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23.913043478261%,24.196675191816% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOElEQVRYhe3UeUyTZxwH8G8P2tIDWipXEcNRBJGWo9YWPCZO3OZkh9GNqZmicUeybLi4ZFm2LIs7kv2zuWRuy4waJzIXgbB5wcQ5OdTNWiwtFGgLo6W0tSCt7Vt6vd1fJowphEPNkn3/e543eX6f93l+zwP8nwn5+EjDwoddkzZxkCGVnRGJs7amFUi9iYsX95t1utBDBSzMEdP61Loql8PxIkBWZRQWFiUvyfVly2Smfo2GfBAAysTBU5W746xG4/DunVUMi8WKcZ8bPf3dcAe9NgaLdYLPi/ms4duDzvkE/GMHDB1qX2pOzgq/NyS2WQwgXA4oFGtQsETK7dCoiuksps6oVt+cTwB18gSLx2v2uEbAZnNR8dJWtFy+BL8/gvE7HhAu10f5q1bXlm3bvuiBAUIRXDKYe1Dy2FrUnDqLgoIiVFcfhDAxAVQqje53BzexwyydbF3ZvrIdO+hzBdAmTyyS5tsQIV9lkOBmZopRW38c5c+V43GlEkKBIMYy6sAKRSlDmidfr7l+bUN6vkQ1qO8enjeApLiklMlgKoZvWUW9pm4kpKagVC6HoqgQ4UAAw64xsqX1AsVqsaCosFgUFaFXRsVyQktXrm43aW5G5gxIl0gVfeobb44ODYNKp5EsHs8Xx+fTwsEAxWy3o0OrpTjMFhDjXjiJEYzYrLTsjNx19AgUiTlZjQM6LTEnQFp+gQlkpDIlSczLz5NRblxvi/LR6OEhxy2NSqNJYoVpeLp8KwqkcrCiomCxm53OUTsrisbISolfuDk+K+OiSatxzBrQf7MjmL1cwe3tUJXue/dDxHDioOvVUD1jY/QBfQ/7+U3bcfqnQ+jTqZCSmg0ncdtNEsRGkkKXewhvZk5GdsXKJ59pufpbo2VWAABYLJMbSTL4SshHMmTyEjQ2/YwFyUmsIBGkJCWkIFW0AC9s2YyWtqvg8Phcu9N20W3u3ytIWRTjGvci6A08qygr71K3NZunA/zrGgLAr8eOWASJiSfqT/0Aj8cLYtQNKoNJ9YfGwYsVQKMzoq6uFkFiDEwqGzFC4VsGg2G8+VT13kgo+DVDwKv13h7d8t6BY8tmtQMAkKtQ9vr9xJ5YDp/OY3PhCRFAhLQZzQZGapqYFqHyQGHGQKlcgT5jlyiWx21wWK02o1bTnZ0n93IFwishv19SsafqTlN99diMAYYO9chSZbHoj98vydeuL4e+T4Og54511GSS3Pa5u/yRcbg9TlGvoYsZRWOCJYgJDXZ3nQOALlW7Td3WPPLn5aZO+aonWC2N9Z771ZnyJYvmcPZzE/kVoQARF3T5wE9KFof9gfWdra1HARxNT09n0FmsZcL0zHXRNK7sXmt88vbLtqlqUKb6CABl27a/5jSZvylduwFqQwfcdvuAe8gi6evrve9fzST3bMKJ4XA4h6Lj+e1+vx/UEAWcWH5aQlb2O/NRHJiiB+5Gr1KREmVJq76nc5uyaFW0zW1HvCBFzmTRz6/Z+caw9vKFOQGmPYK72VC5axObZJ6MT0qm/2UdJIXxIu31pl+Ku7XqGT29kzPtEdzN2SOH69xhz+fxcUJwuRxQ6DSUbNzyxVyKzwgAAEKh8IMbPZrDedlFVHO/npEmzlHt/6pm80MD1Bz4koyN5b2uH9CfluYV5zSc/E4S9AXq5gKYtgknp/Nqezi3RFlPRijijIzcnY3nf+y2Dw7oHhoAAHRX2kOy0jUNQmFStKRA8T7hCzQO9ffaZ4uYU74/d235gZqmM7v2fip6JAAAaDW62ceb1NJHBvhP52/xnC2L6lqE9gAAAABJRU5ErkJggg==) 2 1, auto;}
24.296675191816%,24.580306905371% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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42.071611253197%,42.355242966752% {cursor:url(data:image/png;base64,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) 2 1, auto;}
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98.721227621483%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur78818 13.033333333333s linear infinite forwards;
}
