@keyframes rwdcur26172 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 20, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 20, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 20, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 20, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 20, auto;}
}
div.testarea{
animation:rwdcur26172 3.25s linear infinite forwards;
}
