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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHC0lEQVRYhbWWb0hUexrHP+fMacYcZ8Y/mbKWXXPLMo3hMi1rTAZrLb5YTKjdhfCFQbtSuHKS2pcL90XQLagTDMXCLmRepatgarYJV4pgS3I1asSI8Wqlo6MpOdZoM6NzfvuiRvw3Vkv7hQPzO8/znOczv/N7nvNIQghBDEmSJMWyfS0pAKWlpasahRDi/w2hRH+cPXt2hbG0tHQJhKZpv0tKSvq7EGLe7/dXqKra/tUAAHw+X0xHTdM2yLJ8a9u2bQghePz48R1N05JUVfWv4rsR+BZ4oqrq2FoAciyDy+Wiubl58TkoNpvNFBQUsHfvXuLi4gB+u0pyFRgH7gA+TdO++58AKisrKS0txe12C1mWQ7W1td/NzMzw6NEjOjs7CQaDAB0AWVlZU4mJif3FxcWvgEu7du3i6NGj2O12gL9pmuaMlUdZfsPlclFZWQnA27dvKS8vp6amxghs9fv9g319fd8oivI6Eon8qaSkJFBdXe07c+aMx2Kx/CoUChEIBCgsLMRoNOJ0OnG73ei6/hvg36sCSJIkCSFEtBKam5sXqqK7u5vTp09TVlYGQF9f39a8vDw2bNiwZ3Jy0ltSUrJJluX0/Pz8dKfTyejoKI2NjYyMjJCVlcXY2Bi6rgN41tyBKATA5cuXDfX19ZH4+HhkWQ4ACbGClys9PR2TycStW7dITk5mamqKuLi4l8FgsG1NgCiEpmnJiYmJkebmZmRZfgL8cnZ2lufPn5OVlRUz8djYGIODg2zduhVFUejt7X25ffv2LuA/wWDwH6qqBj4J8BHiSHZ2Nk6nk5qaGnt+fn7A7/fz448/cvLkyQW/jIwMJicnF9Zut5vXr18v+Fy/fn0sEAj8ca3dWhVACHHX4/EQDocxGo243W4KCgoAuHTpEj09PQBMTU31Wq3W8P79++X5+fnPyYOmacnAW1VVlwQsAVBV9WdN07b09vb+GmiVJGkiISGBoqIigsEgDoeDiooKgMTFcampqcTHx8dKfMBgMPwzEolkyrKMpmk/AH+JNrAVZaiq6hAwBKAoClarFaczZhmvKpvNRiAQQNO0byVJ+gkgOzub6elpJicny4B04GDMB6SkpPwiISFh+smTJ3PhcFh8iebm5sTAwEAkISFh+vz58z9pmia8Xq8QQghd10Vra6vQNE1omuaAGJ0wFArJgUDAqiiKsm7dui/694qiYDQa5UAgYDUYDN8YjUYyMjIAkCRpcTVtjwnwtRSJRF6Gw2FGRkYAEELw4sWLqNnzWQAjIyM4HI6Fh0T18OFDHA7HmrHDw8O1kiRx8+ZN2traqK+vZ3BwEKBDVdXuzwIQQtDT08PywUnXdZ4+fbpmbENDg0cIcRAYGhgY4M2bNwA/AL+P+qyogsbGxr/abLbvL1y48Cm2TyonJ0dWVbUD2KJpWrKu62v3AQCLxfJ9fn4+Bw/GrpK1NDw8TFdXF+fOnWN2dvZBZmYmN27c4MqVK5s9Hs+b5f4rXsHY2Nj+Bw8e3K2rqwM+1HRHRwc2m22JX1ZWFu3tSyey7u5umpqa8Hq9xMXFkZycjMPh4OrVq/h8vt60tLTi5flWHTh37969Sdf14fr6enJzczEYDAB4vV7u3LlDWVkZ69evXxIzMTFBfX09siyzb98+Nm/ejM/n4/79+8zPz9PZ2UlbW5vfYrGkAVgslvn+/n591UPY0tIy2tramnrs2LHWxcOqwWDAbDaz2qD86tUrAOx2O3a7nZSUFPLy8tizZw8AJ06c4Nq1a4l+vz/k9/tDAwMD47DKGfi4vTowWVlZedNkMoXb2tqORG1Wq5WOjo4VMR9POElJSUvuR9fBYBCTycTc3Bx3797F4/E8q6iomFgVICqXy3WtsLDw+e3bt48AzMzM4PV6MZlMhEKhJb7Hjx9n48aN9Pf3k5ubiyzLCCHweD4MQ6mpqYyMjCBJEoWFhUxNTRUC82sCANTW1nYBNoCioqKzFy9erMzNzcVutxMIBLDZbLS2tnLgwAFqa2sZGhqioaGBTZs24fP5GB0dxWg0kpOTg9frXXF2PgmwZcsWHXgLYDQaw1VVVbjd7iU+uq4zOzvL+/fvARgfH2d8fPxDAkXh0KFDSz7XTU1NjI6O/ksI4fgkwHJF3/W7d+/w+XwLHbK6upp79+5htVqx2+0kJiYyPT1NZmYmuq6zeHCpqqqa9Pl8DiFE2hclNxqNRwDh9XpFS0uLAAQgWlpahK7rQtd1kZaWJsxmcyfA4cOHh6M+0RiLxbKkpxu+BMBgMORGIpE/mM1murq6ePbsGTt37jxWV1dXYjAYpM7OTtrb23WDwfDncDj8844dO4azs7Pn+/v7881mMy6Xa3Z6evp4OBxe+yMSSyaTqVhRlH5JkkLRC6C8vPxydJ2UlLSk2506dap8kf/E8mf+FwjuST5zkJXxAAAAAElFTkSuQmCC) