@keyframes rwdcur83181 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGPklEQVRYhe2W34tcZxnHP89z3jlz9szsZH9188N1kw2x1phKTRFCCFpMA+KFVwa88bb/QGihtLhdaBt6UfA6FwreqYXeCFKxkA1YrUhJaVxCjNttu26mm9mZyWR29syZ97yPF2eiVUQisXhhv3A4nHNe3u9znu/3ed4HPsNn+H/G8jIq/wPSehyTmqGVCuo+TbLz59Hjx5l3jliVLM/xlQqxGYxGqHOfYgBPPUW6tMQxwAEUBW5igpnRiBvekwGIENzyMvNJQj3LwHuCc+S3btG9dInBgwRw+DBHAFcU6JjMmeGc46j3rAGY4VytxmNmzFWrNKpVBmZsHjxI88IFWq++SgsI90v69NPUZ2c5bcYC0A2Bpio5oKMRoVJBRUicw3mPV2XGAUeBOSCIoGYciWOo18mWl0krFWZCIBQFvZUVNv5dQNPTnAYuiHBAlROq/MyMhgjviPA+0BMhNqMeRfgQSF0ILKkyJUJXhCBCrMq5JCEV4SSwBuQh8MeXXuL6c89x5Z+DWF7mULXKoionRYjrdb4yOwt37vC9Toe2GcdVeS0E3vWeXlFAHLMgQj06d45zQB2IzRio8hiwIMLnVPlGpcLjRcGMCHURts+cYbi6yu175Bcv8vVKhV+K8B0zMjOG9TpfTlOYmoI4ZuLuXbwIbTNaIXC5UmEuitgvQs1RujQe36dFOGJGAsxPTkKjAVnGsW6XY6MRUxMTnL94kbe953KvxzsiPLG4yEKWwfY2TWCz06E9NcVMvQ5JAjs7zA2HODOaUcQhVQ55TxbH1J0ZiQhzwPzYqV0gEeFQtQqzs+A9TExAv883kwT6fb7d6/HazAxrs7P84NQpuHIFkoQzWcY6cKMoONXrgSrs7QGQixADh8w44BwBSJwqHvBA14wcyICWGalzPFypQK0GzpWbFUX5HEV8t9NhsLQEWVa+r9dhOKRhRv7BBzTn5zngPaiyZsY2sCiCH2c4B/Y5M/4MfGxGDdCx/icBv7sL/T5EEQyH0GqVuqrCwYOwuEh68ybkOezfX67JMub6fX4FnLh9mykztoBtEY4AaQj0VXk4hLIZqWppEOAjYHHsBYBHoAzAexgMSuJGA/btKxd0OoQ7d/j+tWv0QvhbZgAWgCkzembcBE6Y8UQInAZmQsCNZT8SnT3LkggTIdAA5kTYD0RmRLUa9UYDQoCdHbh7l361ShxCmY1mkx9/+CE/nJzkrVaLb3lPrdslADNxzHy1Sm00Yr8ITpVJEYbANPAn4KYqXR0bLwWcCA0zAnAduNpuc3lnBzY3IU1hepp6CNDtQrvNT8z46UMPkT77LL/e2+NLrRY/MuP3UUQDygqYnqYuQh4CfwiBHEiArggZ0HYipCGwYUYqQluVr5qRiTBvRtbp0JqcZM45iON/kCM24yjwu7FkvRB4XQQfAltFwYF2m8VajQUz1oF1EfrjqpsSYRHwDviiKr8ZjdgKgUQEr8rjqjhgYMbVXo8kzzmzbx+YQZ7zC2Ad2IC/H1rO0S4K3i0K5lSJgXh3lw0zLgMN4EYUcbcoOGxGX5VW9OSTfE2VTgjcMcNU2RPhINAwoyrCF0TIvOfNwQDZ3eU94OdFwdves/3CCzQBVlcJZ88iZsQifB6