@keyframes rwdcur73226 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 16 8, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECElEQVRYhe2Uy24cRRSGv66+zs2eeBy7nRFK7NiJZHGJwAkgZFghRcmSDSsWSICEEC8QlAUKLxBFQig7VmxYIfICAeWOEEQQO7ZEjHyJ8XjaM90909XdVSxmDIk0BFhnPuksftU5VX+dOt0wZMiQpx3j3xK+rn2in7T+VuOC8V9y/mnNelLh5bPndfvaMoGSBEr2CwRziyf44/tfKIteeVuvEKqMg6/Nc//qj2QoAKrCoSocLp89r9/79tOBJgyAi1PVJ95gELVTizRuXuXjzcC4OFXV+/r/YgG0jsBW9RSrky+jOgIVCYzQoKIcytkIBeVRMA1Gbc0BfZO2/Ir1tetUjgCbvfp9XXHepmmcYi816OSajugSWi3aQqLLGlFSiILi6MMb+MHNnoF8VrNSe5FfJz9k9FUTuenQXbXo/mzRXbZQW4oSDzlUWufdl2JyR5O2bfKKhGu9+n1tyWf55s48G1GdiEmEL/COZXjPZXhHM5wpyd61HF1NOdi4gQDwF6BtB7QLCbvXJc6UxB7PEWXQ0sChRb20yfGRHbpqCX8BxucV/kKvjY/qrlri+MgO9dImDi20NBBlsMdznCnJ7nVJu5DQtgP8hf4TeNOaaHObsBDTtRzknQz/BZCrFiLTzJbvc7LWYKasiIt3GZ/W1CYVXrE3Ot4jeueHu5wce5Oas41l5CxlJ7DHFIXZhK07MWE5I7MlkbmNN617BpIJ6IwGSCtEGoLEMmktxcwtamav/MQ7R2KqxV3yZIff69skE2DQJekP0qO6XN/mmeYSMwfGWajlfPnbd2wvPs/yUoO0lJCLHExFZzQgmeh3oOtqUjtEqBagQKQYKia6fYvT9S+gKYgaBUxlU3kjIXQ1y1fGuHTugQHw/ist46PPDutjZ3ap1BqkW5foihREh9N1xee3P8DwT4IoIrBBCVI7pOv2O9AKFUql2GkTUyW4aZvRvQfMNG8R+EXMjYeUZICtbIRr0QqNvw7f59K5B8aF10t6xG0RORmpSIkcg8CfZKZ5CyUEe6OHSewKuXBRKqUVqp6BqJOjsg5eHuAmEcVwi+rGPfyChXI9glIRzBinK3GVJuqYA7/pqJOTqpzETJGeIPCKKNfDFxY7G/cAiMs+iVtCZR2iTt43EILOJYUkwAsblJrrFK0Q18zAtdCuS5xl4EmE0ETh4J9KFEIqNNITxJaDdl1wLVwzpWiFpM11AAQ1dC6Jwv4MBFHOXEWy2rxIWViMHbSZEA7KColFTGU2BW2ghMma3csfRBDlrNkG42dMUAbaSImzPZRKOZSVsdQaRp6i2xlHD2iCqN+BONKMeVuMTT2+Ybsfj6GBaHAH4kizAqy4AGk/YmAXgIl+/J0/eJ8hQ4YMebr4E58E+AFeIC9UAAAAAElFTkSuQmCC) 16 8, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
