@keyframes rwdcur62846 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 15 4, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 15 4, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 15 4, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 15 4, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 15 4, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 15 4, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 15 4, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 15 4, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 15 4, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 15 4, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
}
div.testarea{
animation:rwdcur62846 0.73333333333333s linear infinite forwards;
}