@keyframes rwdcur192957 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB30lEQVRYhe3XvUscURQF8N9bRCysUofEyiJpA7bapTQQ9iFEhKS0SJN/xMJWCFHCSApLu2wr2G6wCchincpqESfFm90YnK9VxzQ55bt37jnvvjtn3gRtkeUv8BoreIWnmMcYFzjFCY7F8KNt2dBACuv4iNXWYhlgB0diPUV1NMuf4fOMxGVCtsQwqkroVZD3MbwnueL5YVGvFLc7kOXv8OWexGXYFMN+vYCkNOuAfIIohsNyAenMh1jsUMAlXt6ciVCQw3ftz3yMs6LgIpax0PLZAdYmb8dcsbjekvwcu9gTw6/papY/wXtsY6mhxmrBd8SfDrTZ/TdsiOGqMiPL53CAyqkHMUyPPhQON2xBHsVw3ZBHlvekQX5bRzxBT7LXOpxLO28mTyTX2MDoxlooIyfNwEpDyd3atpeLuMLzNqk96cNShTH2ZiKfET3pq1aFs7+mvSMB8zXxyy7JJwLGNfEuXXEq4KImvlyYTKcCTmviC5LDdSrgpCFnu3C4zgQcN+Qs4aBwuA4EpAvkoCGvj69ddGKyq50WuX38lOWfHlLA7PeBCk+/K3pFUdjyCMZTLiCJGOHDvxOQRBxiszL7gdt/W0Ai2Uf0SMfR/s+og91T9WeUCEdYwxvNPvEfd8Zv5aF2Km7MfKkAAAAASUVORK5CYII=) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABz0lEQVRYhe2Wv0tDMRSFv5QiHcTBUUScOuha6Fo3xw5iEBTB1cF/xEXEtSDqEHFw7GbXQteKOImIo4M4SCnGIYn1x3s3aUud+m19Ofee8/LS+54iFWNXgHWgClSARWAG6AFPQAdoA020uk1tqyKmAHXgAKglh4UWcARco2WL/FVjl4DTIY2zguyi1WOeoJBjvgl0xzTH13d9v0z+7oCx28DZmMZZ7KDVuRzAJTUTMA9otLrMDuCeeReYnWCAN2D1+5lQ3hzghvRn3gPufMNZoAyUEmtbwFr4dxT9xXqi+QNwAjTQ6uXrqrHzwB6wDyxHetS83zUMdiDl7q+ALbTq5yqMLQIXQO6p97TQas0FcBOum2Cu0eojogNjC7iDvBFRrqLVbQE3XiUecHceNwe8bgvIHT6edXCDqBoRnojbnh2iDxxHVNUQoCKIekBjKPMBDV+fRyUEWBREdz9O+zC4untBsRACzAiit5HMB7wKa6UQQNqmcafinLD2HgI8CaKyHzLD4+rKguI5BOgIohJuwo3CHvLj7YQAbbGNVocj2cfr2iFAU2gif0/FQ0j1Tch7F4xrnIWx9tuvr3dBWKz/EkwOYy3G1v/Fa8qUKVNS+ARKyXnD3JwJDwAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6UlEQVRYhe3XsWsUQRgF8N+EEFMEC0sJwSqFaQPXJl3KFOIQUIRYivi3BEkbEA2yYpEyndcG0l4IVkHE0kJShCO4FrOXqLmd3TNZbPKqZebNvDcz33zfbNAWRfkQa+hhGfOYwRBfcYgD7IvhqO20oUEU1vEKK63N0scW9sS8RH1vUS7gzYTC44w8E8OXOsJUjfhjDK4prho/qOYbi6s7UJRP8PaawuPwVAzv8gaS06ID8RGiGD6MN5DOfIC5Dg2cYun3mAiVOHzS/syHOK4mnMMiZluO7WN1dDumq8b1luIn2MaOGL5ftBblPWziBR40zLFS6e1xuQNtVv8RG2I4r2UU5TR2URv1FfpiWE0GUoYbtBCPYvjZwKMop6RAftTAXBLD0ZSUXnM4kVbeLI6Kt4Ha5FNhjZSIeg3E7ey2jzdxjtcNrN7IwHKGNMTOROKX2KnG12F5ZGA+Qzr+I9onQRr3OcO4PzIwkyGd/pP4JX5k+mZJeWB4YSKGfO2cHHczfWfJQAx3blg0ISWnxQzjG3Xl+GawKX+8h90ZSBnxZQProBsDKRPuYqGBud+NAd5rVwuOujEQQ2zB2hp9dBMD+evcV5Vimp7l10VRln+1XHkRdXkNx+3E89wTvTsUZVm9tv8TMv8Ft7jFL2cSeme4vuT+AAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABPklEQVRYhe2WL28CQRDFf0sIqaqoRFRiqGyCxtXWdFXTBHQd3wLVL1DVhmw/Aa5nm6ARTWoQlRUEQTBbMdnkILD3J8yRpvfU7s67vLd7szMLNWrUqPEv4fx7GJqKhX1q1sWaefMEwgE