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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur186889 2.4s linear infinite forwards;
}
