@keyframes rwdcur222509 {
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:rwdcur222509 0.25s linear infinite forwards;
}
