@keyframes rwdcur214729 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur214729 1s linear infinite forwards;
}
