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0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEm0lEQVRoge3aa4hUZRzH8c85M62bl8U2iRTtIkkXKUwsRCQkqzdL9SJMw7xUrpcoK1+LIL2SiDICd1dDka5QoJYWkUhEQaEvCqHoQrWRWYmpu7rj7uyZXpw52+zOjDu7rs4a+4VnLuc8zzy/33Oe85xz/v8JPOkdKffgjMEQ5N+7jddpsa32nLP+ChPU+EzKBIGM3KB6hVDkr7TAVJPVG6deNOCfIIdWnPKulI/6bbPNMWtsFtjiWoxG9wD7DfJtfjY2LSeSQh0uywsaiPhvcdLreEyTbEVtt2iySsbvXnOr0DgqbBmLj3Ay/pzu2ZFDbd5EpeIP4oidQo9pGuDxa7bDSpHDtpstVK8yExHa9Qx0uqjCaIzKfw6K9sbiu/EpWu2Q8sSAxSe02KkRX9puvtBVypvI5fe16TVLwqKKAcbkS43YTFJqxZa/wI/nKT5hq51OWOaArHb/DWDffscpNdylNuVNfIJfnZDWqdBot1rt3pa26rzFJ2zzupUi79msVihX8Ls51BjvAWmpSg3kcErkhPvFM722x1gXQqfsHCLxCS3etNwebb00RQKhyx1w1gxjKjVAPOajtGuWQWZIxZZjh/aibauRkhUouUIWnwPDjVILSQHD30A/lDYQ6Nf5RafMUBdvTqETHSKVXx8vHFvQnV9iS5yxYdG3LnyMvzVpdvjCK6yArE3263RE0Z1CbCDnvyvsZ/jJq1o8fXFVnoMWu7RZaL+MY3qZCHteu3EIv3nFtmEkPqHZLmc84ksZ/4ineo6w59b0O/zpZVs9U1Wh56LZLh0WOiyjDWFsIHQEx72sxXPV1tgvzfY4a4FfdOqSDkU4q0nTJSA+ockHui2QdZzVJlujptqaBsVTJlVbwggjjDDCCNUlpdF97tDmkNPVFjMgHhaaY36oxgsCuzWqq7amATHGejV2hwIZdWZLXUImllnvShvVyIZyuBpTzLskjsRSG0zyvOvkb6dz4oDp9ZhmHt4ftiaW2OgaG00XP5VFhY+UEW7Bbe7CXiuMr5rQUiyx0VQb3CmO2UYIEgNJ1KsbM3GnuVJ2ezQfUqw2y6x3ow3uFgd7CxIivaMSiYnZmGiusW66eCrL8CTGedBcjFWUzSmOC+XyJa3ybM2FJCeeIUngoQ/lQ4vDQXwhZfT8T2OjMVG+VJctOIeO8vmBrFCXWVaqpWA1CoT4RrPjQyYSFkmrM7NXX0QioS51PedCH0obCDFVaJTXetUIxOHeVgc1arDVX0OlX41NrrZOnd7jHaeYSq5AlDMQYY7iEycZgS/M8rm9FmvwxhCYWOJFN1unQZzk6zthktTWqeKm6aKKAU6L05mlCDEdZ83ylQ8t0uBtRwctfqmXTPOsuejop9/81beQ2EAyvxLx/S2hgfjeqdNMX9s7aBOP22yKtW4X/1OjnPi+FCw9sYFUvnSofP0PMEls4nsfekSDtxypsDWNNptorZvFKcRKH6eSI5BPuaYFQh04auCLZnKFrDdD4ICH3Os9rf22W2m7MZarwx+D7DdCjrSsfVodlzuPVGr834nxrnAD/RhYoV6oTsY+P8iexxU/LXDsXwuFQdqJU4RfAAAAAElFTkSuQmCC) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFElEQVRoge3aX4xUZx3G8c975jhtZ1dWcN0qitmiJoD9QxogTcS2FxCLsC6kiYlpE0tbYooSbYy33tXEpDG90Sa1qDVwTagZV7e98MLQivUCoraKFOzSmmJt2rrAsjt7Xi/ODLvDzOzs7JZlaniSczHv3+/ze9855z3ve4I9iorukUmRWagKElMmnDbqtyoty+22Wa+VKiYX3BcEqcyRVNE6qcNKiAtqKL/GEbyo3+ic5a/zNdFefdV6C+1zAhftS2USJaypNtZJgwEJxvCOoyqGHZwj+jBhn1TJcg9YXa3fybiHavnTuCBJqSYU0NNBY6Fa5wRec1Q05Gln29b7hcx9HvIGUg+4uUMT0/LRjjlDeikj4kNVE+1GIshrHsPfvYghT3lrnggclLnfQ07LpB50hzwY0236rOC9era0rtBsE6Ehd6ahiBdwvAr/0w7gazpQNXFCJvWwrbhe85GYxiTe1RDYRsSIonxY/1FtMMzKL+B1vORIFf7tjuFnTHCfPV5GwcPWahyFiE9WSZvMimYxziHP4rAz+LVQVy7Be4LHFgVf00Hc7xGvOOVv1lJ3e5006Q5brXdb8+rNDVCbTsc96RuLhmynAyr4QdO8Pb4vWN+qatKm6Xb5S6HCXJndALgo/R8aqD4gpAhdYTBR0DLUjcmJ3MQruOjMFQSbn6aNeRXnNL3l1BuoRf53eMHzKr59xQHb6WeectITRjGl4S89Y6C2MPsDjnrepF2eMb50pHNov0ed8oQj8uXELBO5gRr8n3HcqEnDftkl8DXt96gxP3JMbqK6pJkZgZM44Tcu2uWA81cJc27t911vetxJ+ZIjkEgkzmHMqAvu7Vr4mp72Pf/xuHeRSAs26jWtzzm7HeiyadNKf/Kc25UEL19tlGu6pmu6pg+4Cr4jVVJyapFbfUussC6UfFVIVNzsJn8MN4Z1Vxtqvgql0BtviSMSDyYyqT5r4q5YDjeGNVcbrp1CKfTG4XjIKneadn0iylyHtQbjcBwJA91rIvSE3jgUD7nVlupmdJavRjMMYKPBuDOOdON0Cj1hWdwRD9lki09UE+uW0xWswl0G485Y7iYTl+DvtMVqecAbNnfJX9k+hx6DURwJz4Vt8dX416VHnlFYGZbFL8bDtrrbZ/C2ui3Gxpf6i/g87vHp+OX42BJxtlTcGfe6y902ySN/2eZv882KDB9DpnSF+dprSo8VWp4hNDcQ5a9scRFnZu+fsipLU3XDxtWi9IE30Hp7nZlhewQ1swnGZZ55n0l2YLXE1Ky0J2WiZK7jrtYGiija7FuO1Z3QBKkbjIdV4ZtxLL60SOy8yb4wEJfH/RKflc5aVO6TqVip2LpucwMV9OPremVurcsr4F/ENJbDobA9vr44E2FZ6I/b469ss8kazQ/6enGhef3m/4FJ/Fdur3jZVcAgthqIu2I5rAobFgzfF/rjV2LZl2xyS4v+ivJnU9actnEEJpnXm8EKfMFAFEfCs2F7fC0e7Qj+I2EgDsWyzTa4Cf/W/mg3ajCR1hWYwjsdUPTgNv0xxHJ4NmyP/5yfibA8DMShOGKD230cb7WBn814mYn00s+J6tWpUqzWH4fiSCiH4Xgq/n5Oho+GlXFHLFtrvQ/LI9+J6r+vSFLBuPMm/AUL/VolQcGKuC3+2AUb/bz1JIz3xh+6wXpnnffmgnrLNa2E8fwGudenxDbPhHbKP8KoSJzxkznK7TagpFe2yGVKwLQ3/gctGoY4dAgXSgAAAABJRU5ErkJggg==) