@keyframes rwdcur110282 {
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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 31 0, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur110282 1.4s linear infinite forwards;
}
