@keyframes rwdcur222512 {
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:rwdcur222512 0.25s linear infinite forwards;
}
