@keyframes rwdcur134946 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur134946 0.4s linear infinite forwards;
}
