@keyframes rwdcur30970 {
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33.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 12, auto;}
66.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
}
div.testarea{
animation:rwdcur30970 0.5s linear infinite forwards;
}
