@keyframes rwdcur82695 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
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}
div.testarea{
animation:rwdcur82695 1.6666666666667s linear infinite forwards;
}
