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1%,1.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
13%,13.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAE0klEQVR4nO2YT4scRRjGf9U909MzszO7iZtsMBv/HUSiiJiTBi+ieBAECZ4kEUEQURA8CB5EREEIKHgSz34B/RKelSTgQZYIGmTDssn+me3u6e7XQ1VN18zOzE50dzNC/aCoqa6e7nqeeuut7gaPx+PxeDwej8fj8Xg8Ho/HcwByvwcwhXseW3DUN7gP3NMY78UAeawz//rlaV3Nev6sBsjZ00Je+zdDOmZikOeBGU2YxQA5/bCQh5BF/2Vkx0RLF3kFmMGEgwyQxSeEfgT9FhStQxjgUdMCmrrIJeAAE6YZIJ0LQhlD0YQ8hiw+vHEeGSYCaOta3gammDDJAGleFHIjvoyhbOpi++e0wIIRb0sM8sFkE9Q48dHLAgJKgMLUJahSXybMTbsAlesSFBDkUMsg6EOUQZRCK4NuDmeAR4DzwJMI51hnid+IuQb8AtwAbgKb0Ez1LHYYzCQx0DClBkRA3fyuAaFTgjFFgbq6X/NoXpfwNaG0fpbGJUe8KqG04q1BhTElhzyHMIOiD1kCWQpJAmkKaanvvojiJAt0iYAU2ADWIbgLrRQWjfgu1ZpuGNHjhNeMyNDIc0S7tXwO6jPENcE1QII3RMeSDRYjWKgMUU7AqaKqCyciwhz6fQgyLTxJINmF3QSSPagJnKLJKdpAD/gLwnVY2oMHgBOO+JYjvmbEh+yfcTWltiiQq6A+rkywBoi6IpXQakVpM6S6jjiRMTCiNMdMpOSlWRoFqL5eFnsJ7PRgewu2tqDZC3iUk3RZh2gNzu3Ag2gDuiOzXjdi6iMzHFbChsTa2s1wTp98C+pDbUINEN6R/RlCpja1YBk+QbknOsZkZZUndlLY7MHtO/DQn8tcWbkOT23ACjrsY6oQHzeTtu3i9ikzhsDUo1nOtOV7UO8iOgLGPeDYC426ao+755kyOBw4bRuiIRShFph2YHsV3rpwlxOda1y8Ba0NCHdBpSZySqDQBg40jEQno8eVWaKTGNM3iGw+kuGj44SPFnvczpAjdpCcInQoN9Fb1DJwFlhNoP4T5/mS97nOCyks34F4C2o9CBO9fAKzywx2HbvcCnN7NxJds0x77G+B8E39d5sDFN8o4ROpwisY9FRXdbOsctpuQrKJqm6Ex0Z4B53cloGlPqg1YI1btPmROlmjz7MrsLIE7V1o9KCWQJjqbdVut6qojFAmQgbLbTRR276RpVq7NFA2tAsovlLCF1KJtkLdxOMWK3iccDvrLWNAF729tQpgHfgD2CYj5iYL/MwmBXC+ASsRdFrQSPSzRC3VW2uQGzMKxwwn+Q7tTNYQm6iNIdGrlfhRA3THp0r4WqooGH2wsG13H7bC7T5txdvZb5s6KoBN4G/gNpBQErLDAmv0aJNSAj0FZ2Lo1qHZgHof6pneTUKzLIJ82AhrwuCZpaxEW0PiF4fF72s4CN/JcIhb8Zcn/WU+2Pp1vyEItJ8Dxuid9IaveE8JP8hwUgud/vlEitiJBGNE9xlgwpinvQ0qLqvqzcqWOSePoWiYEk8XDwd/D1C8rgbv1/wPvgf0Y+ib1/cTjwMHROssX4QUL6nquXzOyRuQR3B6FTjkpSrckHHPYfOE/L479lnx8G5wlBc/BI5lfPNugMfj8Xg8Ho/H4/F4PB6Px+OZzD+WodLw+ocfkAAAAABJRU5ErkJggg==) 31 31, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEpElEQVR4nO2YS4gcVRSGv1tdXV3d0z1m4YwmRGR0o5ggwkR3EcxGJDvBlSgIogtFUANudONScePGlSDudONCJC7dKy7iCyGJBsxrxowzZvpRr5PFrdt9q/o52pnpwP3gcLseU3P//5x7T3WDw+FwOBwOh8PhcDgcDofD4ZiCHPQEJrDnuXm3+x8cAHua414MkJW1xdcvK3qY9f5ZDZDlY0JU+y9T2mdqIPcDM5owiwHSeELIQsjq/2dm+0QNqIM8AsxgwjQDpPaUFp+EkNwJBjSAUIc8DkwxYZIB4p8W0hDSPPtZOL953jYaxZBTwAQT/DHnxXtOyDJQGUgGZKDSwfW5TXjeLKHTWskDkNOgvkYAVb596AQgvCD6gqCF5wZgGaEyIMk/J+AloGKoxOD1oNKFaheCDtQ7sNyBIyk8BKwDx4k4zEVa/EyFn4BzwHngMrCjHxCIXtMhOqNBHtU8/Dwq1uhZoaxzgPpiWHO5AoRXdHIlyw0QELHEi76mMiDNzyWQ5UakMXgxeBEkXYg7EO9C7EPahkoEh4CjVFklQBEBm8CVPLYh6MGSaNH13IBaHmXhJkzWlTXaRnggL4H6tFgJtgHCGzIobhkdxpiCKbkZ/arIq8GLIO7qiFrQ24Z4Gyq7cFQUa4QodoFLOvwb0IxgGV3KZkOzM+/nouyMm7Es2hwzOJbXQX08MMEYILxTEm+PGcPGmM9pfphapuRmpLkRcQRRF7o3ofMPdK7D0iY8lixxmGvg/QLNy7Ca6vIw4m3hXv65XNqKYbHQX/998bYJZ0B9oE3wAeG9MXvapK0uK91XMsaYYcY0ARLo9aC9C99uwqPnGxxPfoC1C3B3Ck10xu3yNtm2xZR7l23CJKx75F1Q7yP60eX+Pu5B0857pdEuSR+oQhZA1IRrR+CtBy9xIj7L+m8pwVXwdnXFmL2FlKKxWenYMC5R5UqeMHXhIykKHOVqueTs0rPDZM9nsHmF6AwfAlaA1gaKzznFh5zJrnBsA5rXIdgCrw1eV3cTlaL3FWvT7ceofQqGTRthjHpbqzTFpXhTCZ/IcDbLQu3RbjumbM1GVUWv2RBdYU2gBTQFKpvAjygu8Dt1vvJA7oEHWnDXFtR2wG+D19EmeBGoaNBy++8kVmcaMsQIH2GMeq2vrLS6XlXCZ1IUacJuLeXW41thhBvxpoc3gCABtoA/gIso/qVHwDkCVonIGnBfAMtLUL8J1TZUOtoAr6fbq4rzLmOZ0TdEcjOspaNsQwTUywPxZQP0hReV8KUURZdfMOwSL4u3M1+zRi8CdoCrwF/ABtClR8ANAn4looWuyXuXoRVAWIegrV+oCiaYNptosSqPfis2Yq1NWAl4zxfFDx1YCN9IUbAZT07bag+W3lmrGsxyEfCfBUboHfddQPGMEr6ToviKdX0xkaw+2B9UqsVXnwbGzHmcAfoPnlTC91J85Vxw0lCXvvm+Uj8JTEjYtN8DFOtqsJndAb8HmK/tWW26eJjtFyHFw5YJC04aQlqD5glgzktV+FtGvYctErLx58h3xfn9g9v58DmwL/NbdAMcDofD4XA4HA6Hw+FwOBwOx3huAZMDvBqeuvRbAAAAAElFTkSuQmCC) 31 31, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEJklEQVR4nO2YTWskRRjHf8/0vCdxs1GyogcPHhcRPHl1wY/gwc/iF9CrB6+CJ0XFm4cVD4IgYSEggriQld1NYjLZl0ySSU9n3h4P1TVdU9OdmWiyO4H6QdHT1Ul1/f/PU0/VDAQCgUAgEAgEAoFAIBAIBAKBGejLnsA5XHhupat+wUvgQnO8iAHKJ4uvX3nXXOZkXgOUzxQa/2lOL5gE5W2Y04R5DFC+UKhzbQyAGOUWzGFCecZz5SuFIVAFBv9/eldPAoyAPsoKwokCUvTX5xmg/JCKt+1aGBBP3CnLCJ1CE4oMUO6qMXJIdh06zxcWJZt0L+0RBM01Ic8V5Vc144xymp8RtvWclgBdTDBOQY4hOoTqU1jeh9da8E4MHwLv0+cNHrLMFhUeAjtAC3gCHAEn6WAJ0AfOnJerI3iYPi9GTNwmNPsZoGymkbdjQ2aoNcXe28+D9N22naUtNk0bMKiDVk3VPerDkwS6I6jQp0qbCvup+MepAYdAx3Gzz3Q69orVRqlUW+ZFUQFJmMgE1wDlT82E67g3E45nhNsGnhm91IQucMO04Qp0ayACezGcPIc6CTV2gQfAfWAPeJ6Kj8lSzA5uJ5KKK1mhmskqLHkmGNLNTLAGKA80E1x0dY0ZeX323l8i1ogYOIbhOpzehL0IWhvQ7D2lzCawAWxjIm8j3odolEVS5hApmOj7fc6GrzWQtjGhDCg7OTWtqMz5xrj9ec3NkHR5jI6h/R7cfxNWv74L0fcg21DvgjhbjY2uy7x9M9B1kANUAOVgRlE/b3DJeS45zaZrSaE0gFKbV6Kf+funj3n1W+ARpt6dMZnxML0EfYY5fS5+/U/v5ZFZAsK6KG3NF5uXcq4w91mJScGCSduxmgRT2XeBDW7yDb99AHea0NzErIBnGCNizPLpkxni1sC82oTz2V2uvhkjkC0zc1sDhFVRTj0T8kT6kbXCx6O7+7AtAglwCrQxlX6LCvcos8tfZbh9G26VoL4GJbsBHDHeRcZG+GZYI0beZ3cqriFpv/yRKXJ3AWFJlJ7OF+2Jkf1Dgq3cdgvrpOJbwDbCFjX+IaLDPtC6Ac23zNi1BkQrZEeA2BnGnjOKssJeYXLrdprcm1ThnwOEqigjz4SpfdE/GeUdCJJ09p1UzTPgANihTIsKh1RI6AB7AmtrUO6Z4atViBogS5jEicnOQq4JPaYzwt+ebUIqyC/TISwqb4ranGJyNFnsr4T6EdNmKMiPQI7eou8CgkSKdpmOeP5AC4KyzNS5Sb4DLvhlyPyDNBRtM5nuC06TTPwQ5EvgnIDN+kFEkFWy41xyOZO8SpqYH26as8XDfL8ICfI6Rvw1MGAJI/5z4JKXqqK/Fx0vFgXVTwuPQJfzgqsc/BJ4IfNbdAMCgUAgEAgEAoFAIBAIBAKBQDH/Airv/8B5LH03AAAAAElFTkSuQmCC) 31 31, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,28.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAETUlEQVR4nO2Yy44bRRSGv2q3L+3MOIkSTWaQuEhoFggBQiISPACbrFgAe9giWCPxBDwDC9a8QPYRG0gkhBIESEGTIUAyHo2xscdju305LKrKLtd0254oF0eqTzpT09Xtrjr/OaeqbAgEAoFAIBAIBAKBQCAQCAQCS5BnPYEFnHlu0ZMe4BlwpjmeRQDhl/X3X/haNyuyqgDCvkDlkeb0lDlB+ApWFGEVAYS6QJnnRIAe0EP4AlYQYZkAQsdEvmxs7TkBuuhM+ASWiLBIAGEgUETbcyPAMToLuuhM+BAWiBDn9AsT0R9zLXbury1dYAxMpiZcQ3FdAOU/faoDEGSS/YgrxsSxsbERMARSYIDOxmPgP+AIeAj8A8V92PgDXroH7/XhfeB1BlzigIQ6JY6IaaLomBecAH1jAzNA6gw6cibhT8z6MkZx45TPfgYI0jdeKMfM55QxgIIniB3LFaIKnDNtgi4lYNSH0RGMi7DZhy2EGi0S6pR5SEwDaAEddER950fMO+5GwTov3v+CcBXFrblMcAUQpG1e6qLIFIPICGKuC+a+G4CREWAD2DSW6OkMmpDuwVYHduhS408S7hFRBxpAGx39RY77EffTE6e1IryB4s5UhHh6Vxo5zi9rjRj2OoogMn2lCBKlBbgAXAIu6zYFhnuwWx+zza9U+RnFvuP8iXHc1pQbZXFaazj9LhPvWhB2UdwVQMW658AMlOV8Fr4QeX0mS+JIWyWCCxHsFODViOONiHd/usk5vgP20IuFLUEbadcJG10bQDfSqyLm7yso9sVkwCDzoeUv8p+beH1+LQ5BpVDuwgsHvP3Z91xufgPfRvCgrP0eu6VWMK0fjCijb1HA8okBhXpZkLueY64jfpq5124UbFoOnXaIFriHTu0Gir+ocYfX+IH2ByMudoAfU/gb+Nc8PjTryThmVmLW8SwB8nDK00HRAlMC+lrtCnLbcdLiLi5Ze6C75biLlN0Le+h67gANIg6pcp9tfmObPt0rUHsHChHwO/AAvQG0RVfDaKg1nKjZMKccjJ3/YT5zTpeI3l7nF0EjwpuC3PIc9bcTf+Udmdau0naPts53jfNtYhpUOGCT+2zRogYMEhi8CNWWeX0CHAJN7GFOC5HK/K43FcSOnUdkBNGZo+hNnfcFMCJcFeSG46wrgL12tyG76dvV2j0FaVN0KNCkRIOEQ87T5ApDKkBahPQilHYgHpiplY0QbaOdFWHgDJf6J1VvC54y61A6s+dqIa+QBLnuOD+aOa4+zvnIeiAJJlnVbOpkOw/5X4YU6hpuFPWhpDu7v56msz0CCgJFgURynV8kgBHhI2aFaL9mrjlVYxWgAKoHLNgylv0eoFCfYn9k0IW45lSAkjZ1DCzZL1f5RUihPme2oq85FSABVQce9XSUgyBfZh3/1gmRtzKPqI9vgCf58sfAU5nfugsQCAQCgUAgEAgEAoFAIBAIBPL5H+bs8fC/f61wAAAAAElFTkSuQmCC) 