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23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 23 5, auto;}
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92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 23 5, auto;}
}
div.testarea{
animation:rwdcur122868 1.3s linear infinite forwards;
}
