@keyframes rwdcur36788 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 39 32, auto;}
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37.5%,49.9% {cursor:url(data:image/png;base64,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) 39 32, auto;}
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}
div.testarea{
animation:rwdcur36788 0.8s linear infinite forwards;
}
