@keyframes rwdcur139645 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 39 17, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 39 17, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 39 17, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 39 17, auto;}
}
div.testarea{
animation:rwdcur139645 0.8s linear infinite forwards;
}