@keyframes rwdcur107671 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 6 3, auto;}
}
div.testarea{
animation:rwdcur107671 0.33333333333333s linear infinite forwards;
}
