@keyframes rwdcur143615 {
0%,8.9909090909091%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 4 6, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 4 6, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 4 6, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 4 6, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 4 6, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 4 6, auto;}
63.636363636364%,72.627272727273% {cursor:url(data:image/png;base64,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) 4 6, auto;}
72.727272727273%,81.718181818182% {cursor:url(data:image/png;base64,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) 4 6, auto;}
81.818181818182%,90.809090909091% {cursor:url(data:image/png;base64,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) 4 6, auto;}
90.909090909091%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur143615 0.36666666666667s linear infinite forwards;
}
