@keyframes rwdcur163715 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBUlEQVRYhcWXb0yTRxzHv8/Ta3ulUCo4EEFhWCdlCgPFKYYp/mEyJzpdGJEYtpiZqZmby+ZmzJYYM6MvzHyhaMwWkxldhkYNYzHGdU5x6ASiLoJayr9hKh0IpdD22l777IUYSehTWiTZ99Xl7nf3/dyT+91zPyBMUUpHtl8J1j8eiRHEplFKS4fbB+hT7QVgeBEARajBnZtXls7ROxMb2ofaCSEcQCUhZBKA0rJcae2C/AUbCvON8wqMkxfXP+xpJoT4Oefs46XqrQvSybK7j5XXOechAQS5gf071y9fYdSf72i64yo/3JQNYFduMhJKVi0pW14wG4aUOOgmx0NQKOAZGsI/vS50Nt1vrm2wdMzXNRTZHAI5ZBJ3tfTiEGOMRQRAKSWVX65qV4GnOP/twicnmje9qZYqvj5Y9kZOwesQlSrZHTn6HbhmugHLiQvQ2oHt/YqZjDFLpACqD1QBzyq9H94AYGUAeVmB8uP7ER2rkzV/JikQQMMlE6q+Oec67FTMYIx1y8XKHsIar4h6pwJdPhGTVoh4d99niNbFjGkOAIIoYl5RIRbteMsLwBUqVhagB8ABp4jCjwJ4Z+tXiJ9hAATZIzMaQkFQuDhH/2G+VBQxAGPMC2DLmd0rYSw9BE1yatjGI6WbMgXzZ2eeoZTKblR2YN+GjOilJYUgGs24zIHhr1CQh6wp0s6IACilJCvbuC0qRjtu82eKn5qELUsCqyMCeDURa1OnJ6W9sDsAmjQNU/VSJqU06I0ZFCBWg7Tk+KiJ8AcATMsu0wMImr9BATISAxsnzB2AVqdDcYYUdM2gAPkzoZ9IgFg1MDcNcWEDqMlE2gN++2MoZX57smnoG+idMABv93nZsaAAHg7wwYkBkDhHQAJ8/ggA6lpg5/2t8DP3CwM4O82wu0Q0dqAvbIC/reJJl+M2nG3NAKRxm0uBANyWOgy4RVx8IJwMG8DmwIXWHgLXg6NgNuu4AbjDDr/zJlpsQjMAc9gAXQOwdA+IVQAwcOsUvP1PIjb3Mzf6b/wMADh2VTzFGBsKFhc0OTjnIArCMpOwIVbdC2a1QlS/BKU+aCoHlf2vS+D2K6htUeLodXEd59wTNgAAtPYpzYMuwbDI4M9SCj3wdN+DzyFB8ktQaGMgKJ5Plfwc7q5WKPXxAIAhSxPcbWfh83OcbSSbas2em3I+Y74wiozqI+8vCmxePMtHxBHRNHUjFNrYp7CWDlT/3ogdm9eDdd2Ff7AWfU7g2xr16dP1nvLh2oEwxkY9kUMCUEqjASQAmF7x3rorSxLdcPfeRkbCI8Rpn2eHqDJAnZwHd/tPGGTArXYFKv8QoU3JqtNoNBsTnDfTC7Kly9X3hbzf6jwNIz1CXrqHDwZO6fUoeWJe05Y2dx1ETQyOH/8ee0wSbDYbALQB8AKdADqjAOX0kfP3bCvJv1Dza9Ga16Qv7F4JXq8w6i4IWRl5XEiPi+KwNVWnz6ONUElemM3mPpvNthtAMYA5jDEjY8wIIGe4rxjAtYqKCszqN2HvwvqjOanedBuH9dY9YdTrOGRlFE2ILzc38HayAUL7AzfOXbFWm65e38QYq+KcWzjnvmexnHP3cJ+FEFKVmZk5zd9dZ8pLdS58OCCg9hH57s59z+VQfkF15KDqxJ8XRenHSqVEKU2JZC6llHxepP7h03LVL5RS+WpmjEXommXqvasL1dtDvW7HWGPsaub/0n/e1eetxqi+6gAAAABJRU5ErkJggg==) 16 