@keyframes rwdcur87982 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
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37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 0, auto;}
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}
div.testarea{
animation:rwdcur87982 0.8s linear infinite forwards;
}
