@keyframes rwdcur50498 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 14 5, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
}
div.testarea{
animation:rwdcur50498 0.5s linear infinite forwards;
}
