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12.765957446809%,16.921276595745% {cursor:url(data:image/png;base64,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) 10 0, auto;}
17.021276595745%,21.176595744681% {cursor:url(data:image/png;base64,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) 10 0, auto;}
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93.617021276596%,95.644680851064% {cursor:url(data:image/png;base64,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) 10 0, auto;}
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}
div.testarea{
animation:rwdcur69841 3.9166666666667s linear infinite forwards;
}
