@keyframes rwdcur222485 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 6 2, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 6 2, auto;}
}
div.testarea{
animation:rwdcur222485 0.41666666666667s linear infinite forwards;
}
