@keyframes rwdcur77912 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur77912 2.6666666666667s linear infinite forwards;
}
