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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZ0lEQVRYhe1VbWhTZxg9fe9Nem9yb3K7H6OOOlZQrLCt09mCaGUiSJ2lDqFFGKh/FGfdKIhl0ypOa2sdfpQaxdYxtA4nUmiKX4sGmYjaale1i9V2tQhqa7bE9GMNTZqc/bCG2jZOxTEYHnj/PM9zn3Puc577XuA/RsLogGHwbQChQCAhMCouA3gPwEAgkPDw2VwkORx2fRON/p4DhN4CtLuyPKNGkqbvJYMpQ0M/fxuNduaQQ0ZCgtYmy5kHJOnjvYFAwlCseXn5/a9drgcPmpoecP/+c1TVqhu6fmexYVDRtF/KFWVHj8m0lGbzGqrqgVZdb8sFALv9z/cVZfsjABx5hJhMi+XHBkXZ/Hhsbiqt1hMnDYMyDIPCaj1xUojJrKysJEm6XC4CoMn0GS2W7zuBCRzdxGRaQl2/uVJVD3pG517kCDGVut5UCF2/vlqIDwmABQUFJMnLly+/UBNV3ReRpIyXJh/xvEcMDV39Ihq9CQBobW0FAGiaFndpVqxYgbNnz6KpqQnHjs0Qc+bEr/0nkD1pUNU9I8YiODg4yM7ObipK+fD5jopSzqSkCXQ6nbx9u5ttbW2MRCIkya6uLmZmZr7SBBITiwhV3RN8GlCULfT5eun1ep8plKTZvHSpnc3NHgoxhQC4bds2hsNhkmRdXd0rCVCUrREBKLcAwGRaCrIffX1+WCyWZ0ZVUrIQM2dOQmPjRUSjdwAAGzZswLlz5wAA6enpEELAZDIhPz8fVVVVcDqdOH/+PLKzs+NakJCQ/KuQpCknAECSPsDg4A709vZCVVWkpKTECmfNmgUA6O/vj8UKCgqQlJQEAJg4cSJcLhdkWYbb7UZ6ejpyc3MRCoVw5syZOPQpkOWMQ0KWs34wm78cAqIAgEAgACEEMjIyYqWSJAEAUlNTsWjRIsydOxcOhwONjY2xvNvtRjAYhM/nQ0tLCwYGBrB161YsXLgQR48exZUrV3D37l10dHRgwYIFUNW1DyUp/SAAwGqtr1GUcgKg0+kkSXq9XnZ1dbG7u5t9fX0kyUgkQrfbHfNwy5Yt9Pv9JMnm5uZY/MKFCzx16hRra2vp8/lYXFxMi8XCiooKNjQ0UJbnU9dvL4m9oWGEU6zWUz0AWFRUxLq6Oh4+fJgOh4NlZWXcuLGCfn+IJBkKhejxeNjc3Mzr168zKyuLHo+HJFlRUcFp06bR7/fT7XaTJKurq59ZvClT0mi1njw+xhG7vWe5JGXF2VgTV678ie3t7RwYGOD9+/d55MgRJicnEwDz8vIYDAbZ09PD2tpaXrt2jaHQE8H19fUsKSnh+vXrmZeXR1Wt8hgGbWMEGAaFqu7tHF8AqCi7CJjjflLHjx+P2VRVVUWSDIfD7Ojo4OnTp1lYWEhV3XnPbg++G2crAV2/sVqItHEJZHkRExM3xRWQmprK7u5utrU95LJlpSTJYDDI2bNnD7/Atkd2e++kuOTDU5BVtTruz0VVd1OIqXFFlJaW0uFwUFHK6PUOkCQ9Hg/nzdveY7P98dFTHpIirgib7dH0xMSvBscjECKNqlr53NstKSmJALhv30kOX5SMRvmYZA3JnSTnP1fAEytalppM+eMSmEyfU1FKXuCeX/vXunUPjnm9kd0kK0gWkozv/2ho2tUiWf503OZm8xoqSllccrN5VVjX23NemOw5IoplOWcMgcVy9LLd7pujKJt9Y8mXR3T91pL4XV9axKVySZo5YhGrWwyDBgDYbF2ZiYnr+hCzZzF1/caq10YOAIZBaJr7kBCTqaq77tntg++MzNtsHdlm86qwLH9CTWvY9FrJR4iQNe1Sjd0eSBsvr+u/LdW0i/v/FfI3eIM3+N/jb+UlgPaOzWl8AAAAAElFTkSuQmCC) 2 2, auto;}
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}
div.testarea{
animation:rwdcur56756 0.6s linear infinite forwards;
}