31 31, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
54%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEx0lEQVR4nO2YTWhcVRTHf/e+N0maZhpjaRCEWhRp1Y1CcCO4FNxLF4Jrd7p2pyvBlWsXKu5cKOJGxIWIohBFgotqK0qbtvmwacdJ5uNlZt47Lu49mTsvM5NEkybC/cHhPd7HzPn/77nn3hmIRCKRSCQSiUQikUgkEolEInsgx53AGA6cmz3qLzgGDpTjQQyQhf+BfPuSwAFM2K8B8oLAzL9K6f5it6Hy4v5N2I8BclngNC5OOrYNNoOp5/dnwl4GyKt+5KvAmUNI8KhJMhdpBtWFvU1Ix9yTNwR6QBfIgc7h5XlkpC2gAJO7mH1CqP9qBDBDnx/xOfKOONEaaoTeP9SsDxHbBlP4EHc8d0G4c324CcNckfcECpzogr4Jeq0bRMdH5qPtowm0SGgyQcYkbaq0OMs283S4gHAJWACeguxBuAH8CSwDa0AN2ATb9PN624XpQtIF0/PhR3pHdAGJF69Jm8IJW1s3uzSXK0A+9iOvQxwKVzN6PvKSEduBCU2gSc4mbbbosUVOSpcGBcIUHeb9GxXYAlZwJtwENsBugm1A0nLCkw6YDlgv3HrR1ge5u64kXoARl7gt4PycsFwbrITQAPnCj7yi4jXUVD3qfTWhV6qGzA0idbrU6LJBh5QcgyHnLDkNyCtwG7gKXAO7DsnfkDYg8R3d+lG3+aDYRFwyO+XuAz0PtBhvyGNV4Y+tvglqgHzjH1ChsHuiqxF6TytCvHg9hlMkA1reiHtss8pdbpGxTIUNnkXqKfwAySJUbkOl5hpZmrnRth1X0uROxM6IBwJVrNHr4egPMeHShPBbx5lgAFmU4YKVUYaExuj98BmdNmpMG1chm8AKk/zCZb56/yOmP4CJFUiabgkzAkmv/2E7oktfOrSt46/L7vOB+8CSGAwgSwWICZzz75S/YJSj+o6RwWtWS9E3piSHtAMTTTi1CtOfT7Ly9vd8zTNcwbAONLxR2mfUQK02RUoxjHFLlQCLmB2NcqW7WyD0O6gKVOHlc+szseK6si3cnE18GacZpE1X4pWbYH4CPjsDq69R42Vu8SjLTHIbuAvUcVMnw7VK7THh0gz9qacmqYTwPDRDn/3WSTfaA8yTFeT3VkncENEDTUYbkC9Rk/tG1Qvm77ZbxtIGJDWwa7iG9yPwVwpcZ5afMUCVh3mIKvcwbHgTGt6ItjeiE5ihEfagctMeZsyX9JfDcBUwj08jN+qB6GKI6HCTkQ8KN1646fqlK3NdPNkCWwc2cOv8NVznz1OgjuUWp5nDABXmOU2VWSbYxPULNaFcER0Gd6phFOw2owA+YXAvUN4HmEdmkZU7QUctSsKLQLhuOXVt7vbF2wxsy4VxSwCs49b5Vdzaj/GyNqiwxhRTACT0mGCGU0wxQ0IL3Ve4SlATykaE+xM9FsHxQ3ZvhEY1UrmzHJiQ942YuzjijRPCW8hORYQmvDtEPIz+LWDOnUdqV/ulbgbb8Cjjjht5gP4eRE14c4R4GP9r0MxdRDaXggrIxzx9QphlcCP2+hjxsPf/AebM0/3f2DY7tDyPjGoQe4mH/f0jZKafc0tZ0vrvCR41Kv6VfYg/KNL7dOzG6yQg3yFHmuOJN4D7kN9JNyASiUQikUgkEolEIpFIJBKJjOYfZOdqkcE+lOcAAAAASUVORK5CYII=) 31 31, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEz0lEQVR4nO2YPWwcRRTHf2/XTmIcO7EDRAEhmgBBNAgpokUIOj5KRIlEDz20CFFSUoEUiYaChopEaUBKwBIiiqIQghOUOHE+cM7x3dn3sbuPYt7szt3lzmdwEkean7Tam7m7vfn/5817MweRSCQSiUQikUgkEolEIpFIZBP0YQ9gBFseW3K/f+AhsKUxbsUA/fhRkP+pwhZMGNcA/Uxh338a0QNmA/hofBPGMUC/UpgBZv/HuB4YG0AL+HA8EzYzQL8z8fvt2vG0gA2QNsj7m5swygA9YeL34Wb/UYgA2YCkZfc2pO+ONmFiSL+eVsjtmzmQAUXw/raNeJtJNoACxAYvOaRvKp3jooD0f36gA9DfC1BxKtU9r7zy4OrijGnbZdFHA6gDNeAOsAKsMEGNadZ4nAbP0OIwysvAUeAItGdhGbgO3LAv3bUHrdvDO+5HpQuSuR+X3MTmgejCXeQmsHD9rZ9kQHN/BOj5tqkCCjEjvBliRkivIV27eyM2bMzzwAFc7pgmY5ImAuTsocsTZHSA3aBTzqnrwBXgljlXp0xq0gXpOOGl+CIwQHsNQEFs9hKbyb1HlcZCbySEBuilhlPjxcKgAVi7CPrzxLXDyOgE0fAUcAg4SMYidVKW6TJHnQYwDfVJWAQumAk1J158MutAkpkJXnBRGYBCYutTcq+GcqGGfbMvKWvnKhO8AXqlZiOHniBRKtFlXyDetwtLp3ni2lnqIiRLXFSs26Q+T8E5VllgkT/4h3Y2B2eA0yBXQO5A0nQJTDqQmOgkC2bZwk9CkUXwOuj3IoSqb+45pXbRmSCALt/sFVs27pUhAtFD24Eh3qwiceZkCTQTWErh5+Q1vvzxBJPfpiTXQBoW5rmFem7CbDypvS4IyleQmbfK7b8FAfTWUr860zEq15vLErbtnoSzUVRCElvHEw2YuAbp8YOcPfYL36TPcmYSagmsT0AW5BoFirSv7CSDE1BI32fG4MZNqeZ75a97iDF6Qs2/9uJ9wvEhmQeibd0mHVee0gZIDZfofgVOvUDe+YRLvMMC+zgLXMUtlSbQEugGyylPq9wTmlIuUwYjsX/p+s8trbiK4HOAHDiMrp7vWz/aG4LlOgszbVhy8kp40rFwblltbpiya8CfwLkUOlOkXOUQF3mVIzzJXhaBJVwhWFNoKLQKq4Bd248I5HYVwXLz5uCTdFIJDo26vFaVw7AKyP4X0fpvQ2Y4EB6WnbIGZ9WMS9clsTL71U38LZviy8DdKWA3UGeKq8wzCzzNFNPM47YCt6m2Ak3cVqANdNVdvuoUmBmBCQWBEYExF1q9e4H+fYDMvII2T1U1tLz7zJtXdz/b9IknFL9mKlZM1TKwIpDvBiaBNimr7OE2s0wBwi4eYy9uC14DVu0xTaqzThtXtPxmLFMzQvs2b8GG7owOboSG5XltnewTbqIn3x7yjR3CG2i5bffRocBpBsXD8LOA7Hkd7fxgwu2JZT4YWSAfKjpDtTP1Z5iTQ8TD6NOg7HrLJTBp2wlrfbvHu/34U+sMMM1o8bD5/wGSvlcdL6W9beO8b4Tiv99EPIz3j5DIB7jM8whFwNdjiN8qqp+HR4wdiX6B3tcx7ngDeADj2+kGRCKRSCQSiUQikUgkEolEIpHh/AunPF0s85AwNAAAAABJRU5ErkJggg==) 31 31, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAErElEQVR4nO2YT2skRRjGfzXdPTPJxGRi2CXrLQge9rIH8eJX0LPgQTytfgPBgwdFL4KweFPxIB6UPXhZEGVZ8KAgKAQ8uLgSNyS4xs1uMpn/PdPd5aHqzVR6ejKJmuws1A9euvrP0PU89Va91QMej8fj8Xg8Ho/H4/F4PB6PZwr6UXfgGE7dt9JZv+ARcKo+nsYA/cPjIP9bDacw4aQG6F9SqP6rHp0zXeD6yU04iQH6Tg/KCcwl/6Vn50TXxqcnM2GaAXqrAeUhlAcmZp4O0MOYcG26CccZoP/agTCGyIovD/+/fp4ZHUYm9IB3jzdhkgH6wV2I+hDFEPYhHJhzuT+jYUZeMkDab042QRWJb9w2d3QJtHLaNjJpB6adBZCGkJZgGEISQhyY9zeBHWALuAtsEHKPJR6yRpvLZFwBngWeAS5AN4QGJppAm9GI9oEYGDqR2kiAzLYzKzfLta+pMc1hXnxrHXRsH3PFO23XkCywx9C0K4ExoBrCXAS1EGoKFoEFoERCnzYdWnTpk1EFngSWoRPCLvAQOLDhih8CAytWwhXthnaOEq9r+Ehp1wTXAN350TosF2SCiAFuW46BOR5mhEQIaQS1CJ4oQ70MKwHUgZCYLvdpEpOwCFyCVhX+tOkiBnRyoy6iZdSnCZakd4+vavhsZIIYoHvfHRV/mAHyQNG5ZIO0MSbowDHEGrFQgfocXJyDp8pQ44Av2afPGuyvwG1g04pvYUZ9YCN1Ip/aVpzKnL5nFIo/7P7LmuwLY4ICdPwN46tB0ergXs/d13nTctMFmSYRJHNwsAQ362u89sc63FpCbWPme2wFJKBErCAGjL24+FxN2QWkXymTAaV8fc8Kni56ibjqup05L5ZzO09VghHYguV7cPWnZS6tK967AJs16FdNtqThKItkqunAeb81WRcMmp4wQJOQx3RyveA3BXPpUJyTgiqflpKuslLHmLncBB4A28BvFbj/Ig3e4muucEPBnSo0qtCrQlqBJDIZk9lphVN53Aw7Ilyu4WQlznP2dHDLVARZA1T4Ejr7fFz44QhLVuRLjIRbjhJG87eHSe0DYA+zyG0H0FoFVpjnb56jTaoXWOnBRg92Q2iXIS7DsAxpYIxIQzONtFOGZSF2KxYKMnddcqamVtD/flQO3SqgSq+g9Sc5E4pqqrsCu8LzIy7iW8A+ZoHbBdrzwEVgnoA2dfa4zDyaEjVgM4HdBJp96EUwiExpTSKz18iikQlp6FSh0mjalMQMkWqnUvvno3uB/D5Aqato/WGBaDlPc+EKF/GyDe06o9+wx24FWMYUxAqKmCoNVqjzNItooILZM+xm0IyhMzAbq0EIw8hmhN1vBAq0kxWZlGUJWTsUHPw6vhGatFRo/T6FKa7emfCLGWF1VR8pxZkd+b2NcfEw+VtAqTcwo9jBjKR8ZNj7MxpEA/PdUooh6EHUnSz+OAOMCW9j5rL7gTHjlIfmA67SN1+wOzuTxcP0/wOU+oCiDJhZKn2o2E/3rf3jxcPJ/hFS6mNGJsw41cQY8Ht3uvjTovULR7ZFs4h+Hn2mfZx5AziH/s26AR6Px+PxeDwej8fj8Xg8Ho9nMv8AAcplDPbNZj0AAAAASUVORK5CYII=) 31 31, auto;}
62%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEoklEQVR4nO2YzWskRRiHn+qv+UiybjaRVaO4l8UPFMTzXvwrFLwJHgRPgiePuiAIwqLgQVHwqB4EBWFPioiKIPgBguuyC0nEmN0ks9Pz0T3TUx6qyq6pSc9kxGxmoR546equzqR+v6r3rZoBj8fj8Xg8Ho/H4/F4PB6PxzMDedIDmMLcYwuO+x+cAHONcR4D5M/FnEM5Cb6VMIcJRzVAXulCbfCfhnR76QGXj27CUQyQm3uQ5JDcCQZ0dXxyNBNmGSB3tiHKIc4hyf6HAR43xoAe8MFsE6YZIPeuQJRB3FfX6E4woMO4CW9NN6HKANn6FcIcwgzCPkR9iHpl/4KGMsA14fVqE8Rh4tMfVI8UyqJ/r26EMAr1NYIihiKCgY5+DGkA+8A28AfwG3CVZXa5n1s8woDHgSeBR4ENKJrQpgwjqK/F5DoGwNCKQsdIh2lL69mrYkJz5IrvfQ0y068JbZsxQSixCGUA4aQRRQRJDMMY6gk0EliKYTmAhvoouvTo0iIlB+rAuophEw5Qjh1oA8xMZpb4oTbAFm230W13fbws4Q0hbRNsA2R2WTltxJrXZGDdC8uMwFkZIURmRcRQJFCPoVmH5TqcqsGpAAIKUlL26ZFxGngA8tPwNyr2gBblEs60YDPrhRX2DEvrOpkcqu9FCW+XJhgDZP65dtf0GI/sqxFv7nUFsVNFhrqtjZCRMqJZg5UGrK7A2SYshW1u0KbNOehuwFUBm8Cunvm+Dne2pb7as0yFYDfrTd/zEt5VJghADj92XjysMlT0ycPKqEkTs2osQ0YJFA1Iz8BX6/fyzM4v8M2aEp9SzvbICVeQZFKgK9a9F87zD4VaAUE+5YPsD6v6p/q5sO9NXtrtAUpgCst/wtM/nkNca/DaWdg+BXlD1Y5RbK0kU39Q9xOpaVM1cRXPR6gUEMGzSPn+pKAx8bYwuy2dtilEZtnmWnQXtbRvAFvAtRW49RBPsc1u6zyfRXB9CdJl6DdV2hQ1XVgTylVk1R6CySJtp6y07x0zik9VopsaIMRzSPmOI9yIdQuLu70UTphqbfI41eL3UDn+VwLZBrDGErtc4EHyYcL3LbiewkFDbaGZNmIYq21WRmVdGYVWEXa2a7AKN+PmSAHDL8oqZ+8CQryAlG86Ym3R9iy7YYqVmXEz62bmzfa2H8JgFbgPWCKiwzotnuBuRkCzgK0U9kLo9CFLYKBDRmqbHZltNxrfjglgFJTi7RpktvTsy/GzgHsOEOIlpLzozLR7wLBFm9y2xZtDS4/yQNMCOgIGS8AacAaoEZBTp8093MXDJEigpo242YNODr0Y8hgGsRI+jEDGUJidJijPIcJOD12MR9qI7neTB6GqsiHlK5ZgS7y4VPEXC8LqeTl2WjWFtP3TpHio/i4gxEXU8u1TLuVO2b+gQdJXEWXq+0uYVYufZoAy4RLlaayDKmYLTpBD0Ie4C3EG+79Xi4fZvwcI8R7lF5LejLcXgFpP/W4RD2Bna7p4ONovQkJ8RJkKC04ygLiAzZuzxc+LlBdmHkBPGvlYKI91jAtvALdhfItugMfj8Xg8Ho/H4/F4PB6Px+Op5h8MiGA+kBsO5QAAAABJRU5ErkJggg==) 31 31, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEMUlEQVR4nO2Yy24cRRSGv+qZ6ZnB9wQ7NvaEKMiABBYSSFyUlSUQCxCwQmyRWLABsWWRF8iKDVteATZIPABLxJoFYpMgkQRQ5MzFTl8Oi+pyn6mZnguy44lUn1Sqdne55/x/nTpVMxAIBAKBQCAQCAQCgUAgEAgEpiAXHcAE5o4tOu8PuADminEeA0S+nTOUi0D+gDlMmNUAkVvA8f+J6HHTBLkLM5owiwEiN4EBT4gBLSAGOYIZTKhPeS7yFVZ8NMPohSDGBhuBnIBpCmCqRk+SJPIZw+JrZxnoeaEMwIDkYKJKE6oMEPkE6FOKd+8snp9hxGdMg1OtLspUoG7GmjDOFZEPiieGUniEzQDd6qo1sObH2GXYBNogS5CtQLoBj56G7hbcvQy/RPAT8CuX+Id9ejxHzjWgA2wDl4E1YEm9sEGZijWGZtoJrmoALTOi2c8AkbcpZ17Puvucmup9I2LVt6wBpgf1PkQDiBIgh7QBz6zDCpARk7BBznYh/llg0xMfF+JrKhADeYXY3Knx2pHA6nAmaANEbmDXvJt555fOBt3rSdBmuGxoFvEvQXQEcReinn3ttRZstyBllYQ94HngRezsr1v3aHK6/sSU4lybJBg1BtXfF9gsTXAGiLzG6DbnhDuU+WNN8c1oFK0JPAWsQP0+LD+ATg4HB5BGu2S8CbwO7ADLIA2QGmSFiKwQ4HonWAvUJozr9fWfArvWBAOIvMQoxuur0Ca5PvKudXa0gFWgA399BPs3fqCbHkK6DElkRTrhepZhdIZ9/PvTxl03RQaceANyZscPSM+Ue5ffkhakO2x+8znvvv8h3x9Cvotd9i3K5e6WGIxmn8P/W98fh3e/DhjzOyIddTf3rselkV5/Oi2zok/ds6JY5bFtrAG7wFv0eIeDH+HnO/D3y5B1sMV/lbIEuDLgir9eZv4yxLuGasNesTuCqwHG3EZkyxOae9f6XsowQ2LduLiI1BWBS9gi9wI5r9Jni50Mrv4GjxLoPoD0CshGYYLbBFxWuF1QbwjaDF2PtBl+e6PcDvUuYMw9ROzeNPmoczr7pixSpzRVVDF2KpeADWALuArsk7BHQpsVoNOHf+/YVw4GkHQhXwOWPRPcOcMZUFe9+0hdjLUprh0OnwX8c4AxDxFpzyrW4WbaNRdpu1CxRjn7e+RcIWGdhJg2tvbf7sLJPZtEZJAeQz4A6RevGWeCPhc5E/Sp1V8q740ehKpKhUjNjBVrFvkUDPCdlJmgM+LjUfFQ/V3AmExERsbHFFvGtM3xohB6jJ6WPx0vHiZ/GzQGEaFVDHP/7++ZC0af4dX4ZbV4mP6DiDEcUy6i+GyCPE96lD/eTBEPs/0iZAwPsZXoCTDgGJsFX08XPy8iXJ90EF0EhC/kXGNcfAMeQ3yLbkAgEAgEAoFAIBAIBAKBQCAQqOY/43ZGrxUuhO8AAAAASUVORK5CYII=) 31 31, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
