@keyframes rwdcur66382 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur66382 0.66666666666667s linear infinite forwards;
}
