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0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG5UlEQVRYhcWXa4xVVxXH/3vtfc49c++dO3eYVzsz0PIsDKUZChaCIW2tVRJbWzWaJn4hbVIVm4oSlEYLjiENVtFro19qrSRGRQimFW39YMMAUlpaOgIOpQwDk6GPGeZ1Z+5j7jlnn7X8MIzFxse5Hxr/n05yTv77d9bae+21FKrRwyehmhYayTv2ljmGnrxbedoBfetFtm/kLavkNEuCLbpaYltSVQBPrwJ8w4pAkxVQbRZIp8D56YihFCMyDD+syrI6AACIACAyg5PWkAZBgy5NaoABuA6wq/1DBjCAsOabGhAgQOXN1w8mu5b8KQmAocDV2lUPwCAwmADDgBcG5bUuTS8B4AKOwS6pytNUu76wEMB8dlwHH13pBvOlePES5BweBYuEjG2JqvxiAYiIzD6rrxVTuZt++aBAN7Y+d/z39wWppUseD84OsgV8GOSEsVnFTkUsAKWUAoBc7icbcgtkN4BiOWo6uG7tml9ojc4GD38eLMBCg7EgMgAqcQFiKZfLuQDg+77kcrlWfKmE6zeXTMWXkdBKqXWLb/r6+uR7z+y/+UXx5YpE8r88q9LOfb/d/PgLf/hVpVKRazWRL57q6x8cvnLlihw9elS+vetgGqWp+1+XUK5N23+TikUgBbPp1NkDn5mOPn36lVMPbTn3xb3LzHu4t/7osVM9z3esW7dhhTLNvH3orgH5UX04m7J4ADsmgK56YMcggFoDwIOnDDAJTNYBCRASClDCsq1u4oe5Z9ZvvfTAyy0TPdkVpV+/QwDO6w03DDR+IoBbLCNbw+iuZRy+uhF3iEGXsgCA27sJh+94f4PuECi1bYQQGQIhA4NWwDGwIUwIwHEYUUgAYAEIAIj2EKrmjS2ypg3Pb4oY/GrxC48dKgYMxw5BMA6FisMmgAZglAs/sKHjBICagkEeQWBBikCKjJSSGXB0IxRuBDSgwFpcYo4Y04oBd7b6AaQAhXlP3IrFaxaPbUi569MigjvD6Yfm/7Wm+9nLSELpDKyUmaOrv0kAEkAYESABCO+CzCigy2BYszKLewrWa7wwLnZ5E4hI0DsS2fZah7IJptES2YmST+vSPQsHLl2m/ubPjq1dOtW5bH6qdU620ShFmK74neNDr6af7V/x3HWF42119fMn+1V7vt5T1FwT0WSg+e2S4aUNcDnCovPjCG6os+N1rhk0P/6Uc3dTk7PISsRnaiKvYOAmtDGLJ2k0UVJT5LAX+H62PBZ0HjrSb98482AxIY+ks5lOz3UdMDO8hHE7FmeXrsw98OWPr78tuWx5+nzr/Np8bWZOOQ/FFxulvUaBSsIsiqjicnJuwYw2Dqi/mUDUqHGwBKz5rXTU+I7DyXoA7dM0lfLhtl+vl5QLNdw73HDBRv6C4ZFhKk4VjNZ6JsA0U/o5YusYza5xaGG77dAen046FJQ5srUCTgKcCigQEsqEutJYoqmiw8Z844/885CCy29dgV3aqIyGRu8Ygv0ZNg0eiBx5abnj8WC+NnluYE1qqOPRkYvv9XxuVWH6Fs+LkhBBxCgfPpPce6LjN/2jb74w90RF2cNTbl9zJuQmT2Oswnh3SuyyRnYZQO9IxIuyxmZqZEDhqyUXFDVD6dVgQxCwhgWU/udp0RQhEBgQG5Byb00is/2u8M7ORXJPJGyO94wfeeJYy+/Oii5DqILQBjoSBpmZI8eg6P07sgIgD8I4GHmltuYJYggRknAxDxbGwLHgADDWhTVB6ALQlISOPAihRThTDz/7ERz6QUuD450tLP/pa2FL74jCaRjlKquNCcTONC8hoAFrHEA5RSAchyCAhYX5YCW8vZtwx+1Al2JAgIdPGjy92s6W1fqnym0tjKE6IZqnLmfn+if75rXXpvvKC1ccmWgvj7AdGnZ02nhkrKQsgkkguKZJqUgF9bCYUAzUEZCPW4oF7fvhJUYqmQubvGEA+M7eodR9HYWJodE894xd17T983MLN+8OaqcSNn25NpnHRhXrRozXvXx35jsd0bi6qmRmDncuX0SfXL8a8FoYAP6+xS1oZcZnoeMoZgSK7Ypxv5AYAG0AfpZ7yXv7kY+Zaa1glkWlr9977LW5bT2nDKAocDMHvvmVjd2IcSfFbcmKijEghAqAbkH60u4o1LP280rqL6NNTbe1AS8z3FaykRtn8fgSAfaJubYX2HrAp3xZRiqhDG/Z5ydnN6qICPaIiZuCKjn+1fVEn6UPvrsKQB8KQBzpnSUPe+IvXt1csLNE2FYCAKzq8vFKr5gTvZZW7/Sv/crM+P6/IvD9UhJ7xIubgvgR6P7Phgsf85MAYLaVSLlS1bAT/6zsEc/JF9M8EpW54FTkqdS/HT7Mk0XY5hRhY7zh5B/fZmV9/I/l2QAAAABJRU5ErkJggg==) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur76956 1.3333333333333s linear infinite forwards;
}
