@keyframes rwdcur204268 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur204268 0.066666666666667s linear infinite forwards;
}
