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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur162554 4s linear infinite forwards;
}
