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29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur64353 2.4s linear infinite forwards;
}
