@keyframes rwdcur261083 {
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30.232558139535%,65.016279069767% {cursor:url(data:image/png;base64,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) 31 0, auto;}
65.116279069767%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur261083 0.71666666666667s linear infinite forwards;
}