YHmfpt2a8BTRF6IvwHtAxo6nKxw7IxtHMhEBv3BdSYEoERBiM5dkKgdeB7vjKNzfZ+OSZsLfHZqWCjyKawF9EaInQ9B4XAtvOUfceVaUZAqjinBnXRNgGprynrcqMCO+r8sjYoBvAegjsmbH2xhusr67i+RdYWSEAW8DWiy/SNKM+HJbfogiiiEFR4MyIVUlUUYWyS/X7bEQReSjPue0QeNOMq+OK+AC4OhzSXV29v/ng+efZco4elENOUdA2Y9M5BiI4QEMoSy+o4iYmyIH5sfYBaJvRFiELgbYZ/Vu36PMfDCjPPFP64x6Wl9FqFfWehnNlP3EhEIeAjkYA9KtVPOVwkoswCIEB4M24/qBj2lii9ssvQxSRDAaoC4FBCCRRRAJlDY/rVVVpe09eFDRXVug+CPknsbZG9uij5ADOORpmJEWBLwrC+I+zSoU4y2hnGb1XXqH33yIHSFPyVoskTUG9J3aO+F47Hq8JZmRAP0nuX/P7xaVL+DQtK+mvyXj8/2ESD8kAAAAASUVORK5CYII=) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZ0lEQVRYhe2WT2hc1xXGf+e8O08zT9ORLJypZFRZlU0ajOOmxjEtIk0JDoGQRdOSLrrqKluTTQjtYqpFgkxWgayycaHQFGvhFkwX/bMwhFLSPxSTqLaQjSMpkqzI0ng6mhm9ee+cLt6opN6UuI276dk83n2X933nO9+598D/438c8rABGw3KcUw1BGIzOg+VwBtvMKZKPQSSwZI9FAJvvkmSZYyLUI4iqmZURYjNyD53AvPzTIpQBsZFqIswCmwdfA+fF/Dbb1PtdpkC6iK03FFg1IxRVdpm9ABCo0EVsMVFegsL2H8D/PXXqe/tcRKYGUi9PQDFHXWnrIq5M65JAkmCnjlD8vLL/7kily6hUcQpVcpAz51YhCPuJO50VOm4kwJHgLL2+9SyjCTLSKanqTUa6IOCv/UW8c2bnBJhygwFUhESER4BxlXZNmMHwJ0AtEMIjJqRqtIzowboSy+x81nK0WiQVKuc2N/nbBSRufOlgdnag2y/C8y48x5wUYQaMOGOhgHDOhCLkA4NcfjJJ9laWOBWo0EM2MYGTEwwWqmQvvYarfsJJAlHzKiL8LXB0kypxLf6faxUQisVtNcDd17IMurARaADTAUzElXGRUjN6KgymueMz89TH2Qwc+wYj5px3Z3WhQuMubPU7XJ7bo4OQL9Pp1TiG+6cAR6rVChPTkK/jw4Pw+oqlMvQ7UIInM0yLpvRVaUaRHgMwIyeCF8F7qnyZeCOCGvuPAWciyKuuTM5MsITtRqsrnLrwgV+5E5dlafcmQQeFeFXIfCdoSGoViGKYGQE8hzcod0G4IuqfOJOJ4jwuAjTIrSAbaDmznEgdmdEhB9Uq+j+PlNmMDEBo6MwM8NMmvLu7i7W6aArK/xehEWgmucFsFkBHEVFXUolcOe3wIYIw8B6oGiVVIQq8G13rokwBqwAp2s1NI5BpPjR7i60WkV2Gxtw9Ch67BisrnJGlXhsrNi7uwtZBiFAswntNpvuXHPnqgg7A3PGwR0TYcWdaRECUB6A10PgmSgqare3x5I7yyKccKcTx5wQgbU1uHcPkoS4UoGxMbh7F7a3C5K1WqFEq8VhYD2KMMDcWXGnHJ07x4uqVICmCOvA34C/qFKJIk4fEDDjp2b8JIq4Bpw2416ec2l/n5+3WhwdGuKwe6HO3l5R7zgunmZQKqHdLtPu/A4YEqHvznAAOoNzug30RFh153F3TgG0Wpg7f1KlBTztzgvAKUDdua7KRWC93eY8MAn8GnimUmE6y6DTKeofAgz6v2rGkgipO52gyh13TJVJd9aBWRGeF0H7fdaBtUGL/rBSIajC3h49EX7mzkIILGcZClwGvuDOqgjr3S4nOx2eHxkhDuGfJtQ0ZVaEtirXs4w0uNMWoWnGDRESd74vQtOdZXfqwBMhEI+MFJKawd4efwA+jCLSV16hCbw/P09LhG8ODqI7wD0g7Xb53tBQYcx+H4DjIiyZsaRaXMepCLfznCwEAvA+cMSdbRGmQiCu1WBoqHB1koAIZ925rMq1g9Pw0CGWd3cZVWXUnTYwJkIrTen1+0y5c1KEngjbQAvQfp929OyzPC3Cx3lOKoIAJsJXgBQou9OMIsZEIE0Ld7vzS+DHr75K84DAlSvY7Czb7rRVaXW7LMYx7k4VyEQI7qwCTXf+HEX8XZV+AJbMqEURTTMYmO09wIBNoN5uc3x/H/p9Nt35wJ13Dx0qBopPx9wcPWDt4L3R4K+VClURcC+SMONDEVpmVM1oR889x5AZVXcSoBJFZMANMz6OIlbdeQRYznM2gA+AKyL88fx5PrmfwP1x9SrZ7Cy3Q+AjEboi3HBnK4oQoJdlbIU8J3MnVWVUhKo7OyJ0oog0z4mjiN/kOS0RVBUzo10us/nvwD+ligErjQa/GB7muAhjeU6a5zTd6akIdVXqA8mzgfO/DpyOIqruZCLccmcFWCuVWM6yzz45zc3R2dvjOrAErLmz02qxpRTTqg7acZtiUJhw55g7tQGpURFSkUKVXu/BpqbFRTKgJcJOqUQ7SUBVqYrQEqFjRgDumHEX6Iiw6U4rikjciaEYpZKE7EEILCxgByfjQWies+5e/HAAkqqyBXxkxvbBxhAKAlmGNpu0H4QAwMbGv3aPmrEjUkiqWtxUACJsu7OZ5/TMsDyHfp9seJitubkHUwDgnXfIbt6kd6DEPwCCvhfEUsAt4gAAAABJRU5ErkJggg==) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGKUlEQVRYheWWz28V1xXHP+fe6/F4sEcvxmDquC7hNygFlCZp2joqiKak26pJFv0jIoVIUVjkyapEgmAZVYqqrip1EVVVK3WTFXUXoWmbgChQlCBqkPVsiDWxzNPzvPfmntPFmwQVhUVToIt+NzMjje75nu8553su/D+j2SSR/2HwLM9JHyqBZpOQ5+SqjFYVwXvwDyv4O+8QVJnwHh8jI94zDEw8FAVOnSITYdqMUFWUQ0MEVTIRGuFBBz99mumqIgemvacSoQ1UzkGMD7gEJ08y5RyTzhFEyIHEOUZUUVXEDPfACJw8yRTwNDCsyroZ3oxhGRTdidBVpXtfS/D224y220yLsAtInSNTJXGO0O+z4j2jQCpC2u9TiNC7bwqYwfw8+4BEhCeBTSKIKpUIj4rggL4Iu1U56j27RdjuT5xgfHYWPz9P77/kkA0Nsck5tgHfE+HrZqQifE2EA8AW4AdmfEuEIWAjMBm8J80y0maTFCiyjKyqyJyjVzfOqAjjqrSBtbKkNTdHeXf0TZtwZQmqjJtRiPDdOusdIyPQ6VBl2cB82m3+aAYiJPLWWzwDOKASQYEtZkwA33aOS2YEETaacdCMK0AmAqr84vXXOX/qFE+acaiu9WNADuwxoyXCKvDjPCeJEZJkUKrVVVaBj4GOvPkmh5zDmbFZhC2qXHOOIyJsMaMN7AFGJyfZn+fwyCNQlnDpEsTIThF+mSTMmsHICG5tjatAC7hcn/n8+DhZkkAI4D0sLUG/D2Zc/XwKMudIgY3O0QZmzWjUqiw7x/6NGyFNIcsGmUxOQpryydgYqMLFiyzmOdNJwo5ej9VaqQkzlmNkW68H3S58bkB14/aCc0ybMV53rxPhp8COEMgBRNilOmDdaEBRwMICLRHCxASbt24FEdi7l+nh4cF/N2+yBdg8OsqMCHQ6g6BJAmXJDeBjM84DnzrgO0AuwpgZU95zaGSEXHXA1mzwFBkQqN8rwH32GZw5A+fODQ73d4b6xoYNzIyNwejoQHpVejFCCMzUil8340IQoWfGck1itqroqZKYUfR6VGb8VoS8KNg3MsJBVRBhJgTo97nY7/NCUfCTNOVnGzYMFDIjy/MBoW4X1te57D37QoCqAiBV5bAIvaDKOTNuAA2gJUJuRsMMBf7kHL8HihipWi1+CPwI2F9VNMw4HwKLZvxuaYmXkoTHAZKEg8vLg+xv3+YWcCVGpjodWnVZcxFmzGj4o0fZaUZhRi7CM0ABXAcuOsdvzOiqMuw9s2Z8s3a5thnvAj9/7TUWnnuOYMZHqhSqTKjigF63yxkR/gFMmiHAmghqRh/oifBpqCpK79kD7DRjQYSt9QyfrSfhgHPsMiMHxhl4+R/MAFgF8J5ev09hxod1Zk8Avwb+WftKCSwAj9fTobUSU8F7xs34vnNUZnSA90W4DSRm7AamgOe9J1NlEbhV+/sH3rMI8OqrrJw4QQO4ospfvWdelWv1qHVEWBBhryrb6iZNgNQMnCrjIqypUgB/rzN7DDgAzIrwdJKQjY0B0AZ+ZcYHMfLRK6/cseTjx7maplxwjndVuQrgHGrGihmtGPlEhPfM+IsZLTP+rMqlIMKyGYkIwYwKCLWdbgW2mRFi/MI8cqD0nrKqaMtdF7qXX6bXbNLKMpwqmRlVrVZW74UCWDbjOlACHQcs1h/DIiT1WctmOCCIoKqsdLtgxrIZnRi5tn07C3wJ5uYoQ2AxRlbMKENgrSy5bMY1M9pmrImwKkJpBsE5ihhZq5sCEW7WP+VmzDBYVEWvx0XgfeDy+joXXnxx0EhfhmPHKBnsgy/QbLKQJCQhkNZbtgIKf/gw3xBhBVg0Ywm4JoI3I5qxJMJ14DLwHvBhjFx44w1u3yv4vTA/jz37LIVzrACiymqMrIahIZwIa/0+vaqiCoHgPZUqbe9ZYNCxbUCdY6XRGKj1VTA3hwJFs8nf0pQp5why+jRPxAjO0XOOMka0vsVqjGiM5CEQYqStyq3jxym+KoG7cewYmT9yhEdjRJwjE2FDjGTOIXXDrKyvs+YchXOsjo0Rn3oKnZ+/d/3/E5w9Sz8A6j2jZrgYoXap0jkqEdIs+/fr19TU/Qh9B/8CUKfZCrZKDvkAAAAASUVORK5CYII=) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur83181 1.3333333333333s linear infinite forwards;
}
