@keyframes rwdcur12804 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 12 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFjklEQVRYhe2Xz2sTbx7HXzN5ZhKTiU1tqzQotrpe9hAlQqTogosHb948Sg/VuyD+Eyt8T15W5QvyRfAm622hsCAUFESqUrO13WqXbUybYNJ0OulkfjzfQ2amk6aJX3a/x33DQyYzz8zn9fnxPHwehX2pgAB0IA0Yi4uL/8pkMuzs7GCaJr7v4/s+AEIIFEXBMAyy2SymaXLhwoU/ASbQCn4toAO4gM8hUoJfEQwDML58+fKlUqmQTCbJZDKMjo6SzWbRdZ2FhQU6nQ5Xr17FdV12d3dpNpu0221s22Z8fJzp6enrQB34HoCYAYR7EEDEPDfev39f0zSNtbU1MpkMnucxPT2N7/tIKfE8j0ajgW3beJ4HQCaTIZvNsrS0hKqqVKtVyuXy3x3HoVAo/BmoBrbMIAr+QQABGG/fvq21Wi1s26ZQKLC7u8vKygqe5yGlBMB1XWZmZiKYuBqNBqdPn2Z8fJyVlRUA3r17949isXg9Nq0VpKQHIAXkHMfBsiwKhQLpdJpUKsXY2FjkfSjDMACiWgCQUlIqlbo5VRTOnDnD2toajuMATMXC3wkiEKVCAfKvXr3aaDablEoljhw50mPwv5GiKDiOw+fPn5FScvny5VvAKvBvunURgqDOz89vbG5ucvToURqNBp7nRdU+6Dp+LxwH79dqNTRNo9PpMD8//wtwHMgFEVdDWLVWq5HNZnEchw8fPuC6bs9HD7seZDQ+yuUy9XqdkZGRMBXHgaN0l3gEIFRV5dixY0xNTfXl9n/RlStXANje3mZzc5PAuEF3n9kH8DyPXC7XU+2/h0JHkskkyWQSuqHX2V/6XQCAVCoVhul3l5SSdDpNYDQ+ugDpdBpVVaNc/tYoKIqC7/vYto3jOLhud2WpqoqmaWiaRiqVQlVVUqnUwO8IgBcvXvD9+3du3LhBLpcbWgdnz54F4NOnT1iWRafTQUrZA55IJDBNk5cvX5LP57l27dpgAFVVabfbWJbVt7sd5nGonZ2dyNhBqaqKlJJms4mUkr29veEAN2/ejF6SUqKqat9E13WxbTv6r2nawI8CTExMcO/ePaSUQyMq2u02e3t7JJNJEokEiqJED8M933Gcvujouj4UIC7LsoYDANEyDL0PyX3fJ5FI9IU6WFo/lKIobGxsDAawLAvXdclmswBRNSuKcmgqQv0oBUIIADqdDvV6ffC8sFg+fvzI+vo6t27diuphmAYBhCl8/vw5IyMjlEqlcK5/YHQBTNOkWq1y6tQpTpw4gaZpPXUAHAoTtmTxZ/H3isUiQgi2traoVCoAexzSnqn379+fCSZQLBbRNA0hRM+I34tHIP784Hvnz5/HMAyWl5e5e/fuT+z3iZ04gAL8EfjD48eP/zYzM8PJkyeH5j58NmxpSSmp1WosLCwwOzv7M7AM/JNuT1Bhv0dEBZrAFsDy8jLVahUhBKurqzx9+hRN06JVIIRge3ubRqOBECK6r+s6z549Y2lpCSEE9Xqdcrkc8lQDo1uBrb2eFAQ09Tt37lxrNpu8efOG1dVVhBCMjY31peLhw4c8ePCgJ+SJRIKJiQl0Xefr16+8fv2aRqPB7OzsX4D1AKAe83y/CAOiJiDm5uauA1NPnjz567lz57h06RK2bZNMJlEUBUVRyOVy6LqOqqpRETqOw8WLF6lUKiwuLjI3N/dz4Pk68DUACL3vac2VIAo63WZhHMgD+UePHv2Sz+cBmJycZHJyEsMwaLVa+L7P6Ogopmny7ds3qtVqtOHcvn37J6AG/CcwHPe+pwBDgDAS4cEkF4AcZ7+N6unjBsgPPGwF+d4KDDcZcjCJL/jwgJKKgRzaRg0B6LB/NAsNh2EfejSLK4xGim4D2ddGDQEIe38rZrjP6x8BQG/r9FuMH4To23L/r0H6FRvZ+Gy4wS6fAAAAAElFTkSuQmCC) 12 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 12 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 12 13, auto;}
}
div.testarea{
animation:rwdcur12804 1.3333333333333s linear infinite forwards;
}
