@keyframes rwdcur221737 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFpklEQVR4nO2aTYscVRSGn9vd1VXV3zOdzPRkkmCiIYmQSEzAxICISAioEBRFFDcude0vcOFCUNyq4MaNa11IfoG6Ew3GjfELEgySOEzMpKerjot779StpsepwunuUuvAoapmmu77vufcU+fjQimllFJKKaWUUsr/VNS8FzBBZBe/a0d8RSQAQCQEGkAdCI0GgG/ufUdD8znfXD1QbwEZ8FV2f+27IkrdBaqAB9QcNQDxSEB7E/6eUYpKAIBSv6FXaMF7zrVOQoA/9vwfIQBAqR9JW7ZO2vrbPWeUohMAoNTXJOAtUBsPJnlBDg+o7e5apyIi50gsux14GwtyxoCiEyByhjTIgISAgLT1LfgcqIpMgMhDpAHaV6GrrusbD5AcMaCoBIgcJ23l0FH7HJBsCwNc7DbIKEUkQOQQaXe3SZEF3SDt/g548UCq2X+saASIrJDe4y5491pnywPiepqAf2sMEOmRWLVhtAm0jFoCTOorPogFXwep6fs4B6qi5AEiNphZF2+QAHe1CYQQNyAOIQ6g9py+j0KIAoj97D9cBAJE8HTgsi5vwbaBjrk2tUoD4qYhoAHeJfjsbVb8JzUZsf/vIkCERaiO9GYM0WDbQA/okhDQBmlq8FET4hbUn4JP32Xl6Te4AajmWeMFYfYFzLMcFuEE8DN4a9AX2IfWAbAXTYIBLoGxuq+DXvg4MHn98vsP0D+87f9TMq8gKMKLwPf6yRNt6QVgj9FFoJt29zjQ4JvngO3Bqf7h7E2VeRAgwnvAFfTGFx31e8AS2vpLIAsQtyFqJcEurkP7FLCzZRUZO0uzJkDW+ZKYa1S4AQRQFW3tfcBBYBXiPkQ9DT4KITKBbeEokH3bZvrcLAmQq2ywxm0AGvyB4lvtBPuBY8BhGK3ApgE/MuCjOiyvAlOIWTmSxn8k8gHCOjWGNFH08KlS51c4+AVciIhOw8YRuLsKG3thYwHudWCjBfv3AlMK2LN4C8jLyNZrvo3e6keIOMtX7HnzMdYujbizDPdCGHoQVSGuQKTg4cp01zltAuRMRZAKRBX01YNhAzZXYf1VOPX6axznIwZs0EGTZNt+L6npr3GaXy739URb0oORD8MmjHpwbxWGZ4BXYtj3CV3eZ8AVlrjNMpv0gA9nAB6mFwRl+YBwpwabgc7PRy0NfjQAuR94FOjHwIA1ThARs8Y1bnKLq2odZpSkTYMA6R0T7tb1u3vU0Klr1NWvN1aBo8ABoB4BTYQD/MktIOK6+gVmmKFmJUDItihpnxaGdVOVhRA1IO6QJDoH0a+9LqBidAnYJ2aJdfUxGX9n1ySPB+xEgoTnhaFJWmJTskoTDbaPzvIGaDJCgBgd7jqg3mGH75+KZK4GFx8Q2D69FP8JYdSGUUe7e9QF6aKzvD5Jjt9Dl7o10ARUQD0PcyrMMhMw8qF9Mk1C9fjlASDeRWHUgqit3T22dXzP6CK60OmiE4EAk4LFoB6EOValmQmw+zk8r0monLw8iL67cL32jOj63NToYltYHTTgrnPfIpnkKgHVgzlPqDPHgCjQPbe4Ct5FYfNzdb36rBB7pjfndnRsO8t6Qgfd0WmgK78aoCpQgPF8bgKsVl4w4O1Awh1W2N7deDPTjq98BQUADzkIiP2k65oaQLjzOWt9281tOs+B+WyvOOAhDwEmSZeaY3U7lZnUyjbd2y3L14GVYoGHHASI8YAt4K713QnOuNohx6HigYc8BFirWxLc8bRLwPjg0gOOFhM85MkEbfSe5PrjQ0x3anuyuOAhDwHuQaTx8zmu5d1x9ulig4e8HjAp8gdMPrbySPHBQ57J0KRTWeNX10O++dvaoTCSnQDX9cdBj5/Xs7Hip+KTkN8DxsG7B5Tc/KCGLnhuFpuEfARMCoTjf3dPdVaN3ikuCVmD1EwPMJdSSimllFJKKaWUMgP5C8osXBOI4v7IAAAAAElFTkSuQmCC) 31 31, auto;}
4%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFdElEQVR4nO2aW4scRRTHfzW37p7r7mazmdlNggi6IRgRjCYERQQTEhARQRSR4AXxM/gkPphv4IuYLyA++aCQzxDJg+DlKeqDijEXIpuwmek+Ppyu6ZreidsTtmc62H84VDMzTNf/X6dOnapTUKJEiRIlSpQo8T+FWXQHpkD28L925VdEAQBE6gZqAjUgAPzYvNjc58bOZ/MZkIFfJY/e7wGMGcaOUEd7WQGqqCD12BpOa82LP8uIogoAYMxdEsKWrGs1Jom7gmREkQUAMOYvdo562nx2ToOMKLoAAMZcZTp5GwtcD7DPGVHb277mApEnUAHSAS9gZyC00yAjii6AyCa7k7crgvWSGVgVWQCRR5kkbYnbZTG9HLoBMiOKKoDIBpPz3Cch7uYFNgakV4mMKKIAImtMEncFaDLpBW5QjJdGeYingEgXJWJduxlbKzZXBDfxqYPUlfzDKoCIG9QCEsItoE0iRCoNlnpis3pAUfIAkYpJorgd5SZKvBO3bVSAZtJKAJV3tJUAIl8tK4oggAjtJM93R7wD9EjIdxhPBQkgCqDyNnz7CYPaa0o8bOrnWbFoAUQ4CIRQkYR8B+gCy3Hbi9sWSAui2KpvwjefMjj3MX8CxjsdizCDByxyOyzCKeAqcAO629BHbS22JZR4G4jdWzwQH+ovA9P7L7e/h+6x+34/gUUFQRE+BH4EIqiOdF73gBVgP7APFaANErt15IM0wDsD3J+c6R7LfqiyCAFEuIiSjzMWL1Sya8AAOACsgHQhasbmQ+RB83lg95E1ZDxZmrcAcosfGHKVOtfQYRed8wPgUGyrEPUg7CRzOvKg8zSQfdpm+t08BZDLRNzkHwTocpMKPXX/DeBxtagP4TKM2ur2oQdRA5Y3gRxi1rwEkAsI3wEbdDmMx0FgmZ9gbQQnQI7D8BAMl2HUgpGvxMMaDPpATgF7HquAnEXGS3wbneJHEV7kCusfneLOK9vcHcC9FowaEFYhrIBUYNPPt595CyBHAgGjIylG53PYgnvrcOddOP3eeZ7kS9bZpkuSCNaAl0z+fczzz2XQF6IGRDV16VFTXXy4AeGzwBsjzMoXrHKRw/zMQbYYELECXJgDecgvBsjSEWGrHkfxQINauATRATTgnQR6I4Q+NzjGiCHX+Z3fuM0Vsw1zStLyEEDazwjbDV26wiZEbYi6wCq6zG2ikb86BNqEbLDFdQThF3MN5pihZhVAyNYp8V8Q7nlKPgo0Zx/n9X3gMLCOrv0M0T3tCkP63DJfk/E9e4ZZPGA3EaR+Vhg2NFcXXzcutNAsbxUN/2toytsACNFtYAcxn7PL/+eCzLvBzlMC908vpfqqaObW1SxOeijxfSj5VTTH76GiVELGApgPYEEbs8wChAEEz02KYI5f6gNSeV10i9oB6aDuvYS6vbUVxlvaZPQFzElY4K40uwBxTl4/qyKYE5f6cvnMH+YtJT92d7uXt7YUmz3MsIs8EZh1WHCFOuvLpX5O9MCxqmdu0VcGzsvOMlX6RGcpZdYLjJnl/bkhcxCM/Ji8PXd/X5LqrFu0sOd41hvsqNsj7BqFIQ8zCCC+c+TslqxtddZa6tByfIZvj6/94pCHWTzAi39tbUyIxP2bKXNLWA2gVyzyMEse4KFLtntZwa3NBY5NI7+/eORhFgHc2psb+NzgZ8l7KdsoJnmY1QNcAezI2vntp57t948Ulzw8iAdMu53hVmndUvVjxSYPD+IB6UtJbp3OvaFxtPjkYZbKkEtw2h29dJn61//cOxQG2QWwUT99GWkaebtU/l18EbILMO1S4rSbGTZJqsa2VWwRZhNg2o1M92JS1WldGxVXhMyboQW8s0SJEiVKlChRokSe+BebHjtlVS7nngAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFjElEQVR4nO3az48cRxUH8E/NzPb+JmyIHC9YigISNwsh+Bt88AGQcgriADc4oYgbSHBDOSChnHKKuEVKckRCwhcQBwSHYIkICAKMZQTeYHvt9f6Y3dnZKQ7Vle4dNkkP2plti3nSU/X0tLrr+32vXr16VcxlLnOZy1zmMpe5/J9KuOgOnCHxHN/1kfjaSADE6Ic4qGm/bA9relTqcdmelPej4D0a4OtMofPnISH4LoY1PT7jd9aBBL4vOdBh4w+1lQAIwctOg8ztUe3+UGV5ZTtq/JE2EwAheFUCPSzbOhGZhOT2k4KnvTFgXGJ0XRUL6uM/g87uDwPBEU9wDKhLjL6ssn5dM/jsAdkLBo1f3jvnzp63xOgF7KssXiegbvmT8v/JhkCbPSBGL6qC3rgeq8APy+sS/ASo2kpAjL6uGuP1ef/QafB5KJSygKJ5LtVGAmL0TaeDXJ2AOvg8JNDFYqQXJwrtbSMgRt+RgPVV2V9fRUgGfyCRgUKyekciYrn5B9sUBGP0A9xTgd+XLN+vtaOq7UjAg6SFNASewBgQox+rXP5AAp/XARn8cXl/lIAuJvChj1UslrrU/MNtICBGP1GB3Mde2dZJKMnpYKkc670E/sa6zXBPcv1FEw2BiyYgDvxMlc7uY7emeyrwg+TiizFZf4Wwy40Nm9d2bSGE2+n+k+IBccfvBScq135c013vB8HucbJ6EZN1VwkPQLj20FbtnSG8I5HQUC6KgHjLrqirSmIe4yG28Ugi4IBixHJMoNaThgT5gya7EH7dvCMXMQvEN0SHBqKuYCRZfxv38QCP6R4mi+egtoKC8C4+eqYPGlaWZk1A/Iror7hiwSWFYCABv1vqDsURq6XVlyUCFglvo3ma0+i5WRIQNz8V/WWH7j5XYvC8JcE+7iTtbbM24GPStJYDWkH4BaawfJ8VAbG4Hj3ao/+I/r9Zvc/nh6s2vUfnj6z9i0snfFwFvkga3sKUahezICB6KRqUpbyjIw72+fl9Pve3FVeHb/P8LZ45YU2yeE9KabuEVzDFws20K0LRK2WO3lOu1CSgn8RnbvnV8VVffPdAsUVnn3AsLe1HhG9Pv4/dKb47eivyDJ7FJp7DZ3EVn74nrLzpH+u/c+W5PavPYoO4zmid3tcwg5LdtAiIfhnZwNMqEi7jUmTpPm7q+I1jt43CQxtrFOuEZZ76AmZUr5xGDIhuxuTqS6o5fAXFUEp2buPvgl1HCu8oXDIwWuH6KmZYrG2aCTYtsUR/jimSPy15wIY0rRUDKcPbwj+lZe+hI4VthT/heoI900r1JB4QfXjnojuxCnSLZbuQKzd7UpZ3r2x3MRIFBwpvXgB4JlkL/DbywZ4QbcUU3dekeXwZC7l4safK8x9Kef+h4NhIx+2wzQXtUTQnYBl/GCPh9RuXET3477RVJy9y6qu8nVL35BL2brjJBW7QNCdgSQJ4pyThjRuXffXaXTuxAl0oB1UuXGYC8vr+sVzmCoaG4adc8O5U8xhQz9AeRD4R7tqL1b0eVZk6l6oPVNWd3PYxEMNrtGBrrjkBi06lqPqxuu6QipUZfK7e5nJWLm+Vpe3wI1oAnkkJ6I5pByFvS+Wd2npJu05CBv99WgKeSQhYKJ8OxqxeB5+tnzcy+qevw0u0CDyTENBTLWqQwNdPbtTBj3tBn/AtWgae/4WA93diT5w+qjJOQE3DN2gheCYh4BT48bM69R3cPAPkMf8iLQXPRKlwHu/jBNQjf70dEF6gxeCZiIB8GOmsk1qDsesB4Uu0HDwT