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0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoklEQVRYha2XXWxUVRDHf/d0ubTbusK2bGtdty21aj9sTNQE2xhsa0LjA0rwxfpAiC+CQR8IaOqL2jQxGDCmIQoRi41dFBNJNIREItAQjI0EgkjVpBVp06INlrLQj11u7/pwz9m9e/fudsFOcnJ358w5M/OfOXPmaFgkHMONTMdYEtIAEe9gISfhMPcC84CxVEZk89ipvBrIBzw5rhFS1vO/DdDCPC7lTKAoB8W6RNUL6HK46knzRgvThgVzTCo05O9ZB89VuT2c8Q5uyD1XyvVpoXOzah6YBiaBv+V3UvJmgVsZlAN4tDAPOByqx0LCNRRuzJhUEpHG3En2m6Q7ZYc/bb0bAgrieZKhyDXrVbiU58j/KnRp5IaAUna3x2xKHlefFqaCpDOueZNigMz2rBbnQAYWstMkT05WBEypvFoumCUZ+7shk9REzYqmJo3wYhUZu7XZsn3JKE9+VeJFpVGZlAsgfgf8nEmVTXtl9OBedt1OjmeR+ayKBa3mWIryp/8J0Wp8R11/OVZoBCDM44zjXr4NQJjsGM9iuCtZgpqmFBnUh30sKz5E5Ow2hl6etns4+DvNWIVFHSl7cnk0tHKsfDJswy5jNyqRnDpt8ThQQnF7GS3Rk6z57VnAHzK4ev8YW0NRfgB8C99zFfB1MtD4GbFjB1m43Evs9PsMPQOsiLMzPsBL66Nsvxhj+4Vxtr4IeFkz1EjL7aO0Llym9fZ5nhpulw57knCKAp2Gw/uYG/mcn2rPAULLo0z4aJt+jy1AvhCUAflVPNE1yUj/Gfo2XmfiaCk1B+SGPIz/+V4uvjbGza9L8fYAXrw1hzD+Pc3EgY3cPLeb/Ip9Eik9mTzNf3Wh5QU523TCDtWNbroiu4jYeGKKsWMlVG4r4J5To1wY3M+mdSpMOznV08elqRC+0Su82gXojO/fTMn6Daza8AZ5BXUIT0iFPBmT+ILJzFA/TSO70UsT7MgurjniLd7kkW//YKBbQ+i1tLy9iY+fU/J9XJoCYqNE5hP5c9/mvQg9wNzwANdP9ki+rkJg0Y9V3fz85DdEJwZoGt7LshL70VIJBcCnzHylIcTrlH9whi92+AmuI/XGS1xKlsnL6xj/pJfz7Scoemyt4gIiUYoxo1YFHHz0S5rHZmn68yPw2TdUCJjXuNJfR1vvQQzimJFfOb7FZmCqcjCYG+misvMIFZ3zzPzyIflB7Ht6aDhcCazA0lgEeKl6p5KaPQ1AQPGOvEsl4Af8yykMrOWV1UC5lAnsoeUhOe8FvEd4QckHKKgOUtgQBIJUvNUo1/g0klXQi3URKU/tjYTdIxUae0GyXzjOy8cur/4rmZhmm/Q4oHYqcJLbvMBCcdpljXB8l/R9UQQE4h3EgdVk7gGV0YlSrbkIqcls3W/axvZuWAuzisx9Rcb9dcAvvXgQUMUi10dIkVwbAsqwUBEOGV3KqGTXEwjIiRTSwhRj9QaLNaVCOqAeIuodoYpRpv1XJhJDC1PomKwl+RRbjBSc6t2gHiEJA132rwe8aVkuFePg59qSz5P03G6A23odEPYYGfIJdUsLUyU9ydhOZ6FMxqrmN+W98B/L2ZudMk0ApgAAAABJRU5ErkJggg==) