@keyframes rwdcur119309 {
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42.105263157895%,43.321052631579% {cursor:url(data:image/png;base64,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) 30 2, auto;}
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98.684210526316%,99.9% {cursor:url(data:image/png;base64,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) 30 2, auto;}
}
div.testarea{
animation:rwdcur119309 5.0666666666667s linear infinite forwards;
}
