@keyframes rwdcur171703 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 2 4, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtklEQVRYhe1VS3YDIQwTvViOFs/N4GTqYjDY5pNJ09dmEW14AzYSsmGADz7o4H+QftkP+UMRJCji+UhymFxBBCR/JpiLg1IhJiAK0m8SXG20Ja95SweaCEP0LMlWQCXXsS2clnrIxokZcs4uX79zzs41EueadVAwCsg5O5tWboj0DUVAqSPNqOtWRCzhVH10YmerkjUEQhVhxSwFDCJkUrdmu55WHPHs1HFuKiDW0hxpngQ4gRq3st2O7iFS3G63Ya6UglJyJfUiDjkb4RCcMQnTopWSUbJZT6GUV6CNqU5ojzQH0J1alaG586gHmu2uNGh1jkm2H9oYScPa0w5oYryifZMuMJ52cOKaA57YNtmsKUfLOcS3mN0tkCBI2yraOnvPReqVbJckODS5zk4AujInQkxj2c3aBhqvL6J4Acv/gCWDt8ULkIWVm1oqsXXAxtqbyMmc7mcyEhKQSFDv8znVg4+UAAEgwJ1ESinu2RAfomWg4hCjIzwmJJkq+b0KQErQkgHX/qoztObUXtgFyqIHXsHQC1eDf4N8LuLBL/oqHtY8COiJZ189k/+yAMCf+mXyD94C39syGpKnAfEhAAAAAElFTkSuQmCC) 2 4, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 4, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 2 4, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
}
div.testarea{
animation:rwdcur171703 1.4s linear infinite forwards;
}