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqklEQVRYha2XXWwUVRTHf3M7DNtlWaGUpWIpBaxKW6sJMcESgm1NaHxACb5YHwjxRTDoA6EafFGbJgYDxjREIUIR7KKYSGJCiBCBBjESCQSBGpPWSpuCNliXxX4t0x0f5t7du9PZuos9yc3M3HvuOef+z8c9Y+CS8Aw/SnrGtJABCKeJiZyYozwAjAH2dBkx1Ym9ypcBAcDMcY+QvOb/NsCIskLyJYFQDootiWoQsOTw1TPpNEaUBlyYE1KhLd9HPHO+ynV3Ok3ckTLnyv2TXOdn1RgQAwaBP+RzUM6NAP9kUQ5gGlEWeQ5UhYuEryv8JhNSSVwak0/0J5l8KB1+fb+JD7NisqVy5Ypco165S50c+a1cpyjkNHEPCBhAwGliVK0YUZ7AhXxICcuTLNxsCeMe0MZFVMUAThOOYvYG4IosFudDtpQbk0N3JYAwosyW+haBmzIOsBR4GFiIGzRTpacpT5otx01t+MkJAEVARDGH5UexfJ8q10PS4DKmiO7/IFMaETLIrFhJ+cyWahl5bkSZR2ag5ktCf1FwqUk/CE0grCFQgouW5Sc0dyvqkwOkfSpY/WcZ9fYJKjsUzAIQyVMMkHZXCa4fA6l1tmfKyYFcRsNYKAXZVEXDzJh3hPjFrXS9HNP4+P4aq+V3gnSKKdRMA0MFsK0NPZt0o1KFzaLBcYBi5jWWUDd+hpW/PAsUldnceqifLWXjfAeEJ05yC5jTzMmaA4x9exC79wCJc+/T9Qwwx6HZ6eSldeNsu5pg25UBtrwIBFnZVUPdvePUT/RSf+8yT3c3ygObaZ+LQovqo3sZ7fmMH5dfAoRRQIkI0xB7j81AQAhKAKuCVS2D9B4+z+ENMW4eX0DFfimQRyl6vp2rr/Vz96sFBNuAIMGKI9h/nePm/g3cvbSLwOK9EikrnUKrfm/BKCjlYu1pHao7rbTEdxLX5sQQ/SeKKd9ayOyzfVy5sI+Na5WbmjnbdojrQ2WE+27wagtgMbBvE8Xr1jN//RsUFFYizDLl8rRPnIkkw10d1PbswlqQmo7v5LbmMwDxJo998yudrQbCWk7d2xv5+DnFf4jrQ0Cij/hYKn4e3LQHYUUY7e7k7zNtct5SLnDphyWt/PTU14zf7KS2ew8zivUCowIKgE8Z/tJAiNdZ+MF5Pt9eROlaDSG9h5Amz6xk4JN2LjeeJvTkGjULCFV8IDnu1v8Lj3/Bqv4Ran/7yM24lECFQPI2NzoqaWg/iI1DMn6NU5s1AzOVg81oTwvlO46xeMcYwz9/SKAUXaZJ9dFyYA7pMhxkyTvlVOyuxs35EBA89i7luLlfNJNZkTW8shT37ogAkd3UPSLXg0DwGC8o/giFy0qZVV0KlLL4rRq5J6yX4iDulalOqjcS+omUa/SqqTcr3sZF51ffiidhaIumB2qvAi/5rQtcFGM+e4TnOa3/FyEgol3r2W7JVNVUhhg+TPdD3ltyPq479UZEkVI+VXedvwFk9gnqlhQeHtX8qGC3pg0B3KBVPyLqP0IVo4w+UJERZe50GQCZbZh+GyoDA04Tw5ryKiB2P+1UNlIKlX918ot2CxB5dy85ULbUSsLk/4V/AX+piUUVm5xRAAAAAElFTkSuQmCC) 1 1, auto;}
}
div.testarea{
animation:rwdcur27408 1.3333333333333s linear infinite forwards;
}
