@keyframes rwdcur81402 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur81402 0.26666666666667s linear infinite forwards;
}
