@keyframes rwdcur113161 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 28, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBklEQVRYheWXfUxb5xXGf9c25tpAkxAghjoJH2GBfECb4UAJVCzK5KzJ2EYUs5ZUW9u1KpsmZZESVZO2KpumbXSZlkpVtzVtwrSPcksbGhWam7WQQpQoadISTEIDGJsRCgGTlC9jE+fe/QEm5sMB0u6vHcmS73nPOc95n/d5j33h/92ExSbIFajBz9bixdcINs2XAQ/2yRLb5lr/yhoIWVygUpYAeGmx4ItqIAS4GygFLqHy0P2U0C0kSJY4GGL/pUDnHT/jWu39wC+UAZVfzvIJVKoKmX71cb9Wy1IAazFR/5sGZoO7gVK/X3ha1HU/EHDv27dv31feQAjxlaLS76cIv79+yrl9+/afLqTmohqYZQKVqLyFgGTQf5oQcCsaiTVr1sQAm+6RvWHv3r2/kSTp/KFDhz4ENAsSYRC4G3AhcPP2OJFhYR1TS8ZlyzCZTFRVVR0fGxvrczqd7RUVFecuX778jtlsTigrKzuckpKy2dfbS3psHG3R0QDR95xik+q/K0CB3ZO7fxGVg8GxOdsHiYqarkGv14vdbleam5v9JSUl+uq/lZO3Nh2dKHLmelfTd3btyrw3A9PBK4GNCJwF8oPDtuwYxmiMmJUuiiIWi0VjsVj0TqeTeIMBrVbL+PJo/vqrg4dhoRq4O3B+DhxFZVtg6Zu7lTnBZ9rq1atxut1oTSb+UVVVU11d/QZAyPExTf0CP0DlYwT+CHwfMAHErirHZM5E9fk48MILnDx5ksTERGJiYvD5vABoNBN7FASBG0ND1NTV1u8/cGAX4JsoPRd48NkLVFpt7JYlOoGDqLweiMvfOYJoMHLnxAlGUlNp93ioee9dNm7MYHhkhNTUVB7e9HWamuyoqsLSpctIS0t7GGgM1Jh1BHIFahC4GyidZONnwIsA1mLCBsaPeUWDEQBtYSFichJDtwb4btFuvrXj20RGLSEyagnH334bl8uFveEMqs83a7PzXcNSqw23LHECSEZllbUYYd26detWrFghBgd+/nkPOVvyEQQBh8NBXW0tohjOpiwLPp+P9Rs2cLaxEaAjOC90AxPUV8oSo0A20BBgyFp8NeXOHT8AN3p7iY2LIykpaSo1PT2doqLvUfCNrQD09PSgiTcx0NraDgwFw8x9C+6qHiZofwp14gdn0jo6Xa7r4z4ft/23kd9/j96ebgbc/Tja2zj+1pucO12HzzshxPj4eEBAr9eLzLBQDASovwLsAK4FFgJ/wd6X/306Jzdvz/qNmejDwrj48QUGbw3Q19/P7c4uFLebP7z0OzZnP4LBYECr0zHm8YzP38Ak9ZNPzwK/RkU/M2yzJcscETFx/+NWmHhsZyEAPq+Xjg4HiqKQmJiIxzOKoqgYjBEcPXrszXs2IEvEMEm9LPE6cBjYE7zzgL1z/N3qJ0r2FAAoioLH48FoNNJ85Qo6nY7MzEwaGz/F5epEr9dTX19ff+TIkV/Mx0Cc1cZVWSIa2A9sstrmnhVpaWvjAwxoNBpaWlpQFIWMjAxO19USs3w57a3XyMndgtm8Ep1OF1dWVqbMrDNNhFYbVye/Flpt3LTa+GAucABRDI8ccPfT9Z9OACwWC9nZ2YSHhyMIAqOjw3R3d/PBqVPU1NQQFhaWXF5eXmc2m7cBxlAMIEtsBY6FAg5Yy2fXbj6wZAmtbQ5GhgeJT3gQl9NJXV0tAzdv4fV6ee75H9N06SIrk5NJSHhQDxTk5uYW2O12d1FRURIwMlMDOqDPapsPHhrOnD1/vauLvPxHcTjaabI309XpYkt+AVlZWWg0GvxjY/idDi703eCxHTvRh4toB79A6e+LBsRZDQC/tdrYPz88AKc++eTS9bXp680pKWuIjY1j5cpV0waSVgwnKjmZHz3z7D/bWq+Z8vIf3fpFexs1DR/9CXBPqyZLrJKlu2ezEHsoM6PwQ7la9YyOqIqiTH2GhwbVMw0fqX9+5eWWHz5Z8nuYusZfA/LmLCZL9/di8Uj25ieOvvbqrUvnz6oXL5xT//X38rGfPP/cX4C0heR/qRfLIIvUarU5ERERitFouNDbe2NkoYn/BSalR7+6dZ1bAAAAAElFTkSuQmCC) 3 28, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 28, auto;}
}
div.testarea{
animation:rwdcur113161 0.5s linear infinite forwards;
}
