@keyframes rwdcur92000 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur92000 0.26666666666667s linear infinite forwards;
}
