@keyframes rwdcur88842 {
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40%,49.9% {cursor:url(data:image/png;base64,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) 17 24, auto;}
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90%,99.9% {cursor:url(data:image/png;base64,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) 17 24, auto;}
}
div.testarea{
animation:rwdcur88842 1s linear infinite forwards;
}
