@keyframes rwdcur187724 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 13 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 13 3, auto;}
}
div.testarea{
animation:rwdcur187724 0.25s linear infinite forwards;
}
