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12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur106676 2.6666666666667s linear infinite forwards;
}
