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Lq1Y8nT78d9fqcPCsAAAAAgB1k6VymatPk1SAthPB4HW/9vP/6p1N//R8TJy8FYz3BHX2kaVk3vphamqnqdqVSWunutxtO2/i9QiSha3b5wY3M2P3s+fcTHXarfnlymVJqqSYsceX3M+t2heP6uXf7eXoAAAAAgCy9XqtzsixLzbppmpYsS6uDqmY7917ftb9OfndlRftQbXvUZqtNji4vTlfe/lXC63Mml/PXP5k3m5UjZwMDw2EhRG6k9Pl/Tk+Mrhw+GRd70V+6te10Gycvhqxnpkur2y63nf7SAAAAAECWbqMVEf0hh2XlZyeTPQOhtYXNFz8cuP319LefLUbi9o1Hbbba7HgxktBX35oOht3R/vTybLXvYGh1r8fr6O4zUku1Davtdr20okiJ/u2/cidIAwAAAABZuo1IzDd0rHT7q2SxUDt0PNYaVxTpjQu9D2/NPb2X7/wja1XTE/yxytrr18tFU5Z+zKQur1LINPb81lSr9fFHy426uXGXN2DvGQjx9AAAAAAAWXpTkhCHTsQisVxqpbRx1+GTMYdraWGq2Pq9622SecK+OF1unjJXfwbc5bUH1+RV07KWZmoOt7znt8ZsmqVizbKeeR88s9yslJrDJxUeHQAAAAAgS7exrn44EPIEQp62pch9Q5HeoW3qh1vjI8e658bHv7kyefqtPptNDnd5w13e1t7xx0u5VK1vOLDhHHa7Xtpw6Kcv9q8brJRrn/7HhN2wUS8NAAAAAPvWVl//vnhZctvVVE05+26kkGlOj62sO+rJw4WHNzI9B5zxvuCG1Xa7XrrtoGFoA0dcs+MF+ksDAAAAwL5l25NPDYQ87//OvXG8O+6NJnxOl/1VvmUujz77tMyjAwAAAAD71lbfS1vttq2dTBCbT5BlabXDVmvw4Z2FWq3hdNk3+QjrJzwx6wWud3GmaHfI214vAAAAAOB11VFPLPGTvuO92VHp5YrhUAJB9yYfsdvveBcL5dvXF9fNKeWblVLj9OUw73gDAAAAAFl6Bwr58ui95fRSvdmwNLscjmsHDndrWqdL3bsxvzLf5h3pUqFZzGYnHuaFEMEu/djZ+N7eGk1XY32OdWFZkkUg5HK5DR4dAAAAACBLd2p+Jn3zi5VAxHbguEdVpUq5OfO0OD8xcf6DeIcJMxCxz00Umg1r5JTHbtgaddM0JSHE+IOcJ6AGuwwhhNOt7fmtUVVb31CERwQAAAAAsIMsvbGzVL3evPXFciCinn9/oDXYO2h99tHYd1cWLv9qQHTQE6s74ff6jat/mhm7Wzj7XtTnd67unZssBruMvqHwJt2tdrsn1mbLZtIlTbMZTo2eWAAAAACwP+2sJ1YmlW82rf4R/9pBRZEGD3ty6VqxUBGd1Us7nPa3ftnj8ipf/GHm4e0507S2rXZ+RXpiNZrmFx9N3742S700AAAAAOxbO3vHu9k0hRCavv4o3VCFELVqw+nqdCnD0M9/MDA/nXr4XWp5fvzo6fDfx/1S5Pf/qV+xyTw6AAAAALBv7SwT+vxuSZamxtJrBy0hpkazNlV2e3f2i1ySELGewOVf9Xv86pd/nksv1V6pW1Ot1u/fnFlezDabz7wS7nDquq7y6AAAAAAAWbqNja2V7YZ6+LR/5knp7o3Zet20hKhWGje/nFqerZ64GLLZFNFxf+nWtqraTp7rOf1ORJaFrLT/3HWbu9Rf2rKmHpeu/2Xhk/8+Njm2YprWjvppAwAAAABeVzvuLz0wHBaS9fhWdvLhqE2VG3VTs8snLgWjCf/Go9qu1nbZaMIf/i9eWZbEK1Mvrdu1n/3L0PJidnGm8ODb1OjtTCSudyXc4W6vLEvUSwMAAAAAWXoHBg5G+obCuUyx2TQVm+LxOlYz8ItoNE1FkV+1XGqzKdF4IBoPNM+aCzPphdn8zavLsrx88IS3/wDtsgAAAABgn+qoXrparedzZdOyLCGKhWo+Vy4WKopN0XRVUeRioZLPlYuF6nOfRL3e/OP/Mzr1dPmVvU2KIgcjnnDU6QvbahUztVTh0QEAAACAfauj/tI3r86szNfOvBfWde3qH2c3m//+Pw04nNq2/aU3dmw2m5awfqw8ftX6S1fL9cd3F6efFIUlDJdy4lIo3hdouywAAAAAYL9n6VZEPHAs2N1b9QfdiiIfvxiwzDaTZVnYHap43nppscngHtZLm5Y1+WRpcbqUWqrrhjx0zBWJun0B97oX2gnSAAAAAECWbiMY9gR/aP/cOxDeJ7emXKxOPymGY/rwyZA/6CYzAwAAAAB2kKXXMi1rcTadXimbz3ZdlmVp5ERUUeTnOQv5Vbw1Tpf9nV8Nmqa1tJAZvbfQnfB4vI50Ku9yO1RV4dEBAAAAALJ0G23rh29+OT0/Ud44WVGkocNNRZGfo15a12xHz/nD3e4tPndP6qWLhfJXH89WSk0hhG5X3F7H41sr1Yr19i8HJEmiXhoAAAAAyNLrbSwwzqQK8xPl3mHnoZPRzb6bfb566bUtpl6RemlLiO+uzluWOP1OeGYiuzp4+HTXtb/MTDxeGhzp2vp6AQAAAAD7MUtvVC5VhBCJAd9P8pJzLlvKZorVkmmalqxIDqctGPHouvqK3JpcppRLNd7/XZ/h1OemsquDHq/j4AnvzNPi4AgPDwAAAACQpTvg8bmESKaTBX/Q9SKfWixUbn01n16qGS7F7lA0u1SviGK+UasmE0OOwyejqrb3Bcn1Wl2xSYZTXzeu2ZVaxeLRAQAAAACydBsb64edLnts0Dl6K98d9zmc9m3Lktuu1mxa1z6ZsSzprV8lvH7n2qNmJ1O3v0ouz4y/85uB1Ti9h/XShkNv1MxcpuzxGWsn5FI1w6XQXxoAAAAAyNJtbCwwLhYqpXy9UTev/GHG5VXq1R8zqaKKN9/t0XV123rp0XsL9Zr1zq97DIe+bm+8L2B32K79ZWHs4cKhE3Gxp/XSTpfdH9Gu/3X25MXv24BZlrU4n5l8VDx81idtuRQAAAAAYJ9m6bbfS1/6+UDnX/+2XW1+ohTt01eD9MajgmFP/+Hc4nT10Il1q+3B73hf+tmAJUSlWPMF7eVSdfLJYncs8It/83dyvQAAAACA/ZilN36R22xaS/PJTWZLXbGA/EOnqC1W6+51zDwtVE/U136J3dooFsrTj8tdvfqGc9jV76UtyyoVq7IiG4ZmOLWhkWhr1/JiNr1SGj4a3WIpAAAAAMA+zdIblUuVx7dy6wZLhYZpWm6fGgh6dPv2v8I9cqI7m5r44o8Twyf8wYjHcGir45VyfX4m9eROTnfII8e79vCmTI0vP/gm06ibQgi333byYrfX5xRC1OvNR7fnJx8Vh9/w8ugAAAAAAFm6Iy638e5vBtcN5nPlrz6eCXTpnQRpIYQsS+fe63/yYOHBjXStkpQVyabKjbppNi3dUIaOevoORBRlz77uLeTLd75KDR119x8M12qNe98ufPPp/Pu/G5p6uvzwRkbV5XMfdoe7yNIAAAAAQJZup8OyZLfH6D/kfnwze/BIXber29ZLW0LIsjR8NHrgiJXLlAvZcrlctRu602UPhJzi2WLm3a+XXlksuH3qyImYJITdUN+4GP/k38e//nRqZb7iDalvvpPQ7ZqgXhoAAAAAyNJtdV517PLYhBDFYkW3b/873qsb9XqzUq4ZhubzO9bNXJ7PlEv1vqGw2It66Vq16fT8WPVtGJqqK6ml6rHzgZ7BkPzDHn7HGwAAAADI0s+v2bTmpopCiLU9rrb2+N78kzt5y7SEEMFu7fi5bqfLaO2dnyqUio3VLL03ns3HkiROX450xXw8LgAAAACAHWfpXLZ07S9z6wZr1aZNld54O2wYWieLjI8uj93Nn3o7FOryFXKlJ/eTV/4wc+xcMN4beHVvkyrzrAAAAAAAts/S7fpLG4dO+9eUG0tCWLIkRaI+m6ZsPKrtajNPiuG4Fk0EhBC+oOvM285vP5+6eWW5drYxMBwRe10vvfGozj8XAAAAALDfs/TGAmNFkXr6g