@keyframes rwdcur110723 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur110723 0.83333333333333s linear infinite forwards;
}
