@keyframes rwdcur199042 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhc3XS0xcVRzH8c/wGGDACVAggIRQQm1LfWAX1WDTEBcs7MLYqFGraYyubGJM3Gi6UNO1q7oxNrE+EhfVWGsanzG60cbYBm1tKlKohdAGERCG4Q4Md1wMqbY8WspQ/Cdnce/5/8/ve37/e05yI2SsZeStqfr/D6BRVJGHUbk2ADsVeM7TtvkUO+bNrzrAJWnVhr2g3QPew66bCxATmjWmBs9qtMfbeMkqtiSfV/99igjdosVmnWLybBLV6n6/azauCyO5BrjSgV/AoLS0EAW4V579HnWXT7A11wBXOgC1IlrtESr2BUI04m7VeMg5abNOY3p1AErN2my3apV+xEd+EkiqU6lJqXV2OGeDaV0YXSnA/GMWN+5vlxSiCj1O+tCDDvneoFCzmKc8ockxdCy4xjJivgMzQvU6tbrdBL7WL/CGKUf1KhSxRakidark63RRCmfcYEvm0w9iyrAQFSjTggJ/GjZgn6/sddK4AOvV6/C6PG/J+pUDAOjVbwZliItdzpsUGPW+Ux7xsy6jQkWi2j2m1GFsyg1AVLdJxFCiytUXUcKXfrNbl6NG51Zp0+FWH2D7ygFGDEgIRVEvrlDDAllnjHjcCQdl5nKbtNnisHztKwMInDVlWARNmBG7PNcsqkGTOq3qbJPvMxeNaEQxKtTa6mMNnlTyn7pFomDBtzWm/SWpAetQrFGAOxSIeV6xZ4SKZcS1iAqV6ZurnUWeGtUOSNpgyivLB+gzbcigpCYxxJUJkLJdm31Syk1iXGhMaFzShGmTBqUMoQdDOHVjDpwHCQnZDzEUd59W670potyktG8cMeUs/piruCB7iAOkryW8NACMOC+JItS4R62dYm4zimPexV7Zyye8XrHlAZTrMzu3/J12qZDd1wldeFl2pyuOxe/xKd1C01JokHWi37her2E4F+JLA2w0ICKQRj4m8LmDOGKFtl8fQI/ApKQQKXznOPbnSvjaAHGBhEAEv7qgx4sYu3kA3dKGpCXwgwM4nmtxljoFvZICY7p8K+GQHPb9qsgsPGozVTZm3iFTuWhOTsbik8VKMq2rK54RWevf838AMNI0O2AAzTcAAAAASUVORK5CYII=) 4 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKElEQVRYhc3XTWhcVRTA8V8mk8kwidMm0bSm0Y4x1vrRUqL4bZXSZUUQKmqFBhEEQYkrFRe6UES6cCEofiBI9yIBoVAVtBBoqYtA2zTWJiHW0cQYk3Qyk5lk5rl4wSYkjXU6QzxwFu/eyz3/c867595TQ2A9JbKu1v9/AI0a8Q62r5irngSXtDtIOhj8qDMYJnieIL5svgq63MtbFDwo7UUp9zuEnqr6jlreuvTVLKLJI7p06RDHHoNuwnFkqgGwPAIFC7LOKynZim4RL+gWdxg7qw/QqyRuVNGCGmzAk3jbXlsdxe5KAyxPAbSqcatn5cUdQz22YZcGOY8ZUkQ/5qsDUGPeTk9r1OIovjSi1px2jdokNHjYqJR5/Zi6WoCVZ73WlDFpcTRh0Hc+9LhPnTSmJCVhn26bfY1HV93jP8jKCGQFbvOQ7brM4HsXFbwr4ytDogJ3iKnX4jrsNSmDAWWmZCX9DP6UEaAVCa2ImjAu7Q3HvGJARg5btLvLB8LqmawMAAw7r7C4ZYPYP+NZcy763E8OOGfEDOrF3O1lHEKiMgBJo2ZxDRo0o3HZfF6vCw4acdI0oiLu9ZyoV1kCXDZAWtqskjqkbETbKqt+MGm/YWcVERN1n9ckPHP1AEVnTZswhxuxNL/Xi2vTIelOTTrkHDaGOGrF7PCmxJVXzeiqo5vMGZO1QZgGOtAnJSbpdTFPKYqrkVQnKoqC8IKrlbLNF047YN6Z8gDOWZByQZOUOMLzQMRuN+vxl6Sc8HqaVjKrIKdkRkGgJEzZE5QLMIw6UyZQxEY3SLrdDh/LSppXctwRjOAXjAur4hDmMLmo/yqrA0DWz6KLXm6xz7X2KOqQR78+7BcGvrSoZcnlAQoGNSv5XcRmneqEvo0bl/ESsuUaXSqXr+OjTtkkKy+sAoHwvXDGJzhVCeNrA9xjXNSkCBaEQf7VOD5aHKkywBEFaRktyCNnwZD3kK6U8bUBTpvyrbRWob+/+Ubgs0oaXxuAGSeckMWcGWnvq9CPd6UAJTkD/sCkXkl9lTa+KGs2Dg/oCPI6g13Va07WXtBO0FPNzqhmvdvzvwHm2FAbzhpuDAAAAABJRU5ErkJggg==) 4 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur199042 0.83333333333333s linear infinite forwards;
}
