@keyframes rwdcur23001 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIQElEQVRYhc2XW2wc1RnH/+cyl51Ze3e967W9cbyJL7FxEgKGpKGhpKWFFpRCiyqktvShUl96eWzfWql57QPqQx8qFVFVpVBANBAVJQQIUBouUZTQXFzHt8SXXdvr3fHu7OzszOzMOX2IQ0F1AiVQ9Xs70tH5/77vO9/5vgP8n5ie2o329N2IPyRB/5fCBAAGfqSPCIt/wxgkXnyIjQeJ2nT2QVl8icD7zAHGngGNlswDnVHfj7duHsiWW4VqHWvnHbtxpOZa59vGouLJLyL8rADYyKPQ5Ipxaz4xuP+bn/tOz97B/SlDjfc1bHcMy0Y6mtOlcWfT3/oT0Vh6FvJTBxh+FNw/bfRvMvv37Rv6SjKfGuT51KC+ffMtbe1pc9B2arfShp6VNS2K3+v6X3tZOucOfooAo78E6ie1/oySu3P3wL5kJt7FYopJ2vUE70v36zsGbkkaHdpAtVYdI+WYtvQKd817GjXr9U8nLWzyIET2fj7Qqea+cFv/HalkLE0JIeBUQUwxSZue4PnMQGxky2gCenRTZaE+qNptMrEvtFbf9p0bBnhEAkunyEBa7d63Z/DOVMrIsCu1AVwF0blBEnqKDeVu0rcObOmquWs73AWRzY6Za3Rb3bLPy+iTAvAAQCRD0YqCUEixwRYCRhkMNU5Vrqu7+kze91C/+va2vz1w9PCxEU61F5I/Kx3P/Wpt+RjBRgdcPwIXDgKZB2Q+rXbvvb3/js6M0c0JoZBSohX5aEUtCBmBEQZGGVSmkZhqss3ZvD6yY1u62qyMOqtervmOVuv+qV3b/ScEF/+LS8oAoPPryKe17j27+vZ0ZdtyjBJKhIxQahTFqcKbkR95ghEmGOHglEvOONW5ztrNpDo6tCNuZJR8cam4QxRiweqkV735cOjMHPx4JXsF4AByHbzr9p2bb8v1tPcqjHISiRYuVyejF8efrp6YOF613VpgaCbljFOVqaCUEZVpRFdivDeT1/L5fGrJXtgZlBBz54Q1+pxnzxz86EphAJC5B+kkze4a6d2xpTe5VeVMIZEIxVJ9oXVi+tX5BWv2qcLM8tT5wplUSH2eMFNM5RpVmEo4U6BxjaaMtDLcN2rWiTVkLdV6vQm+uukXjequ38Kfuk5KGAB0fAntCZbZOdQz0t+XHohpXCeQUlpuqXV6+t25ojv3QkPW3ooQXpyrTpmXV6eSqXgHiykGVbkGRjhRuU4MxaQD3SMa1WRPYbE4JIp6uTxdr937LBr/uAbEFYAvw2xnHcP57v7R/s5hM6YYRAKy1qyKk1N/r9TTSy9t+oGYtStOOTKbRadVty9Mnu1QVEVLx7NcYxphlBOFqUTjMdab2qIkEsnkpfnZYdbU12bedWu3vCjsmQ0gGAB0PQTNkImhXEfvrUPd2+NxrY0QEFlv1uSpqRNra8ryKXN7tLBtCFWnI6zUVpwSSYblmdnptBe6bblUXjEUkzDKCKcKNKbTzngPz2V6zcmLUwPSUlZmnqwWa6f/s7tSAGgfgddSmk7VtcJWFKzX8pVHyFQSulI3DQDicQK8noGTvV9O+z3lU06u+PKZ0onFty69IvzIBwERAMCZimQszYe7b45/a/8juWZRPOiXZXajFFAA0LYjbMVcu+paYShakFKCEAKFKegwMpzOt+vAvx+ZowRebAguC1UKnxp9qQEQABJyfZiRICCghGLNLUNJEUvLkQ1nCw4AsS6IGnVdu1V1/agppBQghEJhGk3Hs1xpmpniY+DflggcQK0toDs80rnHKGe/et/eh7MD6Zu4ynUq10tfSgknsMUla8J7deKvy0p/cIS8I0vXBCCAEGorCInv1HxLhDKECgaVa+hMZ3U9oeQ9C4NTr8HCfLwv7qX3JpC574HPP9y3Z8tdRruWopxySEhAAm7giEJtznv27T+U6rz83Gpx+ezc7zeerjgARICgKtyo1bKrnhUGkQ+VaVTjGro6eoxYDx3LhJ0VYzypakF8+1B+eNs9YweSWzuH9DYtwRWu0vXIC7fVwLJd8P78xuPlQmXhUFUtH5/4eVTcSPx9ABMQzIDTqvnlilMKgtAXUEE5U7Ap1aePbNne31Pd/L18x6AYye00tnQO6m2xdq4rBmWU0fWwC9d3xHKt4D3x8mOlycsXD9mq9XzQbE5fS/xDKWBtsH3LK5TtlcAPPUgAlFDarifx3d0/jAdhYOg8BkONQ+UapYTSq21bCCEczw4XK3PuEy8+vjw9P3moWq8+f+431cvA9TskB4BDBLhrFlaw2FxcqS57fuQJSElBAENto6baBuDD47q84rYIQh/1ph1MLJx3njz0x/lSdenpNbv8yoXfVRY/Svx9AABIbYU3f9KpVr2y3WjZQkgBSigA+YG2tu6ylBBSCNd3hFWveG+eec06evTIeDNqPFUoFE7N/cXZ8MZfFyAAhIy13FbkWavuUtgfjag6Na/6CgICKSUiGQnXd0S9aQcT8xecY68dXb40fekNT7iHxw9fnmwUhftxxT8EEAGCJ+C23Ia15CwEbquhxxSTYl24GbrC8W1Rb9rBVHHcfefMW+WL5ybfa/rNl1amK6cvHbOW8TFCfk2AYwRi3yQs71Jj4fLKtFvJluJEEtGKWqj71bC4tuBNL150zl08a62WVs+7rvNmZan23uRT1iLwyX9Q/IMLcwhWfaJ5fnz2n3dsZicgmUDRWvQWV+bthuPMN9zGhaZsnC1fXpu1571S5ThueComH1wckOCzv2a9dDx9t6Zq+basUfNUp+QxZ7G66JTc+aikqLALzyC4UeENAa5a2wjiiMFQDITGILxN30fQux/hcxvuvjH7F3FQ+iC28crKAAAAAElFTkSuQmCC) 2 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur23001 0.5s linear infinite forwards;
}