1uvuG29dL3W9Nm11qAkSW9cjN//buHBjbSiSr0D4U0Km3evv/TCRO33E4/W7vrqz/NCzLf+DEW18+8PbH29AAAAAID9mKVfEn9ESy5WTctq/Y6XqtpOnkuEupO3riYrpebe3pGBg+FgxLH1HHtnb7MDAAAAAPZvlp6bTk2O5tru0nQRiBiJ/qCqdhrLj5zqvvLHyW+vTJ14M6rbfwyl8d6gpivf/G1ZCMsX3rOwOvZooVxsdMVd4S6f+sOL6wAAAAAAtGz1k1qtUmGbqkiWJCxJWFJrY3V7Za5+/+vMtb9OWpa17qjNVtPs6tl3o6mF2vR42np2b7jLd/py2GxaG49aVy+9cbvtYCcT1g16/Y7Fqep3n698/O9jD2/Plcu1zpcFAAAAAOwHHdVLR7q9kW7vZgl5YTZ188rKw9sLh09GRQf10pIQXp/zvX/sl2V5YzFzV8x3+ddqo9FcN75r9dLRhD/8L57lxezyXGnycXHsXt4fVuMDrmhPQNNsWy8LAAAAANjvWboTkhDReGB5qDjxMD98rEtROu0dpevqZrs8Puce3xSbEo0HovHA0dNmOplfmsuP3s7d+zrjD6mRHiPeG7QbKo8OAAAAAJClX4jHp083S4262UmWrlbqtVpj6zmaZtPte59XFUUORbyhiPfQSSu1nF+YyU09Lj68ke0fcR49neDpAQAAAACy9Hqdt3GO9wU9Pqdut4kO+kvfvDq/slDe+rSC3dqFDwbEq9FfWhJClqRQxBOMeKTTYn4mXSk16C8NAAAAAGTpNjqvOlZVJRBybpzQdjWnR1lZEAOHXU7Ppj/W7XRrG1bbvf7SG49qNs3kcrbZaOp2rTvh33YpAAAAAMA+zdIvyZEzsVptammu/NbRLlWzvYI3ZWZiZXI0X8o3DJfcd9ATCLuufTJbr1q6oZQKjUAk+ea7fZ1XhgMAAAAAXjN7EAhlSTp5vlfV5G8+n242X7mWUgtz6dtfpfwR7dj5QKjbuP1V6spHM96Q7Wf/MvTebwc//Of+Srk59nCBRwcAAAAAyNJtvHgbZ7HJBEWRTl2KZVYa5WK1w2V3rb/07Hiud9hx+GQ8Gg8eOhHrPehs1M1DJ7oVRbaE0O3awCHv0myF/tIAAAAAQJZu48XLksXmExxO+8/+ZdDlsXe47K7VS5fypj9sb02I9niFJJwue2uC061Wihb9pQEAAABg33r+cuVb16eaden0Wz3Pd/jSQnZyNJNLNirlxupvYTvdaiimDQyHVoPrXtENqVSot/7MZkrCEtVqvdUQu1ppaHaKpQEAAACALN3O1p2lGo1mvSKLzSdstpolxMTo0v2v03aHLTqg+wIBXVdLpWo2VZ55UpoenT51Odwd8204h13qiRXqNkZv50KRgj/oSiXzj25khBAzE8mhke7VCdNP8r6gjZ5YAAAAAECWbmPbN6Wt7Sa0XS2dzD+8kRk67j54pLv1a9hB4erpFweP1u98Pfvtp4vnPpDCXV6xF+949x0IL86Wr/5x1qbJjbrpCahdCcej73LlQsNwqamlSnq5ceRMF+94AwAAAABZevfc/2bFH1YPHY9t3KXr6ulLfV/8aXzsXmo1S+8+RZEvftCfy5ZLxbLDafd4HUIIr98+/TSTzzbsDvmtX8ZXBwEAAAAAZOldUquY3qC22V5ZlsJxbXGqtrf3xeM1PF6j9WdXzBfs8siSJMt8Dw0AAAAAZOnNbV11HO3x2GyK2HzCZqs53LZsqrbZUaZlLc/UNUPecA67VC+92VHffjbp9KrHTic6vF4AAAAAwOvq+XtixXqCkahviwmbrXboVCifbj6+t2Ba6ztLNZvm/e9mc+lafMC5YbVdqpc2TataadQqjWqlsXaj2RS1srW63Wia1EsDAAAAwL61B+94+/zOM+9Gbl1dnn5SCEU1h0vTdKVWbRbzteXZqiSJk5dCif7gXt2Rp4+WHn2X2WRnbX5yTAgRimrn3x/g6QEAAAAAsvTuiXT73vude34mlV4uJxfKlpCEEIZTOnTaH+sJtH7ce7d+zLgAACAASURBVE/0DAZW5kvJhVps0HnoRFerQPrbK9OaroycDAshNN3GowMAAAAAZOk2Xrwsue1qqxuqqvQOhHsGOl121+qldV09937/2IOlx7cytfLMmct9NpsshJBkyabJbo/R4fUCAAAAAF5Xz18v3ckE0fEK2y67a/XSQghZkg4e6brws2gh1/zbfzydn0k9x/UCAAAAAF5Xz/Oucr3emJlIppbL9YpluJRQtzPaE5Cl1y1UBsOed37tfHJ/4eYXK0sDxWbD5HEBAAAAAIitv5duK5cpffb7ibG7eV23BboMyxJ3ryev/3WiXm++fndHVZXDJ+OXf92TS9ezK3UeFwAAAACA2Gm9tGlaX/91TlbF278ZVG3y6mD5ePWz/5y6fW32zNu9ouN6aSFEOlko5KvdCX9rKSFEIV9OJ0uhLrdhaOLV6C/tchuXfjZw95vZULdDbLksAAAAAGA/2Fm9dCaVr5SbB4/51NWf4xJCCGE49MGjroWpcqVcFzupl773zfLtqysri+m1g2MPlm9fXZkcXdlwDrtXL73xKEWRTp5PxPsCWy8LAAAAANgPdlYvXa3WhRBun2PduDdgFyJXKpbthtr5auc/7DUblmZ/5hyOnek5dKKpasoe3pRm05qZWJmfLKSXG2bTFELIiuT02DwBW1fc1Z0IkJ8BAAAAgCzdKY/XKcTK4mzW+2ycXpwpSrLk8jh2tJpqUzZ+vqJIirKX3ZubTfPLv0zk082+YceBYwHdrt24Mufy2UJdRmq5fPvL5FQoe/advr1tgg0AAAAAeEWz9Mb6YafLHht0PrmT9wUdkW7v6uD00+TU4+LQMY+m2UQH9dKj95ZWFsqrg9IPpcutjWq5aZlWV49x5FRM7EW99NJCJp9uXP51j8ttrA72HnRNPymduRTpHRKFI+UrH01PPlkeGOmiXhoAAAAAyNLrta0fPvFmXJZnvv5kweVLana5UjRLhfrAYdfw8e6NR7VdTbZZmtG+v1StLIr5urBEuVTfsNou1UsnF0uRHm01SK8O+oPOhzeyq9tujzF0zL0wXRocEVtfLwAAAABgP2bpthRFOnmu58CRSnI5X6uYul0ORjwOp975CkMjXW3Hc5ni7esLul0ePOLuOxDZqztSrzW0DdXa1povst1edWasxKMDAAAAAGTpjiwtpL/+ZOniP0QDIY/TZf+pTqJYKI/eW5kbLycGjfPvxfb2h8d8QWPiYb5eb6rq96cxM5Hxh3/8TbXl+YrTTbE0AAAAAOxfW2VCa8O23bALIVIrpc0miE1KkTebYAmRWs59/vvpuael4xeCJ871qJpitT8Ha4sT22ywkwnrBhN9oUrJ+uIPE4tzmUy6dPPa9OTDYv+Ib3XC1NPl6dFifMC97fUCAAAAAF5XO6uXdnuN2IAx8TAf7nZ7fc5ty5LFlhPK5eqTe8szY6XuXvuhk12GQ9/sc9dtvtR6aVVTzr4Xefhd8ptPF4UlbJo8/IanO+FfnTD+oDB41BXvD9FfGgAAAADI0h0p5MrJhXq1bF75aEbTn3kTW5Kky7/q0+0dLWgJMflk6eGNjMOtnHm3K9LtfaVuSrjLG/6lt95oWqZYVzv97m8GeGgAAAAAgCy9VeJd11nK7tD7DhlW65e41syQFVnVFdFBT6xm07p1bXp+ojx03DNyPNphR6td64nV2lZtyk6XBQAAAADs9yy98aVo1SYfPBzbesVt3/H+5vOplbmKZpeL+cqNq+Org2ZDajR+nBzs0oePRsVevOOdSRWW5gtbX6PLo8V6AltfLwAAAABgP2bpzWRShbEHycxyIzHkHDne/fjevMdv7475Ozy894DHH96mh5bTre7VHVlZLI7eynpDqmLb9IfZTNOM9fDwAAAAAABZujNTT1fuXk9F++26Q1RKDSGE4VBvfLZ0+HR9YLijptDRhD+aaDNeLtfKxYrL49A02x7ekb6h4PRYvtmwzl6O2Q2NRwQAAAAAsM7OemLVa82715JdvfZTF3oNl7w62DMQSgw5H3ybrjdM0VlPrGbT+vbq1MJcujX46M7CJ/9t/Ms/zf/l38cX5jLtzmGXemKpmu2Ni92FTOPO1/M7XRYAAAAAsN+z9MYC43yuaFki0e9eNyESd1qWKOZKorOeWDe/mkotVO2Gujo4Obb05E62u9f+xtvBUEz99tPFlaXshnPYpXppIYQ/6Dr9TmRlvjY7ldzRsgAAAACA/WBnb1NLkiyEMM3138U26k0hhKwonSzy9NHS0kz18q97XG5jdbXHt7LBbu3UpV5Zkrrjgc8/mpgczYQie9koK5rw6x8qrZbXAAAAAAA8Z5b2+p0un23sfjrU9WPQrdUaT+9nXT6by2PvZJGJR/lIj7YapIUQK0vZWtU8eT4uS5IQQlHk7j5tcaq2hzfFEiKdzBfy1UajqRuaLEmpldzkk3SjZjnctoHhkMNp59EBAAAAALJ0+0i5rp2yLEtn30lc+Wjq84/GZUXYDWns0eLEg0Kjbr79q97VMLxtf+lyoRGJ663B5GLRG1Ttzh9/5UuWpXbnsHv9pe98PTM9WlwddPszb1zsuvaXBVVTDIeyMl+an5h597cDNlWhvzQAAAAAkKXXa1se7HTpF/8h/vj2cnKhVsxWMyu1YFQfOR5yuvSNR7VdzeFW6/Vma3B5rtrVY197VGqxrv0wsCf9pWfGSgdPursT/ny2eOer1JcfzwQi6tl3+hRFLpeqX30yPf54cfhobOvrBQAAAADsxyy9GY/XcfZy33N/ZO+w68mdTLFQMZz64zvz+Uz9zOVYa+/SfCa5UB05vWfF0gszuUhCX43KHq/RbIg7XyUPHgspiiyEMBz64GHP9JPi8FEeHgAAAAAgS3eeNufS6eVys2GuHVRs0vCx6Grg3NrAcDibrHz6P6cURWrUzeE3vE7X9+XHTx8tPrqZjSTsAwe79uqOmKalrvnFsWDELUTS+UN1txBC1eVmg05YAAAAAECWbqdt1fGNq1PzE+WNkxVFGhxpKoq8bb20JEmnL/XOJlLlYiUS9Xt8Rmvv0/v5xJDj2NlEu8rnXaqXdrq1sXvl1mRVs8mKrKhya0Ix19AMue2yAAAAAID9nqU3FhhnM8X5iXLigHHkVEJV5W2Paju+uhHvDWzc+9Y/9BlOdZPVdqleujvhe3Qze/1vE0dOd7k9hqYpv/qvB1sTioXK1Ghh8Iib/tIAAAAAQJbuSKlQFkL0DgU2C9Idqtcbj24vdCVc4S6fEMK0rCf3FyYfFWoV0+FWhk8G1iXt3aTr6oUPY/duLN25vnjpZ/1rd60s5a/9Za671943FOHRAQAAAACydEfcXqcQyUyq4A+6nvsjTdO69tepRt3sHw6ujjy5vzB6KzdwxBnvC0w/Td28siy/I0UT/r26KR6f4+IH/aa1/k1wX9B5+Vc9Hp+D5wYAAAAA9rOtvl62Nmy73Ea033h8M18u19pOEJuUIq8dn3yynE3Wz72XcLmN1cHJR0V/RD/yRsLrdxw5HXe4bHOTuQ2rWVuc2GaDnUzY7KhWu+wWRZFbQXrb6wUAAAAAvK52Vi9dLFQqpWajbl75aNLlW1fYbJ1+u0fTbNvWS0+PFUMxzeG0rw6mk4Vapfnm+9Hvw70kdfXpK3O1DeewS/XSWx/VbFpX/zzhD6vHziS2WAoAAAAAsE+z9EaabosPuOIDm6xlUzpZpJCtByI/via9OJv1hmw+v7M1oiiSZb6i90tWpNiAw+HUeHQAAAAAgCy9lUajWa83DUNTVVvfULjthEK+IssdfUfr8qrVSnN12zSt2fFy38gz1ddLMzXdeEW/7pWEGBrp4rkBAAAAALJ0e63OyROjK49vZn79v46ITVo3z02n7nyZeu8f+50ufdv+0rEBx+itXL3WVDXlyf2lSrEZTfhae1eW8rlUbeSUd91Ru9ZfurW9NJcZf5gtZOrVStOmyr6QFu13xHqDNkXebFkAAAAAwH7P0q2IaJpW6zetJSHqjeaVjybf/mWfqn7/UvfqK9mmaYoO+kv3HwwvTBU/+2jc6VaSC7XYgN3psq/uWprP3L62YriUnoHAuqN2s146lczfvb6UzzS8QTWc0BRFtiyrkGvcvZZ+fDNz/Hy4K+ajvzQAAAAAkKV3wGxYpXzdbFpCfa6PVOQLH/TNTCRrVbNvxNsV+7H31f1vU9299pHj0VZK332lYuXaxwuhqHbmcszpMtbuajTNidGlbz5dvPAzORj28PQAAAAAAFl6vbZvL1sdTNj6HW9LCJtN6T8QERvelH7vt4Obf8QuveM9N5V1uOWz7/RtPEpR5AOHuvPp2sTjdCDs4R1vAAAAANiftuov3XnjqG2PEtu9ay1t/xG79I53pVQPRLQtjorEndlkg3e8AQAAAGDfsu3+R87PpPPZaqPRNBvWZnO8Ab1nILwnd0TVlcxyZYsJ5VJds5OgAQAAAIAs3YFvr46vbpimEELc/mZa/uFb7VJ+B/2gy8V6Plveek61Iu/VHUn0+57em757Y6Zt2fbKUnbsTr71M+MAAAAAALL0M1qVwA6n5nDZssumEEKShGUJw2nLJ83V7VUuj2a3a6KDeumBkcjghsFtq513rV7a6TJG3vA++DYzPzF+4JgnGHHbVJtlmqlkfvZpMblQCUS03qEwPbEAAAAAgCzdRisiJvoDif5Ahyv+vddLCyEGR7p8AWNyLPP4VrZRT3+/V5ZcXnX4lGfgYESWpG2vFwAAAACwH7P0fhYIewJhj3VB1CqNWq0uy7LdUBVF5s4AAAAAAMjSW5GE0O023c5dAgAAAAB0lqVfvCy57WrPt+wu9pdOTzzKVcuN1VLwtTXhre1I3H70bJx6aQAAAAAgSz8j5O956/R/eZGlFUVd3egKD156saWEEKpqb22/1HrpUqmWXq6EYqpN2zQj250y/aUBAAAAgCy9ntcd9rp/mg7PAW804I3+vdyRvqHQ7NNCuWidP58wDI1HBAAAAACwDj+mtZ6qKm++Gzeb1td/m67XG9wQAAAAAMDOsrT1g9Z228G2E9YtsvUKnSz744Lttq3nnbBx0OG0X/x5b7lgTj9N7mhZAAAAAMB+sOk73mNTN/721f/1Ikv/b//8f2iaIYR4OHb16o3/7wVP1OUM/Nff/O+r2y+1Xto0LVmWDEM7/7OoYWg7WhYAAAAAsK+z9L5199vpzEojErdH4m7NTr00AAAAAIAsvZ2Dx7qmn6aWZstj9/KGU4nE7ZG4K9TllSW+gQYAAAAAbJel92d/acPQh49GDx4VxVz50d3lyUfFyUdFw7Uy8kYg1uOXfkjU214vAAAAAGA/ZukXL0sWHa+w7bJrN19qvXRr2+UxzlzqrZ9tLsylZ5/mb36xfFdNRuJ6vN8T6v7xa2qCNAAAAACQpf/+1OtN0zR1XX0Zi6ua0tMf6ukPVSv1pYXM0mzp28+WIonsmbf6eHoAAAAAgCz99+rxnfmp0VKkR+874A9FPC/pU3S72tMf7ukX9XqzWqnx6AAAAAAAWbqNv5d6acsSuiEl52oLE/ORnvSJN2OaXX3ueunWdqNhTowuWKa18WwkSXK5K6Fur2qTqZcGAAAAALL0j3a5XrpebwohVFV5jnppb8h28nzf7MTK0/u5T/77RFePFuv3RKI+WZKeu166UqqO3y/Vq02bKtsdyup4qdAwm5ZNkxu1vGZfOXEh1BXz8xgBAAAAAFn6pctlSxOPV0ZORFeLnKfHl8fu5Yu5uhDCG1JHToTC3Tt+VdumyH1DkZ7B8OJsemY8/93ny5o9lRgyuhM+j8/xHF8dO112xSb8YfvJC3FNs7XO/Ms/zxw7F4xEfROjSzc+X37rF7rH5+BJAgAAAID9Q95in9Vu29rJhLar1WqNrz6eW5qpyYpiCZFJFW5/mbJp4vyH0Ys/j5tN6/on8+lkYcNq1hafq2q21Q1ZkqKJwNnLfe/9Y78vaHtyO3/l99Of/f5pOlnY7Mw3WzaTLtQq5qlLPa0gbQnh8Trig46F6ZxNlQ8e6TactqmnKR4jAAAAACBLf+8lveN995s5WRGXf9Wr2mRJiInRVLBbu/TzgVCXJxB2nf+gVzeUySepDatt9Y