@keyframes rwdcur225277 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALeklEQVR4nOWbe3RUVZbGf+feqsqjiqRCJZUQICQhDCQkEEhC0miELMMohEYdFUF80AHlJTOAC2fN2N02bbvox1JaGacHu9FubRAG5aEoStuCAcQ0zfASBCGER8CACXmTVFJVe/64SRqEJoVUJYb+1qpVj7P3Xd/97q599t3nXIBBwFFAgJ1AOv9g2DV++gxZdfK8PP7zF8QcFNQCrAFeA/4VMHUtvcBCAbL2XC26yTjPr46X8Ok769BMJnasX8PRPXuKgAKgviuJBgo6cJ8lJMSZkjMSgB4RPUnJGUnyiBxuf/BRTh051K/syyNDgDe7lGmAoANb9hdtuc/ZN86WmDb0skFN01Caxo4Na88Cf+gShgGGBhwGxvzXvNn1n733zhUGW95cAUZOuCmhtb5/7vV45hdv2njZYOmBfezavKkaWNnpzDoJ2iWf3ZVnz1w2uOzfFwAsBiZg5AB7pzHrAiRpul434xcvyIbKizLtuV8KsAfItIaHy4BhwwR4qIs5BhypwNGM28eIput1rd+X3TVtmljDwwWltnGT1wUANmAZML71+7nho/MEs0UwqsXlXcasC5AKiBYSItpLq4Uwe5sIC4D7gMguZdcJeAIQEgaKKpwv2tNL2gSQ4FCrAEu6lt6NQ+tgvByzBZWeDYcPIB4PamQ+mq6Td8/dnULwu4DlpGaIKpgkavQ4we6QhJTktkgoBWK6mN8NoaMIAJjB57uLaKhDykqxet2kDB8OdgdoejzwNv8AM0MMUKpZLHJLQYEAokbmGxFhREK3vU/QfbSrB5LunDx5REuzi1NeEyrCAboJFR0LZSeGAo3AjsBRDQx8+QsAxJuDgqbHJiay7d2NqIFpEBEJHjdYe8DANND15/hb7dBt4KsAz2Tk5QWvfP55N/C67CsGjwd6xSENtcYs4XCa0PQ3MWqHmwoxQGOE0ynAU62/LSclXdTocaIemC4kp4tWuEBwOG+KmeGbeBEj0X14yW8m4JO2RKgKJglJyaIemtMmwk4guCvIXi9UB+MxGFe0HMgCKi4ZswG71Ohxg7CGQW0V0lCHcsYiu4qg8vxKYEpgaPsPHeWAx1vf7+fykwdjZhgrW98vp6kBevWF2ipoaYYBg8HueBD4T38T7mxUAlM7sMlE0+vUyHxRjy0UevVpzwtYewjQrWtmXzP6nQSHtKisXNGmLxR6hIuaPFNIzRA0vY7rX2zJAX6F0Y3qNrPKVMLsQmqGqML5gtUmasIUYfhIAU7j28xgA9aERjkl64l5kjFzrphDrS0Yt97dAj/G4RSyckXd84jQq6+o3DuEodm+zAw2YNuAgrtkbslZmX2wVOaWnJWJb78nyuhOBWRq9bUU9hWf0NgQh6tpmHLGohxOpKwUIhzQI7wPX5cnAmv/ju9rCfl3FExY/gau2ho+/uFCkv9lIuFx/ag6XmKp+OJgDVDkZ75+FwDgfRobcqgo76/SMqGqElxNKFs4KNKorRbgk2/4TA2J7fOj1GWrOHPRzc5Zj5A5Yw72fgnGqKZxZMPbzcAKf5P1tRS+HriBe6m+sFc2r0Nl3AINdUhTIyopBeyORcCkS+wjgSWuBYspqmhi238vxWQ20++2vL8ZDEoGYxXb7wiEANBaI1BdWSYbVqCNnQhfnULOnUWNuA00/bdAZqvtj9TtE+xq0BCkvg5Z/VtGPfOzy0maAtduCJQAYFSPY6itrveufgU1frIRCUcPovIn2IB3gXhgqnrgMQBk60ZSCr6PM3XI5SR1ExiLMkn+JhlIAQAO4/WMparSLR9tQN2aD7oJOX4YNXpcDLCHlPQwFRsHgPpsCznzn7riID1ie5M9b6EdQzS/ItACAGzH63mYUyXI/r8aecDjQSrOQUq6XYVFtBsOzsokIiHxqgfpO/JWdLN5EH7OBYGYBa6Gz4FGzn81RvVJgFAbnD2JioxGThyF4FBUUjIjs4cR4eh5hfOeV5exdVYhXo8Xr1FUdbvOUxt+AxgVYlau