@keyframes rwdcur124496 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
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90%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur124496 1s linear infinite forwards;
}
