@keyframes rwdcur19555 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
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}
div.testarea{
animation:rwdcur19555 0.83333333333333s linear infinite forwards;
}
