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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 18 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAElEQVRYhe2VT4gTVxzHv+/NvzeTl8lkze4a9482hRWt1YMgWMrSg9qWigrSg5cKIvbQQ0/tpQVpQcRDj0JP4kXBQWQRaWsp3SqiB0EplAqr3YW6icmG7k5mksxk/r1eWigacaNZ6CGf+/d9v+/3fl8eMGDAgD4xU69zWwgKAHatxm8LwQDAFkK97vv8eTrSD3NbCCY33RMPSbOtRmE8ImfNMInildRvEs1g64lmZgn7dr+uN5/Wyv0I8CEQniWBe5kujmdbDcrDFEhTtFVaqMocR1FaUqv1sJuW9iMAISTdlOrzR+PJmIUpAl0Ji/kR7czEu18VlhwI3ws+nZpauwAAsN80b26Sc7enc+PNnZQ9siL/7p3W44tGCuQVzq+Wy8aaBgAAmiSyQiWaAEgIoVcac79SSsEkhQay3NWrLzsAAD8GwbGU4pMtbOOG1I2/CUUaa56ntlWKauC4n41OPbOAQI8TsIVg4p+q/ZdrnrfHTzoHFUne+oasr98sT/7+Jp24935he+yaJuJMRj45O9v1squu4Uy9ziOVHC8jckokM3/ANG/+a96O20d0TX+PMz4URdHpfZr2NQBcc93pBeqXRgUzVW6eO0TIM1NYdQBbCPqH9/jY9+1HG45gYzxmDN/SGftgj6J8fgOA3/HvRZ3oiwO53A9P61YqFfbx2Fj7lSYAAOcb1S/nW5WJzcR6Z3h43EzTJBxR2KSTJq7nNQ8ftKyfejkP6GEJrwthBJ3WcFGsG8pqVnj//s9nFKqy8sRrO9Yp1oVD+XzP5j0FyAJpOfAe/rI85+zixT9bntOOhAiecGludz7jvow50EML3iIkWI5bzVbaSWqk8eRBMVOIx4tbduVLH1WjxttXlpam1zSALYQq6VxdNlT8tvKX0ZKIvCD7jm4N4ZK0SBeUsGR3qeiLWPUTGI2GOipr1uHctmoieWFB4VyRJPpgefHUXu11FBPVWqlUGICu294XvnMcbguhAsDVctmwazUOACdnZ+WZev25f/6AAQMG/K/5GzcYOn0VLKXyAAAAAElFTkSuQmCC) 18 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYhe2Vy2sTURTGz70zc2cm8+i0jUnatDYG7EKqG6ugSIXqQsEn4mvVKlJx5cI/wLW4FsWFC5dRtEipCkKgSBEXKrpQ1FbETkwytmlmJpM4mbnXVTc2hUYjuMhv//F959xzzgVo06ZNi5i0LDXDGAYAyBQK6ixjEgBAhjHytFpV19KhVphnGJN41574hFyP1P0gxmu6H9aDEq26SIxICSTqGpJuHZJl93ct34oAJwH8G6hm38cLfVqljFWfAlAKHsHRPK/CGKSLJG/5jbS4FQEQQjRF5fmxYGMg+RRqsuCDrgXDuCt+uBKJs6pTuzw4+O8CAAAc0vWZFN8xO9LR527H0udRobu4pTuV/lQp/ugUVPWRaUYa6VryBCvgMOQFzOEQABb8paUp73tWAipJnIBrPGtYLNcq82nHGcWicA0jGKQ0zBNENNNdlmsEox6QixPxgZcNQzdjkmFMYmx1JVOOs98OK6cpC/siTFwY5PrfbMX9rw5GtwW2rkOgKPzVbLZht9e9hpOWpdYJumBCfTmNlPkjuj6zYp6383utijU0nN4x7LmVc0cN4xkAwJRtj3zB1XScSTpR9TvHEFq1husOkGEMzznfzj/2PveehYEgGdnwnDEmIRZeEURx5/dS4fZAbGNiH8+P/a4r5XLSxWTS+6sOAABcL3wc1wg5nnv/WvI3RF/gkOG+UDimKJ0zhpF4uFJ5M6x7CJ8yFuEY7PJoLZEL7XdKYTGHynalpMnmps7Uk+NdXU2bAzQxhBoA/RnW6ZPFD++ZTBwIKA0Yo4mOWBRR2vDItDTAboRqS0HFBaAgKSL9mjRil0bP3EwS/UC+Xt7zoFgc+ZMAzQwhMb3C+L3y24Th1gAAQ6+oyDQI8ZzCOUfEzQv9RvLuKYRoMwHWfQkj5TKJ86JxomMoH3KOHxVUVeA4bHolOy0qfE9IjFIuJwFAw2lvCdPLy2qGMQIA8Mg0I5lCQQUAuJrN8pOWteaf36ZNmzb/Nb8AY/0820fAtDkAAAAASUVORK5CYII=) 18 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYhe2VT4gTVxzHv+/l5WUymUxizDb7T1127YKgvYhQbJVU1CKKF/+AtCKI2GNPvRUWTx566qHioXjxNlZZFttqD126yiJbLR4Cgn9Wse5ukllNMjOZTGYm7/WiIG5ssxihh3zuX77f37/3gB49enSJSdPUDCkpABilkjYrpQIAhpT8eqOhvU1HumFuSKkwxzr9gDguD/zwA5bU/VYQVkTDITFV6ScxPUmU8wficedNLetGgCOA/wPxrJ/os+FkvUY1XwBCwOU0azINX2K0zIum305LuxGAECJGRHz+RLg+VHwBLx71N2QG4t+u+3ziUvKTM2rg06/Hx99fAAA4oOszIyw1uzM17GylysNM6N9ZDqzbfQBySvrDqYUFtZ2uKyN4BW21WJRGaAtAXQbinPnn5Yte8PPh7NaqYKxtsV0L8JvnnbRD97Mlb9nN8TR8KcKYbXObExS9qvVNbnzFAgKrHIEhpSJfntrrXLXtvZEoO+s0nY2f6lv6N/GR+1vour/2ZT8KLV1HmEiwienptsV23IFJ09QC6/mp7xFUpyxr/qCuz7w03120ijvGEmPZvsTaJzzCy4yxQp6Q+auWhRN0bDQnFZ3n8wqAFV3o+B0wpKSP7L9P/uo+HDyGDeGQ2ndTCMGbnn38zqO59Meb8/6a5JrthJD9eULuvq6rLC4qXw0Nue/UgaOEiO9K98O07UZTGv3CJ8EeQYTYkxvepaqJGSkjZwkhR/KErNABaGsOrGIHrkupDqoZHREWZNb2q6JRf1ZZejqnA4jFEnMHU6lrb5p3QscBkoBotgIhhMCt5cKFQmH2BgjBH6LlNBuNG6t2Xm2A7YR4L8K6Awi4Ud++N5DIlqJhhgBKuVnbdqVc3vleAxhS8khc4y9UjkLluVqPEMY0lQpI93e6RB9H/VGjzYn+Fx0voVqr8RyLpQ+lNhdbEdvPRjVN4wpMt/bjJjb4eKDF05XFRQX/snDvzC/VqmZIyQFgamFBNUolDQAmpqfZpGm+9c/v0aNHj/81/wBkZ0QWJlVkCQAAAABJRU5ErkJggg==) 18 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 18 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 18 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 18 14, auto;}
}
div.testarea{
animation:rwdcur57923 2.6666666666667s linear infinite forwards;
}
