@keyframes rwdcur222494 {
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:rwdcur222494 0.25s linear infinite forwards;
}
