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6.5217391304348%,12.94347826087% {cursor:url(data:image/png;base64,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) 2 9, auto;}
13.04347826087%,19.465217391304% {cursor:url(data:image/png;base64,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) 2 9, auto;}
19.565217391304%,25.986956521739% {cursor:url(data:image/png;base64,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) 2 9, auto;}
26.086956521739%,32.508695652174% {cursor:url(data:image/png;base64,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) 2 9, auto;}
32.608695652174%,39.030434782609% {cursor:url(data:image/png;base64,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) 2 9, auto;}
39.130434782609%,45.552173913043% {cursor:url(data:image/png;base64,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) 2 9, auto;}
45.652173913043%,52.073913043478% {cursor:url(data:image/png;base64,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) 2 9, auto;}
52.173913043478%,58.595652173913% {cursor:url(data:image/png;base64,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) 2 9, auto;}
58.695652173913%,65.117391304348% {cursor:url(data:image/png;base64,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) 2 9, auto;}
65.217391304348%,71.639130434783% {cursor:url(data:image/png;base64,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) 2 9, auto;}
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}
div.testarea{
animation:rwdcur117822 3.8333333333333s linear infinite forwards;
}
