@keyframes rwdcur92243 {
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33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur92243 3s linear infinite forwards;
}