@keyframes rwdcur171736 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhd1W0Y7DIAxzTvdf26fl09Iv8z0USghQ2nHbSRcJ0Xasdhw3IPhQkCAEAAE/f32KgAfdzI57+RT+2xQgyRkwdzgAwLbZ8ZusCpDAOSJBgJmAmR3X/tkyeB6exBDYPY/K3AbXBKwAVfe5l6WfzawBv+0BkhTZS6cKwI3H84mc1LZZ4/rH43n89nL9GULTIzObKlDe8aL0PTKqxUw9k41qzlS6dQLOgFdqX/67YEJPgLkqHbCoQDThtBS5zqcK6Nz9vTmTOQWHy25IICjQZs8GdKqAbzLp7V0SlQInMpdrMipxCp4J5E9szyrEAeLvWa8NXbBnyi44XKfLn42GmW6uMndDFVTVstYRH9ZVqxKMQ8OanLlXoCLMsamb2mYCs3Vxjc/uSOgquH/5JQLob6u+3hGcvNgFi4fOCczWVODhCzndDSXFlKmLmFnzDpZTkcgbT0Q9iXtN6HuJwZAY2MtOAIk74m0JYrYigkYAEYBjiZlOyJvZXfgiu4aGlUcmONtqL5mwFyIiI9OTRDbc7MglwJoFY9u+1WRQN6tlEnfBfzX+FPxfxA9WqqcPjeknOwAAAABJRU5ErkJggg==) 16 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqUlEQVRYhe1WQXLDIAxc9WPNz6r8TH7Z9mCLCBmIg93xpZrJYBuiXS2SALjBVEECJEG5gwAJAgBuQW8ROeeEh5y45KoXgEZwXYemU9UV1MF9jPOnwVXRJJGBzax69zVfs+AiAg3fnk9BBIEAi9maaAS+H48V1r8DEJlIwy3S8tOgwio5d5L7WBGcNSYroJuZWRc0b8Fp6yVhtecDIpcQQKcKyA3sQDIeBNvX8EiBOlrWRI6q4PsaHbcUMLNdCVaRRiKFGMcEWvJm1lmBVuaPqoLo9AGv8xwV0KhdBZZlqdRZFnvNi5T6B1n6Qhl7ketW53V5raM/RwXquRh5VoBVMnbBvbmU9y2x/Cyvmk8YGdfRn3Vdr6FZ9aogk3hnWYFo5T0SDDnVNZLdQ6a1LldBNDPrgg9PQ1fiLYGwxh1GxzEXqv/O9IFWI4ok3WEu1ZZCl5wJR1QC2tH6t6n7QDR9M9+VeesFpwmMGKgqveHkBiYCkZl78agMc87EE/BjoBEBjQ1KX7cjHMiHbB9vgYjIj2Moqi0gCcmHyF+ZVwAmI7+UxC3gicS/Tdsv4WR/EE7OQJIAAAAASUVORK5CYII=) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe1WW47DIAwcr/Zeyc3q3gxONvsRDC6BhDyqfnRHlZxg/IZJgW8DCaqCn87jPpD8XDUpOD+ShAVXBXUgiVtn74PzSBJYJ/BzJriIAAAeCjw1KRR4imyfCZqPC91gBdVlKYSQ12ob6xR5cQRkaXlOBkjBF13PpqcfD+6cFLl0IITQDGJrtd7Lwwm8OEsdKNIFbwQzqapjHfEzbbWS5ObpX/ay2QV73wwO59wbWaV7CQBAseH4CCw4qvbmyt0I9hLI9g1fJPjbMrB77nsZY8TE6YVMYoyALpIkY4yYpqnoEjJXPAUPEhBBDAGTzP3KgYXdjOVqaVXVbOjfu9KNo9t+fdncR38PCjlt0PWKikVESEKrtRYAwDY2tDLPs/hRPEhkuz2MHrChPdres/s9yM3ccb5NxW0fl6k5J9C440O293yc1mQ1WpkFP/x/oIa6ZwFEBDJSlwjkVAI20xACu+tSKrwdNnd1hIWaNw6MYkXFe0g8kelatejmOSQ9CEH6vQl2ALXzoXlb4FYS+Ra8a+4DSfzjNP4AzFUULG9S83AAAAAASUVORK5CYII=) 16 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur171736 1.4s linear infinite forwards;
}