7QvUgY9H/jO8IL7O+R56nIpMQEDd+med1Drjd3yVlpMwoQfULT+uZ5EyJL5Mi0mYkIBx0Gfdq/83xIj4PVpKQtMgNdMDzHOZy1zmMpe5zGUuc5mB/Ac0nX9wDgThEgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFfklEQVR4nO3aTY9cRxUG4Ke6e2bsJLbxiAAGKYCyRFkYfkIkS4g/AWKJvIANycbs+JBAsEUswgqWYUMivGBpRY4MwkIIAgiCSWbGeByPe77687CovnPv9Izj29H0zEX0Kx3dVt/ue+t969SpU6eKBRZYYIEFFlhggf9TpLNuwDGIE3zWU/k1UQCI8HPsT2wPu5XPe5V7ffQqNsBAcpca/Fon3/YTQUq+ihGGClJHbSgLUNiwcq2HpgoAKfmG48kOHCZe/W4oe0I9NFkASMmrShEKsj1HBaiKMKr9gqYLACn5vsOkC6LHfTeUY0M9/C8IEOG6wz2972jgK0TYN8tE0jnhxp40InwL20qy+1PX6SFQxIp6aLIHRHjFYeJVK8gfnv5mIU9zBYhww1Hix83/+8pxP5j8vb4ITRwCEb6HR45PfIrPRSwYyULE5PPeTC9rmgARfoIPZHK7yixwR5kNVodAkfQUcWA2NGkIRPiZw6nvtBX3qq4/nNyrkF+u/9KmeECM/BIPlSSLHt+eWCFAEfRCIUISQsrE27OtpZrgAdHzGy0DZc9vo4vHk+uOw0NgMPlNJn+z5UoSJfml+i8/awGi6/fSQf6+qyT+GFsOe0AR+PZpy+Q7rlwbW0dKe3gO5+o34CwFiPdtYKx1EPC6cvQvrOsw+R1aQ5ZJo4B0bWi98syU/oPz9RtxVjEg3hLGHkhGkp5M9iE28UCeCbYdjPv2mE7QIuWZ7klr/ZTerZ8Ln4UA8R2hi7G2ZKRlRyZ/HxuyCI9l4v1MvI0l0haeXuhIai4ITnsIxNXl8HesY6CjpS/39vsT28Aj2jus9HgmeBYXa5MvUOt3p+kBcfGLYW2T9n0+u8dVHW07+Bf+hnu0H7HSZ0W2c/KYfwdzKOG1T/qBT0Ckr4fhBfrPsbvM/h5f6vF5t7S8SftPXHjI5REfx+WJXSL9AXOqX56GB4QfhRgyGjLq0e9yZ4Pf3u14+d4tPv02F3o5ep+btKqdLb2OORZv510VDr+KAzI6crb2LFZpfeKu361f9YXbY5115bJ/lC39cP5tnOcQCLcju/Hz+CQ+g8/hhT6rf9ZZfk1v9Y9efLHv/GXSx0iXSBdJr+AUyvbzEiD8NbikHMuruDRmpUv6B25ZcsfYP60u9axepnMe51n5Ck5pz2IeMSCsRXb1wpaQevLcvo538K6Wri1td/D8MnGFl17AKW7Y1M0D6mZWYSu4iAvyWF8ekrblRGcD7+E9yaakp6/j31r+gpfyIuZUd6tm8YDw4Y0Le1EGuzRWLl625dz+vuwBm5IdLX2hbUvbjTT2lOfPBfUzwXvBkz0hDCInLktBGiirOFtypvdAFuADPJYmtfuhjttpwBntU9YX4Bw2p0T49c1PIYwj5+tppCxl7SqXtY9k4lvyomdP0peMrKV7nOEmbf0hsCLLtRs8k8KbN6/48rU1ERgrNzELty+qOsW6vihubEt6koFuepsz3qGuL8CSLEAL46CV1kSVeGE9Rys7RVUnV3SSvkF6gwZsz88uQIIgqlvRVfLV3i+qOQX5PfSN0y9oAHlmEaBNHv5jpcsXVt2zK+r4OxUrPKJH+ikNIc9M02BBvDi0UFjR89Xe3526Tqo66cc0iDwzCTBUkq+e3Kju1h53pGXyffouDSPPTAIMHCzTDty+2vvTAlRq+OkGDSTPR/KA6Yhf3aSc3rnpkb5NQ8kzswdMR/zqSY3CKic30jdpMHlmEqA65R13TKU6DPqk6zScPDNVhauHlKaHwTGHluIHnOyhx7lgRgGqVvT69JG1yv14lYaLMIMA0z0/fUStN/WbSZ4Q12mwCDMI8KQAOEX4yEnOIfE1GipC3SB1qgeYF1hggQUWWGCBBRY4BfwXO1fFNcw5SXUAAAAASUVORK5CYII=) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGQElEQVR4nO3azY9bVxnH8c99sz22ZzKdDMmkSaogdYjCW4AqCKEKKIUKqRB1VcGKBYu2C1ghsUCCvwKJFSr9CwAhJMoOCYTEAiJgRSNe1CoRSgvJzPj1+h4W1x7bQ0NsNC9O8E86uvaM7Xu/v+e5557znMNSSy211FJLLbXU/6mik76Ad1E4xN96IN8iGgDhahzUClbQHLbGxOvR+7ryM6NWRQVPl2gP5IuP4uoPQdGNIpIgUwJlSrjaf2mVic/OqkU1AKJfi/YNuB98deJYVcI/KgZA9DORimnoUbqPXo/gxxkwmPkEi24ARK+J9mFH93xt4jhK/zL6A+kcBqSHfrmHr/ANYQr+oBFl6gepgVQhk8/844tuQHhpCD/q8UftIHxmIJNLDcSPSAaErwpTj7660oiGyUde8R/w6SOQAeFFYT/ao2f+JHx53w+m4BO5RP7QZ0D44hC+iVXjDFg1Tv/MQEU+hM8n4Ms2qxbNgPCZA/CTbZz6+QH4vkRfbCDWFz2kGRCuTXR4azg10UadYAnfl+kfgO8Poz8QzZEBizIOCFdqQVUZ+VNYn2ij6Nf01XRVdVV0ZToybWdclOpKdCXaEu2ZT7wIBoSLG0GWlxFew8ZEK6Mf1HWt7MO3ZdoyLZve60e+f27dlSF8R6I388lP2oCwsR0kBbVBCXsamziDx7Cq0NBV11HTUrEn05Zq2bDtx7537gUv30bU9HGxjniODDjJ6XCoPhs0/s7p21zY4X3KdglnccrAiq6ajlRHqivVFetZc/V+1x/6fiJz/X7/n9JJdYLBK4GbpDnVfpnu53DeKPq5uraqtorWMLW7Yn1N17g/XJS5PnNR5SQMCF4N/ImQEhWs9kvwS7iATV0NLVW7sn34jljPik/x4MhGZqwsHbcBwV8Cb+AWKlR6bA24jCdxVkvTPVU7MnsSbbGOSE/VF5j9tp3pc8dpQBC6dJWxuUP4I82cD+Oq4KK7mt5WcVdqV6It0hbrS7zIEfRZx2VAEH6Hv1Fd54l1Bplwgw/0+Lzctlsabqn4p9juftTpi7zEEXXYx/EUCMJrSq9T46f9lvg3F/3y6R1PDX6v4i2xXWWK5MNWiHznSK/zqA0IwneVOT9QQvUl9tTd8e38Dd+6vsvPH6dYVY70R7WdWOTVI7/Go7wFgvCyyFvoiXUkWiruarjtKW96ttPm0/jrTW6u0hsPfCO/5Rgy9KgMCHH4ssg/xLpiHRW7MneteccT3vE5uff0KM4TfwT9Hd5s0VkR2eWYBmlHYUDIwvNib4t1pdoSLTU7Gu7asuejcu9HtUvRJH4CdxAGopvHB8/sBgSzXVSohWfE/jUctXVU7KlpWdFyWtuTcpexWZD0CVXl4P9xol8w43kOTfNkwINMCPXwCYkdsY5UW6arZk9V17qO8wqXlEPeRk48oMjQJPohD/j9I9HMs8EkvMD9h5dhNXxMNrzPq3bU7Kq7qzaE31K4oITfQJaXw2AJ0Ss4oYnZzAbEOirhOSZMyF7f3kI4FT4otTecqrbUtNTsqcmta9lUOKuc4W0qixtpThSofRYnOCudPQN0JNrq4ZMQKq9f2uo/9+db6+GydDhjS3U03JNpqxpY07ZuPMc/rZzzVwckORvbOOEV6pn7gFhvWHDMrYUPuRf94dZG2JZqixSqejItUB+WrlaVRY3J6k4d6YCLp7EAy/MzG1BOTMqSc6RwJlwSaYsEK/b2S9ENfVXdqYLmY8PjqnKcd6WKBYBnLgM6KCRyqS7I9FW0RIIIDT0VPWumi5trSvgVXCuxFwKeuW6BEjxSIAzLVKUREVZ1JHJrxtOd1YljA88sGDxzGJANC42pvuow6kzDN5VRHi1krBkvZ31pAeGZcyhc096PevnlQl1vCv7gHp4mvrKg8MxhQMO9YfqPvlho6ogUmsrFyoMruHV8bYHhmcOASfhMoTEBXzW9eWEE//UFh+d/mA3W5FZ0MC5fTIKPFjC/+RDAM+fK0CT85B6dyX169eHfflD2kYe56fFINLMBDf0p+Lpx9A9uWBrt3vjpQ2DCzAZU9gc/JXxiep/eyoH3o8rerxbchLlugVT5fI+NU/3dNi6OTEiVRt0o+8+FNGHWTupYNzAvtdRSSy211FJLLXUM+jeUtNg3/tuvxQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGh0lEQVR4nO3a26skVxUG8F91VVefPt3nPpmrJiZOJsKIZjRmEBFvIRqRPEgeouCTKCL6FFAQHxR88n8QIfjgk/gmDPgaEIRBmCBeUOJtzOjonJlz5vSlqrcPu+r0mTFxusP0OT3YHyyqaJra9X1r195r7bVYYIEFFlhggQUW+D9FctQv8AYI9/FZ9+Q3jwJASD8bJD3SPdJetEaPbEDWJxmS90lHNPtkI5oFzUCOVyK1e/JrzJzKW0NS/iTRKEhK8TqM10YZ75sFSSAbkgayMpJvIptioHkVAJLBpURSiFZG8mkvEm4UNEvSMoqRjyL5HK0pBplnASDZeyXZ935WIJAO4pTPqpnQHEXiNfmlKQaYdwEguXklkQ1JBuSD6PVsMPZ8Lnp/qbL2FA9/EAQIm2eDxjASb5TktefL6PFcJL104DopplkvjgJh/Ykg61WfwIDmMH4KeRmJ1lP+oE2zBsyzAGH1fJDu0ejTHESP50NaxZjo3Z6vbVLMqwBh5X1BulPt+5XXm4Ox52vSywfuD4owKeZRgLD8wSC5WZEfVMT7tIa0QyTYEcm3D1xrIR7kTyC0Ph6kN+JWl1aRXz6kXZFfFsnXAnT89/R/UAUI2WeCxr9jyJv345bX6rM0YClEst3KahEOzoCW8a4wKeZlGwyNzwWNPlkvxvrZXhRgacDyiBWsVbZ+wDbwLYlVrIr/604x8DwIEHw1SPpVmHub5u04A5b36JaR9EZlmwdsAy9JfMOlU1+sRFipbFIctQDBdwODuNVle+R7tHp0KvLr2MIxPFTZlijA1yS+7dKp73v270iel+yvDZPiKNPh4OXA70leI/8z7at0r7O6zXo/kt4SPb0uTvGuSPDzb57uhsuCCxOmw0e1CAaXA79GSWOPfIfWLbq32OhzHCdEETaMyXfw/P8ml1yQTHyochQCBP3Aa9XoBekO+Y3o+eM9TuOUKMCGuAZ0xZX+E5N5NjHhydJhCxCEP2LAWh437V5F/jqndnks8A6cFL/zNeMt7uKE07rCRP87TAGC8EP8AQnrb6fTkO6y9jqPbvOeEY+L3t8Qp3tupKl0Pu7u933NOiwBgvAVvIrXcT1GK8cf0b3G+//KxwqewJagq5ArpEqZwsM2mNGCfRi7QGiFZ9AQNAW5YEXwqHL7Rd97+pxnftt3XN+SvlShoZQoJUa2nJ3pe85agLAR3qVhpCFoKDX1dZTOG/jmn3Y9/YEXhGsXjZww0qlEygSpto/O/B1n+QmEh8NxDdekCi1DXSMnDF0w8tyQJ3+FMz+WXLsi9V6ph8WlryvxZQ5hhs5KgHAuLGu6qaXUNbSJMziPCyPO/oXmVWyWtH/DXg//wGmJH3BIQdosBAgXQmbJbW3jUPY03onHA2+7QecqyW1xqV/t0f8bo5HEzzjECHVSAYLJXip8ONBW6Ip7+DFxTz+DR3Bil851shsYirvBKrZ3JL3fmXCc+4ZpZsC9