732ne5xfdtorUzb/dd/k3P8BteWRFPHyZ3+o53tVw1nDabTV43we3Va9Xvtw2nVM6bPEYAAAAAsK/swTvei9OVvhGnbtdW/0zO14+c9bfaNeu6mjhgX5z6aX4o2+N1eLyOg0eEaVo7PVbVbOVio1Ku241num3lM1XdLgkhLCGK+Wa0T+cxAgAAAIB9Rd79j9QNpVxsrB1RbM98T1yvClnZQYFzOOoKRIxtrlPeccV0IOw1XPKVP0wuzWdWg3izaU2OLU+NFnsP+JpN69a1qWbDGhwJ8xgBAAAAwL6yBz2x+kZcD29kskdLXp/DEsLhUbKparj7+73lcm12rBQbMDZ8xKY9sbpivq1PrFqulUs1X9C1o55YsiSdeit67eO5r/+6aFOXVU2ulBqWJQYOu0IR7+xUavZp+dz7Uc2u8hgBAAAAAFn6ey+pXnpgOJJernz18UzfsDPU7fIF9LmJwtAhq1ZrplZyj2+nJFnqHwluWG2reulUMj/+MFXMmYpNJAadPYPhVgG1JMTiXHZusnjxA5fY8iTbtNryOd//p8H5mVR6udxsmnaHPRh2RmI+IUS0x+/7ncPpsvMMAQAAAABZ+qWTJenM232zEyvTY/nxB4tm0xJCfPR/PxZC2DQ5MWgcONq12iurQ8VC+drH86GY3jfirJabD7/LPn2QO/VW1Od3vsh5plZyY/cyb77b2zsQ7h1ocxUEaQAAAAAgS+8eSYhEfyjRHxJCVCuNWq0uhJBl2XBqsrTjwuaZiYw/rL55uW/1z57B2u1rc1/+ae7Mu+FIt+/5M78sL82Wc9mSx0v7aAAAAADAmsC4xb6X1F963VG63eb2GC6P4XTpq0F6k4/YtL90vdp0edXWoGFo597r7+rRv/10KZMqbHvmmy3rC7jcfvXGZ/PVSu05rhcAAAAA8Lrag3rpWqVeqzW2Pi1Ns+l2VXRWL21T5Xymtm7w5PnEjebUN5/Nn7gQ2frMN1u2XKoKYRbzzc9+PxnofuZGef32A4ejW18vAAAAAGA/ZumX5Lurc8mFytZzQlHt/PsDHS4Y6/NduT/z5MHCwHBEUb7/pl1R5LOX++9+M/P1JwsOt83uVHZ6nrIid/e6unvb7DKc/HY3AAAAAJCld1HvAU9qqXr4jD/W49/0tNQdRF+P13HiQuDe1+nlucrFD/tb45IQx88mApHU3evJ58jSuq4OH+1e3baEaDZNmyLzxAAAAAAA9qC/dLTXn8+VH95IRxNe3dA6XHaL/tKrv2TWnQgU85WNE2K9AadbL+TK647q8HrLpdr9GwuLMxXLtHS70nPQefBYtyxJ214vAAAAAOB1tdUXrS+pXloS4sDhqCdg++7q7GpDrE6W3bq/tBDCZpO9fkfbCT6/M9EX2mm9tBBiZmLlb/8xkV6u9R50DB1z+7ttEw8L1/860Wxa214vAAAAAOB1tTc9sRRFOvtOz53rc416Q1F+gtrjYqE8NZYqFWu6XR06FNYN7fGd+clHxUbDdPvUoSPeeF9wp2vWao0719LxQcfR03FF+T4yVyu1qx9PPXkwP3IsxtMDAAAAAGTpXaXr6tkfOkK/oEq59sUfZ+0OKRI3MivVq3+e9gTUbLJ+4mJQ022Lc/lbX67ohi0U8e5o2dRKTtWkY2fja1te63Zt6Khn4mFh5BgPDwAAAACQpTd4SfXSz7fsFvXSC7MZmyou/3JQkiTTsj77/dOl6crxi4FoIiCECIQ9tcr01JN0MOLdUb20ZZo2VZbWBOnVCaoqN+om9dIAAAAAQJZu4yXVS9/7Zi65uE1PrECXdvxsQnRWL13I1UIxfTX0ypIUSdjHs4Vg2NOaEIzo4w+LO62XdnmcxXwyncwHgu61E5bnyk6vjXppAAAAACBL7yJJFLL1gcNup2fTSmmnW+t8PVkWtYr547EuTQhhsz3TBEvaeeR1e4zYgHHt4/mhY4VYj0/V1GKxPDuenXlavvDzKI8OAAAAAJCld8+xM7F6bXJxpvTWL/o17Sc4ge6E99pf5udn0tGEXwgRiXreeFvS7d+vbFrW7HjRH36eXzg7ea7HF1yaGi2M3sqtjnhDtvMfdre+qQYAAAAAkKWf8fLqpU+c6/3r/xi7883c6Uu9L14vHQi5Q7H0jc+W+g4Vj51OGA491quv7i3ky7evLaaXa0fPdj9Hf2lZlvoPdg0c7CqX67VKw+HUVE3p8HoBAAAAAK+rvekvrSjSqbcjS9PVSrHW4bJb95d+40Js5JRXUeR1E6afpmsV8423Qm6P8Rz9pVsbhqF6/UYrSHdyvQAAAACA19We9cQKhj3/8K8uRZGbTbPRNPUXe9lbVW0HDnevG6yU68PHoodP/pRpt9E0P/2P8UC3dupCD08PAAAAAJCl13upPbGqlfrovcXl2Wqp0Fid4PZrfcPunsGgtKYPVSfveG92Ytf/NtN/yNUzEG474fmu16bIXb2626vzjjcAAAAAkKXbeHnveC/NZ777YllRJH/EFu03ZEVuNpqFXP3+N+mpJ7ljZyP+oGvDapu+412vNyvl2sZPbDascqFZyJWFEJpm0+2q2PIkO7zeY6cTmx0FAAAAANjvWfolSS7nvvl06cBx94Ej3fKzvarq9ebdb2av/mn2zfe6IlFfhwuOPVgcu5tvu+vJneyTO1khRDiun3u3/7nPuV43zeaPbbdsqqIohGgAAAAAIEvvlgc3ksEudfhomxbNqqqcPN9TzI8/fZDuPEsPHe4qFerzE5X4kOPo6aiqfn9Rn/7n0/5D7r6h8I5O7+vPJlKL9V/828FspnTl99Nt54Ti+vkXSOYAAAAAgNc2S7+keul61fSF9M2OkmUpEtfnJ6obPmLTemlVVU5f6puNp29/tZzPTF34oM+mKtue+WZneOR0tFFvWkK4vcbFn8ettbOl77ftDpV6aQAAAAAgS7fxkuqldYetkK1vdpQlRHKxbtOkDatJW39uvM/v9mrfXV344k/jh0+FumK+Ds983aDT9X3OlyQpEHZtewcJ0gAAAABAln7pjp4NXf3j3ON78xvrpZtN8/53c6mF6olLwedY2eNzvv2LwQe3Zr/5dDEcyzQa1ouf7cpSbvppOrXQME3T7rCFY9rQoe61jaYBAAAAAGTpl87rc57/sOvG54tTj8eCUZvh1Gw2pdk0S4Xa0kzNpkqnLodjPYHnW1xRpGOnE30Hyve+WagUGy94qg/vzI3dyYfj+vBJt6LKpUJzfrI4Oz7+9i/7dF3l6QEAAAAAsvR6L6+/dCDkefe3ztG7i/MT5Ur5+5/g1g2lb8R14EiXosjtzmEH/aVdHuPc+/1jDxaDEedO66Vb241ac+xuvnfYefxsojU4cND69D/Hnj5cOnQyTr00AAAAAJCl13t5/aWFEKqqHDkVO3JK1BtNs2HJiqyq8pbnIO3oxCRJOnike9vL2WJCOpWzqfLR0/G1g4oiDR5xzzwtbnu9AAAAAIDXlbznZ6DaFN1uE5t8V/zcVpayxWL5RVZoNk1Vk2R5fVjW7LZaxeLRAQAAAACy9F6q15t/+n9Hp54u/4Rrjt5NrywUXmQFX8BdLjYnx1bWDlpCTI/l/RGKpQEAAACALN2O1W7b2skE0dkKZtMS1o87NvkI6yc8MauD6zUMLdZv3L2WvHdjtl43hRCFXPXGF5Mrs9XBQ8FtrxcAAAAA8Lras3rpLSZvMkH6CU+sw889diamOxanR0sTD0clWVim0OzyG2+HvD6n2O56AQAAAAD7MUtD1WxHTsYPHbdymWKzaWq66nTb1/XEBgAAAACQpffCS6jathuyTX2edYuFSqVcWztiWVa9VhdC1Kq1Qq4ohDCcus/v5ukBAAAAALL0ei+vv/T/z959Ncdx5vmef9JWZXmPQsED9N5IJGXZLbWf7h4TMWcidmNjdiN2L/bd7MXGXu3ZmxN7IvacmDkzZ2Z6etqMpJYXSZESvQHhXRXKe5OZewEKhIBCoQAQFEV8P8GLwpNPPZlZmTc/5vPPZ923HLp6/EIwGveKTruwt3VgZ18b7NxhsyO8+cVCerHR+VcLxR2X3vGyvjQAAAAAkKXXe5710sMHYmKLXTyneumTF+K1anOl5fbV5XKhdfiszx90rbRklyv3b+T7R72sLw0AAAAAZOnnrdm0tG/mYFu2nU4W8pmaECIUc4XCO5k+Xa83F2ayqflKpWg1G5buVFxeKRJ39Q2FNU3pfhy3x3B7DCFEIV8p5ppv/LQvEPKsbg1HfY2auThTGhgOc/cAAAAAAFn6+blzY3byXuWHvx4xXFqz2fr8val8uhXq0WVJ3L+Ri/UbZy71bSsATzxI3v0ypzvkxIgzPqCrmtwy7WKu8fhO4c7V3IGT3kPHe7d7kOVixe3V1gbpFcGoY3Gmxq0DAAAAAGTpNvaoXnp6YnniTvnExbDh0mwhph8vl/PWW78Y8PldQojFuey1D5JT0dSBI3HRXb10uVi9czUbG3CefX1AVeSnHYbEkZP23RvzD78qhKLucMzXTb306mdFVepV07Zt6ZsXd690aNRtVZO2PF8AAAAAwMuq05uu96heevxWPtKrD41FVhqXZqrDR90rQVoIEe8LRnodydnqhtE2rZeen876I+r5NwdXgvTaDrIsHT/Xlxgxph5lt7u+dDDss2371rU507RWG5uN1uT9fDCqUy8NAAAAAPvWdzDHu1o2ewadq3+WC+bBk661HYI92sJEvfsBy8VGKObosOxzrM/96GZ+u8epacrp1yM3Pk4n5x73DDh1h1opNVJzdd0pHz4V59YBAAAAALJ0G3s0x9sf1HOpxmqjokqNurn2W4W0qTmkDbvYdI6309BK+VaHAysV6ppD6nJNrLWfe/tDoT/33bmxMMwN6gAAIABJREFUMPOwYpm2osh9Y8bRswlVkZnjDQAAAABk6Tb2aI73kXOhz/+4+OD2wtiRHkWR/RE1u1zte7IatFiYzSzNVg+f8W8YbdM53r0D/k/uzj++vzRyMCbL0roO6WRh+kF57LivyznehVxZURW358mTc4dTPXtpwL4kWmtePN7N+QIAAAAA9mOW3iPhqO+Vy9bXn6Wm7pcCMc1qiuRMxeVeajTMbKqeWWoMHnSPHu7pfsBAyHPsleDda9npB8W+UbfXr+sOrdlslQrNxelSfrmVGDWGD8W6HG12Mjtxp+z2abEBR/9QwBdwrwTmtUEaAAAAAECWft5ivYEf/tqfXMjm0tVKuRmI6ktzVVUVwajj1IX4yvLO2zJ8INo3GJqdWl6aqcw8rFiWLYRteNRI3Hn6Usjr28aAx870949UluYKybnKxO1Zh6H0DDj7RvzBsJdH0AAAAAAA8Z3US698UBSptz8U7+922A710iufVV0ZOdgzcrBNh7bf6nCEPr/L63cdPCZy2fLE/ezseGX6Qdkb1IePePoGI4oidXO+AAAAAID9mKX3qF56Z8N2qJcWQrRa5tJ8tlxsKaqUGAgYLsfaDnPT6eRc5exrA6LjQW4cNhB0n73krp9tLs5m5ybKNz/N3L2WSwwbQweCK3O/BUEaAAAAAMjSnaWWclffT77240Qg5NnxLqcfpwvZauc+3oBjaCza5YDNZuvj301WS3Y4rtar9oMb+cGDriOnE8o3y023mlatau74gB0ObWgsNjQmmg1zaT47N1F8dCd97nU3dw8AAAAAkKW35nI7LdNenCvsJksvzZSTc9VYvy5vvnNXaxsHNjuRsS3xo78a1TRFCDE3nb71eSaTmrxwud/h1Ld7ePdvzdcqZqzPHYn5VwZcpelK/3CkfzjCfQMAAAAAZOn2NpYluz3OoSOeiTulnkQpGPbsrF761MXE+/80YXi0E+f6uy/D7lAvXS42Ir0O9Zvc2zcY9gddn/1h7sqfZl57d1RWpLbf2uwIvT5j4k5q9lFFVtIjxzyjh6O6rnY4MOqlAQAAAIAs/dTG+uFyqZZeqFum/dkf5l2eb31XkqWLPxxwONUt66UdTvXMG9GrHyxF47meRGCzfW34vGm9tCQJ07TXNnq8xoV3El+8N3/to6mzrw903sW6xsRgMNrrW07mk3PlybvF8VuFUI/eN+Lp7Q+tfUzN+tIAAAAAQJbuisOpjRzz2labTbIsNIfS5Tg9icCx840vP0z94Jcuw63v8hxCMdfXny0PHSwHgk9rmH1+1xs/Gfj8vZn3/vtEuHd7u9A0pbcv1NsXOnHeziwXknPF+9dztz7PhmJaz4Crtz/kNDRuHQAAAAAgS3fXW1UGR6LPZMcjh2K+oHP3QVoIEe8PzSeKH/92duSo59iZvtV2w+V448fDN6/OL0xWQ3HHDkZWFCna44/2+I+etZeX8sm50sTd4p2rudFj3qOnE9w9AAAAAECWXm+z8uBCrjI3lWnWvtVBVsSxs32KInW5vrQQwnAZbauOF2YzpULz4LEe0fX60mdfG5yOLRdzjXUdNF09+/qg05gvl5rdry+98WhlSYrFA9F44Ng5e2EmW6+2qJcGAAAAALJ0G20LjB/eXnh0s+h0KbWKqSiS06XUqmarYXmDeqvVUhStm/Wlp8aTD77KN2qWrEiJEePI6bjD8XTWdHKuUim3Dh5bdwyd1peWJWn4QHSzDsfOJjqc2mbfKhWr6WQpGHatXUq60Wi1mma4x029NAAAAADsW/K2ehfylYdfFQ6e8r3z67H4kO4L6pf/bPSdX4+4fIrHr6zNwx3MTaVvfZE9cNL39i8Hz7wZKeaaH/12KpMqvmg/TS5dmbxXXF4qr20sl6qT94qZZJlbBwAAAAD2re3VS5eLFSFET59fCOE01NRcVQih6eroUd+tz7PVMw3DtXX98/idQnzQOXKwRwjh9Rk9vcGvvpj59PfzB0/7Dx2P7+AcMqni8lbh1uPTEwOhbQ3bPxzuHw6vawyFfZf/zMd9AwAAAABk6fY21g8rqiKEaDWbQhhOQ2s1yvVay+FUHYYqhKhWaoZL37Je2mxaDqe22ijL0umLA5q+8PCrvKbJI4didvtj2LReen4mP3Vviywd7dN7B0I7qJdutSxZlmRZEkKUCrVcphyN+xxOjXppAAAAACBLt7GxLNkf9Chq6tHtzJnXXMGIW4jc4lxmaCxWyNaFEIbhFJsHy9V2T0DLLjfWNsqSdOJcwmks3f0yp2rydteXTgz5px+UR4/7Dp/sbTRaot2SXZsP2+l8p8ZTd67mTl4M9g9HHt1buv9lTgih6plLP0r41xRRAwAAAAD2le3VSzsc2ms/6atVzJtX5oJhz9Bh960vsu//8+OHXxdGjnm7XODqxPmeasm6eXW22WytbT9wtOfUpdDNzzOL09VtHVUo7D11KTx+s3D3xqxDVx3ONv8URd7uT1OtNm59kRk74ekdCNVrzQc38mMnfT/7m0OxfseDm8vcOgAAAACwb6nb/YI/4H7752OmaQshTpzv7x8t5TOVQNjlD3i6HMFwOy69m7j+yfzsZGbkYGztpv7hiO5Ur3+YktrPwt5U/3BEUZUbH6eCkUxvf+iZ/DS5TNFwK4eO9wohph+nDLd85GSvEKKn33Xvyzy3DgAAAACQpdvosN5yo9GyLSGEreuOaNwhhFgpnBab1w+vHcEXcF3+xQHRbtHpWDzw7l/6GvXWhmOwOx9YvD946jXTFzA6H/n6sTY/X2HbsiyvNKbmK5Fex8pny7TXLqNNvTQAAAAAkKWfaltgPD+defBVplI0N/Z/9y9HnUZX60t3bjRN07bNDe2S2GqE3v5wPlvOZZZbTVvVZLfX6Qu4ZEnq8K0O5+sLeMrF9OJs1nDr6cXmubeCkhC2EAtTZU9QYX1pAAAAACBLdyWfK9/4KBUfcp57KyF/62VeQlEUp6F1OU4uW350a7lcMJ0uKT7oGRyLrh3r/ldL5VLrtXeGuz+wer358PbS/ESt2TANt6ookmWJSmlZd8i9Q8aBYzGnoW/3p3F7nKPHPF9+mBS2iA85Y4mAEOLGpzOZZPONn/Zz6wAAAAAAWbqNjTOlK6WqEGL0SNgfcIlNZk1vOce70Wh9/od5VZMjvY58unHr80wxVz9+vn/1W5bd9hg6zfG+8sF0frk1dNh98Hjc4VRXGptN69Gdxce3i8uLM2/9bFRWpO2uiXX0dN/YUbNWaaxOHQ/FnAdPRDxegzneAAAAAECWbmPjpGiHUxdCVMr1YNgjupit3Xa0ezcWVV16++dDmq4KIWYmlm99kalXp05e6NN1VWw6GXvTOd4Ls9lSznz1nXgs7l/bQdPko6cTfUOVKx/MTzxcOnAkLjoeZNv96roiSfpyMtdqWU7D0T8cXnklOHO8AQAAAIAs3ZVgxNczkL37Zdbjc64usLxdywv1aJ9jJUgLIQZGIm6v/uWHyY9/N3nxh/0ut3O7A6YWiolhYzVIr+MLuEaPeecmygeObPtQa9XGnesLSzN1IYSiys26qery0fOBwZEotw4AAAAAkKW7IgkxdDCYml/86DezG7e9+xej3ZRMOwy1XvnWq8tCEd/lX7pvfDbzye9nXv1BYrvnIEmSZXdaQ0uWJcvc9vNjy7a/eH+mUbPPvhWN9QZkSWq2rPmp9O0vspqmPKuVtwAAAAAAL1WW3lg/XKs2r7y34HCpB0/5XC5ntdpYLT3WNHUlSG9ZLz14yPP1p8vFQtXre1p1rGrK+TeGPvnD489+P+8NapK88Rg2rZcORo3bX2SPnHqyKNfGDtOPioGwvt01sYq5ajHbuvyrQY/XePJjqfLQWLSYq0+P5+P9IeqlAQAAAIAsvd7G+uFctmjb4uSFcKw30M232rb3DYWWZkuf/n7u3FvRSOxphbMkSxd+MPTF+1PZZD0Ud2wYbdN66d7+8Pjt/If/Onn4TKB3IKiqTxassiw7uZh7eDNTyllnXotsd02sSrni8mqrQXq1QzDmTM7VqZcGAAAAALJ0d71VZfe7lCXp/JtDMxMpRVk/mq6rr707cv/Wwsr7vbqkKNLrPxoav7d073r25ucZl0eVJGHbolpuCSFiA47Tl6Jen7Hd49R0rVE3Lctet/pXs27qDhI0AAAAAJCluxOK+kKxzL0baX/I7XBoO96rJMRmr+9SFPnY6b7t5171yKm+QyftfKZcKlQsS5Jk4XLrgZBnx/k/GPaqWur6J9OnLvZp2pMfqlSsPrpVGD3q49YBAAAAALJ0GxvrpZuNlhByMdv48DdTbp8mrSk8VlXp7Jv9qiJvWS+9cdjNGkXX60uvfJAlKRj2BMOebnax5fk2Gi1JEovTtWxq0u3TVv4LILvcsExraaaWnJ1aGWT0qL8nEeBOAgAAAACytBDt6qXNlinJ1jfFzN96d7ZlWZZpCUXesl5a6rpRdFcv3eUI262XFrbt8iiGR11N37YQgai29twlYQvJ4jYCAAAAALL0plxu56V3RvbJT6M79EOnwqEI07kBAAAAANvP0hMPlzKpysETMU3T7t6Yt9st5izL0onzA5q2jeLkZsu0WrbmUGTp6SNh07RbTVPV5G29fmwv5DLFLz9M/vivyNIAAAAAgK6z9Gr9cLVsFtO2ZdpCE8W0bZpPZjWvvC57haYr67612WirHz77w3Qh0zh3OdLbF15tvHVtZvZRdfS45+jpPrHNeum5ycyDr7Jn3owFw97VDovz2TtXMgdPB/qHw93US1erjUqxISRRyNYt006nSk97f1Mgbrh1w62zvjQAAAAAkKXXW42Ix84kjp158vnyL7eY4919vfTwEV+13PT5XWsbewd9hluPxNwbRtu6XlpRJcOryPK3OsiyMLyKqkpd1kvfvja/NF1fbfzs93Mbe0Z69Ys/HOl8vgAAAACA/ZilO2g0TNv61sNdWZE1bXuzsgeGwxsbY/FALL7Dk+ntD/b2BzcMGIzFg90Pcva1wdYrlhAimy59/dny5T8b3thH0WRuHQAAAAAgS3cruZi/fSVVKZobN737l6NOY+tFp5eThXKx3rmP4dZi8We20NTsZHpxpvTKW0PddFaUJ6Xa/qAR7TUcTpW7BAAAAADQbZbeWJZcrTauvrfodCvnL/domirWLDCtaPJKkN6yXvrxnVxqvtr5sEJxx0qW3la99GYrVJum1Wza211fulqpp5eqWy58Tb00AAAAAJCln9pYYJzPlmxbHH8l0pMIdPOttu1n3+yvVdo/l54Zz03cK7g8ytgx/4bRntP60qZptZqWEKJRtyxLNGqtNr+apiiK1Pl8AQAAAAD7MUtvtDL5WVF3lR81VdZ8xrrGXKZ070Yqn26duBgaGInI0ncWUW98NrM4VVv98w9/P76xz9p3jwEAAAAAyNKdhCJ+l3f54a1M8LJv9cHsLtVrjVtXFxana/FB5w9+NeRw6t/tL3Ly1b5DJ5tCiFymcudq5vWf9G/so+sUUQMAAAAAWbqdjeXBtrDDPc6ZR+UvPpgMx/W1PRRFHjkUlyWp+/WlhRDpVPH6R0uWJc5f7on3BTbb7zcfRYcOHQqbOzRuPEJdV3VdtYWwbdtwqx6fQb00AAAAAKDbLL2xwLharifnarpTKeXMUu5b7w+TJKl/yHQ41S7Xl240WneuL8yNV6J9jpOv9houR4f9rvu4rkMhX8kulzucSHqpKrqul1797PO73v75SOcfRBCkAQAAAIAs3ZnXZ/zoLw/sfq9z0+k7VzNun3rpx4lw1LvL0QrZ6uS9Yuc+kV7HDkZeTuYf382U8pbZ+taT7EjCcfbSAHcPAAAAAJCl19vuVOrOc55X229/OT95r2h41IFRX6XcqJSXhRBi7fpaQnJ7tFDEJ7qb490/HO4fDm/rwLpZE8s0rWsfJG3L7htzOVzS2h5ev8EcbwAAAAAgS7exGhEnHiTvXM1u7CArktun9g4bo4fiW64RtdpeLZm6UzFb9r0bWSFEq2lZ5vpsGxtwht7yie9iTazVz7l00bLsy78ccrkd3fxKAAAAAACy9FP9w2Ff0Lmx3TTNQq4+ea+0NDNx8Z1hTZW7Ge2Vt5/H7OiZiZQ3YASCnh2PYFmWrEidgzQAAAAAgCzdnqYr4aiv7aZYXAyNtj787cSXH05f/OFw9zuem057/YbP71r5M5MqTjzIlAtmIKyNHYu4PcYuT2x2opwYErvJ0sGwzzKXH99Pjh6OcaMAAAAAAFZ1epJst/u8sVHT1YED3uWFeq3aFJuUIq8bYfz+0o2PlgvZykpjJl389Pfzy/MNj0+bn6x++C+zK0N9ezR7uwfWZYd1jc2mVSk3K+VGs2H1jRh3r2Uf3V2qlJsrjSsf6rWW3XEoAAAAAMBLbHtrYm3W6PFrQohKpeY0tC3rpUuF6oMbhYOnfX3DkZXGh18vK6r0+k/7vT6jkKt89NvZyYfJI6f6xHdRL339k+nUXH1t+/3rufvXc2tbIr36xR+OdBgKAAAAALBPs3T3Wk1LCKEqSjedb19dcvvkQ8d7V/4sl6rLC40zb0S9PkMI4Qu4+kddywsNceq7+UXOvTloNq3OfRRN5tYBAAAAALL0ztlCzDwqGh7F4++qyDmbavSPPe25OJc3PErfUGi1xemRsqndTp0ORnXDre3kF1FkVSEqAwAAAAB2lKW7WaXZtuw71+eyqealHyVkSRJdrC+trXmoawuRmqtGEo613yoXbEmWNhyDva0DO3Iy0bnDzs63+/W0AQAAAAD7MUuvRsTkYm7mcZv1pZs1Ucy1Wk1x4kIoHPWu+9ZmowVjejbVWImgpUI1m2oOHfavbm00WsmZanzIuWG0572+9A6GBQAAAADs9yz9tJOmOBxt5kt7/Wr/mBrrDej6NuaKHzvb8+FvZ67+adIfdkzcKXkCak8iuLKpWm3c+GTOsuzhQ6HuB1xOFhZnCp37eAOOobEo1xsAAAAA8JyydCjsDYW9z2qXhttx6UeJh7eTmaXawEFj7EhsZXK4EOLT389oDun1n/b5A+7uB7Qsq15vtt9kitRc07bsxIg1NMblBgAAAADscZZ+tvXDazv4/K7zrw9v/NaZ13oCEbckSe2OYdN66Vg8EIsHNh5Ms2l+/t6kbdk9A85TFwaolwYAAAAA7HmWfrb1w+s6FAtV3aGuTh1v1BrTj9PVcjOfqwyMRlbfpL3jeunUUv7m5ylZEefejvb0BWVJ2uzU9uh8AQAAAAD7MUvvnYmHyTtXs+feivX2B4UQuUzp098vaA4pmtDHbxfGbxXe+OmA4XLsbPBctnzvejKTbI6d8Bw4Gld2usCVLUSj1nI