@keyframes rwdcur55950 {
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28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 24, auto;}
42.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 24, auto;}
}
div.testarea{
animation:rwdcur55950 0.23333333333333s linear infinite forwards;
}
