@keyframes rwdcur228735 {
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42.857142857143%,64.185714285714% {cursor:url(data:image/png;base64,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) 25 22, auto;}
64.285714285714%,99.9% {cursor:url(data:image/png;base64,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) 25 22, auto;}
}
div.testarea{
animation:rwdcur228735 0.46666666666667s linear infinite forwards;
}
