@keyframes rwdcur86044 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 1, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
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70%,79.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
}
div.testarea{
animation:rwdcur86044 0.5s linear infinite forwards;
}
