@keyframes rwdcur114425 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
}
div.testarea{
animation:rwdcur114425 0.4s linear infinite forwards;
}
