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38.709677419355%,40.222580645161% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40.322580645161%,41.835483870968% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.935483870968%,43.448387096774% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.548387096774%,45.061290322581% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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51.612903225806%,53.125806451613% {cursor:url(data:image/png;base64,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) 15 16, auto;}
53.225806451613%,54.738709677419% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54.838709677419%,56.351612903226% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.451612903226%,57.964516129032% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur87658 1.0333333333333s linear infinite forwards;
}