66%,66.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD40lEQVRYhe2VTW/cRBzGf/aM1/bam02zIWlaWsprVVVIRUKioogP0HLjSNUjR75Az3yBXnuFIzfElQMF0RMV6ZsobZOmaZruSzdre8f2eDwcNhsVkRQ4d3+3R/P/e5555sUwY8aMVx3n3wq+O9OxLxv//Ebf+S81B425L2u8eumCTZYtGy3DqtTcliX1ubPcliVbbUOyPJk3WbZstc3fxlelZqM1qbl66cKBBh2AKxfnX7qC/djJfNpRwVffDJ0rF+ftVP9fJMBoBdb6Z3jUP4NrJI2WxIwEcSWZq1xalctrpkVUB9THvic9fo0jr3/M1uMfmfZPdfzoE9yNz8jcnK5ISGTNSNakskLMGcqkohYVxzs3ONG5MTHwJLbc2T7Nz+sXEaVPWIZ0dER00se73+DtXJKUknblcmyu5kn8Ew8fXMNfmAT3JLZ7+uTOeR7d/JIdWdNvVNwPKvR7JdnNgr6XoRoK0yg419Y04t8mBoaHoRw6EOQYWaOATEjiZoPQOsxVLnPaIXQ1dVsxPAzWE6jOJMYXdd1WhI7Gaol2XULrUDUtWVCghMI0FciSsuMwPLy3BRa9qRGNBCs8jK0YFZZ37oXEWtApXVpeghcMKQ71GK1YnHaNbVqm/VNdHOoRRFuIfB7KmLgh4F7FPW+E8VNcf4wjNLqlGa3YiYHBEph2id/oYx2B9T1MEfLHCL6oBYudDfywjydz+subDJYA8r2D9KLOlzfpLN5EVwG+6nBKHeNbdxs7t0HgKxyhcazBtEsGS7sJJL7F+gVx2MN1K4SjCcKUtxbv8GHzFu2H7+NkZ6EKWG9uk/iW5g8LXL+87gD8cnbkfPT1G3Z8fkDa3OaDlTWQOTb6lSNvrnJ3fJoHvVPkKsZYj7qWWL8g8XcTyNMav8poxV08oQjDjE74jKPR7wwW13DjHn7/AVItoeRT8rRmdXfyKdcvrzvvfhpZJZ9iTnxPFT6j6KwzaA452quwjqWvllAqQpsQqow8rXcNKENgM6KgTxjktLwhsb+J544ZG4dxOMDpGOw4oZA5uTL73ulcGQo5QC+M0c0u43CHsRF47pjYfwxYEjmPygOszciVmRjQKTi6oNXMCEWCL3uEIqHhVhRaoJsVeZgCoGoHne7/qOgUVJ2imwl5mKKFpSgEDbciFAla9iaPj9si0QU63T0DWWboRn9SHd1h6I6RosBzc3yhaGAJHIGLxYsz1nxBlu2fQJYZbvmKDIPGUruCPLKUkaIwfXSdUZmn2LrJ86hLlk0TyCzPRZfnC939l7b3z7JABdkBCWSWu27F3fDFnprJDcn/2XDAd2bMmDHj1eIvf/AKA6uibFEAAAAASUVORK5CYII=) 16 8, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
75%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2UPWwcRRTHf7M7u3t7Z9+dzx85hzgxQZFSJOIjQhgElEgQRENDgURBQUdDhUJJlIombURBQUkBSBRIUFhAkgYFBWIj2XE+HH/Eju/2bndvb2dnhuJsiyA7QB3/uv+8N/P+82b04IADDnjcEf+W8NUno/ZR8bc/fSD+S85+MedRGy+dP2u7DctdNNfbirmuojgyw41OzqrUdBuDut2GZVVqbnRyiiMzzHUV19uKuwxyLp0/u69BAXDhYv2RN9iLtBVQHunz8YdtceFi3e7o/4sEuN6B+O5TqI2T2NzF5D7SBpTwaZR8rJFUC0mlcOCZq9wc+YWnj77Mb/d+YGf/jj7eegmuvUAiDR1ZIJyCrSwnI6cQfRw/R/gab3yeoanFgYF5bRnznuf3H5/Dyct4eZVSUWfMrdEcqdE+XGYy82kqj43hz5h/9mcWr82itp9gXttdfWJxhvGbH7HmKdZLOfWVlI1WxKaOyGQb5Xcwfsqpd4dZ1gsDA8tNGMldbBiBq1CAa3yMGSb0HbxC0lQezdxhMxQsN