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4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur257961 2.4s linear infinite forwards;
}