@keyframes rwdcur116323 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 2 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 2 15, auto;}
}
div.testarea{
animation:rwdcur116323 0.83333333333333s linear infinite forwards;
}
