@keyframes rwdcur19037 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 11 18, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 11 18, auto;}
}
div.testarea{
animation:rwdcur19037 0.41666666666667s linear infinite forwards;
}
