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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiklEQVRYhb2W72tbVRjHPzf33iTNtjZLs+o2naFqZdmUVWZfBNnEvRgo6gtdmQhjeyv4whcyilRf9MVQBMV/QB0MxnRsIgwmqNuUgPFHhtQMW5V0lqVbu9ubtOnSm3vu8cW9N0vSXylke+CQk3Ofc76f8+s5j0I7rSAPA8eBK4C5iucOIAGcU9oMkAX2rKPHJa2tAPABcAqAbCawqmf/AEB+daf12lblNHASaHXc6+0FcG0EcLwZrmn3AqDkFegfyN9fgIKMA5eBKGCSzSTuH8Bd8SSQI5uJttJtXbfg9ufI5rbAhkMAOBcVug9KPPHkks79A/nlVqTlFfDFAxsONZRNr575qc5tJXETSCx3MFsKRPXi0dfOfO+3C0lw7uzgs075SwC6e35e2rl/IIe7LSbQiTtpx/v9dE2AZnHzq8Hn67+3KJ4D9nsAw8ARD+BqS2egXtwX9K37oFxp2RvFtyozwAxwjIK8iPtmnGgJwBIqxTtCM6wOLGsLu/dPjomA2jd+Jc74hc018ce7LwKg7Hp6TM6LpOqIsc5s6VDnn2WH4XwEsCZGErYXMU9DC7fAEiqLThCjKLTpaoyy/Riaafed//UAfys7CYT3UZUqVC4RKusovU/kndlqX6Dq5KMZ83jIsHuAiDd785Hh/PzESML2x18bgCAlEWa6ZEduLm6hWO3lw/Rb/CV3oYV2Mb99kPD4WbCeJBxJ3HKMakKx5dSm0bmTWsVJAAu4kVGrDQmtA+zLX+v+YttLt29e+mTP0OQbpGIqAOlZwQu7g6ijP/KN+SKp2MtEfy/1zD/aYUYmKt8GbPlezdcQAK97wiUPqjWA4lMbe+5Mb6RYyZGKqTzwcIhKVZLC4sKoBTxDKqaixXRSQPqfO1HgSCqm0vVgkLCukGKRtCE6gY3NmqsDFGR8br769Suz3/FR+k0ALFtiOxCOu4IAdGlUhUTp0mpt4biO7bj+ftNyEgEK8jAFmfXSqQZx4LJQA32KlP8Odb5N2hDMFqyaS0dcR92sYzsSpWhjOxJ1s05HXK/5zBYsfwsWgAp1++8CuPdxD3CKgvyMguxteFhUcvb1a72O5jD70BxpQ1C+ZRHSFHRVQVdBmxOkDYE2J9BV0FWFkKZQvlUTfxf3FpQ8iAaAK3X/jwLjXnGDyB+/JYUuEEGBHRKY212I4pRFWFcI67Vgeh6otRWnauLvA5PADQ/CqtNDw89e/RyufyDA3fc8iXuQEboARyGwLXHD2M62dMYkxSJQO+VG2hCkvPG9tiFP+DowBTTEAB+g0bKZpU+nCiII7Nw9Zi06fZpZnbQ3BD5OG8IGgnW93/GELdw9n/EApoCZiZHEAk22/C1YLpPZO5ATlkiiK2NdvxSPaWXHwT3ZPoDVVK/g7vmMN/Ml4isDNJv7nicJqjl12joQ+a9SqhP3x7Cb6j6E1bzs6wNwE8sE7lnZb+2NzEy4X5ad0Xpt7Yzo7nb4kayt1lpKls34vsP3AmBHi74OcJSCHGwngEJB/gA8t44+V9mq9LcLQAPOefU8bsBYyaLAPuBEu8QB/gcbc/0ZALc9lwAAAABJRU5ErkJggg==) 16 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfUlEQVRYhb2W328UVRTHP/fOdlt+lWVbGhsNbMRg2YiyoH1ojIgSawJP1iIGa/BBTXwzMTEm9qkPhIT44D8gkZAQsPCkUOSHRVy1JG4JyVqBwJYYJ1o6Xbfrtmzn3uvDzJTtdmm3ycJJTnZm9tz5fubec+49glqabfYCnwKXgOwCkeuAGHBK1BggBWxZwogfQjUFgIPAUQBSQ3LByEQ7QGbhoKVaqzgGfA1U+947tQXwrA/Q/hcuag8DIOc7JNozjxbANs3AIBABsqSGYo8O4L54HEiTGopUM2xJVTB+GFP+TK7oBkAPCJo6Db54fN7gRHum0oxUPQOBuFzRPcdXdR2/XBL2IPEsEKuUmFVtRKXikTePXwieK0N4sn/Pi/q/EwA0tfw6f3CiPY23LFmgEe+jtf/75aIA5eLZb/a8Uvp/leJpYLsP0Au86wMMV5UDpeKBYGBNneZB0z5XvFXcBe4C72GbAbwz40BVANoIZpSRRW3h6nqe2FkYMUK02ecasM/Uz4q3rv0RAPHc8yPGNXFhzEjDn9OdLafHcvRmQoAe7Ytpf8c8BlUkoTYCZSRTRSMLup68bkQWddvvA4+RU6vJ179Drr6Hf9VqLFdiPb31uiiaNmtKXY/8ku1qOT3mAiuBBiC0vnfu9r84AJIZYzFZ1OG8aiCnV/PT+WeYUM1kw29ze9shHHcljlqLtX7zLTmtN4Ym3VtNF8Y/bLw2KfE2pYgPEC7XXDQJ1/dmwhdiW+4V6t9i9x+f0RG1AEg6ikNdq1j+2xd8dPt9OqIWSUfxz+tr70SuZD8Oj8/0l8YCG/AqIT/aFysG7180B/7e3dLiXqtjunCejujnfLCriaJrYMDhk/5JwBPf++oaOD9B8szYOqC/I2qxvzNKOCTg23GSjgpXmoGFAWzTfM/V329qtvn5nJdrrjIoA/t2roFzEwB074jgKkP3jghc9BqhfTvXoIwXv5CWKGmjDvrZOSsODKJM3JpW18XVqxsfH26mI2rR81oUrQ1CwIyCGWU4OZjlje0R6ixBnQXGgJSCI2edYAk24ZVhrnQJpC++BTiKbb7CNk/OOVgEaZ1ObTTSYG8eJ+kojpx1qLMElhSEJJwczJJ0FCcHs4QkWFJQZ80R3wYUgCLeLkgpwKWS+/3ADd+9TWT4StxIg5EGbd2HODzgELaEt8aedQGEQ4KwJTg8MCv+Al5/UBEgRNC9Bj1coj0onSypoXhQJwGAaNt88682nkqesOG7cWA2y/NJR8EZp/RZAsj7XgDc0b7YPIC5lhqaf3QKMBJ4duuIUqZN3tM3C7FlPcnMVL7kHRpI+MKu74USL472xdxyucpVUKmT2dqeNtrEkYwsuzG1a3lmKuePD8pKl127eFNe9L98nviDAcrNO8/jSJEW03pH9PKE44sFXglg1sunfWkAXmMZw8uV7XpD6O5oVdTV2eId0f3laMQ7VGpq1bVkqaEgtvdhAKyrMlYD+7HNnloCCGxzEXh5CWOGaRWJWgGEgFP+dQa4s0BsBHgJOFArcYD/AVep/yY+f3mCAAAAAElFTkSuQmCC) 16 16, auto;}
}
div.testarea{
animation:rwdcur14669 2s linear infinite forwards;
}