4HCKyskTrDZhaLaERPSUH2z7qzxZXtv+Sn+kUKy6Lg/PnCG/W/uWaLreiB+Los6KgDZ8CGRy5MAAlfvPqJpqo1CK/yc4dgi3PZLo+Pj2JNjcUM+2xx8hyuvluVWrcKYN4dDu3abTJSW7MaLqhtEZOeBSuIEHgP+TNa9Bxi0QGQ0nj4EzFk6VEJuR1W5ssdowRUUTnJyCS7xMmTGbo43NfiXU2QKAUSMU4PWckPdWoVKGGaVyVQXYHRxe/1a7YVNNNa6vzzN51kwaW9w01jVQsaOoCdjqLzJdIQAYNcJYaquRz7agkgZDmB1CQvjsf16m9OM/AUYEeMVLbXU1vXtGUFv0MeLxPNPq3+0xmjC7oOnCwDRRWbmC3SE4nBIS0VOm7zogT5bXSnTvPmLt6ZCYwWkCfIGfV6G6KgIAnlUPPIaa/1M4csBos0fHQrOLRs3EhmkP46qpwRtuZ/Kmjxlw971ghL67Czn7DVPp1Vf0DbtFW7VdCA4xltiycoW4/sZmDKtNNIulfVqMyx0tXH4T1W1xp9L1Ou0Xvxd94z5Rj/6bZM9bKIMnPmisOebkGa11s0XMoaES2StW5pacFd3Ywuv3DRmdtaqbBCwFbtWjY20Z/7GI3UnDkPo67AeLyXnrHTSTiZrTJykrLoL0bNhbjMfroXdePl++ux6Py7WVKzvTN4zOECAJ2KYmz4xR4+4nQheiLMZcLqtf4c5nf44p2OiU3fPHNay4YxQX9haD14MXCE8awMHVKyEAzRAIfBI0odQK9dCcGG3KLKitJvHzHcQmJWF7+xXGf/8OYocNbze2WG3c/cYa8HoACLFaiUjoT9nO7RCAq28QDCwK6Z88Qru/EGm8iPmlZ8h6532Cw+1MX7z4qg5nij8FoHdcHEOe+iEni7Zgj0+k8ULlOldtzZPAS/4kGMgICAYWaYULjB7Ayt8wfPx4gsOvvdl0/+uvYgkLI77gLvrdlseBla+7q08cL+81PNOkNO1F/LxOEEgBCknNjFFDspBzZ9A+eIuhj07r0OneN9eRmP09hj6xgL8sfQGPy/VHIO/E1j//xRodg242L8ePkRtIAWZp9xcCIBtXkTZpClZndIdOQeHhFLyxhqbaGva9/moTsAhjR3t2fflXm3tlZo8ACv1FMlACDCLMnqrSswGQog98uvqX4pOfPI3H5fo1cKL9R5E5Fyu/brZGxyzCT8vvgRIgU6VlGv/9qgqiYqKJHJTis/OX766n5MP3TgDPfWPo2IVjR38XHhcfg65/+6pQ017GbM6EwAmQiKM13MtKSRg3wWfHhvPn+OipeQCzuNpzSl7vUvG40TXtB9+S22zHgIGzaWl5FgInwCE5dtD4ZA5Ckn1bHPa63WycMZXGqgu/Bj74O2aHKw4f2h85OO1Wrr80Tg2L67fE3dh4EUPggAmwkUN7D3sXP4kcPcihqkaaPd4OnTYveIKynTuKgIXXsmtpalqvWywaup5/HZzsFluPddbIKEvNmdNzaM0tgeoJuoEVnD5ew+7t5S2b18Wd3b8vODw6hvC4flcYNzfUs2nuDL5Y+7+fAmOBpmseXYQevftMrSs7XQ5s8oGPTTebN8VmjRh6pnjnq4j89Fuc0w3BjrHD7GholFOS750ouU//RMY8v1QyZ82V0CinYDyYZfPxeMExwzJcQWFhR3ywtekWy4a43FGim807+A5s603F2Ia/BOPp1B9j7Ai5Xvwpeki6cO3KMFI3m3fE5Y4SkyV4J74L3A2g6w/FDM8UZTIVc7UTM5nyg+0Rp/t875a2K38TnXwrdHPQn+NyR0mwPaIUXZ8OpKLrk1Dqw+gh6RKVkirAy1wj7DvaJ/hdhwlNe7Fn/wEzgyMitJaGBoLCwvG4mvj6i4N73S0tC3G7P7rWAbq7AG0YpJlME7xudwKadgavdyuw3RfH/wdaQgmLdR0b5gAAAABJRU5ErkJggg==) 1 1, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur225277 0.76666666666667s linear infinite forwards;
}
