@keyframes rwdcur111808 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 24 0, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 24 0, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 24 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 24 0, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 24 0, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1klEQVRYhbVXW3IjIQxsXLlRz5nEmeBM02diP3gPYG82WVXZGY9A3eiF4vBbEpgQtVEQkNxp21HxLSHSSfEO/HckMIEoHx6I/G9wnDzwWX7mnup6/but1z+DB/sx+M8IYJfx35ePzFOwBAgggDgoWGiU0iOZkz4KUUAwAgLchyrYeiAFSykwpcAMDs4H5rxeg44kjICPmXQiUwCSHSpkIdBBR0DlVwevT69ZvAHkvkSARkCCbaplIpDBH1bZn3ViQELStMcIRKn6D1aIhQeJRmAB5wAuQFKLcyPW1q/USILIoah7WY4weuKVwW09+Sf5i3U1FCpfHFizkHidrXHz7g2fxQUAMWUntAni196YMnwNBfppGrd3Hih6GnEP5UqwkaomvqbY7wzVDBqPuH8EDADLJhZNKUcAUEmhaopAmsuwKozwg2XnogNZjGOJTjAi1KPC4Jx33XVA9ChVooX0sRWHAFyFRbqZ1iBXIa5pEIlIyXovEUs57nNqmwOV5h0IDa6o3h3XVKDrEqzU/yiNnASxJ0+1+modbjyE5r9jj3km39ExKG6ftmlZP4VAyI0jPjbWg+od2p5fkztwq1xywGoC9kxdDR/uBQmLS4zEnQwSt+QeVZAz1YZsZyD4zB9D04dkuJP1PQNbBsJCfo4H7726tdG+8nVaf9vQUgEsjKQGtJIkEHv4pludxMtF75qG7E3iAdJ60XD6wdL8fHN6d/m4LcIouVfGzn26Nq+K43xPBLKEYolHl2AEw0xG/rgcQMmBK0aXgfNlIeXpKxnhrk7CikH53qQQy+9LSxOQB3zsc9yj0h0wNiJaidNQ/PVO9912vqjyGu8Bst9w1xURzJqT1j4wgwOPoTQwt9w22JQhIs7DTiMzvq+6YYY5ykhgKkMvuYnpoXS2/4N2429Fj0MvjSgCDsMkM9ymE8DbFnx+Xkb0tzO7ganeY5uBZwE4zSk74Cp/AHvnddNeECe4AAAAAElFTkSuQmCC) 24 0, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC00lEQVRYhb1X2bHkIAxsXJtROyYRE4ppFBP7wSUwzOw7alX1ngcj1I3QgQN+SxIz1DYTBMzCadlx4ktCZADADv+3MI6SmCuB9vcfZQb/lvzMPbPrv2Xr+jZ4kh+D/4zAIeK+Kh+Z5yQZMIAA1E2w0qipR7JknBrUgCQEDAhvUhA4eCAnyTkx58QB7jfMWd/cHEkIgahlXSZzArKQ20B9EOigqxiOXp9es3oDgFkhQSFgBtlky0SggC9WufzeCVnAnJ4QiPUVUcYkkRYSncADnA7c6m48CU/G7OEckiDKUZhZHRc974mrgMtz55/kH/T6UXTOgzUrieto7YtZZg8XAFyMGJ6e+rM3VlJJbOyiPZvxtwTrPEm8WM6z/Gcn1Uxc09mvdlocyALswB88hAClPuuiVjNYbQ5z+fKjZo3iNA0ItwUkt9JHfMVM0kcIIQYfpao1iOs5edKDwLKVlIBby0QWZkQdRN2uACIaBmGNyFlGLSGhZrBDDm9joBF6JcLU+qlJI8Ch04DuaBACgloAqtxaideitO736mfqPWDr0yksnnpE/zQ3JjvMoj9VQkMpHFGfC6di9EZOGq/E7eSjF4gQCkDjSJeH4UNfsM0WpYKbrVXhQABmEA5ln/8+kNRKiU0v4pXYM9WzJQmp6agH713wS6uSLBVLOu7oB1NMs3hukql2sB/f1NVJXEFj6DNk96BwLBrtFR25J8N6HCSQHDiAO+o2CdUsXMVG6VN0gS4A7n/pB85yEoJt582WnXp4kQsAbtVQ1lhPFQWQhQg1I1ohNCsBFVtQaRnf/quot3Ai1jqwyfQA+EJEqS7v1IHW060cCVFSsfV1tdHjy0YMycXUKW3N3UWnC2Mis79ctLjS+bKzfd/mNv3qLYEpDaNZ8Au335pv3uMD8Ar+IAAACgS4m4zOJXyuztwH2K6q78CBD98FAubWxzYXngeA17NZ54jzF1dbedOFzGBhAAAAAElFTkSuQmCC) 24 0, auto;}
}
div.testarea{
animation:rwdcur111808 0.81666666666667s linear infinite forwards;
}
