@keyframes rwdcur137455 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABsklEQVRYhdVWy3GDMBTc50kD6YBbSkgL9OECfKAODiokd5fDxAW4hM1BCMTj6QNyMpOdYQyC513tWwkAgFgRn5fheOz5DKiOWnJieI2IY+TDhrxJhChSqSIfBRgMzlHK9QqXiFQXc7H5HIiuXH8xyR0JR+Abfqba4oHAOJeMxqQ7Eh3DOWYhJlKWcSaRguV+/EuNT+KJJxF0JCZJctkCakI1LiRYZpvDdDwfOuVx2v312mM/Hq71bwZ1qQd0wrmZtbY49PzErPfkgzkL24HovsMrNqi0hXrnNJ9pE1HuX02PiyIuuZvYZkQHDm4C3MpvuVHMQF7AdoYSiAGEtY2bH2YkJJC+IAd+R7MDuBKYOXAg7xUC8g7Yy0iwt3Y39gGgR3kZnl6nsb23CqIUkg44kOFAxVeTsjvYX9WGHDa9jnseehwfmrg9A0ZvQ9pvqns9BPfInB4iNRkoCQhkAvhgfQALUT+L6PdRanwHJBBbGttu3a9Fi9Jj35IJvJ0tVP0++zfnBQDAZ0vxjP/bgmfE//5Loc+Rb15Cz4bdrmofyAhpKW8i3jjA6+PvlTxB8vpoJv8BGco1AhP/Hl0AAAAASUVORK5CYII=) 0 0, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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77.5%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur137455 2.6666666666667s linear infinite forwards;
}