2HIc4lHB238uxahoJk7gEdXGqTvYIxBOSnK70AYYf0UXXNZbm4/QTbZwLQtlUMPUGlM3u6TAUlW5ciwh9cLON5zGdeCuVCQTTag5pOVQyB6SLuh4FjuUNYCCFDDfZK1HllpEz10H78eUSr3MVVLNtkYGGBiit6Kpna0he5bdH+TLFonWjJIdYpXuh6NwsG3AqciYGKKbPcbLT2knYrgaC5pCssThcNstUJUXSB88g9KtRg3ULiBoFcb1JUANqiR+jET02WEKLCiS+LewAm+ZOrKVeTie3i9aTwVoFyFDWo0vtvk9rnLAqAzMyuOnX/Rbr0xhnIVnhNjvT4yvMXU9BccfudrTP8EFd1E2BLWSu77KTaoDQyY2JIWD4j9e2ROG9dNcOUWE402nQ9+YuHzeW6tv8VEfJKeF2Fiu1t8h9vnLovKq2/anhex2LjC/aF5ikPf0Hl/k7GVVVa3erSKZbSuUDJ10qKEieXAgO5ZUtOmL9tI0UPKmHIpxg80a3qD4dePo7//lvWNiJbZQvf2Hhu6Z2mZLdZHrmLGZzGvVVnTc/iBZqgUk2YgyOk7Gampo3uj25MwtiiV4DoxUsZImeKFCs8VpCZHT65izlQx47NEogXxPnMrtkSiNSh+poqeXCU1OZ4r8EKFlClSxrhOjFIJxHa7A4lDEoT8Od5BC4kSLgaBmwqGuykj2R3qdKidrnNnFHRS2rsDicOv4ymbp1MiVmgvtGmVUrqug3bBqbt4VuJaFx2E6MTZ/oSJIWcMwrHdwwRggAiIhv5RKTF7GrCJYanms1TzgfpDMQFYIN9ZMPufc8ABBxzwePEXLlv4hJ5IagUAAAAASUVORK5CYII=) 16 8, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
81%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRYhe2Uy49URRSHv1v39n30486dnn5Mx5npadOECEYThNHEyAJZEAlulJWyNCYu/AeIK8PShSzYEFfKxsdO3ZmQKKiJgQUmhBAygprMg57p1+37rFsuuofMokFd019Si1/qnDqnTp06MGPGjKcd7d8MvvpmQT1p/+xbHe2/2Dxuz3iS46XLp9Wdwc8E/YzV+qv8fvtHAISuKM7rWEUBwJ2BIhpmDHclmRzHev651/hj8xqOK7h0+bT64L3vpiahAZy76D3xBtOQuxb6fMTnH3a1cxc9taf/LwbA7T6U8oKcneFnMUGiSFPIEp0ssFCRhR456ImFKPjocz3s0CDsjwPe7vNIy94cmV9A5iKkFaBZEcKJEDmJYYCT0ygIkyQUDEYZAuCuFCiRZ6nsUvQM0lJEzwrYUgnbGCjRxNPXqHISwWHuSsGDSHFXjp9gvxYcpspJPH0NJZpsY7ClEnpWQFqKKHoGS2UXJfITe4DFNiop0DZqtMwKDbuIY2kIXZFTNiVZww6rDNYTrMIKLLY59vIZWGyz57+nrcIKg/UEO6xSkjVyykboCsfSaNhFWmaFtlFDJQVYbI8TUI0WKnY5lK6yZrQ5arVo2h6mmeFIj7lhk87NiHjdwbSXUY0WV7MdVKPFnv+eNu1l4nWHzs2IuWETR47PadoeR60Wa0abQ+kqKnZRjdbkF9TaOHTRrveoFHUWvBWOtQ7wtfqNzTvH6f1QpBA0EDJHf2BArU2yv5P26f6vBUpdi2yQ0N8e8Ozrx6kf7PF2/ijaeoTWTVDDHk69DLX2OAFllanENfSfTJTUsNI8lbDKJ+H7fDEqc8P/m0gPSEXKZuchyipT/v4G989f0QD6r1zQmhfeUTtvHMHvaKwMGhiZgSUdjnz5DO9++yZ/2b/w0N4mNkYIXVE5E6Os8jiBbJhSCV2Wd1coRS7lcIFiWicpvMSJ+pD4nsFGMKAvRgQbf5INtUfB97h//opWOP6CCjYS5oMqbpZnMVfiRL2O2zvIi9smQ2OTHbvDwOpTCR+QDdNxAjKQmH2T5cEqhaSAkblIq0rP1Lil51gtusR9ENIg3gqRgTl9NgSSeCvGy1w83WG16HJLz9EwNcpJjVKk4cg8fuxj9jeQgZz0wDAhPyrihmWEsMlyHpkxx0hTuEpjoWTRj/MQQtKLYPiYyTpMSHoRnu6waOdZKll0lMZIU3jGHCJLyaUabmiRHxVhmEwq4CuuLcd8fPo6kcgIBKQDxWY3Y7Mn2dJTdkuS1EsxTi0h/dH0CvgK/dQ8n3Y/w5AG87pOLWdQX9GpewKjpOFkYGWCa8sx0tcnTejHXF3Subo0bZRqQG6yALrgTy+A8mN2DsTwURGAHeAeANlk7UcHP55+0IwZM2Y8VfwDDQ3DYus8o2UAAAAASUVORK5CYII=) 16 8, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
89%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2US2hcVRzGf/d9MzeTTGZIJtMmJCltR7C1iKFKqcWl2KUgbhQEdemm7rooLlyK0IUL60bcCYIbi+CiINJgKUolxaK26dA0yUyayZ37mnvm3nOPizwskta6bn677zz/5zvfObDPPvs87Wj/NeD9b2rqcf2fv76hPcmYR/WZj5t47tJZdSNcIPcLcr/YbddteHH+DL+uXAXgTqh4/sApfr7+I8XgocUrOmZF59yls+qT977bswgN4NDFymNPsBd6B4oJuPOBrx26WFE7+v9iAnSDCu+OHOPYehflGDBqE3kOd5Xilmrzh9xgQwrSQmHELkam4UmTOMgBn25Q2dXSUkgvxdU1aobDUaPGM1qdWU1jOBbQG6AJyeJ4lS+Cxa0ClDzCbCvn7a9/I3FN1urD/DVXYeb0BN74FC3Roz9I6QsbJxzFlXWUSFGuC9xFySO7emC0EXaBcgY4tskLzhTz6xH2Tx0OL/lMtiNKac5nb5xGjRzZzsDkCcK1Fio1KOkFE+sJYcliOcjojiesyIR04MDAAvsgVJ+lsDahNgb8AJMn/tHRTRjEpJrGipHQJUELMurtmIn1hNKgQKUGYVKGozPbDjSOk133keod9HCAJ75irtXj/lqN2zMxQWKiRS6mcDDGZlCN4xSjKarksjN/RxsrEdbmMnIgCJTitt1FW9OZa/XwehnF4C0K3SbLI1Tj+LYDlSZKa1GYJbay/iGljU0OL3zLtcMG9vo4Zj6EiUVxcJqi0iStPJSkh7TtL+Ou1Mj7GXnU55rs8emCpLTxNpk5Bra3VbSWQKW57YBwWO8WyKGjKM1EaRa5OYF2/xWe+/J7opd1YiMk0zJCvU4sHKpXL9O6cF4DCM68pM189LHqnnoNV69TziaxlIXXLzN8uUBbfZW4NoeZd9BUhqZy1ru/oISDDlD4EeGGJHNmEUNNEruH3+nQvlfh5FIT70rB9GqVumgw5CsKP9rdfIfWhfNa4UcM+Yq6aDC9WsW7UnByqUn7XgW/0yGxe4ihJpkzS7ghKfxoywEZ9Yl7ksxaJA88+r0RwrBESJ+aKDPVrbJ8s4vVsHCHU6TX3/NNy6iP20mx/swRqxlT3So1USYkJwhKKKUYGl3EHImJexIZ9bczEEQkUc4gLiNihzTyENJA6jlublMTZZIopbua4EwLqEV7/ypBhPNAoFYzqlGJmijj5jaSHCENrGjr/p1cJ/FyCHYc2Iy50Rjjzd+vkOo5iWeQFiapriMsA2vYwK6WsaoVUtNFbsZ7O7AZ88B0iSYPsNSVLKiETNzCMW7iFgWunlPSJW5mcqcxjtyMt0MYxrTnx2jPj+19sn8T7l2ACmPWLBOaT/gnP2KdffbZZ5+ni78BeCYHaugdyp8AAAAASUVORK5CYII=) 