@keyframes rwdcur101173 {
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8.7866108786611%,16.217991631799% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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37.238493723849%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur101173 3.9833333333333s linear infinite forwards;
}
