@keyframes rwdcur38925 {
0%,87.619298245614%,100% {cursor:url(data:image/png;base64,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) 28 15, auto;}
87.719298245614%,88.935087719298% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhdWXIbejMBCFv+5Z8WTlypHIysrISmQl8slIfgISWVlZGRmJrHwSGfnkk7isCNAAoaXrds7JoYQkc5O5dzKF/97k4rcPLnxob9vKJLm8sWDhUd9+PufXprlyXIKQi0fybb4pPKpKrvf7tfP+iOUIHB8g/tV5DMLhnwPYsssBmPvcpQdcdzQE4AMQdx+/pQGMu545d4ZF/+P3cxALrlx3kApBatcpx4t5+QsQaZsCSDlvSkQanNx5as5ER7vdVtAWD+JtJltvzZ/1NVUVAQ0hSMjw4VxIsBf6Rcykq7N7OP9BRLyIbE42Mw5EO09ZU4bnXFbOcD2XdOecjC+cc8lT0IcKDgB76joFQI5jHIUKR3Ao7ohzatV51wL9aZW3hk+XcK73VNVkrq/rOpZhJBN3B2HifI2IwTlczyXFWS09A1prr1T4VpZhUz2YOFTFJE+LyPg+/lbfi9Z1Fy8ivrvl/pLvF7HXWofvXTdpQ/80BCM7Cw9NHwYVjl+t5AZjaasDWfmFcz87gBhIUS2JbK1FKYUxZk7C64Q849H3XBgduzsiDQBZ/6k8/MBh74uzgvy0cJo4GZxzMQeurzNYn5QQ+lOp6KxZjjOW6y0ArL7CCSilOJ1OWGtpmmYc+jQRDbt0lODuXHLDp+lD0ScpcQ/JlocfAD7Nz2LdeW5Yk+oIYJgQnoW/5Hvf3XI/vI9E3FwRpQuSMQRaaw9gjMG5JerirALRKIH3c/5T01pPJCIi3hgzSmXcuVw8EmSH+h6f28qylZJMa+2rhFRiCxILMROqoA53fKhDVW8Wpw8bQzBkKKUUdV2jtQZishR+yJADOYUK19wjELkPMt1eE4RdRbGes/Md9qZuwTC+eJRkk7qhL8leSIJ6uLoIfEmNFxGf5/nkwsmyjGRROty2Dr+pLO/yoP04gaRMKYW1dtZ73Y3XeGxRUbJqIuK7vt3gZaExqKebzbuBX1PB03i21sFJxr6M5+G6gc9Fpp3RGh9DTRHtPBkCEfFt22LbRJ5/x6zDZD0IoJOGThpuUR2w+sckyzLatoU2VBzWWuiluWZ3rfnoCw+Ak5zIu/6ljcaVJUNN9pQEb14gSRmu2bDWXyKeDqAJyAbVAAAAAElFTkSuQmCC) 28 15, auto;}
89.035087719298%,90.250877192982% {cursor:url(data:image/png;base64,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) 28 15, auto;}
90.350877192982%,91.566666666667% {cursor:url(data:image/png;base64,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) 28 15, auto;}
91.666666666667%,95.952631578947% {cursor:url(data:image/png;base64,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) 28 15, auto;}
96.052631578947%,97.268421052632% {cursor:url(data:image/png;base64,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) 28 15, auto;}
97.368421052632%,98.584210526316% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPUlEQVRYhdWXLberOhCGn951xZH9CSORlZWRlcgtkZWR/AQkEllZGYlEVm6JjNxyS1yuCKQBQkuPu7NWFiUkmXc+3skU/vcijdu/uHB+fCwbm6T54MDCoX7ccs8/u/bKeQ1CGofk+3RTOFSVPO/f98pHF8sZOD9B/K3yGITFvQawx8oJmL0e0gtuBzo88AmIfYRvaQDB6oVya1jNP3+/BrHKldsBUiFIWZ1SvNqXvwGRljmAlPKuRKTDyoOXYk3k2r8FYK8H7JXgLjmDqrB7TpIcocLuWvyUBA2fyoVE9sJorVlPywMRcSKyu9gsciCyPCVd6Z9LWllDcyopvhRZCdbaZB7oUwUngCN1nQIg5xBHocLiFYo9Y63aVD70wOit8t5xtQnl+khVzfa6uq5jGkY0sQ8QZsq3EtErh9uX90BKtNZOKf+tLL1RI5g4VMWsTotIeA+/1c9qDEPjRMQN99w1+XEVe621/z4MszHNL1jw4Fk0ujEMyrtfbdQG09JXJ7LyG2t/DwAxkKJaJ3LbtiilMMYsk/A2S57g+jEXgmL7QKQDIBs/ladfOB1d8aUgv6yUJjyDtTbOgdv7CjYWJYTRKxVDu6YjpuV29wCrb+8BpRSXy4W2bem6LizdUDrlgV9oKcE+aHLD1YyhkLMvPvZJ2fL0C8DV/K7OXdaGLaoGANMG/yxckx/dcM/d9B4ScXdHlG5IQgi01g7AGBPKaYzaF5nvMR8+r/kvRWs9o4iIOGNMoEqwXBqHeNqhfsJzX1u20ZJprV2VoEosnmI+Zv7CUb5AEZXmj5rTp4QQTBVKKUVd12itgThZCjdVyCk5hQrbPSIQufM03d8TeKuiWC+z85PsTd2Cfn3xbMlmfcPYkr2hBPV0deHzJbVeRFye57MLJ8sykk3pdNta3K62fMg99+MCkhKlFG3bLmZvh3CNxxLK/gsRETeM4w5vG42JPcNi3x3cFgtexrNvLVwkzGW8DtcdXC4yn4zO+DP1FJHlyRCIiOv7nrZP1PlPpLWYbAQBDNIxSMc96gM2/5hkWUbf99D7jqNtWxipuSUPrfkzNh4AF7mQD+NLH60rS6ae7GUSfHiBJGm4JdNZ/wHaAQzTZBTi3QAAAABJRU5ErkJggg==) 28 15, auto;}
98.684210526316%,99.9% {cursor:url(data:image/png;base64,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) 28 15, auto;}
}
div.testarea{
animation:rwdcur38925 3.8s linear infinite forwards;
}
