@keyframes rwdcur41008 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAUlEQVRYhbVXTUgbaRh+E4MWN/QQFrzIVgrFBeml0EvBi4cSQk9KD4EKSy72JGmLeNhKD0vBXgoFqaylkm3FdOkiSMHdImksgwtZSvxhMunkZzImbWaSmRh1dpqfyZd3D26smYmatPWB7/LO937P8/3M9z2vCZoEIcSRzWbv7+3t/aCq6plyuWxBRLPJZKqeO3fOoijKjtVqTXZ1df3c1ta21Oy4JyKXyz2JxWJKLBZDu92OAFDXnE4n+nw+AgBot9txfn6esCyryLL85KuIVVV1cBy3Ozk5iQCAkUjEQA4AOD09jbOzs4b45OQk8jy/WywWXS2TZzKZ536/X+vt7T0YcGVlBe/du2cgWl5exrt37zYUx7IsCQQCJJPJ/NY0uSAIyx6Ph+gHu3LlCgaDQQPJ5uYmGRwcNMRfvHiBCwsLCADo8XiIIAjLJ5JLkvQ7z/Oku7u74Yzi8ThSFKUxDJPneT714cOHhCiK+XA4nKcoSnO73QgAODQ0hO/fv6/L9Xg8RBTFo1dCVVWH3+/XHj16hAzD4OXLlw+SXS4X0jRdyOVyfyKirVE+ItokSVqkabqQSCTw+vXrhgn4/X5NVVVHQwEcx+3W9nx8fBzj8Theu3YNp6amSDqdjiKi9cQl3BdiFQRha2pqyrCNvb29yHHcriEpl8s9qZ32WnM6nZhKpVAURX8zxHqIoujTi5iYmMBkMonb29vP6zqzLKvo1bpcLkyn09EvIa8hnU5HXS4Xjo6OYiwWwzdv3pD+/n78n28fhBCH1+s1LBdN04Ujlr3W58Q4IlrT6bS2urpKHA7Hwdher5cQQvbPQjabjT98+BDPnz9/0MHtdqMkSYtHTKxpAQAAkiS9un37dt3k7HY7CoKwBgAAHMflfT4fRqNREgqFyMrKCgmFQuSo096qAES0URSlgW6FWZbNAQBAMBhUD3+4ceMGfvz4sXAEecsCAAAYhsnrBaytrakAAOZyuWw53Hlubg40TZOPEdAyOjs7/9XHSqWSBQDAUq1WzfqPFoul0sS4DWfbCO1nOiyhUKguZrPZ9gWYzeaqPqFSqVj0sa9BBaqVvr6+utg/68EKAIC5vb29brZXr14FAPi+iXFNunYkPhUKht+5o6OjAgBgOXv2bHlmZqbz0qVLYLVaq4gIhJB2RLSZTKbtJoQcC0S0/f0uYBDQ+V1nEQAAJEmKvnz5Ei9evHgq94C8t/PKfeuW4R4Qt+X9e4AQ4pifnz/Vm5CNRsjIyMhnr7DwByFV8vlVbPEtaFpA7S0YHBzEQCBAmHCYDA0NYYTnlLrMRq/hwMAAJpPJb/oaDg8PYzwex11VeW5IOOwHnE4nJhIJvHnz5hf5gWxWSrTkBwA+OyK32408z9dZ8JojkmX5BEdUXKTpUoGmNRwbG2vNEQEAZLNZbyqVIhcuXGjoCTc2NnB1dVXnCeV8OFzMU1RJc7sRARD7+xETiU+tecIaBEF43cgV9/X1YSwWM8SXlv4io6P7xIfb/fsE371jSY1cEITXJ5LX0KguePr0Kc7NzRlW5fHjx/jsmVEAACJFaWR9fbO1uqAGfWXEMEzDbblz5w6+fVswkD94UMFEoqQUi5WfWiY/DFmWf41EIsrW1hZpVBsODAwgw+wQAESHA9Hr1QjLlhRZLjZVGx77iBwGIcSRyWR+URSlR18d9/T8aNnbO7NjtQLf1dU+0dZm/nbV8WnjP6tjVqlqQ7DFAAAAAElFTkSuQmCC) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDUlEQVRYhbVXTWhTWRj9UkMrneAiDHQjYxEki+JGcCN004WE4KrFRUBhyEZXJSriYiwuhkLcCEJRtCgZLY2DQ0GEDlJqKpkOZChplZdX8/demup7SV7S2rx5k5+XmzOLTmqTl9pEOwfu5nv3u+fcm5v7nc9EbYIx5shms+OFQuEHTdMOVyoVM4Auk8lUO3bsmFlV1U8WiyXV19f306FDh2bbXXdf5PP5yXg8rsbjcdjtdhBRw3A6nZifn2dEBLvdjunpaRaJRNRcLjf5TcSapjkEQdjyeDwgIkSjUQM5EeH+/ft4/PixIe7xeJBMJrdKpZKrY/JMJvPU7/frNpttZ8GFhQXcunXLQDQ3N4ebN2+2FBeJRFgwGGSZTOaXtsllWZ7zer2sebEzZ84gFAoZSN69e8eGh4cN8WfPnmFmZgZEBK/Xy2RZntuXXFFKvyaTKXb06NGWO0okEggEAjrP85vJZHL9w4cPYjqd3lxdXd0MBAK62+0GEWFkZATv379vyPV6vSydTu99EpqmO/z+sn73bhU8H8Hp06d3kl0uFziOK+bz+d8BWFvlA7AqivKC47iiKIo4f/68YQN+v1/XNM3RUoAglLdsNoAIuHGjhkQihXPnzmFiYoJJkhQDYNn3CLeFWGRZXpuYmDD8jDabDYIgbBmS8vnSpMdTBRF2htMJrK9nkE6n/e0QNyOdTs83ixgbG0MqlcLGxsbThsmRSFndTU4EuFyAJJViX0NehyRJMZfLhdHRUcTjcbx+/ZoNDg4iEomoO5MYqzl8Pp01C+C4cnGPY6/vaN84AIskSfri4iJzOBw7J+Hz+RhjbPsuZLOlxJ07wPHjn8nd7hoUpfRij421LYCISFGUl1evXm24C3a7HbIsLxMRkSAIm/PzfyAW22DhcJEtLOgsHK6yvW57pwIAWAOBgL5bAG0/UnkiIgqFQtruDxcuXMDHjx+Le5B3LICIiOf5zWYBy8vLGhFRV6VSMe+ePDU1Rbqu574goGP09vb+3Rwrl8tmIiJzrVbrav5oNpurbazbcret0H24xxwOhxtiVqt1W0BXV1etOaFarZqbY9+CKtWqAwMDDbG/VkJVIqKu7u7uht2ePXuWiOj7NtY1NY098U+xaPg79/T0VImIzEeOHKk8fPiw99SpU2SxWGoAiDHWDcBqMpk22hDyRQCw/rkUNAjo/a63REREiqLEnj9/jpMnT+7cULfbDUVRDuQdyBU+vXRfuWJ4B9Ibue13gDHmmJ6eNhQOjuMO7CWMxKLs0qVLn73CzG+M1djnqvjf29wgwOVyQZKkVrWgbQH1WjA8PIxgMMj41VU2MjKCaFJQGzLz+fxk3fvVx9DQEFKp1IFWw4sXLyKRSGBLU58aEgRB2Kp7QKfTCVEUcfny5a/yA9lsVuzIDxBtu2C/36+73W4kk8kGC153RLlcri1HxHEcrl+/3pkjIiLKZrO+9fV1duLEiZae8O3bt1hcXNzXEw4ODkIUxc48YR2yLL9q5YoHBgYQj8cN8dnZWTY6OmoQOz4+jqWlJVYnl2X51b7kdbTqCx49eoSpqSkD0b179/DkyZOWJxYIBNjKykpnfUEdzZ0Rz/MtSa5du4Y3b94Y4rdv34YoimqpVPqxY/LdyOVyD6LRqLq2tsZa9YZDQ0PgeZ4RERwOB3w+X0e94ReLyG4wxhyZTOZnVVX7m7vj/v5+c6FQ+GSxWJJ9fX1jB9od/9/4F3OEWA0I5BkRAAAAAElFTkSuQmCC) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur41008 1.0833333333333s linear infinite forwards;
}