16 8, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
96%,96.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhe2UzW9UVRjGf+fcr7nt9IPOWFqwlEAidiVBogSjhoUx2iUrExfGBe78B1i7cMtOYWHigo1uFVdsdOMCiSCIRqS0zbSUqdO5H+fOnC8XM4MxFtQ1/SUnN0/e+9zznue+98Iee+zxtCP+7YalLxv+SfXbZ9viv9zzuJp8kvHsxWW/mcW0VmH9hmbtVp8j7hRrt/q0WrCZxcDg2mrxt/r6DU1rdVA7e3H5sQ0KgOkLJ554gt1Idgy9qZDOh9fE9IUTfqT/LwNHd4Hj9xKO308IpSOM6wRujbBukJODNfGMpVZ3XNUzfJMHnD6wxNXWbeAadBce6TfrljPRNlUuybYCXDfEdUNMHmLls5h+jnGS64d6XD/cGzTg7VGev93j3e9qJIEhTfuMz90kiT8gHvuU8GhFWPaRUwZ34DRX7HN8++M6fuYoI/9Ivx7c4tzaTdxOiGnHmN9q9Mtz9PqfUGwcQqkmPRtSvVLxw0IyTCA+Rqf/MxURzoagIOwsE+9PEalHThrEpEaPSUozBfExgskmxA1G/pEuzTp6TBB6jdQSkXq8Sul1llEqQtkafQSdvoP42DABPU+h18kCQ+Qdxsb4riBdukRQ18hGn2wiohPVaPf24fU8jim8HmPkH+m22EcrGWdaVtTpE9RjDJfo/voGuY0opUALSaEn8Hp+mEAxS26naCcPCLwk8gGpBX46Q/DeF6w2GrTjlCoKWX9QBzVLBdAfTlLxl153dW7ONqlpQyNWLCwpNj87w6qPULUALQRWWHLbgGJ2mECZoHzCw7rDSIcOPHlN8v0Rwf0XXuatqYh5oUgxbGZNfDth5uFXrFw+LwC6H58Si+985Lebb7M50+TuwXkUIS2f8vWs5tCLgpfuCuqVIbKC0IHyCb4czoArckoMWxOCPDJspAXtZsLvJ1PubU/zucxZTBxzoWBDRLgif7T5iJXL58X4+6/5DRFxxQo2jGOl5+lsT2NOpngqGg97zKlx6jqkxOCKfNCALRV+zLMiu+SpIJ9K2FlMKKVG6JDtMsEKT+Y1FSG2VLt+07ZUbBNS6ogtHbFTJgQ6pJSancMJCOjtKOrK42vz2FINZ6DMEYlmJwpQ4wHV/pBsMsDIikCD0SF5VQNAaAdlvvtfpczJtSPTEXlVw+tw4JeGbDIh2T/YzoYWITWUowSygq1oHCMP0o8lvTKg2pSosTl8DYJM4KWjCCC4n2CzYvcEsgL1S4KtXsVbCJzElx5VQbu0FMqRxJbYOf5w49isGA6hKtgiYIsZ2OVwo5ftATMY+10b8KrA3JFwJ33kcUA1XP9k9+fsscceezxd/AkdhQNPMa1xngAAAABJRU5ErkJggg==) 16 8, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
}
div.testarea{
animation:rwdcur73226 3.3333333333333s linear infinite forwards;
}
