@keyframes rwdcur137454 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABvklEQVRYhdVWS2rDMBAdBWGdobucIctCb2TIQtBDGLIw5EYp2fUO3eUMYwTTRWJ5NJIiRe73gZGRZvTmbwPQSDCDv1dAm+4h+RRUSLy77b6oGnJ3RtDPBhxORfn7oBP5pwLadATvRMHaCBWQPui5REskNp5UktPp6lllVCKMt8iM9Li+Nh3JR57JFKRkUvp1YHmVJMGluf1R6N+JQjJnNRb7DhgQ9GtcD5F8pj42OWF3Rk8UrDgpNyDAG5Mf0BO4AUGuq9o0mcORopAXdTJIRoBfBLB4wyE9Dc76eK/JAE+wV8kQpsgBAOCglOtx3agu9nBNn9vylMwWhzYdBcXDifZK8YsdTgosOz8sEYvuqUWywGavLZH3Tr7PsPGASuGuZb4IuQeMRB9NWHDC80i3BVkPUl7X6Ak0WxfVQCOybRgMGpHbkkGwvUVnW+6CrAEOJ+V6BNcj6KMJW8rGky8gnvcvX/G3NBPwqt6S947vBeeVKE5CgDjH+nL9+rknDFaPj/TkXI3kjwnztmX0tlvKw7zC47/bhj+FZstHWFKwh3+cgiZFbTo64NJ61rQPnFU1YE35b/hbDeBRaMWv18AnjOdvwVXuYA4AAAAASUVORK5CYII=) 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,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) 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;}
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67.5%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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