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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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16.666666666667%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuUlEQVRYhc2XW2wUVRjHf7Mz25nt7jK7vdBSAi2NoIEixIZwMQEbRUnFe4IhxIqBiGUFTAovppoYGw2BaNRUX2giGCSaIJIo9AGsYLFiA40KFAOUm5bubtO9dS+zM7vjQ2HTmrYsJYv+386ck/P95v993zkz8H/QRk+TudHTZP4XsQWADfXvmKJFzDz8tLlRuKcAMOTC8AlNSwDQsqsppzCW4QOrVUaSrCMWrFvfaK5b35iz9GQAIpEguq4hCBYkyYosKwAMDPjQjWSu4jPC3s1btpuiKJFOp9FiAbxXu7jiC9PVdSJnaZCGD0RRQtPi+Hy9qNp5nl8wlW9/vMYlW54ZjicFgIZtjWYwEECxDTlUUjIFgLcbt04IckQNfPhBgxCJBLl8uZv8dISkFufZRx5iefVMJtnyzA2vbTEByitmoKouioqKAQiFgng2NUyoTsalrqupMlcuq0Yz0uw9dAK/6WZ+9SJcbndmjWHoSJIVVXUBd+6EZbzJPW1nhMPtXQCsqX2YCnsC742/kGUZVXWhqi7sdgelN9MwEY1L+2bju6amaaQiPuYWJil259Ny4BiDchkLlyzNrLNarfT3+6koryQQHOC9preydmFMB3bsbDaLiiZTWjKFqffNI+yax0BY46XaxQiBHk7+fJxodBC3q4DCwmIUxUaf9wZO56RsYwNjOPD+9o9MWVYIhQKIooTD4SRlGPT2nGWG5W/sTgf7Wn/h1/PXCceTwt59B81wOITf78Om2ADYttWTlQtjOjA4GMFhdwKQMgxkRaGscg67D3WgOmx4Vj+R6Y41q5/JBBMlaawtswfIy5OxKTZkRaG4eDIAxk2IUz0+Yd/hDkQLvFH3JMurZ5IvS2b9hjrhFuxdA6RTKQD6+nrx+33IijJifn/7WWH3N0fx+gdoeOVplswuJ1+WzKtXLmOkDCyiONq2o2rMPO3Y2Zw5WGRFwTAMNC2BruuZXq+rqTJffmE53oEILfuPklanUzmripZdzXffBbKiMElVR7y93e7A4XBm4Pa0nRG++v4Y00oLqF/1KAXpfn7rbM82NnCbc6D5s89NgFQqhWEYSJKEruvAUO8DaIkEF462sOapGkKxOF+3dtB68jz9kfjddQGAp36tkEql0BIJUoaBrusIgoDVakUcluf7H3+Vj79sxT3JwaoVi1mx8AGKnLas7oZxAQA2v75O2LbVIwxGI0Sjg2haAsMwiEWjBIMB+rw3EASB/e1nhS8OHKHIrVK7tJpl8yqzgpjQFerZ1GAm4olRi23TygXm6uceo/viNdo6z9F2+gK2PJGLfaFRY+XkQ+MWRH8gRMfpbg7+9Du+YGzUurizYytLffJdp1BUoJprX6xlelkJ0YTOkc5uCp2K+WdvYATEbWtgorp0vY/jHV1oWpKaRQ+yaHY5BU4b+bI0oi5y4gAMnRFGOm0GQxHmz51FzYI5SBYIxTSu+EJmTDOEnAIAfHnsnBBP6GZS15lfNYtpZSVM9wYJRTUgYcY0Q8gpAMCBkxeEuJ4y/YEwdns+dsVKqSsfTU8R04zcOnBLrad7hKSum+UlbmSriGqXKQf6I/HcFeG/9cMf14Wr3gAAFWXFnOrx3bP/z3H1D+w65cJHgjhWAAAAAElFTkSuQmCC) 1 1, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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50%,53.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuElEQVRYhc2XW0wcZRTHf7PDdmfZwYUCuy5UGuhF0FAsaERsgom9RBvRNn3RmFiFJ8DoQysPJm1FCNpqYqy3GtHqS2OMmphUk6711prUUkGMtIttF0kKSyHssuxl9jLTzwdD0sYVWNlF/0/fTDLn/OZ/zvfNGfg/qLW9S7S2d4n/Irfp+otnnj0ontjdsawg0tziuY7DQteTxOJRIuEQHx59WZrvwYwDAOzb3yviiRihUAAtGgHgg/d7sgpyQwkkkwmrkktRoYtYTCMc8mcz998BXtj/pARgkmX0pIZl9lduW7Uyqz2R0t4DnUdFzHcOJeLB3eeh/5KPzp7XAQgGZ+h68fmMlcWU6uaBfbsl3VyE3abwYMPt1K51MXV1HEWxYFUUurtfzZgr875J85Yasa3xLoLBEBPmcorKqtD1JEldx9AN9u5pW7ITKR2YU697UDr5Yz8uRyE3m2fR9SQ5OWZUm4qqqhlxYl4AgCNf9UvDkQJcKjhiHnQ9CYAsyxQ7nPS89NqSIBYEALimljAcKcAmojhiHqL+MQAMw8BiUWhpafvXEIuu4aFX3hRJ/yjFyVHs9jy+++UPrGW11N7ZwIULQyRiUQ4e6k67JxblwJzMK1czYVpFIhan+ZFNzF48zfDQAE6nkxVKbrq5gTQcgL9ckGWZ2JSXDQVhXC4H73x8gryKe1hbWc34+FjaZ0RaDuzd0yYZhkFeyXo84Xz80wEefaCBqfPfE/BPY7fnpxMufYA5CABLcQWDfhvRSJSHGu9gZOAkiXiMXbseS6shl3SQHH7jPRGf8tJQBld8kwzN2Hj3o2P4JicXHTdtB67X0+0tksgr5QdvEpejkG1VNjbXlGE1y4t2IWMfleYtNWLH1ntxOovoOvIpJ8560JLGgvFzMgXQ6x6UhEkWOzfX0/HUw0SjGqd/GxULQWR82mndXiea7q/Hpqp0vv0JIz4/QgguXw2mzJWVcat1e53YsXUTilXh2PFT9A158Ye0lBBLasJ/0lvHf5a+/PYM+aqVx5vuo3pNCRaznHK6ygoAwKR/lq9PncMwDBrv3kBdVQU2ZQVrnPYbILI68e6sXyduXe1kY3UlIS3O7yNjfHP2PJcnAvjDcQkyuAtS6bMzF6UmwxAAG6srWV9eypWJaXyBMFpcF1rSkLIKAPBFn1eSTSahqjbWld9CeWkxY1MBEvoUWlDLrgNz+vynS1I4cU3MhjXy1FwqSoow5+TgHvAuDwCAe8ArzYSiosJVQOFNubgHvMvy67eg/gRnKmyUMhgAXAAAAABJRU5ErkJggg==) 1 1, auto;}
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}
div.testarea{
animation:rwdcur207413 1s linear infinite forwards;
}
