@keyframes rwdcur7502 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur7502 0.83333333333333s linear infinite forwards;
}
