@keyframes rwdcur89033 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 11 23, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 11 23, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 11 23, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 11 23, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 11 23, auto;}
}
div.testarea{
animation:rwdcur89033 0.5s linear infinite forwards;
}
