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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiUlEQVRYhcWXb0hVZxzHP48YNAXbuLm6GZl6pyVOd/0/xVoIa73QIXMISRJbuigNX9heLJI2cLDqhbQFOcENYy2hkGnDNhYZosvdu5v/sm1dTS+agXbnvYxB2O7Zi+s5nnOP596rL7YvXO5znuc5z+/zfH+/8w8AaVn8D4qUJEnKzMxGBgEQQoj/DEBu1FQeYT0gVmuWzrl7934NewORQgghu1BTeQRAA2IEIQc2m7asMpglSZLE0JAjJEhkYEf3zW4NyGoQVmuW9I/nLwBmlv/V2p6YBICwZkmh3IgEv9VqF7pvdgMraZEhShMz/HZ7ngMbDRedmpxYAQkBoXNAraudHRRlFyoQ13PLg01X1P7UqQEJJg2Z2oWrnR1Kf0ZqOn32fhwOO+FCqEG6JocNHdANyBBF2YUMj4/wbOkZALkZOeuCkEGMICJ0REIIh8NOn72fjNT0NQUyUpXJglI/AVq1Bt5Oeg3HxBCyE0DI3Tu98wBYYmINIQAp0AmdLaWJGdLyZN755ZpyT5CDx8dtB2B6dsYQxAgC9OnQpUCt67nlOBx2HA479rJ63bgMo5YlJlZxw0jqdAS9DAE+27WX4t1WpmdnmF58AsD04hPiX9yquCAfr0dBHehxjWGJiVWCq4P0uMaU9rh3gR7XmAJoiYnVjMtteTxsALXGvQuadkVTnSZIRVOdZk6g1Bso2LBJSUNYAD2uMSWgOmigAqHUMkpRyBrocY1xfuAbAHIG8jVjOQP5NBRU+tv78nV9gXJ69MWpuQwvHq1SqtPROQigBF+rZIgDO9IA/0bmo/0PsIINmxhY8tA1OSyUFFw8WiUdPHmCgydP8L1zgejy/bTOPcA++ee6ACqa6nR9+9/MAGBgyaPcHcOqgbS8PaTl7eGhrXfV8Ye2XmWO/DOS+iYkSdJKDRy/1C6AoC+mZbWNdH7xCa/kvKEJXlbbGM4+dBJCaIvwhx+HqTJZeI8XaPvdSX1dPc2fN/P1t98hfppipzcKU06KZpGkhFLuvGtmKuZvdnqjeOlwDhGbvdhu39UFXN6kIo0DoRRj9eDGgwktQMRmL6aGFNy2Xtx4cD/qwvbVCO64BM08uQADpQFYzo9UZbJgHp3ACYoLt27551w5d4HkXfGaRf74bVpz7I5L4PTpj8X7W1Ik0D6A5Idd+1Mn3Y9GRFAHCqNM9KtSIcuavpuq6lrOf3qGl2M3c/fLVq0rtslgywLg8/n8c40mzEdv5FTXZVEYZcK5DFFfV09xcTF9/T8D0PDRGcbuPwDgg62ZRNgmyc6ycqztLE2lhyQj2wEiIvyhdQ7IaVB/qclOgD8ljY0fUlT4ujLe39wOJZmadY61nWUw9y3D1zHZgbC/YJpKD0nVJeUc7mjh/pQLgDjzNmbnHlOTaqW6pJzW7mu68051XVZiqPMvQ4V9Ffjyk2mZH6EwysSi+TkAs3OPiTNvA6BlfgTyk6mtOKCcc+XchZDrrukjVL5dy4sfv9QuAvvUCrzuSxLTJYHA5/NxY2pUrBkgb+8+acer/h26RnsYvHNbrNa3ljX/BQtELyU1pypAAAAAAElFTkSuQmCC) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur236484 1s linear infinite forwards;
}
