@keyframes rwdcur261082 {
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30.232558139535%,65.016279069767% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65.116279069767%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur261082 0.71666666666667s linear infinite forwards;
}