91%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAE0klEQVR4nO2YS4scVRTHf6eqeh7pSFrDJBlMdBGCggFBRLeuxO/gBxD0A7jJMi5c6U5Q3IgLkewEBRGCCIJRDEgCDjHRMTGTTsy8ujvTU6/j4p6qruqenofOJC3cH1xuPbq6z/9/zz33VoPH4/F4PB6Px+PxeDwej8fj2QF91AFsw55jCw76Bx4Be4pxLwao8uYeY3n4vO7k79qE3RqgytvA7L8I6eHSAV7bgwm7MUCV88Ah/g8GPLD28i5N2MkAVd5nIL75H8M7eFZxBmTACxrCDiZE29xT5SMgt6/L7HiySWmQEpIQkBJwWuG6dBWQrT4/zgDN+RQneLi5+/sc977RYXrk2mk9PNaErVzRlAsIihOsgCJk1hdGZJWWWout9YENXDKuW1sG7gF3YaYDpxSeB16C5DnonoHVeWgfhkXgL+AO8DewBnTtG2MgJSChQUJATDjWDCUgJyQnQgm4Ke0RzcMZoDFf2jjnZoLacV65VpxnZkxuBmRAYq1v7TFrs0DD/X6ssN5xahqQtqB3FNpNuAZcB24D93FzegPoE5EQlaldFyrkROQ07FhICYe1clxP0pZbtUyoGqB9LpKXo+6Q2nnVADUDCmNyMyO1PmGQDUeAlvVNyANYX4ReHz0EvXm41YLLAldxo78MdGmwafM5M9GZmZgTmf0RumUii10PLPqAHOEJPcOyXCtNKAzQB3xPPjK11YQCZTZQmR7DpuT2TGrnKUJirQ+cAOaBOdiYgeUrJPMZv52ErwK4TECbBl0CNmmQEZVCQUiJ0MrIZpX0VzNICcYYMqClz7IqvyogAmiXn0xc9cHiXIeujfo8PmO0kilZaUhAj4A2cuwHLv14gXefanKVKXqEJEzbvBXyEVGyjbjd3K/20JGfXQZkzIx5aJT6D9SPh+85AWICQnJCMiL6THOXab5pvcW5I+cI+Qzhd4QOQoyQQJlNg2lW/ebtIqwPnNSeDYYGsYhYV1goE7y4rJXjungZGhGxsQ7Kyuv6gJSIjJCYiC4R9xEWgIsz8O2rsPYOcHYRuATcwNX9LsImQgwkZoIrtq4HrHf3hrN066lbNW9DvgOQogbI4zyj91isCBz4M5qCVcFupF0fklnBcpuRkJiAHrACLOGq/C8RLDwJ3WPAXSA+BVMAR4E/gWWUNZQHwCaUWVEU2JRBhhRFuDAmL6Our2QDYvm6FFddBWSOp/UOSxWRQWlEbhU1HxKf2UhntjxlBMQIm7jlaw1X0e8AfwA3Arh5BNaOQ9YEesBqAMfmLdAZoG1PrVPs7pVNIEHNiKLIqlULrW3WCmOqxdpFncoXg5FldB8gJ5jXm6xUEimwXsrCNBAupfAUt/AVwrsmfsXkLAG3BZaasH4U4pZp7dsHW1MwNVcJq3j36For9hUxxV5Dbe+h5V6kWi/qyzcomXxeEz9yUkGv06uJLlb6szTGPDIh6BtUt+5FJqh8AlvoHfcuIKdp6hUSijLj0nxwf7/j3ifUvbkOXt6UDORDGBPzdq/DcpYGfUL6BOXOfvKZxc0ta9uIh53/D5AXkVJ8b79iPFAOUf5/Ie/BDtm6m3+E5BWEDu7vpsln1jU5D/s8VfVjdHRRnSwU/eBAY5x8Ax5CfJNugMfj8Xg8Ho/H4/F4PB6Px+MZzz+WRTe6PXHqpgAAAABJRU5ErkJggg==) 31 31, auto;}
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}
div.testarea{
animation:rwdcur221735 1.6666666666667s linear infinite forwards;
}
