@keyframes rwdcur169099 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 14 5, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 14 5, auto;}
}
div.testarea{
animation:rwdcur169099 0.33333333333333s linear infinite forwards;
}
