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8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur145785 2.4s linear infinite forwards;
}
