@keyframes rwdcur126272 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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}
div.testarea{
animation:rwdcur126272 1s linear infinite forwards;
}
