@keyframes rwdcur115342 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
70%,99.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
}
div.testarea{
animation:rwdcur115342 0.33333333333333s linear infinite forwards;
}
