@keyframes rwdcur137457 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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