@keyframes rwdcur21411 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 11 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 11 1, auto;}
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}
div.testarea{
animation:rwdcur21411 1.6666666666667s linear infinite forwards;
}