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG50lEQVRYhbWWbUyT6xnHf09bKdA3kJYaZSkcG0WNfjC4LIvBOAwcYyL1iMvINGHJyZgJcQ8k5iR+8OgH3QeX+Cw284viwKhHjWfAdJLAfIlOsFMG6BxQRDeKvJwSpC1gW3jufdA6KhTimfsnT3K/XNd9/a/7vq//c0tCCEECSJIkJZr7VNABuFyueSeFEOL/TUIXaxw7dmzOpMvliiOhKEqaVqv9UggxrapqtSzLgU9GAGBwcHBBY5vN9sJsNqcJIQgEAgeBFYlsFUXRyLKsLkZAk2jC7XZTV1fH7Oz9fn9aUVERhYWFjI6OLlcUxThP4M/OnDnzQpKkmbNnzw4rirL2exGoqKjA5XLR2dkpNBpN+MiRI39LT0+nqamJpqYmrFbrkCzLIYCcnJyxtLQ0r9Fo9Fosludmszm7qKiI9PT0zNTU1H8oipIwju7DAbfbTUVFBQCBQICysjJqamqSAGcgEGj3eDxOp9P5G+D3fX19SU6n818HDx7sMZlMP1RVlbGxMbZv347dbiczM5Pa2lqADUB7wm0QQoji4mJRXFwsZrdNJpM4evSoiOHp06cCEFarNQugr68vS6fTiXv37gkhhJiZmRGnTp0Sra2tQlVV0dbWJhRFEYqimBfcAUmSpJgezG5rNJoQMOecE0Gj0aDT6WhtbcXj8aCqKsDBharl/dlI73DlypVrV69epaamZg/A5OQkXV1dhMPhhIGHhobo6+t7m5FOR0NDQ7uqqqXAalmWf7sg6dkdRVEyk5OTv9i1axdGo/EqwOvXr7l8+TKBwH+TWLEivvo6OztpbGx83/d4PG9kWf5GluWehYLPISDL8oiqqtMNDQ1Eo9E45idPnqSqqgqAsbGxJ2azeXjLli1/n56eXizGgphTBS6Xa4miKEZZlkOSJP3KaDRSUFDAmzdvyMvLo7y8HCBtto/NZiM1NXXeAIqipAJfAduAfwM1siy/3645BABi9a3VajGbzWzevPmjsrJYLIRCIRRFSdZoNH9RVfVHJpOJqampH09PT/9MUZRSWZa/SbhARkbGcqPRON7e3h6NRCLiYxCNRsXz589njEbj+KFDh2RFUcTDhw+FEEJMTk6Kc+fOidOnTw/HYs2rUOFwWBMKhcw6nU63ZMmSj8pep9ORlJSkCYVC5tTU1PUAubm5AKSkpJCdnU04HM6MyXhCifwUCIVC/wTo6uoCYGpqipcvX6LX60dix7wogYGBAfLy8hgYGIgbf/DgAXl5eQv63r9/36PRaFpbWlqorq6murqa8fFxwuHwr2M2817C2RBC8PjxYz58OKmqSkdHx4K+Xq83oqpqAfBVMBj8CeBjsSqora39LCUl5et35fY/YfXq1RpZlieBr999czCHgNVqPZGZmfnF+vXrv1fQSCRCf38/lZWVBAKBvwaDQbq7u8nKyvpBT0+Pb1ECPT09P29ra9t29+7dP8Hbmm5ubsZiscTZ5eTkxMkvwOjoKHV1dYRCIRwOBwAbN27EYrGwf//+J3a7vXR4eDjOad4H54YNG7JUVe2/ePEia9euRavVAuDz+bh58yZ79+4lJSUlzkdVVS5duoTf72fdunVkZ2fj8/no6OjAbDbjdrvp7u5+bTKZ7AAmk2na6/Wq817C+vr6V0II2549e87u3Llz5+HDh4G3ymgwGJjvoTw6Oorf78fhcLBt2zYAnE4nk5OTeL1erl27xqNHj9L27dsXBhgZGfEDtnkJ5OTkqIC/oqLij3q9PnL9+vWS2JzZbKa5uXmOT+ynlJGRETdutVrxer1Eo1H0ej3RaJRbt27R09PzrLy8/LsFy9Dtdv8hPz+/68aNGyUAExMTtLW1YbPZ5uxCSUkJq1atore3l02bNpGcnEwkEqG7uxuApUuXAiBJEvn5+YyNjeUD04vqwPnz5z2ABaCgoOBYaWlpxfHjx3E4HIRCISwWCw0NDezYsYM7d+7Q2dlJbW0ty5YtY2RkhImJCXJzc8nIyEAIMefuLErA4XCoQAAgKSkp0tvby4kTJ+JsYo/RJ0+eAG8l98WLF8DbI9u6dWuckH377be8evXqz0KIvEUJJEIwGGRwcPD9wlVVVdy+fZtgMIjD4WD58uUMDQ1RWFjIyMgIdrv9ve+BAwf8g4ODeUIIe6L150VSUlIJIHw+n6ivrxeAAER9fb1QVVWoqirsdrswGAwtALt37+6P2cR8TCZTnKZrP4aAVqtdOzMz81ODwYDH4+HZs2esWbPmFxcuXNip1WqllpYWGhsbVa1W+8tIJNKbm5vbv3Llymmv17veYDDgdrsnx8fHv4xEIgv/RBJBr9d/rtPpvJIkhWMfQFlZ2e9i/fT09M9n+1RWVpbNsv/uwzX/A2kDV+omTGOMAAAAAElFTkSuQmCC) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur176454 1.8666666666667s linear infinite forwards;
}
