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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe3WTYhWVRgH8N953/eOM74aZlGGojCjZCnTIixXJkhgm0QhWpvRwojc1cKosJ3RJoqwDwpaFCGu1EX4iW0SggbMqajQiHIxGeLYvF/3aXH9GPXOO++Y7ua/uZzzPOf5/8859z73zyxmMTMswnaZfZY7b0UlLHdeZh+2X47fEQyqOygJS1LYkoUdlbAxFc8tWTGfhLqDGLyd5M9Lwmrhs1oYnR/px7vC6YHwZRZODxTj0flFfLVCCM/1UrzaNZrsknnb61WGKzxak+bWilCqSosyKVUvjxMDOfPwRIUTsUmo4Uh3im47z3zo/bnSulovm7kOcbzN9ku0bMMnMxUwKPnFm1Xp2fqMya+K+GKcNzqEIfxallMpXVn3nlWmu6DpUcMq1L07VUrZCSyS/OnTGiuq0j1zbpk/xhr81GFrm/AA/roxp+wEtliceHzgf5GjWL92gMWpqFuCmwVknvRYrXirSxCNprjQFBNNkbemF5ESa2pkNvQmYJn1lna6F9/Z4JEJHvpX7L4oLjSnTI28xbIOS63vTUCqLDAajLRLC6Y5fbycXZv4KGfHhPhtolzBSJvRoFJZ2JuAyP+xMjE89befhvrZNekT+QYbm+LYJRE3nNxwjZWJPP+7NwFnHHW2KlWykvRJeKaPA328OqnEC20+boiJa1eSKhlnqpx1tDcBLV/7ti0iuvKnlElD/dLWeZzs54MaGxK7c15riHMNKOqcbNNyqLROydwt94HIW/zc4XCb/Tk7E1Ht2gfKet1FdWv9kC83j/RwX88CUqpK99akNX08hUNtPs8Zd0DLnrI15a143ItOodMz981i7p7DgiqnMO6lqfKm6vbn8YcT8bTVVWlZuc5uiONtXmnSsQ2HZyoAvhNqDrbWWdhmtMX9cdUPlJKONTjQYKRVkLe9hXe6CZ3uf3dE7nfHYpNzwYOJJUWbjrzF903uK+4+Iorxng5fxZWddyWfCQbV7b/qCTff4Ak3X+cJ97vNnnAyrrjivYaMWVEJQ8Zk9rrDrngWs7hj+A8+PA2uKg2lpgAAAABJRU5ErkJggg==) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4klEQVRYhe3WTWhcVRQH8N+dmWeajC3SCkYqKSQNBFqyET9AqAUR3Kg0GxdutB+biCBuxIWotDuLm6ILC1J3umiLixpBJKUq+AEBA6VRaCSFYDaxbtKazJs5LiYOSTvzMpFml//mce8575z/vefce/9sYxubQz/GZS7a76bhUtjvpsxFjK/atwSDqiYk4ZEUxrLwRik8l5rfsaw5n4SqCQzey+THJeGg8FklzOyM9NuucK03fJGFa73N8czOpv2gJhGOdhO8XGhNTsqc9m6Z0RKPVqS+StOUylJ/JqXy6jjR2+B+PF3i+3hRqGCyOEXRyjNnfdwnHap0s5h1iCs547eoOYZPN0tgUHLd+2Xppeqmk7dIfL7Ee3XCEGbb+ZTa/ln1kQM2KtDGqOAAqs50cmm3A/2SP52rMFyW9vT87/yxuMzvdV7NCQ9j4U6fdjswZm/iid7C5DG/vCGBtKeHJ3vZm5px2+BuAplnPV5pdnURzqyI724JtWISKfFYhcwz3RHY57CBumgUBzYXHM+5sCKis280auyrM+BwdwRS6QEzwXReHHRqdfB2nYVGZ6LTOTNBqbS7OwLR+NtIYrTg7Ce8vKZEs/XOvqMVRhKNxl/dEZhz2Y2yVMo6508Zr6yxT3fegVTKmCtzw+XuCNR84+dcRHQMCmlgB++sXhRfNkTevg8igl9yar7tjgAXzAc/3W6e4yK8kDGCPzB/dxlicZkfbzMfzbhdEljQ52sf5Ex2bkRIu+7jzdVeud6mDJM5p3P6fKXNJdSJAEtecxUFvdXCUxnPJ6baEMhxFUte7/R7ewLMCiecrDdftQKkSsaJjLMN8c9Kaz6u5JyqE47p8BBR/NxMCRUTtUN258zUeChaemAdHgxKDXbk/JAzXeOtFXKn8GHhCrrA0ZYiOlegiH7tCZ/YtCLqFoOqLrU04ZE7NOGRdZrwknusCdfiP1V83pBFw6UwZFHmvC1WxdvYxpbhXx3nCuQBb8/iAAAAAElFTkSuQmCC) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur81713 2.4s linear infinite forwards;
}
