@keyframes rwdcur6650 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 27 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 21 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 12 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 26, auto;}
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}
div.testarea{
animation:rwdcur6650 1.6666666666667s linear infinite forwards;
}