RAifDjFoWRE51UnMaTGq2+zRuUm+TWMXhRjhdEl6wT2ePxNMLMC7w5Ir8S3fMAF5oTqtqT1fp64nVAnNkM4u+S2ynXjooUBKcpk3ee7MMXE6vKTnqRhd78fYT11yEuELIZJ8SJzutZ0Wf18rWL5Na4dsNyY/yQAjkpdxhFnpxAIsiwvaJysRPnTJyV8+6+qXQvT0MTGDO5i3r2OlpN2LeX5zL1Z7a+8n38ERV6gnHTx8Kozrb0v4UcLXDxxS1md1dd6+gu6ITo/2Hks3Y9LT/BfNf5K+ONX4M8PEa8Cqcf2thZcq8rUA9Vncev1biOd5+YBmXd/viyWuOSHPFAJ03FmGqk9k69PZrijCPvkhrUHVvNCjMYiWP4c5Ic8UAqy4syJTi3C3tcUCRl7X8fqReNqn/RHMEXmmFKCuxdVn8fX0P1iZaRVV5bYin1ae71zEnJFnCgG6xoWHrjvLU/sVmTISbw6r1pVhFGD1ScwheaYQoCZaXzvuLEXl5bhjIxuOPb92HnNKnikXwbsLkPvkqw6tvDjg+SGb5zDH5HmLM6COBXKxP6dZffdpERsZ0oKtxzDn5JkyElw29nyuakurmpfSMhJPi7jXb7+K+9v0OBNMLMDd1ddmiB0bWWU1+bTq6EpKdn+BORdhYgHqFrQcWdWYmBXx2qiaGfetamZMCno/xxyLMLEALVUXZojf/b7na++XY8/XjY3JKN4Pf4o5FWHiZOgIxlxggQUWWGCBBRZYYJb4D/Rd81DEW++mAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF8UlEQVR4nO2abYsbVRTHf3ceknTb7YMU3KKgCIIKWuoLX4gIvhHBD2DBNwri5/BbFFErQrEWpL4pIhXEt9IWodqq1bLb2n3ebjbJJJmHZI8v7r2bSbprZ2STjDp/OEwSwsz8//fcc88590KJEiVKlChRosT/FGraL7ALZB/v9VB+RRQAQLgu0AU6DK6h+Rwai1IWG+sBCfCpggz8nDG8/H5A8YKCPtp6DIglDMhas7+b/6gk+4OKKgCA4mW1O/H0913Iq172hxRZAADFG+pB8nt8Vtbi7A8ougAAitNqd9e3IvRARZq4taz4NwggfCyDQJcOeMZGyf+XBBA+k+FoPxL5R4k7xrLCG8db7xOE8wItHlzyIvScj4aJqwScnEGwqAIIFwWaDMiHDK3/KjSkI0M8HpB3cyyDRRRA+FpgC530pC1NPtLkndTou/9gGSyaAML3Aps8SN4IoEJwQk3eDY37p8kn4PSzP7BIAghXRsh3GKTCITidgQCOGX03Md6QgNPT5N0cAhRlFRB+M9G+A7RTZkRwjLnWuuCZ35rXFV4MfgReVwuUFUUQQFgRvaaHaNIBOvoH2hxjbluT9zvgtbUAzRuKQ49cPnH/tsKJwO9BNcr+8GkLIESi8/gQTdpaU1+dANwWeAH4gb66gRahfksxO3v5RLD5+gqgVlYVfghejiA4zXJYkC6ENVgG/gTuAIvAGqg6OE1N1jWj7YTgxuAnsHp3z3JXnvOFm0m2cnhaQVCQm8A2bKNHv4EOgJuavLupR94PtNt7IXiRjvjLq39LTt1MVOamyjQEEOQseoL3db0fABvokV8HbwP8OngtPfK+Ie/HsNDINLKKjJ2lSQsgjrzLNkvACaCng98GsAhqCfxlqG6A39TzvNLVLu/14FY3m1sbZPrfJAWQY/IsEfOEKLY5DjwPwTGYB+cPqM1DbR0O1KESQiWGagz+NlzbzkU+MyYlgJyUKiH36NAkoEmAS8JLsPQY/hWYvQ6zSzDTgZkuVPtQFfCBy4yHPExGAHlPICEiIaJHizbrtFhnhadxvzrF3DcwuwEzPU24ArjGzoyR/FhvbCBnRKvsAzXgIHC4D49uwROXoP/ORRZ4jXUO08Chw6DX8f6YycN4PUC+FT2aNaDWhwMxHGzB7AocvArOOYBPeIYuj3OSFnMEHKKLz4u4MIE8xR3TfeXHbTjSh6MxHOnA0QYcXoPZuzBzA5yrwDWg7uJwgCoOFfrU6PMUx2FCSdo4PEBudXWu7idmGevoZa1yH/wlUPPAAjrvZwtYQHGMGjDDKzDBDDWrAEK2l5I7DVOoRDp789smd2+AtwZqGZ3u2rKXBFgHFnH4gIzP2Tfk8YCHiSBLa5qsZ5oVXsfk8Q1w6zrLYxW4jy54BHQl1ELxEQ+5/1iQuRq8oftse6WXsnoPKgFUWiaLa2jiXt2Qr6NHvc6g19cD6KP4CaZUmGUWoJLA7QBIifDFBeYA2ZiHStvM9cDk8C3wtsBtgGqiix1rbbTn9xWKAKZYleYSoBLD4joAcuFz5k6/xfLm76ZB0TG1elvHALepa3lla3srgm1uxqBigSnvUGeOAX4EyvTbNhbg+JMsb/0CTtd0ZiPTqwsH7Stl21qms7PT44tBrQIF2J7PLIAXm6ZjT7edGz+nyNvGpCXfBWXJpvt7duR/BQpAHnII4EYpAcwOjGPb0Hb0u1oEZQ8ypLu6tq39A1AQ8pBHgNTOyw5xuy0VDjxAhQyTthaB+g4oEHnIIYATpQQw29FOMrJFZbew7DV1nEVdAgpGHvIKYOa/3YpS4UAEZdva6X08s5GpvgQKSB7yCGCCoIqH3d/u0A7t36fJnwMKSh5yCrCz/Ww9IE6Rt2YiPRGos0CByUPOKaBSHrBzFid9Vid1ekN9CBScPOTIBPckP3pexwghbwP7e+hxLMguQDTs+qPH03Y8wP4Wg7wJFFyE7AKYJVCNntHbzQPs5z7Iq0CBRcg3BdIjPnqAcdQbUic85RRQUBGyBqmJHmAuUaJEiRIlSpQoMQH8BSjKBAss4VztAAAAAElFTkSuQmCC) 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,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) 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,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) 31 31, auto;}
