@keyframes rwdcur151833 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 3 14, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 14, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 14, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 14, auto;}
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}
div.testarea{
animation:rwdcur151833 1.3333333333333s linear infinite forwards;
}