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2klEQVRoge3aT2wc5R3G8c+Mx7tOAhGilmUiCxbqugilVoR6cAGFKnBAgBWiKEIVQkiYxHERopceEKoQZ9Qr3kRccuECIjTBigwIIVpFVhJapTSHBgiIpklbUYu6IbGTzS6HmYm99uwfr+PYoDzS7uF93/m932femXfe+b3D91wBeMYN2g2oiFBuOVqb0EXT/u0jB+bFeRTd7pO33mWlJTCHQmUlE/aaikDOgHbvWYNKy2H5FpE/6XL/gvp3MOJFoYfcmJS10leAC2A73oqSQJE1+GnSYDGBA7ThH/ifYyp2eK3GKFY8oeQP1rlPAZcX2VeIGZzCjAjxXxI8BrlBemE1D38SXzkm8Iii/9RsXzRpt0Gn7Zf3S3eKL9hmTAQJ/Pnq9lFVo9TEeo1HIkiOPo6TjggMGq0DP2viG7tt81li4m6NRyKFv7CwKlpYNMdEiPYaASs4jOMmhLbWPfNZJoZt9Tf75W2xOekry0QJ09nwtQ1UEvB2fJkRuA1f4YgJoUFFXzcNn2qPKcO2+dh+oS1+nMDOVYBb6ofJNpDWnMEbTqv4UCCcVzsp8rLRFuBT7TFltx2OetlRXaotlJRt9piCnlYMkN4TxxQ92TJkIxVN4rnMumH7VBTqHR7Wq1xEm+VSw75XEu6q6AdsIJ3nV/oSitR9sGbDpXPySZSdWQawZnXG5+IHXQ0TCw2kZ/5DTPhA6LfLhtdIoZf81Tv+KCbNMFFtIEhKjuCYD7TZpmhq+UlraNR5oR1OOODPCd88E7MGUvgTOOH9FYdPtce0No875W1/T8rmmKg2cAqnvLtq4FMVTQv9yj+97XRSlpgIk//Q/3HW+0LbjTq3IqD1VDQt8Lj/ess50qVNbKBsUtmb2LEq4VMVXVTxpLLXWcIa7Lqu67pWmx6T86ybVhqjaQ1bb6cO0mm0y2b8xbPuWkmupjSkIHRUu4dJDbSLRAoC437tzhUFrKchBXnjcvoki/30QcY63K5HYNzIKhyJIXfIGbdBn7WuZHBn10JldGOjW1ediafdod0hffp0qUo/zxqoiJMat2HgykhsvMaoC5We+U369IhfbuZo4QvNJXGS90E92hwyrP9acGbqKb3yxt2r108sTHyp9Uo5g35s0aPid8vJWFd5LxjQqx8Xs5tkG6iIh6oTodwy4TVWoMOP1N1yqZ9xuFy39lqo3IjhB5wX+p6ocXK3nJgcmdc2UPbqEjYE52pEaP7JHFVSFjbavaltoIIc1tjieZ9WpTMCkRlTRuw06kir3GDIRuzT4WaVORPlb5SVbZBXd/emtoESNmCXtSp6Fxz1JcYctNugYosmnrZR3iEP69Ere4Mjh29qh8i+B4Ik2Dmzm3Bzf5dQwIO6RMaMGGgBvl+HQx5I4C9l9FMWby3VyMpRawRKYteNdg87cY9Ohx00YtCoiabgh/TLGzOgRzfONmifpjszTERVjULx3D/VBHyq9dik03EHjdhq1OEG8Jt0GPMzG9xM01uDNUykBuK7fUb8yF7sDnqEgk5fGLPLVnt9lNlup5/LOaigWwf+tch+queqMO2a0JRvnfeJsla/lYgD3yTye8/4hdcyll6RVwS6nTF1JUW4WAVCJTlBfGtHSeFhM267CrN6qE1JUONjjsu2uyhyYYk9hWgzuaQYq0XfAVQMQkdd97sgAAAAAElFTkSuQmCC) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEv0lEQVRoge3aW4zcUxwH8M9/dna1rKIpoVmiQalIS1GxmnpBRFzCg7QukQjdWevyKCIiERERiUjaNZ315E1E2DQNcXlDEA9uRemFpK6latVuu53+x8P5/+3Ozn9mZ3e0u6Tf5Oz8Z8/vnN/3+zvX/znDfxwR6HWaUVcgbqm2nLw2OxW9npm/1vUqThIrt+QnQofX9fspn/zrJid4xhxUplFhTpA+hLIidQTkrNFhtWMTEtPxFWEY+9yBF4KAWM5xWMSUY5OS34qDSp7T28D6dmU5bW52RkJmKm0eJfy2YUQO0haIxehA5xQqTcl/jF+VFPU0tC8qu9cav4jlrbb0H+/NkT8gtHI8VipfZRTjKBydPDdq4jYhGu/iZ0UbGkZ+DOvE+txqp1i7W1yakDvYBPk/xn1PkK8xrmAO5iaGtRYh8sNCT9+pX0lfU+RTrBfrc7sdaHeLK4XAZQWsjP34PTs/i14wnJuQ3KxKMUL0t2C7dQbcNyXyE0VsEYvc5gzZrbBICFid3pAtANqFgTnoQ0d5S2iXsXJtvtGhf1rkUwQRd9viE186VfUUMuqAa9xgqbPqV1FfQEU6377heY+0RLQR1tuHpzPz1ponsrTRWMw14aK+yEOPSX03I2BW438qoCLMNG2ozLDINg3DnJ3VLqx4XyBv2yGg1Sx2+AojgpAM1ApoSwq8iu2eUlI6dPwmQcmTvlH0pjDBhh5RhWoBbRjF2/jOkwY8eFiINsKAXjsUvS8sdBNE5KqeRvEBfvCEAQ8dVqKNMKDX9/p9KogYF/bwmG6WNmOXJ5Q8fPhZToKSPruss13VliOX/M37DXs8bsMsJJ9ig/vssc5egbOxle5rPKrfYzNGrllEHsBefDvDTI7gCI7g30DYYdwlb4W8jxq+Ws8eFHRYIvKpOKwDHe4UGVRw9AxTmxwF80Xe1OkmxhbledpdLfLirBZRcLzIK9qtktNJKiBWtgBdrhV7Uc8sFFFwPAadYlVy+FYmFZDu7hbjTNeKvTSrWqLHfBUbLbJKlzq70UqSluE81yh7WW9ophlFID9oiZXOUnNiWP0+ECfpMlzkage9bO0MiihYoGKjC620TNiFpsc9CWrfyCqJ4ZW4wFUOuv+wkM1C7CEX6nap8EY2gTz13oljYYVYCI47hBQnQ6eFGt4lZAtIC4RlrbVbm1aRRr4O/qfnQv8hNBaQTq0zhdT3xOP9cWh8eNqOvNvcq3uCbd4B34r0Kfq1JZIFXVgv72TVx+tlZYuzzoLGo76AUZyDk3Shq6bUZ1Z4z8kKblS0e1rkeywUG3S55c5We8EYCXPgcP0q6s9CI0nqzEhzcQkutkpsUMH8aZFnk27LLU/qnOjnGCGQGfN/itoWSO9hhzXu/xGWYL+VPrdRwXVNt0SPhSKbLHO+M/FTE77SNMEuX2O4L0nNDN4Ip2O/bltt1OsGz00yJnp0ydlksaW6sGsKvjJEpAJCVxoRTlymgggnYkS3H22y1nVKfsm0vcdpKl5zqnPNnwL58b7GPsdddOcM242hFn7DEK5kVxj2LNZk2hywwRzn2q3st2n7yRmVE4WhHQT86QXzvGN0mpWmaJczZKhu/l595uj0V8vbk9iQ7S3WMTvwN6R6Q9jdxnDzAAAAAElFTkSuQmCC) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur255793 1.3333333333333s linear infinite forwards;
}
