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38.461538461538%,43.489743589744% {cursor:url(data:image/png;base64,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) 1 8, auto;}
43.589743589744%,48.617948717949% {cursor:url(data:image/png;base64,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) 1 8, auto;}
48.717948717949%,53.746153846154% {cursor:url(data:image/png;base64,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) 1 8, auto;}
53.846153846154%,58.874358974359% {cursor:url(data:image/png;base64,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) 1 8, auto;}
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}
div.testarea{
animation:rwdcur222961 3.25s linear infinite forwards;
}
