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37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur91737 2.4s linear infinite forwards;
}
