@keyframes rwdcur168194 {
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:rwdcur168194 0.33333333333333s linear infinite forwards;
}
