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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 13 13, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUElEQVRoge2XXWhU6RnHf+/JSTImM8kwmQmTssRYlxhGRV3jTZTqhSz2wiCDF7q4WtcLwetSdy1eVNCKba1XFl2LrLa2ULuLXghWsR+yfsCaEOzGKPEjIUyNxhDHJM6cc+b89yKTUHExSZ2YXswPzt153+f5n+fzQJEiRYoUKVKkSJEiRYr8j0gqkxScLftWAe5oAn4uqUlSIe57t0iql/StpDuS9kiqn22fpoWksKS/Ssr5vv9C0j8lfSQpImm23ZscSbakT13XzbW1tenRo0c5z/P+I+m0pLWSymbSfiFy1gO6jDFOe3s7R44csa5evRp/8eLFJt/3Pwc+zdfHjAh5awHGGIB7JSUlg4sXLyabzbJ7926OHTtmd3V1NWSz2c+A3wOfSIr/XxZ6vg5udXd368CBA2ptbdWcOXPU0tKi48ePq7+/X7lc7rmkryR9KKlitn1+hfwsOP3s2bPc0aNHtWfPHq1atUqAAoGAksmkzp8/r4GBAUnql/SFpA8oQAYUJJzGGAe4HgqFnGg0SllZGcuXL2fevHlkMhkuXLjA3r172b9/P9euXasdHR39CPiTpJ9Jev9t0souhIA8D0pKSkYjkUjAGEM4HGb16tU8efKEkZEROjo6ePjwIbdu3WLDhg32unXrGufPn/9ZWVnZj4EvJJ0HBvI1NWWm9/YbkNQInLt9+3bTuXPncF0Xz/O4fv06N27c4OXLlxPvRqNRVq5cyaZNm1izZo0fjUYHbdv+G/A50GaMSc+GgCrgL6lU6sNTp07x/PlzfN8nk8lw5coVOjs78X3/lTPxeJxkMsnGjRtpbm72QqFQCvgzcBJ4kE/NN1LIljYKdFdUVHjV1dU4joPruliWxaJFi6itrX3twOPHjzlx4gS7du3i4MGD9p07d+odx/kpcBr4iaT4OxNgjPGAr4PB4GhdXR2u6+I4DtlslnA4zJIlS6ioeL17Oo5DV1cXhw4dYuvWrZw8edLq6elp9n3/t8AvJmu5hR4qvZZlDdfU1OB53kQUHMchFovR1NREeXn59x70PI/29nb27dvHpUuXcF3XBgaBN6ZRoQX0WZaVisVilJaW4jjOhAhJJBIJtm/fzooVK743GrlcjqqqKhKJBKWlpU+Av+cj+84EDADd0WjUD4VCEwLGn0AgwLZt2zh8+DA7d+58LSKWZbF+/XoWLlzoW5b1L6BtMoOFnAMAGeBeIBDw4vF42d27d/F9H0lIIp1Ok06nWbt2LYlEgpaWFs6ePcvNmzdJpVIsW7aMLVu2UFVV9Rj4I2Mp9E4FeEBHIBAYbmhoiFy+fBnf9ydEuK5Lf38/xhgikchQMpm0m5ubgxcvXuTMmTNs3ryZBQsW+MaYL4Frxhh/MoMFFWCMQdKDkpKSoVgsFpFENpudiADA/fv3GRkZ8YPB4JeWZXU0NDR8vGPHjkWtra2BWCzm27Z9BfiVMWZoKjZnYrUdMMb01tbWEgqFJrrQeEvt7e1laGjIAn4A/AH42LbtX9fV1XXatt0L/BLom6qxmRAwCHTW1NT4dXV1E11oXMjTp08ZHBwEeA8IG2O68k5vA3YA/5hK6sykgAxwt7y83Kmvr3+lC7muy/DwMKlUCiCeF4ExZtQY8810nYfCFzHGGF9SV2lpabqxsTFQWVmJZVmEw2Hmzp1LU1MTS5cuBagA3pM0/lfHdJ2HAi5z/42kRklf9fX1JXp6eqisrKS6uppIJEIwGPRs234EfAP8hrHtc9qOjzNTAqLA74AfMdZa04zVxr+Bm8AN4N5kU3YqzJQAgB8CUcZ2mSHGttVhIPM2X7xIkSKv8h3jPaoS+s/NpgAAAABJRU5ErkJggg==) 13 13, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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}
div.testarea{
animation:rwdcur197167 0.3s linear infinite forwards;
}
