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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur138794 2s linear infinite forwards;
}