3gKIB50fAOMLoATTUDMAzsInEr3UNWPMDfEYYbV0DgmUkdlaFgfNIbK1rwPkLoBNhfOsagAHQisRnegacbwKPGawPHQPON4BX4DKDOT2+Adn5BLjLYCZYMy9vQBJsey6V7yuHOMBTGBRvRlLXN0iRWSJXrUM84dJIgD5WpMv2ghZwVeK7FfAQxEG/EO1iiDWL9EIxA/vbal7cY83b7mIVJ7ACLNa87AvmT8Jyu0+Qf744RNA6gQS4RbL9oDgUuwVd5BnVQx4TbaSlrpHGMkPK6zQUmT+BX+UkR9hlnqjtAAAAAElFTkSuQmCC) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJklEQVRYhe3VIU/DUBSG4ecuhKAQkwgMCYIhSdBzWAxXYUDvxxA8CkLKL5isXYIjQSAQE+AQZIJgiihLug3awVZB6Kuac27P992e03tpaGhoaGho+O+EWqsn2R12J2IxTGjWZyDJ2njG6jcrHsWw1arNACcl4nAL9RhIshX0KlYN6jGQZC1cYbNiZf/nBvKdVeWvcVRRKRXDPZQXnCyeYSjJznEhhpdCri3veU/1zuFs/DDfX5CLF3nHA16xjm3lA1ckRVcMcxqYFV+EETpiGI4D5TOwXHE4LYqXG1i++LEYbqaDZV9gtCThEaIYLr9KlhnoyAdmEVJ5z2d2Xm0g71UXh78wkn6+153u+TTzX0ZJtoMD7GMPG1jDG57kZ/sA/fEh8yf4AC+0Ru9CMG/RAAAAAElFTkSuQmCC) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABKElEQVRYhe3UrUsEQRjH8c8chxjEYDQcJoNWwarNanGCiKDZv8YuCBrWv8CmVbBqsIgXjAYxiAhr2D1u723vThQN842z83vh4ZklkUgkEolEIvHvyfJHWd6cUtOU5U+TXG2MMcqxhHNZXn+3q2ngHK1SX0uoCe7nArti+KwJb5bhOwPfYhia1Xs4vnEbxzgRw0tFt4ADHKFV69BXJJQGcIWNMQU6fOABr5jHMmYm1F5jUwyVAkWJFu4wN6HRd3jDqhjanYPuYhWHh78YDofV8N4CRYkL7P1S+F7p38Pg04rhDFExrp/gDbH0HWD4M6SzE6cmX8xhXGO/f+xVRv9cCtEmtkujaYO3Fds+Mpy6CfST5SvYwjrWsIhZvOMZt7jBpRjupyz8d3wBmX1MQUXLxS8AAAAASUVORK5CYII=) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABI0lEQVRYhe3VoU4DQRRG4W8bQhAEUYkgqAoQGBIsdVhMV2FAYvsivAOETJ+gjtomKBIQJDUVPAAgCGYQuw0htN1t0xWEPfb+M3NmMneGmpqampqamv9OAkKMM+oP0uSgSoGGEEdz6i0hNqsV4H5OfQPnVQsMCzKXQlyrUqBfkNnFjRAb1QikyRMGBbkObgtPYomTmuzqqkS2g5EQu78uZohNIXbz+qyOmsqkDeEOxyXHfeIZr9hCC+s/EmmSlBfIJHbwiM2SEsWUkPi+WGkyxsXKFmfeAzdFIJPo4WylEgsJZBLXSPG+khVCfFtMIJPoYV9xexYxyOdZUCCTGKON0yVEBvm4dj7PTEq1CghxDyc4wiG2ZX/FB15kf8oQ/fxx+xt8Aa82RmnicvVWAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABQklEQVRYhe2WsUoDQRRFzwsSLMTCUkSsUlgHbLVLa5OpbLS0zY/4A4KgyPML0sU2YKuIYCNiaSEWss2zmKxrjM6uI7Mq7C3nvpk5u9yZN9CoUaNGf0Jqo9/aWlBbBy7fRpxInQAtoDc1omaoWZ0AG586OYjaIDVAN+BnwGFqgJWAf42Tx9QA7YD/nHLzHCAL+At1ANwH/A5qS6kBLgL+PLCbGmBcUrOP2lxKgGFJzRpwglorDYCTK+C8pK4PnKb4E/lXHVSo7QO3qA1mgvmDoMpkAYARsFlxXgbcAE/AItAB2jGNrJigtorvivFnPwKgCJaTO2AvevNITSfbyRmwE71aRBufPVpOjgFHDX0A3mfgo3wmjqgezELfyMLXl4vPxBawTfk9Ea3qqfVvxx7+BdUFlvG94gV4wPeUMTCcXG7/Q69fV00swyoqMgAAAABJRU5ErkJggg==) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur192957 2.1333333333333s linear infinite forwards;
}