@keyframes rwdcur9723 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH90lEQVRYhe1XW2wU5xX+zrKenZmdNWZZbNc3bDCXmADmYmxsIweMoS2XVIrtsrhRUNTGFgpIjZAiJVCShzxEtC9RabGVBhpU4YBb54KoQhRxaQmGpDUQoLbB2NiLYxzXLMPszOzsek4fmEXGmKTpa3OkkUbzz7n8/3fOd84PfC//70KPW2hpbgQzuwCA6P5vzGwTEZgZAFATbHhI58ihfUj8z8wgIpejl/huV2+q//YAamtqXi9aVrTMMAxb1yOWpmmmpmmmqqp6OBw2uzo7Edz09N7iokUDzGw+/8IOmYheLixcKEz1T1WSJyfLiqKIPsUnyl6vKMuycPnLSx3rflj2JoDhmmCDmfDlnmjnPf13l9XX15dEo6Zp6BHdMIwRXY+M3LunDh048Mf09NSUi/kzcrOYWSMia+6cmTCMaHtWZuaGrVvr4z5fsl+WvQFRlAKSJKckCYKy/523MwCcAtDW0twYSpzEIwEws8swDDsaNc2D776rRKOmPCt/ppAzPdv+67FjoiROulxRXhGSZSlORDYAvLxjq9nZ1X3+i39cSm9tfX9t3eagcPHihZTOrmspkijJm+s2Ixaz/ERUwMxXHWjtCQMAAF2PWIYe0aNRU/7i8zb9yuV2NWrFXWnT/NeLlixo93rl6wD6mFmtCTbYDv7DSUlJx8+2/VN45dWdlaLHPRCLjbrKVlQIEU1zWdEoACQRkSuREwDgGu+ciKBpmmkYxsis/JmqJHlGbJvtObNyO5aXLPnccX6DmYdqgg1WQq8m2GDl5WaHqlav+DAnO/1TZsDjSRqcnZ8fNg1dNQzdBBABYCeSesIAmBmappm6HhnJmZ49ELXi+oy87AtXrl5Lv3Dpih/AMIAwAGu8LgDrg48+ntHZdWNh7vSsM1Zs1MrNy+k1TH1INwyVmXVmtic8AVmW5Bl5OSIAqKqq37unDrX+pdVMm+a/9MTcWWfy86efuHy5a8nJU2dLASRPBN9vf3egXFUjzzxZMPvc0iULLk1J8Z19r/mwrmnaYCQSUYlIuzUw6N712q+VByWbUG5pbkwE5Pp906E3p0/PzpXESYNjMB8+eeps6fUbNytn5uV8svKp0qO4X1JxAKhYUVJuWfHgosKC9lUry0IA1Nu3vzZPnG4rnTzZX2UauvCTjasPAjhPRL24n4T2pEQAh1uOorZ6AzMz/nToz2syM6bdrFhR3Kko3mtE1E1Eg3m52TfvhtVJ3T19VXfvqu683OzQT2s2mIO3vy6NWfHgosJ57atWloWYOUxENxXFO5DsUwauXu1I6uvvzywvLWoH8BWAOwlSeoSIHAZMJ6Jch81CzDzkYO4GEDhx8rP13T19Vb94PrgHQO+e3zTuKiwsuLh6VfmAkx+9Tq7EAQhElMrMWQ5D9hLRYIIHJmTCluZGkZkVAHEi0qo31ccTa0cO7XMDCBBR1lt7978BwN62dctuIhIAmMwcGguNY8/t2HM79h4w4SNVAADVm+pNIhquCTaExzoHgJpgQ5yIhp1d2h4hSSGifGa2APQ6evFx9uI1wYYwEQ2PdQ48hoi+Td7a+05J1IzV7Hjphd1ElH/gYEswOzO9tXJV+Y3vamvCE/D5lNd37t6z8bVdL6W2NDc+FGTFipLymBUPFhYWXCQigZmvZ2emt17r7q385NO/bWTmgAMTACAQ8At+/5RVU6dOeYOZAy3NjeJYe5MwTlqaG9EXGlo7Z87sJf39IZ/XK/+7/ud1kdrq9aNDQ8NOqc1rr1xZdouIVCLqmZGX03knfFfovRlam6iO2ur15t/PnBfcbvfysrKyjelpab7FhQX9AMza6g3a4ZajACZuRpjqn6ps3doQb219/0dt59pFn0/58IOPPp5hxeLPJOqcmcPMHCKiMACsXlV+7MTJz1zdPX1VADCvYPZxURQLqtasWbvluWftpqamDGbOADA41t8jARARkicnyz5fsr9uc1B45dWdlRcuXoFpWgsXF847t/Kp0hAzPyi1RJIeObRv2CEndPf0VUWtmJCaljp/+7YXXaOj8XSfz5dCROJ42CfsBYqiiLLsDXT39OaIHrd4+/bwusIFBTdLihcPAVCJqA/jSs15H55XMPt4VuYPTt0aGKxUvJLS0dFRKIpilizLCjOLANxje8FEJ+DyKT5RFKXAta5r/nh81CUISYPdPf3LR+6EUbJs0dG0tGkq7pPMQ7L9l79yi6JYkJqWOl/xSjoBuZ1dXRlLlxbZXq/XBKAAcDmj2uPnAdnrFUVRShE9klJWXiHk5+eLeXk5ve81Hy46cbptpLR4cTg7O8PCmI4YCPgFcrlKqtasWbt924uuf3V0zO7q6soQPVKyKEmQJEklIuW/gkCWZSFJEJRg3Wa7trYWBU/MdQNIWbf+x5g82V918nTbeiJ6qERtm8uLi4uf3vLcs/boaDx9wfwn3XWb6+y6n9VBEDyix+MRmVliZtc3QgAAl7+81HFg/x8yYjHLb0WjMAzd1g3DHYlEUkxD1wZvD1Uw83kAGu5zP4hQGTVNsampKcPn86XIsgyv12tKkqR6PB7rq4GQmpE2N8bM9kOQj3fuNKMsACXODJdERAYzawA0IjKZ2SSiAWa+7tAymDngUHIGEYlOwilEpDCzREQxZr4KoI2IQt/YjI4c2icCCOD+4OFyhs/EE3fuByaAcILbHYZLYWbRSTK3A7FrzBCqYtxY/j9fTIgI4y8Zjs53uph8L/8Bm2XuLA+hPu8AAAAASUVORK5CYII=) 15 15, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur9723 0.23333333333333s linear infinite forwards;
}
