@keyframes rwdcur247778 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 63 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbUlEQVR4nO1bT2hcRRz+nlapRUkvCblEms0fET1UcuhCwWqTYNbanJJDxYNhYXMTwUN7UqoejKeAIGSxxIOYQ9ZDFtOKWSkRAptDCZVI6P55WwzKZhdBaWk8LBkPYd7Oe2/e25l5s/ueWz9Ysjtv3rz5vt83v/mzWeAxxvRynjzhcY04XjKQrR8KFvYIAYATPnWMDvWl46DkAcDLATz8JyLbCpT8Vn4bgL8DWMIG7I4gTDmvvgjYNlq1p8WNbOQpZIYAQbOzRouyVuC1EaS9lmDJ0+gDckMgDLBCKIMXeQo/B8hCd44gjr9KQjjJs9EHvAXgPczgXOOViYDXRpD2uPCLPO/hXQUeeWf0gejnACWIRJ6i6xzgRZ4XfaDLHCATeYqucYAfea/oA13iAJXIU2ifbsqmaZWnLw0ZqfWyrXPpS0NaXTe9nA+0/lDuTCvVWSGcqNbqyM7FOzr8vITSsroSBRWlWqtbZZ0UgieC1MPX/2gS3/1brRNOZ6i4gReAqy8aQm04RVBOgi/3NF8yGIrFVB8JwNt9oq50ii0swMIeITTqazv2KDrFKJsmtvLbntOPUwTRRNaKpIoIQgLQhsumibUdE9VaHWs7pksI4FgEdoyrOqXdoCIIb4fLpmkR6+/rtaLozAV0jC+OHeL9O89wcwWbB/r7em2CecFvW3s+fs5WTzQfZOfihpADKPnsXNxgyXvV8+oorQNAiHQnIOQAZ6Yum6YlAm++Xxw7xGBsGLjzu608auQBQQF40xRvOqMYjA3brlEXiNpdBKztg0DqSIxd1jqJLI4dArCTp3nA654oQPpMkJKghCmcUadliyjZyj7bf95qp1qro7+vV7YLWiElQLVWx3vP/YLJ2XlkmaRMHu67G+454yor7uSs97LDYSu/rc32LKRWgtm5uEEIwcHBAVLrZRBCQAiB8eyArd6JnjNIZgtIZgtoNBpoNBo28ix0Dwu/vT8PSkvh3t5j287fPE6ETgc0Gg3rPa2jA63IyZIHQjoQYdcRohshWs+LJC2X3VhJb0U3VpfIROJNz+sVs+RKiBWzmQhXn3oNgH1xJfN8um9g84EqeUDBAZOz80bu1k3fOhWzZHvphNMJQcgDbRwC33/9bbuadokQ5FBF+UbeUPjiw4+t92+9+7brnvK9Ap789Evr88W7dwOdBk0v50nQE6VAN/NE4Fm+fK8AAJiYSeH22bNWeVABdCBwBzZWl6wVERWDikCJD70wCgDYvf8AX/3Zh/Pxc9jKb3f8YJQHrR1gxQCaxCl27z/A3shllE1T+/G4KrR0IpdJk0dP9+PyxVds5c7hcOHKDSQ+v45rA7/BLBQxMZMKXYTAs0AukyYA8MEnP7quseuBN5LfAWgufWOjI9a9YSJwBHKZNJn76GecPHXaKivcvgrg2AGUOAD88+gvAMDmStIS56cfboXqhEAOyGXSJDY64ioffX3BRT6qaNtCSJT8+FQi1KHQFd8OB4GyALlMmoxPJazPdHx7wXld9x5BFVod4CVCK3HGpxKuNUSnoCSAM/oAcPLUadtM4HfNLBQBRMMF0gJsrC65yMtiYiZlVIpu8mG4INAQqJgl8IiowO+QpZ2QFsAwDK3WDXsYKP+vsGzH/RJhmCJICzAxkzJymTQhhMAwDBhiX8RyUSmWcHR0ZH2enJ3v+JJYywMHXnqHAPCcBQC7A/Z//Sb0XSCFlnXA8vVXAYitA2jdqEDbQmhzJQnALQL7mdaJErT9YGIwNozNlSQuXLnhEiGKxCl0/mLEEgE4Xu3RrTLd+4c95fGgfTfIngINxoa5X5tHCf9vh8PuQNh47AXQlgR5CS6KSc8JbQLQPX6rsih8F8DiX1r5sjZyp8PNAAAAAElFTkSuQmCC) 63 