@keyframes rwdcur118835 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiUlEQVRYhb3UW4hVVRzH8e9e+37O2WfOmXEu2qQZXjLDBvIWdhGyMoMpTAwh7KGH9EHKBysRFIoCIYh6ECxCpYgS9KULImrqaJZGTSmT2mimo87FccZz3XuftffqJQKp8aV9/L/+F/w+a/3XWhpj1EML4sYZ7Wp/bVg8tn2fdn2sdf+3xFiNSTNZtOJF1bHwKbmqXuG3BLTm/A1Vo0zr5MqaVyeozG0FrFqtOoOaNmvod0HTRKPNe620/LYBJo9T4zpmyPW6ZZAdH3LjuktbKv3cnDfVmKeVKGD506pz4hQxXw98vKyH7QVoWnnJ4ma/s+6AVYsj2u+prM42+OQbJApIeSGO49LiDb+88kDy9/EmQMtElk+/35jtZgxSnocmISppjGvQ0Uv5xYVPNy+qG+CdBcqY9yQvNbWADMDApzoKeVMn60FjQ8yjc901dQMU2uNF6VztCceRGLrgxGCJnnOSAg7GnUW8jE9j6C9Z/EI4qy6AKc/6G0wXahUD0w5p9ZvJNxooIpqqJsLJcsdUaSycNbQuccDj66Ilk3PR7JrUUJZg8HKKqfeGTJ+hUAHYMiCONEphmskdDcs6H1ZzEwWsmKatbW+ynUwKfKUxUlRkM6BFFpVQY6jo0ZIDzxM0p0znwWfKaxMDrDt8YFrjuPCRUamj9CpCjhKmRggrNo4jGQ4k14oCX4Lj1kjrNWY260tffz5qSwSQ3j/rbceNrUYzQEUecSpH2G9jZyQIn+5ujRvlAMtQVH0by0mTnWpbuSna5kQAc+c2LZsw3qBkKjKmokmPuNRrUQlN0GxUBUx0MlFMk6hhmhUcK2TCnCtLEwGc+gUiBbpwGRlRFK7XUDZk0xLT1nngPo3WVkEJm6qwCCqS4o0IK+/uTATwhxZvCWKFIzQa8gojK6lWI4QIEHpArtkkl1NI36fSLzEjweCAxd4/S7sSAYQ17a0rF0UYEBJLn2rFxa9aVEouoW+hC0lBQu+lGL+miFIhlXK0e9vKSd8kAvh4o+g/9EVwOCwIIlIUhk0yVR/XrpG1IOMGWCEUozJ63mR01ONkr7YjiXD4+x/oHkmt7uvHLxYVlShkXmcKLyuoKQ2pTKRU5CMT3Yg5fTo+eCxtJbL7fwCH9ojermMcuNgPgYqZ1A5NzRrlag2/qmG5Bua0mMFhwYkf7PdPbNRkogAACuZ6LUROaFNUypLA90HTMXSDsCTJ2RkuXOC86ov3JBV+E+DdrdqvZwbEcTsdYVgRQagT2FWiEDB1qgOCy8fjTdv26n5dAAA9XfGmcEBwrQTVsoYXOeAIXCui52S5d2CERN7+mIDZ4/V9F85ae9JmxG/nDa6NgOeWGYhDer5veG/3t0ZYV8AbWwVdX5kf9V/VcY0IXcXIGM51+6OffC22JB3+LwDAh1+K3UPD0cH5HYr2uxSF4YhDPza8Uo/w/wQA7Nzn7PKxKZZ1fj7rn7/SIz6/rQB5Vdve/VO5cvqszmcH82uOHBWJz/6WgCNHRWnwxtAHp76T1+/uMw7XKxzAGKvR15XfceZc7fLRc3apnoC/APRM7uI1utfCAAAAAElFTkSuQmCC) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEh0lEQVRYhcXUTWzTZQDH8e/zf23Xdu3a0nUbsA3YADcqskVMRAhCRDlwQMLJm4nKgRgOJhIMHIwHT0YPJEo0cjMmYOKBYPBlQZaIxADjRZhjsJfCRre227r23/5fHi9qYmS3f+fv+DxP8vs8z5PngSWSjsn4rpbi1fXdMr7UGj+iLDWR2eru3vpaePOWXvnW/wLoSFSPhTRBMM5hkOFlBfT2ePtSTXpmMmezuq2afn6ne3AZATLZ2SGOVk2XttXgohNNLr7a1eIteVq+AnZuYd+Gdus5MyEwUYhFBJFqZG97n71vGQCSFWvkoUSzi1PySK4SmIECz2xfoCvMmyDrC9i2lYOZTaI/nYDcgmB6BmJNKghJPLzw8nvd2d11BEjthR3266lmDyMRojsJpYognIywpiWAroX5I9N6uG6A9rVydyyhvyRciaJBJKlSKCks5CEUldhhSSou92a6vExdAHt2cCwWgcVCDbfmMjqtUKpUmCrYzD4S6K6kVHS0zi7xju+AXTvl3tQqq3/6cRUZg5n7LiHVJWUEcaoKzYEa8ZU6Pf0Kvf3lAyCf9RUQb7SPpJoDAcPQsRYCLEZUEo06kYDH42GPSU+STAuaWjzagoVAT7d3xDfAxuZyd2+fs31lyqEjaWGmamQnBKWaR83xcGOCBzdnSSsW8dAsjatSvLJT7AeZ9gWQyegfJNLCMIoViJlUcgZjEzaVeYjoNtO/KWhWK1NFwYNsM1Ubmtsto2+D+6EvgA194oBeNblvR5if8WgwHDzHpUEDPdFAsksnsFJnTg1QmfVQH87TFJG8+KLY7wdAy487dPaaECiSUmNMTHp0pwUIyaZ2i4ChEAobTKnzuHYjM+UAqDpVy/naD4Byfco8mRuqIXMhQqYk1miDauNoZbJFFenUWJH0yH9boWZbtPbojF+1WeyYOeMLYP063r8zbdQiyTLZLIyPe3SsnaOo6ei6jmhs4PrlGlU9Tus6lWhaRd9onP38eNs5XwCnPhNTv1/j4s3LIcywwMbkwbUgLYbCXNEjVKhgqjqpZAUDh/xYjXs3tdN+lMNf/8DmPnkoGhFWIW9jamU2P+UQDGvUbJvRRYNovIIZDTCVg4F7+kA2gy+7/wdw8gtlZPCc+mOlpNCW8AiqKlMFm0jSwPME4rFDvFXDm9UZuKB9fOW4cHwFAGgGR4duCEdVJeNulK44iJJDZ1MZOx5lZExy5RGj25q8836V/wvwzc9i6Paw/NVydfKjFrevWMxXFXLlIA0Jl0pVxb6jnTj9g2rVBQAQlsqJYj5IusdmpKwxW1QwZYXiQ8lY1hsJjuPL218SsGcL308+cs9X5wK0NBjEQg7BmI7nqMx/p3x0dlbU6gp491OFu0PqqbGSStFaoDGuYtVg8BeleKEoTvpd/h8AwLmflLMTd9SBp7sSJGIOt+8GuDXjvV2P8icCAOYr8oyuQ27GYWyY0SZVfLWsAGeBL4enZTk/K3FsDl8aVHy/+7+jPWnw0qBSMj3rkxs0vLGixsV6lS8JAFhteqdv3bezZ8bMUj0BfwIWGtEH5lT6XwAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur118835 1.3333333333333s linear infinite forwards;
}
