@keyframes rwdcur146090 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 8 22, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 8 22, auto;}
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}
div.testarea{
animation:rwdcur146090 0.5s linear infinite forwards;
}
