@keyframes rwdcur222496 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur222496 0.25s linear infinite forwards;
}