58%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFeElEQVR4nO2az2sdVRTHP3fem+QltjZII60ViVVcFXThwr+g/4LQhRSKC0UQXOhGuioqQnHjol0USkE3ou5UgqDYjdW66abWgNhim9T8avpe3s95c1ycezs3k8TOSCZvovOFw81MHjPz/Z5z75xz7kCFChUqVKhQocL/FGbUD7AFZAev9VB+ZRQAQJA/gAlgDAjtWAcxEJHYwFoE9L3jYwYy8AsKePidgMHMoI8XADVrBmLUhtbSQjgxMqKsAgAYzDSbyA89c2TT3u9nv0mZBQAwmH1sEsB53I09NkbAf0gAAIOpbfS8H/Jpz/fIJUB9hx+2CAixbL/opS1nBJRdAEFk86rvPO1sKyEyoswCCDJM5r0jvhV597e/HmREWQUQpA8EKkB6jjvrspm8mwYZUUYBBGkBtY3kHeG0pafBHl8DBFkFQpAgIeOIdoGON7pzLjL8t0JGlEkAQe6gj1RP5r3zdBsl7UY/AtJvgT2YCQryGw9y/jhQMh1r69Za3tjyzr9qdOx4lhFlEECQH9FiZxwIE8+3SYg2rd0nEaAFvG7g5Oxh3jZJdOwhAQT5gqTaG4OhUfJp0mt2dNYE3jRwYvYwF48vAIYzJrcAoyyHBTkLPGPtCDAF6wbuAatsJO2HeA94d9tyVzglcCFbOTyqRVCMnEKIUO9PqPWNenYVWLGjiwIX3j3gzD+SM1wwmZsqoxBA9suLtGkzZIAKMAnxuHp8CfjLjmso+XWSFf9sJs8aMnaWdlsAOSYTLLLEgINWgAawH5oGFoDbwF00AnzyfeBctrC2yPS73RRATgvM0eE6Swy4S482wn7oTsJNYA4VYJkHYW/s+10+yUU+M3ZLAPkpVk7PAU/T4jK/c5UlOvE0/BrAFeAmmFUw62A6YAZqg6+KIV/YRVOQhXnNbeIaRDXohLBQh+/rL3Hm8g/UPwsxt8G01ONBBAzBxNC8Whz5Qi9sIc1fwFgyJoKgC7UWBHcg+PZJrn55hXPjT3AthLUQeqHWQJGB+YViyYM224qC9L+BcA3CZRhbhPBPqM9B8DOYr4HvnmVajnI0mmGqH9LoQGMdxtpwvVU8eShOABl+CrX7UFuFYAXMAnALuAFcA+bGoDdDjado8BhTTHGAGpPAJXaHPBSzCIqcR1dyl8+voUnNXXSVvwW09qEJUIsJ5jnEAQyP8zIh7GKGmlUAIdtDiXyEknVVXMseLwOLwDzQDIFH0Py/S51lJlnkeY6Q8T47hjwR8DARRN5D83hXt7tC5h6a2S3a42EDFSAAImq0eZQXeMj1C0HmajC+CGyfXoqcRkP9HprFLaFeX7LHK2hE9L3KjzoQYTgJIyrMMgtgOiAfA54Is69wCBB5h8Tbq6gIbt67CFgHugbiEE1/x4EAw4cwwqo0ez/AlqLyPgAye4JDxy8xL2+h8zxds7tCZs3+vwsMArT40caH4XMY8Q511pvr/PY2Is0HIG+QNC1do7LtmevaNIGesXN/EjiI4Uae+xeG7Itghw1bU/IaStJvTrqV338DtNG0buhu1ygNecgjgCtJ/T69b35D0kWA36qmgYb9bSgJecgbAekdWDf6/fr0hkXkuNYxrECJyMO/iQB/E8LfrfE3LtzfMbZHP46hCSUjD3kjwN988L3vC+HOCTBQvoauDiVEvgjYbpMybRHa3o7BaNpQSvKQRwB/Qdtqm7qLEu+h3u+XnzzkEWCrjxB8IWI7AkRmT5CHPJmg73F/HRig7/iuHe3CJ8p9Jz96LATZBfCJu7279Dc7gmZ8ANS141tyEfJFgP+NztA717W/GfoRr7NLmNahpMgugL8AOtIxyUak+5oDeLDHb7/0FGagpCJkLoZGcM8KFSpUqFChQoUKReJvg5G2040GauAAAAAASUVORK5CYII=) 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,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) 31 31, auto;}
62%,62.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFjklEQVR4nO3ay48cVxUG8N/t7pmenocfiSPbPBQLhEAETCLEAoKEsgngJQjwCjZZsAIhIvYIFlGUfyASEixhlQUSSCM2SHiFDBJZgBSjWEBwgm2c8fS8+nWzuH2nqsc2qbamZ0qmP+noVlW3qur7zrm3zrn3Msccc8wxxxxzzPF/inDcL3AfxEO81/vyq6MAEMVfYgUdLGMJ7bEtYRELaJWsiZAkbAQq8GvM4OUPA0G4LBFqHbCF8fWyHSA/rP6gugoAQbjkXvLlNpNvIDCSyD8iAkAQvmhSgIPkm2gUnh9iUP0BdRcAgnBR6vPlvp6PG8nzA0U7RQS0DvllZ4EoXjPp/dzex/NTRkDdBYjiXz1wxM99fqAg3/fICBDF16XP3sIBuw/5AXoemQiI4lXJ89kOkM+k+w9oK6KOAkTxikS6bZJ8i1GYJNo7cJyFqYi6CRDF30mZXs78ShEwCpOe3jMpQvm3iqiTAFF8TZHulm2xIN8rWfn8ISOgLnlAFH8h5f3Z+x0T5HuSx3dLto0dPBWK42wVUQcBoviKoshZNlH8jBqJ+J6C3NbYtnEx8Mr6eZ8fi5CtIo5bgCj+UBrglqTqb8W+AKNmQTyT7paOPxt4af28F59/G8FXwtQCHGc5HJvxm4Yu4KP4CD6EJ7DGaLHweA7vHPp7+NIDy93oZ5EXqpXDxzUIxhPxGVuilNd3cGJsqwzH5LtjK/ftPXz5f5ILXgiVJ1WOQ4D4ibjqph0NA0MLEvHTOMWwzabCcrjvSgJ8rZJng4ozS0ctQPxR5I92bNvQ1ZP6/plkg2XexR2p3VT06T18u1pYj1Hpf0cpQLw65B9oGOrqumPHnlP4ML1T/Eey/2JD0ff38L2pyFfGUQkQb1+j/zan1zi7zEpz0y2bNl1g+4P8PfBP3JQ8nwe8AX48G/Izu+kBxN5vic1ko0WGHbqP8fsz511+53WuPJ7IdyVv96WCZ4RXZ0ee2UdAjK/iuqJW30OX1X/zrT9dEN7s+OlZ3jpBr8NggdFCEqv/m9mSZ7YCxPgT/EsivS2F9q3xtTfXuPtxz3nLzY2P+XWL6yt0V9ld5vYbsydP+gjPAjF+XxrMbuMd3JBGwOu4vsj2k/iM4EmrzmqOmoZ7jLZ549bRkGc2ERDjdyTS+RO2qfi83WnSP40PYEXLljM2PO0JI/xqeHTkqS5AVO2lYvy6FOY5c8sJzQa2Av0VPI7H0NbQs2TTOSe9qK3icw4N00TA+4kQ41clL5ertpzN7QQGKziJU1hFS9CzYMsnj4E8U1SD8bupedDP8TnJy++W7K70adsODNpSlbc2to40BA2ddJFjKsyql8NbxMsoibD+jHOI8QsS2c1xe7d0vhNScaMjeX1t3LbR1PINjrEqnUoAO8RLIK5/yrnn/+xG/JzJWr2rlMIGhi1pTq882ZFmeoIfcMwr1NXHgF37k47xWcIVN+LTikIlW/5fLzBsKKa3VhQitAUvU4Pl+eoC7ChmXvvET4+v9STSec5ugH4Yr8/lft5RrPMvCn5ODcgzjQDbJldg8oxsJr0j5e775JcU5IuNDcFr1IQ80wiQi5SBe+fjd6WhcZ98e3zrPNGZya9TI/I8jAC5oBkq5uSj1OdHFKs4ixMW/IGakWfaMSCTHikEyZ4f5du1pY9LPm4LrlJD8kwjQPb+UBEBE55vSISDYnFjQfAXakqehxFgd3w+QZ6CfLGJIfgbNSbPtAJk8iMpydlHyuqK0F8UXKPm5JkmEyx7foJ8Xr6mGPGbYsrvD3PT40ww3dLYCLtl8nm0J5FvSJGQNjRFz1JzEaoLcE/YNxTk8169vJ0l7+NZFF2ixiJUF6B/sDt3pC6ehcg7OA/u6GyJLlNTEaoOUke6gXmOOeaYY4455phjjiPAe6GLA/XPxgl1AAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAFhElEQVR4nO3aPYxcVxUH8N+dj92Z9a6z8cZ2FssGGZFEDhKCFGmgApkGiQYhyjQIQaQU0KQCKRJfouGjgAaK0KVBtC7dICEhpUIoVAGhhASvSbz27szOzKG48/zejNfwBjy7T2H+0tF9b2b05v3/99xzzz33ssIKK6ywwgorrPB/inTaL3AM4hE+6z/ya6IAEOIl9LCBfsV6lXa9YmvolpauUoNfawkv/yiQpJ+iU7GC3JqS7BzpGauHpgoASfqeknxVhOPEqFqn9p80WQBI0sseJPww4tXf1UPTBYAkfV0e51UR5u+rorRrP7y+r5weQrxqNuAVQa+4rvZ+2wdJgBC/lCN+lfBxXlCQ7/igCBDiF0rCPbNTX08mvW52tmhZhFZTBQjxEyXR46w65ucFqJ/eNFGAED+UyffnrBCkmvjMk8e4/p81TYAQ3zHb8305Gyyu5wNfMeYTE6XVRJMECPEts6Q3cMaDXrCmTIxaefUwlokXbU00RYAQX1P2/AY2p7ZRsaL3C5dPmXAncS9KARYYAk1IhKIVX5Z7tUq8sDNKLyiCX5dJ4kgm/9sbuzYSAxzKbU2ctgCxHp9VTmeFAI9NbWtqRQxYJ9qMMMRa4jc3dn3x+ttIdioi1MRpLodjJ56y74qhy8JlXMElXMTjMvli3Lezax9N7Wzi+PcPfwyuPfT7GZyWB8S16GsJtIR1ucfPTW17er+JPuN27tV7U3s4+fz5tfr9ehoCxIvBpomWsdCViZ6Te/7C9HqLyTqDxF3s4w52avVsbQVOWoD43YRncdGRroGwhidk9/8QzhNnGXQy4ffwz2l7qZ5bT1Hrdyc5DcbeG9y9jW3ebk28YSxs4So+il2Ga7nH7+FADmpDfGoh8rVRf9n0vyFGr9G9Q2+frTE7m/y5veZPPi98geFlbnX4O97FHm7LPf/p5ZBf2kPnEPGKmdJebHC0y+ufWPf8Y6/z12d4R+75Q3maG8mJzQvLI7/UB08R8YIyQyvc+S722vztK767/aofPdOyf4HxGXm6L9L7V5ZLnuXGgIjreFMmfiBH8vfxfo+Dp4Xnfe6dgd//pe8Pl3jvIsNtxpuMX1s+eZYXAyKek8fv3tTexa3EnS2OLuM5E5808hGDUc+tOwz3ccjdmydDnuV4QMRT+Ic8ng9ltx92Gffluf4qrpg4o2fgabw5YnSbm7dOjjz184C621URu3L03pM9YD9xsJ792gXsyvP9OaGrbWRH+BhuTk6WPIt5QPj3LxexI4/zI4ynq7X76/jHcV4WYQebQkfL2KaRF3Mt/8TXJrUzwfh4bh72dWzJycsgMUwcFSlusbrbVub6W0JPaEvGnj0l8iySCt8jPoyKCDd6nkREXx7ng5TbSVG3K5a3xeLm7NQ2pmuAtifU28RcFuoLcIBD4jyIGx1PXj/0VvTkHh8kJi3Z3bvKctamvKwtydMTuvo+wynvUNePASN5TA+JPunAW9FNleJDUdRoydlMlXzRFoWNNR1fogHb8/UF2K9cj1IeB0fFB0WVtqMsbVWLmmeU+/w9yVdpAHkWzQMmOEqVqmvh8knpAdUKbiFCebgh+SYNIc8iAgzTXLW12JmpXheFy2ppuyxnJ9+mQeRZRID75FvKunxSlqmrOzfVzYxsyQ9oGHkWToWLndg0tb5yGMzv5vTuf5b8mAaSZyEBikBHGemLtrpfP3uf/JyGkmchAQrybeV011duUj54eCH5FQ0mz381BIrprrpDexz5X9Nw8ixUFS4OJBxH/sHTG+EbPNpDj0vBAgK0zBIukp75A0rlvn14mYaLsIAABcmiulk9pjZ/ZK0qwvdpsAgLCFA9rDhPfv6+XfltW/gZDRWhbpA60QPMK6ywwgorrLDCCiucAP4FFPtDkK9UlMkAAAAASUVORK5CYII=) 