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18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur257173 1.6s linear infinite forwards;
}
