@keyframes rwdcur5693 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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60%,79.9% 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80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur5693 0.83333333333333s linear infinite forwards;
}
