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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur254005 1s linear infinite forwards;
}