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBUlEQVRYhcWXb0yTRxzHv8/Ta3ulUCo4EEFhWCdlCgPFKYYp/mEyJzpdGJEYtpiZqZmby+ZmzJYYM6MvzHyhaMwWkxldhkYNYzHGdU5x6ASiLoJayr9hKh0IpdD22l777IUYSehTWiTZ99Xl7nf3/dyT+91zPyBMUUpHtl8J1j8eiRHEplFKS4fbB+hT7QVgeBEARajBnZtXls7ROxMb2ofaCSEcQCUhZBKA0rJcae2C/AUbCvON8wqMkxfXP+xpJoT4Oefs46XqrQvSybK7j5XXOechAQS5gf071y9fYdSf72i64yo/3JQNYFduMhJKVi0pW14wG4aUOOgmx0NQKOAZGsI/vS50Nt1vrm2wdMzXNRTZHAI5ZBJ3tfTiEGOMRQRAKSWVX65qV4GnOP/twicnmje9qZYqvj5Y9kZOwesQlSrZHTn6HbhmugHLiQvQ2oHt/YqZjDFLpACqD1QBzyq9H94AYGUAeVmB8uP7ER2rkzV/JikQQMMlE6q+Oec67FTMYIx1y8XKHsIar4h6pwJdPhGTVoh4d99niNbFjGkOAIIoYl5RIRbteMsLwBUqVhagB8ABp4jCjwJ4Z+tXiJ9hAATZIzMaQkFQuDhH/2G+VBQxAGPMC2DLmd0rYSw9BE1yatjGI6WbMgXzZ2eeoZTKblR2YN+GjOilJYUgGs24zIHhr1CQh6wp0s6IACilJCvbuC0qRjtu82eKn5qELUsCqyMCeDURa1OnJ6W9sDsAmjQNU/VSJqU06I0ZFCBWg7Tk+KiJ8AcATMsu0wMImr9BATISAxsnzB2AVqdDcYYUdM2gAPkzoZ9IgFg1MDcNcWEDqMlE2gN++2MoZX57smnoG+idMABv93nZsaAAHg7wwYkBkDhHQAJ8/ggA6lpg5/2t8DP3CwM4O82wu0Q0dqAvbIC/reJJl+M2nG3NAKRxm0uBANyWOgy4RVx8IJwMG8DmwIXWHgLXg6NgNuu4AbjDDr/zJlpsQjMAc9gAXQOwdA+IVQAwcOsUvP1PIjb3Mzf6b/wMADh2VTzFGBsKFhc0OTjnIArCMpOwIVbdC2a1QlS/BKU+aCoHlf2vS+D2K6htUeLodXEd59wTNgAAtPYpzYMuwbDI4M9SCj3wdN+DzyFB8ktQaGMgKJ5Plfwc7q5WKPXxAIAhSxPcbWfh83OcbSSbas2em3I+Y74wiozqI+8vCmxePMtHxBHRNHUjFNrYp7CWDlT/3ogdm9eDdd2Ff7AWfU7g2xr16dP1nvLh2oEwxkY9kUMCUEqjASQAmF7x3rorSxLdcPfeRkbCI8Rpn2eHqDJAnZwHd/tPGGTArXYFKv8QoU3JqtNoNBsTnDfTC7Kly9X3hbzf6jwNIz1CXrqHDwZO6fUoeWJe05Y2dx1ETQyOH/8ee0wSbDYbALQB8AKdADqjAOX0kfP3bCvJv1Dza9Ga16Qv7F4JXq8w6i4IWRl5XEiPi+KwNVWnz6ONUElemM3mPpvNthtAMYA5jDEjY8wIIGe4rxjAtYqKCszqN2HvwvqjOanedBuH9dY9YdTrOGRlFE2ILzc38HayAUL7AzfOXbFWm65e38QYq+KcWzjnvmexnHP3cJ+FEFKVmZk5zd9dZ8pLdS58OCCg9hH57s59z+VQfkF15KDqxJ8XRenHSqVEKU2JZC6llHxepP7h03LVL5RS+WpmjEXommXqvasL1dtDvW7HWGPsaub/0n/e1eetxqi+6gAAAABJRU5ErkJggg==) 16 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur163715 2.5s linear infinite forwards;
}
