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6.5217391304348%,12.94347826087% {cursor:url(data:image/png;base64,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) 1 12, auto;}
13.04347826087%,19.465217391304% {cursor:url(data:image/png;base64,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) 1 12, auto;}
19.565217391304%,25.986956521739% {cursor:url(data:image/png;base64,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) 1 12, auto;}
26.086956521739%,32.508695652174% {cursor:url(data:image/png;base64,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) 1 12, auto;}
32.608695652174%,39.030434782609% {cursor:url(data:image/png;base64,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) 1 12, auto;}
39.130434782609%,45.552173913043% {cursor:url(data:image/png;base64,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) 1 12, auto;}
45.652173913043%,52.073913043478% {cursor:url(data:image/png;base64,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) 1 12, auto;}
52.173913043478%,58.595652173913% {cursor:url(data:image/png;base64,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) 1 12, auto;}
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}
div.testarea{
animation:rwdcur117995 3.8333333333333s linear infinite forwards;
}
