@keyframes rwdcur93544 {
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50%,87.4% {cursor:url(data:image/png;base64,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) 5 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur93544 0.4s linear infinite forwards;
}
