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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur103438 1.6s linear infinite forwards;
}
