@keyframes rwdcur252702 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 32 4, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 32 4, auto;}
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}
div.testarea{
animation:rwdcur252702 0.4s linear infinite forwards;
}
