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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;}
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}
div.testarea{
animation:rwdcur168564 2.6666666666667s linear infinite forwards;
}