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbUlEQVR4nO1bT2hcRRz+nlapRUkvCblEms0fET1UcuhCwWqTYNbanJJDxYNhYXMTwUN7UqoejKeAIGSxxIOYQ9ZDFtOKWSkRAptDCZVI6P55WwzKZhdBaWk8LBkPYd7Oe2/e25l5s/ueWz9Ysjtv3rz5vt83v/mzWeAxxvRynjzhcY04XjKQrR8KFvYIAYATPnWMDvWl46DkAcDLATz8JyLbCpT8Vn4bgL8DWMIG7I4gTDmvvgjYNlq1p8WNbOQpZIYAQbOzRouyVuC1EaS9lmDJ0+gDckMgDLBCKIMXeQo/B8hCd44gjr9KQjjJs9EHvAXgPczgXOOViYDXRpD2uPCLPO/hXQUeeWf0gejnACWIRJ6i6xzgRZ4XfaDLHCATeYqucYAfea/oA13iAJXIU2ifbsqmaZWnLw0ZqfWyrXPpS0NaXTe9nA+0/lDuTCvVWSGcqNbqyM7FOzr8vITSsroSBRWlWqtbZZ0UgieC1MPX/2gS3/1brRNOZ6i4gReAqy8aQm04RVBOgi/3NF8yGIrFVB8JwNt9oq50ii0swMIeITTqazv2KDrFKJsmtvLbntOPUwTRRNaKpIoIQgLQhsumibUdE9VaHWs7pksI4FgEdoyrOqXdoCIIb4fLpmkR6+/rtaLozAV0jC+OHeL9O89wcwWbB/r7em2CecFvW3s+fs5WTzQfZOfihpADKPnsXNxgyXvV8+oorQNAiHQnIOQAZ6Yum6YlAm++Xxw7xGBsGLjzu608auQBQQF40xRvOqMYjA3brlEXiNpdBKztg0DqSIxd1jqJLI4dArCTp3nA654oQPpMkJKghCmcUadliyjZyj7bf95qp1qro7+vV7YLWiElQLVWx3vP/YLJ2XlkmaRMHu67G+454yor7uSs97LDYSu/rc32LKRWgtm5uEEIwcHBAVLrZRBCQAiB8eyArd6JnjNIZgtIZgtoNBpoNBo28ix0Dwu/vT8PSkvh3t5j287fPE6ETgc0Gg3rPa2jA63IyZIHQjoQYdcRohshWs+LJC2X3VhJb0U3VpfIROJNz+sVs+RKiBWzmQhXn3oNgH1xJfN8um9g84EqeUDBAZOz80bu1k3fOhWzZHvphNMJQcgDbRwC33/9bbuadokQ5FBF+UbeUPjiw4+t92+9+7brnvK9Ap789Evr88W7dwOdBk0v50nQE6VAN/NE4Fm+fK8AAJiYSeH22bNWeVABdCBwBzZWl6wVERWDikCJD70wCgDYvf8AX/3Zh/Pxc9jKb3f8YJQHrR1gxQCaxCl27z/A3shllE1T+/G4KrR0IpdJk0dP9+PyxVds5c7hcOHKDSQ+v45rA7/BLBQxMZMKXYTAs0AukyYA8MEnP7quseuBN5LfAWgufWOjI9a9YSJwBHKZNJn76GecPHXaKivcvgrg2AGUOAD88+gvAMDmStIS56cfboXqhEAOyGXSJDY64ioffX3BRT6qaNtCSJT8+FQi1KHQFd8OB4GyALlMmoxPJazPdHx7wXld9x5BFVod4CVCK3HGpxKuNUSnoCSAM/oAcPLUadtM4HfNLBQBRMMF0gJsrC65yMtiYiZlVIpu8mG4INAQqJgl8IiowO+QpZ2QFsAwDK3WDXsYKP+vsGzH/RJhmCJICzAxkzJymTQhhMAwDBhiX8RyUSmWcHR0ZH2enJ3v+JJYywMHXnqHAPCcBQC7A/Z//Sb0XSCFlnXA8vVXAYitA2jdqEDbQmhzJQnALQL7mdaJErT9YGIwNozNlSQuXLnhEiGKxCl0/mLEEgE4Xu3RrTLd+4c95fGgfTfIngINxoa5X5tHCf9vh8PuQNh47AXQlgR5CS6KSc8JbQLQPX6rsih8F8DiX1r5sjZyp8PNAAAAAElFTkSuQmCC) 63 0, auto;}
}
div.testarea{
animation:rwdcur247778 0.66666666666667s linear infinite forwards;
}
