@keyframes rwdcur226436 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChUlEQVRYhe1UT2hScRz/PN9zOpUgYW6UzMWyOkwYO2SHmGvEGtiKKDpEgxYdgsCCPIiH6lAyyFs0Ou2w6jQoKIQiEb1lf04KkYJoCZVuJKbupfO9DjZ96vs3Z7TDPvB4v/e+n+/38/l9f3+AHfxnELY0WAAIGQFbGgh6XJhwzyNkBLHV4hGf9ySAawAGALwFcN9idya4HMXGwJbeqlyb+I1o7OvLK+5H01OX7o3effjsarFIv4/4vIdauawt3Xi6JK4PPbnzW6dRs2bTAHv2hJXV9qrY6fFRNuLzPudyKe7MBdquAMBIaLZyxkMfPvUUSjQe3L6Mvf36F3sM+lMLT1+Dvl6eakoMelwIelxiay4lzsfJXzw/g0ougf3mgwBw5Mu3FWg1KlAkWeASqQn3fG20ICogZ2m4EwgWcz/SpfyqcXDkKJj1imF5+QxuuW6CUpJLQklc6AAUZArzGon4vGOEgnyzq29Q36PWofDzO9byWT+AGYvdSYsZUAOgOxRvNaEDcA61Y/jOYncGeIk86MZpkHWPKKQp/xZ8BuqzdzgcTYFNfsvqIl+bunIZidRvwrZcgk2DJDsvI5nJZmKSRapVps7Tanq7Z0COeCuKpbXuGRAywmZivOY6Mdy2S5OBx6xpxNr40WdujLPx9goC8VQ0jKHJ2e6cAoIQryMVFwMlGPEna+/jf1u7muTnZeO1eDbOyRmSbaCtAwxYayoabmcyFQAAYThQf4SQioZRpkvDcgzw9i7uXxxTKpQfm/aCTKSiYZgmZ2UviiAvEVg6rAARBgA5Rja6Vv1F9g+fvpCRqS9+V0deLRp3KxnNOqH6LFWoUqbNlIpa2XdsLidXfAc72Bb4A+8F4ufesKvaAAAAAElFTkSuQmCC) 0 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgklEQVRYhe1US2gTURQ9k8mvSRAMNBYJTaSkiDQQujBdSFOL1EL8ga6EgoKgIEQXWYSsXGgJmK3BVRdVt5VagoohJDtjcZUgmEBJNCgmLZbafJx8xkVsvvN5TUfsIgeGeTP3vHvOu/e9Bwzwn0E5smABIGoEHFkgsujBjNeHqBHUQZPHg/4LAO4CGAHwHsBjq9O90c6R7Q0c2YPK9YjfTyS/rt3yPp2fu/HI9vDJyp1CobweD/pPdnNZR7b1SCSujz5/8FunUbMW0wh79byd1Q6p2PlpGxsP+l+2c+XtK+cpuwxAXUSzmzNtHj+l/PntE1Lrr1FjSq+OG/SXAi/eonyPmeswEFn0AACogI+v52LiXJydWpUBACjVOpSY0tSX75vQalSQ0/Ruh4EZr68xCggKkLSmfQGRwvaPbHFnyzg6cQb1asWwGnLDc/sK5Ap6mW9SO3QAdgmFOY3Eg/5JSka/OzI8qleqdVhbXcGUzRICcNHqdJeFDKgBlPsU7zahA3ANjWP4wep0hzmJHJDiNBDdIzJxyr8Fl4Hm6l0uV0dgn99EVeQqkySXkUD+DhzKFuwbNN1/GtGZbC4pmqRWqzd5Ws2QdAZIxLtRKJakM8BnhM0lOc31Y7hnl6bDz1jThL31Y9jSGudTvRl44plEDObZBWlOAUUJ5xGLC0HOGwmlG+9zf0u7lebm5VONeD7VNsdMbKCnAnWw9kwi1susVwAAlGG8+fAhk4iBKRfHSAxw1i4VWppUyBQfO/YCITKJGEyzC8RN4eVthJdPy0DFAIDEyF7Var/oY2OXr+cI9YXv6vibJeNRRV1TpVSfxRJVmLJFrpJvnjh7c5tUfIABDgX+ANms4ZJv8ttBAAAAAElFTkSuQmCC) 0 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
}
div.testarea{
animation:rwdcur226436 1.3333333333333s linear infinite forwards;
}
