@keyframes rwdcur164435 {
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:rwdcur164435 0.33333333333333s linear infinite forwards;
}
