@keyframes rwdcur158445 {
0%,9.9% {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;}
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}
div.testarea{
animation:rwdcur158445 1.1666666666667s linear infinite forwards;
}
