@keyframes rwdcur134481 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDUlEQVRYhe2TsWsTYRTAf++7SugVEoe6pBB08B/QEjStkAu4dOjY4uQWcAiaXibBQQqCaFwcRBAKTgoZS5dKGmwSa+vgpAUHHQUdrCiebXPPIbkQkyBJqe1yv+l933vH+733cRASEvI3CqSPW+BYJbTmuEcqYbovRISa4wKsHYWEdJ21nik0A1Wm1ooADlAJCuqZfNxX67qIzgEJEE/QCuhSqvygNKxAzwbaZn02seG451StLSNaEOS0IEbAVmQGzPOa4z7WIQV6NtBqGkzfpp7JT6haWyLEm5W6rPAaGEUkKzAO+KB3UuXirQMLdJ3PAJ8Aqk7hrjQnN4pemSoXnwVFK8lcNDYWWRXRSRCvsftz4lL10bdBBPo9gQME6//YNhWdE8SgutzZHGBm8+F3o5oDfMC2IvbsIM37CQhQOXvi1NXWE1zuyCUAWmvv4WKluBnE6kvioAIAfNj78rQl86LDzWsFo/2+eXM+a2vrRQX1+tUMLNAPQSsKIJJdSeai3XkvFr0BakD3/YZUD10AzNL7nc/+wtvS+A/r1+qrtJuE5uTVTOGmQW+DGEW2p1/e3zh0gVT5Xik+FnsyouJ7jd1JNdTqGXfvdyy6I+iiIiMCXy10fvChen/Df6LAejq/aIxZMIjdkdkH2Tbo/IVy8d1/EwhYn7520orYs+pLQlDPb0h1mLWHhISEhHTyB5PsvG8PvUw2AAAAAElFTkSuQmCC) 3 6, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
}
div.testarea{
animation:rwdcur134481 1s linear infinite forwards;
}
