@keyframes rwdcur211885 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 13 21, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 7 19, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhe2VS08TURiG35meTluBtEBR6GYSYowBmkkgIiYaT4IuTYwhcaPGnS78Be6NujExLl0QZWPCT9DE2bmQzcFwC0U93Noil2LrdDpt53OBIgjFDgjGpM9uzuV7n5zzzQxQo4ZHuBSR7uTUCy7F8b9RT/W6gYBerVS8VVTVS39DoCI9i5N346lp6lpKJLkUbOscl6L9UMMBIJ6aJrh5avuapPOzHwb+tJ5LEeNSDHrNqXgFpCqptlwGLVYWjNyRKmqlADz2KqBUmuBSsJKiXmXkjpi68dlr4f+GbSdwYXa0YzVY91p13Rgj92XYse+YumEfmU1nOkFaMUtw89SaTdGZxYn7+6lzUQrOpYhWs3azCbkU0bKqwmF+QFGQrgsj7/M/8BrOpWgqqL63a4Fjw54ETN1YZq4L5pYBAFEri2C59MirgKkbqz7Q9caCdbOa9dt64Nz8WF9GC75jrgtVgdloW1dM3ch5lfDCXq9hu8X8A4FyadRH9MbUjdKRCfQuTNzI+bWhVH0YoWIRkYLltORzDaZuOHsIRwjoVgDT1A23WgG226DF2NB4NAYoChAC3KyihQv5awBeVQrPaMG1lVA9wo6dAdBYrcCOTzGXIlhW1I3wH+S0AGzmv8ylYH3zY7c7l2byZxfG73EpNAAgoHslVI+5cDMU141wKarN3ylg6oatEiFQKm4MEOHEt3XUO/bzrBZ8Ot/QODjZ3BqcbWh6lgmEhgFAAcywY2fi6Tkw0BNTN6oW2BUuRawrnaBTy5+oM52gnuTUQ+DXHxJkE8imeGqaftt3sOBdRKJcis1T6vzycd1fyhHIJl/Zoo6lGdprfzXs2oQ/MXVjeetzxLb6T68k3+eZhlDRQV3J6T+owL7gUpz8J8E1atQ4DL4DBoQiOUPlGxIAAAAASUVORK5CYII=) 6 19, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhe2VwU/TcBTHv7+169ZtbMNFUGNoXDQxQ1YRExWj6cWEg0Hi1ehJbnrQGOPVRGM4Gw8mJkT/ABM8eG4wHvRkxzRAJlIGbDAZQ+jWbmt/HgSiWY3dYHLZ5/h+r+/77e+9lx/QYo8h9SRLqgKN5e6XWPeI16w+ClSMh7IgVptlrobz6YmBI/k5Sqwi7Sos0LPzn2/stCZrF5RUxbfC+ycsiigB4K+Ur3w4HHtTZLlrK742UOLCd18AYaM4DODVTgzYtqBnOfV1NhiJrnt4EEoRyy1gv64JAFyrHv5bxh9Cp/YD7Uaxd1wQPwHAhblEvMS6rwcq5ceyIBacGnDZBS2K6LqHBwBQQpANhKAz7JAsiLPtRilytJAbjhjFzi1xAChwvJJu23dvjfM+q+cGbFtAABBKQcmvC/JVyuBMMwkAsiDmAbyo+ROC153a2lWvWXlZjwHbFpyZ/zK44ebGsoEQfJUywuXScqSkHZQF0aqneEMGJFXhABwCYOkMO8SZZtIFKjdDvMbA6cXJBzrDPimxbvgrBsKGfmxciKeaIVyDpCrR47kZCqtEQXXqrm7QE0sp2mAtr9Pc7S2oElf/Ch8ANgevwrCghEBSFdtN+QfvJVUZcJK4vQUstT626xpy/iAAgLFMEErRYO8vAcg7SfxjBk5lpp7qDHtLc3sQNooIlnXxXVc80YABx9htQRBAFECiWZPviP508nJ3bsbszUyNbpr6f0iq0tG9lKKMqdGIlqMns9NjDr5hJVWJ16tlO+EmIf2rvB+mi0GeD6BKyKCDWjEAo/UasH0LGErfdmg/YBIXQkYRfLV6Z+tMUpUDGsvd9lfLz2VBnNuKy4KYANBXr4G/IqmK79x88uZFVYn9Hu9ZTqUjWo5252bMXROrh77Fybvx7DTtzUyN7ImBFi1atNhtfgIoCRaI6wz53wAAAABJRU5ErkJggg==) 7 7, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 20 7, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 20 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 21 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 21 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 19 19, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 18 20, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 21, auto;}
}
div.testarea{
animation:rwdcur211885 2.1333333333333s linear infinite forwards;
}
