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18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur43606 2.6666666666667s linear infinite forwards;
}