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,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) 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,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) 31 31, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
99%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAF+UlEQVR4nO2ay4scVRTGfzVdXa/unul5TyeO40xcKG5ifGQnisSFC9EIQkxW4kaELBTcCf4JLozgWoWsgkJACK7EjYIuFQ0G1MSYicpMhkx31+u4uLe6qicTp1qmu2u0PjhUT/fQXd93zj11zj0XSpQoUaJEiRIl/qcwxn0Du0D28bv25FdEAQBEngBqgKOvHuBqcwBbm6WtCrG+ignmSSAHv4lh3P0+wDC+ACpANWOmtuqdJvrz2NRC5ERRBQAwjIukxKv0eTsrhGTN0mLkRJEFADCMj0lJZ82mj3ysl0AiQl4UXQAAwzhHH+kkArIeF1u9jm0lRl6YQ7nl/YXIW/QnPEsT1+RjR18tlQDjAVgVXQCRN0jJ6yiQjACxo4lbyvNSGSwHFFkAkddRxO1+E2098rbO/smS+A9EgMirKMLZZ76dIezo9W5nkmCSECv5f6iIAoicRhFPyOvXsQPiQOym5GMrQ7yqI+EAR4DIC6TVnptalnzkauJJNGjiUSLAAY0AkROkns+QFwfE1eS9O70fZQWoHEwBRB4nJe/Rq//Fg9iDqKYFcNLkF1UhsmBhGa7dTMlHAwhQhEJI5H5Utk8an7q6Sg3iGkR1JUBY01cXAm0Ly/DRBVqH58G3wK9C9wCVwiJN1PM9IT+JEqAOcQOiBoR1bTUIPG0uLB2CDz+hdeYkvwPGkTp0tQh5Mc52WAQbZrqwDNwHrACHgHmIpiGcUsSjmgr90IFQh/7yNLD7/ctXAseNu37eh3HlABHWgGuq5XVRnp9WFk1BOA3BpPJ66CrygQWhCWsN4O7kjONG/k2VcQggwkvA94AFZleF/BzK83MQzEPQBL+h17qjwjow4UEb2NuzBjl3lkYtgAjvA5eBdeBXVejMAS2IWtA9BP4MdBvQ9dLE5lfgYZWx8i7bXP83SgFki2/xWUe16xvAFWhswApEa9Behe0FaDeg7UCnCm0DfODJnGt6UIxKAPmBNn/RwWWOGk1cDAx+gpVfCB+BzaOwuQi3XNiqwG1gG+gCLw+J/NC+dAfkApLtZqnjM8MGLT4nPH+ay8/C1QbcRBHvoIhHwDtDJD/UL9aQtxFiIAQCFLHbBmxMw9VTcO29cyzxLjVuYNPBJMDWN/bpkMnDcJeAnEL4DuXRbeB2FW55sDEPG0eh8xzACda5gsc3ePyGzSYObX40tmAEETosAeQphJ+BbgU6Jmw70J6E7Tlor0FwDDgMMEfEo2wR0qWBzTpbxtcwoiJtGALIsQnhZkXV5IEFnZp+rM2A34JwDVgFGqCqoFXgD3wifOMijLBCzSuAkO+m5AFb2LRU0RLY4HsQNMBvQjCrnvVJuauehxWgCRwG4yw5f2ffMEgE7CWCrDaEbVN5PXLBd1Ud709B2FRVHgvALMr7Jqh+rAbGi+zx/UNB7m7wuKos71ZeyvKM0PFUqHcmoaO93p3W5HWdT1Obg3I+E2DcC2NqzHIL0J6Ahyr9Isxal5YAaS0Kvgd+Xa33sAHBlGpmoknV3JDYJKrttfWvGxUYY1eaW4CuBb4Nqw0lwrR7aelP/5nri/cIoafXuqf690D373Fd/U0dFfJJr++gqqKmAWOeUOfOAX5mv621KFy/YVxfWBF8K53LRY7esHT0FlaNvh2e3ojbAo6MnzwMIECoMzuGIjt7RPDNdCoT6r36SG9exgnhWsY8lPcfKwZ5GECAQO+9hzoSoswkNkxGVLYiL7tsa+Oi1v3TxSEPgwjgqrlbZKrRk1hKhNjKbFPrvXvZZWsbB3i+WORhAAEiSwmQzN+iZBpjp9ZHPms2cKp45GEAAZLxUxL6SeKLk2mtHlhmR1m9md4rxSQPgwjgpCOongA7ye+c5DrAa8UlD4MuATONhCT730Heyrw+W2zyMIAAfSPozBNAkiMrWeIW8GbxycMAlWBvGpslnz21lTm+QhX44B97h8IgvwA7j6Nlz+7tPMVl6ffPF1+E3ALsPIu387haj3j2agKfFVuEfyXAric3rV3eN1Et75fFFSFvkhrpAeYSJUqUKFGiRIkSI8DfYw0fpak2GgQAAAAASUVORK5CYII=) 31 31, auto;}
}
div.testarea{
animation:rwdcur221737 1.6666666666667s linear infinite forwards;
}
