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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 22 22, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 22 22, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 22 22, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 22 22, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 22 22, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 22 22, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 22 22, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 22 22, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 22 22, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1UlEQVRoge2av4scZRjHPzM7NzfMbY71cvlh1Es4zjNFSHFFkBRCUkRTpAiImF6wsVBMSjGKpWVqCwsJScB/QCSVgoVokSIk5MIiR25dNpu9vdnZ3Zl3LJ7d2Rs9L2b2eRUhXxh2ZmCe5/t9n2fe93mfWQc7yHacO5Z8WDOe7XLPmghX2d6E/Lk7u99XhubI5CSDSwaAOO7Bt3O2/KkazMmf/NiwuA+8CnQiaG7B/WuFQKuK0DCWkz971XDsICxUwXMhHkI3luP6R3ZETGsoJ//y+4azJ2D1RZgPwXVgkEDUl1+TwReX9EVM8xJPXsy37rHRggeb8FtLRtyrQDWAcFbOXQeu3jC7Pz8Fyo7CxPn5dRi0YHYRwlc4tQJry3DsgJDvxtDqytHelt/bn+lFokwEcvJvfGJg7qhc9BvQ/pWf7qX8sg71ppDtxkK8/js8bMh9/129SJROoc9vGk4swcmjQLgErg9ZAnGDehM2WkI86kOnJ0I6Pbk2GXBhcxreOcqEb+8Re/MuwcKrvL4Kx1+S2ejae08dp9JpVCYCeztzXAaJor2nwCv53G5OJTKOhzsaFmPgT1rUV+KyAvawWMX3IEllIfMq6h6K7rQNBtX9LFTlPElHL6xFqAs4tSK/tVENl6TaHopQF7C2LKmTpFJCxENtD0Vo7wdYOSzFnO9J/nvqHopQj8DP65NCznb6gAUBt+9IBGqh1ELVQNtDEeoCHjxKiV6oyBpgJBo2oS5g9UiFwBfy7W1t63+FuoDTr0kVuvFYCrqor+2hCPU5YvWIrAGDBNqRlM82YWWSG0+fxow6ExahLqATQTyQEiIxwLCj7aIAdQH1JjSeyOYlSVJIY20XBehPo5uS+40nwKANaaTtogB1ARuPpZkVdbdg2LYeAfUUam5B1BtC0hXy2bNtz54V6gKMQUibGDDg2K3myqbQ325TfA9iNwBvXm6YQgTUW+9lBOy5x6rNges6RP39DIYL/ySFMqYQUb6tcuZHqC4Tzh/g4PyooVuR+X9cSptMFjTfk8o0mJnskZMUvvs0T6//QADAxR5Lh2Y5XJORD33wZ6QCdR0h63tymEzqonFtdOuyTntx6t7o2hVpqS/uk650MDPZjY2FJGbSH+1EeuSnfTgXcflrQy2UKPiepNC4tW4y2Re3t+X45kPdFrva94GvvjeEPriujPSjNjQ7k9SJh3Y+cqh+obnxg8EYqYfqTRExhmba7ITGKpOTeee0S3NLCrmd7RRb5EFvJc5JfXBeRIwF2CRvA9n4ePtLk+28tuXwf/+l3pbhf+2/Es/xHFPiD5zsbhoUjrvUAAAAAElFTkSuQmCC) 22 22, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 22 22, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 22 22, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 22 22, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 22 22, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyElEQVRoge2az4scRRTHP13d0zvMTmaH2biI6BIkLh4WDwmIRpGQa67Ro3+BR8/iQbwJCuLBg6ccJP44eAo5bET8cRHxEA8irLIJG5wMwzjO9vSP6moPLzvdS8bEdFcJC/nC0DPN1nvfb9V7Xa9er4cbFJXvniMfzowXS+45E6Es21uQ/4X3lt63DZszsyBpws8BmKcRq7zuyp9VgyX57atwcgUCD6YaRglq96ILn9aMleTPX4dTqzAIRUCcw0zDTKOunLPt14qhkvwTX8GFDdg6Ab2WZFdqIMrlagrUu8/Z9A00S+IF+d/4APZj2D2AW3OZ9UBBN4COL6uhPMxbN5aOb4Kg5riF89/5kDEzbnKHp74vZLZBpqYTQGwkF8YpTFLMKzuoby5U7TRaiToCyrB5eQe+vcOYGUP+YsyM7R9zfOWJgI22CJqksBeVIoLPUPpVKyJqh5B5+wZs92B7jU1OEhKgyRkyFbL7sRCPtKzATMM0k5wwBX/ycV3XR1BH+X1j91fe55nwSXhhAM/2IPBQH511wQOotwL3dabwyjywYO9BqJvEy5wWYtAvp8UUoB84rhHqCvhXdGlDqEAXspEFtsuto7AuYD3sy04MIsI8VDg9NKwL4PmBXPstuerjJuBMXzYvbSSZY2eVNGD/PACnuxJCoZL4D5weyByswE+TspDTbmcfXAj4eigr0A+lkOvad1GFdev5H1P8aBUMoANQxyyE/NN9aCtJ4klm2/w9sL++59al6tyfS0EX5dZdVGH/KbR1QvaAahntEG72+eDuI9RIZ8Il7AuYZlIDmQK0Ycrcuosq7AvYi2CYwDQjN5oYt4lsP4l3DyT2hwkTIiIS6y6qsC9gfw6jhL/jGRMOnK+A/RAaJWRxwoyYmAzNcXuMGtDkxKQYjBwxHaJxX+gerCjaaUiPDgCaI+cB6633Rn2hpei38DxYj9YY6O5/CaFGfaHabZUfeIen2eCxzkAaWIMQfE+e/6mBrJDvgZKzQceHtl+eD3SB2jnfhEczAQBzLrOyuQaPt6V86ARC1kOqUN+T36HsykR6URupL19qyqPRwLK9eOYanOrIO4FeSyrRUIFfEaILKfDGKUwza+SbDi5FvPmzrEC/JeRTA8nd1npeyBl5ksIkQ336oi3/VgyUIj7ZlThXnsz07RhGieTBQQ5x7uQlh903NFf2hPBeJJ/b8eIvbIZNFTY2sgUZ9dqmzPphRXp43xF5sLcTlyLe2IJRKnEPqC/ckXeB4vBjLn1XVH+7cnjs39S7Mvy//a/EIzxCQ/wD1e5v8cUIBuUAAAAASUVORK5CYII=) 22 22, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 22 22, auto;}
}
div.testarea{
animation:rwdcur56679 3s linear infinite forwards;
}