@keyframes rwdcur105880 {
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33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 23 15, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 23 15, auto;}
}
div.testarea{
animation:rwdcur105880 0.25s linear infinite forwards;
}
