtHPmegfLJM/Mfrt77uLBVjpiWg/C8AxA0usb7MxwMGOPlT5XQO08YlxP/De2skm+ukC6VPXvifsOiglUXV+7AbCBWB3tQCR8rcXKxASe9pEt9fJuZGf8/zSRrpOaWtqBCQQqgZAA/JAcA1UeIOccP12n+NJFIBPgMQW5XXuWgKYub1Q6vqVZ29jLGxgDa6dbGB1CbSjkf3MrzojsMk2AKlqADTgxz/O0H9gsNKEPPoOzA1FThhYIeBrIAP0AwNR36Er20LkXQchNNTCZSIKeb7aO0IApycuTYo1MQY+7rZ72mLHGomcFWhjTbS/1tMWU9F+kgBe6Tzgxuz1TmCkGnMo73kDy3hgZ+yl2KuVuAPkiwXSmRnSS0kyTh4HwCcQPgFCQ9y8QMd0Lp400Y9XCyAATHTz19n4l5OfAiABG7CdPI7rIFcneKo0zv9C60zu4n7g82rNoXwXACQY/um+m48Hr58NPHx/X6PtE9xeXuLf5Qy2LFB0HVwAaVN/JT53YNae+tNDvWWiX9wMwJ3+B57yId7eycHCjj31aX+QjOuQT18lmHNvhf4h2aGQJ030jzZjvC5AGUJQ6nod6AZagClgEvjORM9uhXlNNdVUU001/S/0H+Tnix0dI82FAAAAAElFTkSuQmCC) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur203574 0.53333333333333s linear infinite forwards;
}
