@keyframes rwdcur241101 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur241101 1s linear infinite forwards;
}
