@keyframes rwdcur207419 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur207419 1.6666666666667s linear infinite forwards;
}
