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39.130434782609%,43.378260869565% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.478260869565%,47.726086956522% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.826086956522%,52.073913043478% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.173913043478%,56.421739130435% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.521739130435%,60.769565217391% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.869565217391%,65.117391304348% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur65088 2.6833333333333s linear infinite forwards;
}
