@keyframes rwdcur45512 {
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12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur45512 2.6666666666667s linear infinite forwards;
}
