@keyframes rwdcur184579 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur184579 0.8s linear infinite forwards;
}
