@keyframes rwdcur139658 {
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:rwdcur139658 0.8s linear infinite forwards;
}