41/9E9UZL05R14RwAAAAAQJbeQ+lU4c7V7KnXwitBWghx6+qS7pTf+MmA09Cr1caf/nlq/G7qxPn+7Y7capn3v16YvF+ODzrf+sWA12fs5jgn7ifvXsuOnfAeOZVYbVxO5j//w+K6RgAAAAAAWfqJLuuHLdu+9qcZ2xZn3+zXVHnLeulHt3O+oDYwHFlprJUb+eXWmTejTkMXQhiGHh8ysqnmhmPYYn3paqVx5YOZUt4891Y03h/a8si3PN/eAb/mkCMx39oO/pD31OvNYNhNvTQAAAAAkKXb6LJ+2LZsyzJtW9iWJYS8Zb10LlXvHXm6fHQqmded8uozaiGE4ZFyKXvD7jatlzZN6+GdxZXltV7/aSIQ9Ijujrzz+Roux8CwY10HTZVX/heg81AAAAAAgH2apbukKPLFH450319WvhU/F6ZLsX6HvCaD10r2uj6djd9bGr9ZFJJQFOnu9WUhljf2CUZ0ZmUDAAAAAL6DLF0u1f70L9PhuN434o33hRRlJw9l44PO1HzNNC1FkZeTxeX5xsV346tbK+Xa3ERl8KCr+wFjCd+Wj4e9Ab3L0fK58tJcsXMfj09PDIS4ewAAAACALL3exrJkt8d56rXwo1v5Gx8t687swEHXyMGow6mJ7awvfehEfHb88dWPpsIx49HXBY9fjcT89pPZ2vaXH89Zpj0wGtxwDJvWSweC7kDQva2FoDvUS6cWSg+/ynf+1SK9eu9AiHppAAAAACBLr9e2wLhvMJwYDKeT+bnJwtT98sSdUqzf0Tfii/YEVh5Tb1kv7XCq596K3v0y83CxGIxqR8/FVrd++sfJcsE6/XrEF3BvOIZO60ubpj39OCmEPXIwLr5ZX/rOteVywXR51LHjvoGRSJf10qNHYgMj4c6/mqLJrC8NAAAAAGTpbZCEiMT8kZj/9AWRSRcn7mauvZ9U1NQPfz2y8ox6Sz2JYE8iuLF97Jg/FPU6HNq2jscW4soHk9lU89grT8bMpApX31/qGzGOv+JbXirf/DzjdGnRHn83o8mStHFNaQAAAAAAusrSW86UrlYbyblicq4uhHAaqqwqoos53h2G7e0Pbdahwxzv5aV8erFx8Ue9q+tX3fx82WHIJ17tlyUpHPPXKtOzE9lIj39ba2LZlj0/nc4u1yoly3DLoaizdyC8WiLOmlgAAAAAQJZuY7M1sZpNc34mPT9RziQbukMeOOBKDPtDYe/Gb7UdzTLtVtPsfFiyKmmqIrqb451eKkcS+mqQzmVKpULz0FmfLD2Zcx6MOqcflLtfE8sWYnYi9ehWvlIy3V5Nd0q5ZXN2vHLri8zQYffhkwl5ZeiO5wsAAAAA2I9ZeqN6vXnjk9n0UtNhyH2jxuHT4UDYuyZXduXLj2aSc9XOfSJ9+sXL3a6zVS7V/aGnC0EvzhWEEGvfs61qsmXa3R/hrauz0w/KI8c9Y0diqxPOm01zcTbz8GaukJu8cHmECA0AAAAAZOmuyLIc6jEOnooEw94dh8mzb/abTWv1z0ajubGP7tjGgTmcWrXyZBBbiIXJaqTX4fY8TdfFXMNhdHu8uWxp+mH53Nux3v5vVXRrmjIwEo3G/X/6zfTMRGpwJMrdAwAAAABk6fU21i1rmnLgWNw0rQc3F5Zman1j7rHDsZnJ5UiPz2noXa6JpSiyqsirjSsv+tpyRatOa2KFnbe/yLZesVRVXl4sVIqtU5diTzvb9tzj6sABV/drYoWierw/2HZfTkPvP2AszZYHRqLUSwMAAAAAWXq9tgXGlVL12ofztYotSVYp1xBCZJLV+zdyF36Q8AVcoot6aanrRtFdvXRvf+jhzdz7//Q4ktBSc/XYgDMcfVK8nUkX71xLtprW4Gi4y3rparnhCagdDswfdCZn6tRLAwAAAMC+JW+rd6tlfvr7OUWV3vnzkVD8SSHxyVf7fUH1i/fmze3UJK8zP5OuVmo7+66iyK//eGj4qFdVldHj/nOvD65uuvLeoqIqF9/tdRp6t7+IIltW5xOxuW8AAAAAYD/bXr10IVeuV82TF8OqqjwNn5I0cMD35QepYr4cCHl2cBD1Wuv6h8snLlpDY86dnYbDoR040rOu0TStt38x7HCqsryNh8eBkPPe9VyzZWlq+/9oWJwp+yMKtw4AAAAA7FudnkvbGz7bthBCSHKbDqtb7a1GszfZhdiig925w8xk+vH95GpjJl38w9+P//s/PP7df300P5Ppfr/xgVCzYd/4ZMay7Y3fyqZLi1O1/pGA3XEoAAAAAMA+zdIbS4W9fpesSIsz5XUdFqdLsiJ7fIbYab105/2u+7ixw82rs19/slz75m3e1XL92gcLnoBy+Fwg3Kt/9clyIV/pcr+qIp+8GEzO1b54bzKTKtrfzPcuFqoPb89feX+xd9iI9PiplwYAAACAfWt7c7x1XT33VuzLD1OmOV0tm06nklzMzjwuJGca596Katp3M/M5s1xcu4qVZdtX/zSnqPKld4YVRRZHxLVPpibup09fcHU5YP9wxB9yP7yV+uyPC7Zl606l1bQt03L7tIOnvMMHe8jPAAAAAECW3oaeROCNn+kPvk6Vsla+VV1eqIXj+hs/TfgC7h0fhKxKsiLL8g6/vjCd7+l3ri4HnUkVitnmsVcDyjcrb8X6XBN3Stsa0+szzr0+2HzVLBWqjUZDURSvz72yfBcAAAAAgCy9qbbrPNtC+PyuV94aWtehXmttXCm67Whtlq1WlZ/9zcEdry9dqzU9fsdqYzpZEUJEe3yrHVRFsi27y/WlVz83as2JB6lsslkttzSHHO0rD41GDLfe4XQAAAAAAPs9S68rMM6mS6nFkhAiFDUiMf9qh2azdfvLhbnHlXf+fNRwac9/fWlNUxoNc7UxNV/1BvWV4u2VDuVSS3NI3ddpW5b96O7ixN2iEFIgrPqjstUS0w8q47cmEiPGyVf6VFWhXhoAAAAAyNKd2ELcvjY79aAc7tElSYzfKoydqBw63iuESKcKNz5JSpI480bUcGk7OILMcmFuMl8ptsaOh4Jh78TD5NDY9kqvQ1HXvevZ2vGG09CTC7l8unnx3d7Vrc2mOTteTgwb3Q948+rs7Hjl8Bn/yKHY6kRxy7ZTC/k7Xy5f+WD64jvDskSIBgAAAACy9OaWl/JT98snLoaGxqJCiORC7sr7S7Fe7/i99OJUbWDMdexcYu2K010yTevWtfnZ8XI04VheaMQHG8GwmB0vjd8svvaTPp+/21eFJQbDkw8K//6Pk76QVsw2hw67I7EnE7znptN3r2UlWYwc7OlytGKhOvuocvbNWGIwuLZdlqSeRMAXdP3pXyYXZrJ9gyHuHgAAAADYn7paXzqfrQkh4gPBlcZYb0BRpI//bW5xsnbiQvjUhQFVVbZcb3ljh6X57Oyj8rFXgqcv9q+0KIp86Z1B27In76c3jLbp+tKyLF16d/jgaZ/DoRw+Ezh2tm+1w1efpCVJvPqDhKYrXa4vnU2X3D6t95sgve5bhqHH+h2phSLrSwMAAADAvtVVvbRl2kIIh66uNiqq7I8ox87F/N+8vnvL+uGNHTLJqqrJg6ORVtNa7eY09P4DrkyyuWG0TutLq4p88GhcHF2/0zd/PuDxOmVZEl2va12rmJ6A3KF174QTAAAgAElEQVSQ2x80luYq1EsDAAAAwL4l7/ibh06G/btYB0sIYVqmokqrBcmrlGe38pTPb8jyttOuJHd62KyoxGcAAAAA2Ne+ywWTIz3e2Yepuen0ylvBV5RL1ekH1d4RZ/fjLCfzizPFzn28AcdKsTcAAAAAAHuYpdetnPzV57Orja2m9eh2ZsYorHZQNHHsTJ8sS92vL93bH3wczn31SXrseFMI0WrZS/O5m58vmy1r5FBkwzFsur50MV+ful/ufJ7xYXNwrNv1pfPLrRufz262Gnap0JQVifWlAQAAAIAs3cZqRDTcmsev5ZYbq5tcHrVWtmrlpy2SLJoN0+FUu6+XlmXptR8N3/96fuJuQQhx71pWSCKacB4+3etdszr0hu+tr2EeORgbORjb1ml3qJc2XJqiKPk1J7tRqEejXhoAAAAAyNKdDAyHB4bDe7J7RT5+tv/IKatarttCOJyarqvf7S8yMBIeGAlzZwAAAAAAdpKlN05v3qxxsw5tR9v4LUWR3T6j87Ad5njv4MDsvT9fAAAAAMDLqtN7vNsuIiVtp4PoeoQth+28JtZ2D0za+/MFAAAAAOzHLA0AAAAAADbadI634fDEYwd2M7QkPwnqLsO/y6GEEC6nd/Xz7kcTQjidTxbHVhVt9wOGAwluJgAAAADYJyTbtvkVAAAAAADoHnO8AQAAAAAgSwMAAAAAQJYGAAAAAIAsDQAAAAAAWRoAAAAAALI0AAAAAAAgSwMAAAAAQJYGAAAAAIAsDQAAAAAAWRoAAAAAALI0AAAAAABkaQAAAAAAQJYGAAAAAIAsDQAAAAAAWRoAAAAAALI0AAAAAABkaQAAAAAAQJYGAAAAAIAsDQAAAAAAWfp5Wcx9Ylp1fgcAAAAAAFm6G/ZS/otSbZZbAQAAAADQJbWbTvNLNxvN6rbG1TUj0XPyBT9502rMpH/bMmvcBwAAAACAZ5ylJ2Y+K5WXtzWuxx3ZZZa27NZc5j2fMeJx9iuycy+C9NTyv1hWQwiJ+wAAAAAA8IyztBDC6fC+deF/38bAu86nkpDqzWyqmU0VvvQawyHPcU1xP6vTbrTyc5n3LatJkAYAAAAA7FWWliRZlpXneWSS9HR3xepksTrpM0Zi/ld3OaxtW0v5zyiQBgAAAADseZZ+Pqr1XLG00GxVbduSZVWWNctqrm4tVCdaVjURfHvH49ea6fnMB5bd4sIDAAAAAL73WTqTn7j/+F8bzdKaNml49PiaemZbCKlSX8yU7oQ8x7Y7/kr1db2Z/abBXjss9wEAAAAA4PuUpU2reffRP6dzDzdssW1LrAm6Tz5ky7fdjrhDC3W/i2ojtZD7aO0j7o3DAgAAAADw/cjS1Vr2y9v/abNVqRLBtxVFb5nlcn0hV3lgWQ0hhG3bs5k/jsT+Qpa0Lccv1+eS+Sum1eBKAwAAAABehiydLUx9fe//69BBklRF1hVZd2jBkOdYo5VfyH7UNMu2bS8XbnR+D1m9lVvMftw0y5t1cDv7Aq7Duuo1rUaqcI1bAQAAAADwomdp27ZuPfj7rfqYa//UVf9Q9BdTqd80zVKhOhn1nZckeeO3LLs1n3m/1sysDrOuNNqhhRLBN1fXrFZkR1/oB9wKAAAAAIAXPUvPLl5dV8DsdccTsTOa5nboXk11mlZTVRwbvicNRH46k/5ds1WqtzJOLbJuc7k2t5j/7Nsh/GlptCLrvcE3N34LAAAAAIAXPUs3W9XHMx+sfHYZkSOjf+Zxx6TuXgMmS+pQ5OfTy7/NlR/EA09TcaW+mCxcbZmV9uepuKK+825HnJeNAQAAAAC+l1l6fum6ELaqOE8d+Ruvu2f7A0iJ4OXJ1D/bwpaEVGumF7IfmVa9ffaWtZjvVY+zn4sNAAAAAPi+Zmlb2NMLnwshzp/4W6fDv8PjVly66i3X5tKlr5ut0pOBnz5zfvI54D4U8Z7mWTQAAAAA4PudpbO5CctqHh371Y6D9IqQ5+Ri7pM1DWsDs6Qqrt7AGw4tyDUGAAAAAHzvs/T9id+6jWgsfHSX47gc8bbtmuqJ+s679B6uLgAAAADgZcjSzVa10SydOfY/7H4oWVJVxWiZ1actstbjv+h2JLiuAAAAAICXJ0sXy4u65jYcgWcymtuRyFcerczuNvRoIvi2JClcVAAAAADAS5Wl6/XCweEfP6vRHFpICElTPb2BN3TVz+UEAAAAADwH8nPe31L6digw9qxGU2RHPPD6UOQXBGkAAAAAwHPzHbx7TH5207BlSZUVnasIAAAAAHiuwfY5789whp7haJriFbbNVQQAAAAAvLRZ2rJMv7f/GY9pt7iKAAAAAICXN0vbLZUp2QAAAAAAsvT29idrz3pI5ngDAAAAAF7eLG1b5h6MKnEVAQAAAAAvbZYGAAAAAIAs/ZKwhcVccQAAAADA/snSzyADz6X/3bQa3A0AAAAAgG6oL/4h1ps506q139TKtsyKbVs7TeGWadVz5XuNVpFbAQAAAADw8mTpajO5XLjRoUO+Ms6FBAAAAAA8N9+DOd6ypHGdAAAAAAAvjuf9XLpWz7fM+ra+0mqt9LfXLH/V9vPOOtisqgUAAAAAeKGz9MPJ3z2c/N22vhKLjWhO8e3E2/bzzjoQpAEAAAAA2/M9mONtmi2uEwAAAADgxfE9ePeY1zXUHzu/FyNbVqNhFku1mWJ1ilsBAAAAAPDyZGlFciiyY09Glh2a6nU7EqpscCsAAAAAAF6eLF0qL+71LsLeU9wKAAAAAIAXOku7jWg8elJR9G4665qb6wQAAAAA2L9ZOugfPX7g112maAAAAAAAXkDP9T3emuY6eeivXsAgbVp1W1jcDQAAAACAFy5LCyEk6YVbhavaWJ5M/bNlNbkbAAAAAADdUPfzyVt2K138Kl8Z5z4AAAAAAJClt9YyK9PLv7XsphAS9wEAAAAAgCzdiWU3s+V7ufI927YJ0gAAAAAAsnQntm1mK/czxdtC2Fx7AAAAAABZupN6K1eojOcrj0nRAAAAAACy9BaareJi/tN6MyfE2hndq5+Z5g0AAAAAIEs/ichWrZFOFa42WsVv2tZmZqldIwAAAAAA+y9L28KuN9Pp4q1aM2XbTOcGAAAAAJClNw/RjVaxVJvOlu/ZtrVlb0mSddXncsTrzVy9mTGtBrcCAAAAAGD/ZGm7XF9cyn9mWY125dBiXWm0Qwv0+C/pqm/tCHOZ97gVAAAAAAAvf5ZumZV89XGufN+2TSHEJuXQTz5rqifkOW7oPars3DCS1Bd6h1sBAAAAAPDSZumWWak0kpnSrZZZ2fr0FFfYc8LQe1TF4GIDAAAAAPZXlrbsVrW+tFz6qtkqbdlZltSA+5DPGFUVF9cYAAAAALBPs3SqcK1Ynfrmr03LoWVZ6/FfcjviLHYFAAAAANjvWVpX/Wv+Wl8OLUmy1xiWhBT1nSNFAwAAAADI0kIIYeixjY2SJDm1aNh7wqGFJSHlyg8I0gAAAAAAsrSwbDOdHS/Xp9fGZF31Rn2vOPWwJGSuIgAAAACALP1EvVEan/7jcvahbVs9sQOqUwghXI54zPcKLxUDAAAAAJCln7KFXSovzSx8kcrcW21sNc149LTPNSpLGpcNAAAAAECWfqJUSc4sXEmm7whhr9vUaNQC7sNcMAAAAAAAWVoIIar13ELy64XUV61WdbM+tXqeqwUAAAAAIEvby9lH49Pv1eq5Lbs2WxWuFgAAAABg/2bplllfTN2cmvukZda2PkTFOdT3ek/4GFcLAAAAALDvsrQt7Pml67OLV7t5EK3I+mDitWjosOEMcJ0AAAAAAPs0S7ea1UdTf9iymyypQ/1vDMQvSJLEFQIAAAAA7OssvaVo6Ohg7wW3OyYJUjQAAAAAgCy9uXDgQG/sdNA/LEsKlwQAAAAAQJbeVCR4KB49aTiDC8mvCqV5XXN7XD3M6wYAAAAAkKXb8Ljixw/9hVP3rfw5NvhDW9i5/PSVr//v0cHL4cABSZI3fsu2LVtYsqRy2QAAAAAA+yVLS7JydOzXIf+wqjrXbxJS0D904fT/Vq3lpuY/Nc16LHxs3WNqSZIKlclGq+hyxA09SqgGAAAAALz8WVpVHLHwkc59DGdguO8NIUS9UZhdvFKqLCViZ32ehCTJQkh+1wEhhGk1KvWFUm3O7zrg0AKEagAAAADAS5ult8Wh+wZ6LwghGs3y3NL1Ynk+HjkV9A8JIRRZ9zgHPM6BllWr1BdKtVmPc8Clx7icAAAAAIB9naVX6Zq7P35eiPONZmX90cvOlVDdNMtLhS/qzZzb0aupXq4rAAAAAGBfZ+k1odq12SZNcfcG3rRtq9ZMp3O33Y5eQ4+qiosLDAAAAADY11l6S5IkG3rU0KO2bdZbuWz5vlMPufS4Ijs6fMuyW4u5j3v8lzp3AwAAAADgJczSa0K14tTCTi1s21a1kSzWpiUhuR0JXfOrsiFJihDCts2WVSlUJnOV+7ZtcSsAAAAAAPZ1ll4TqmWXI+5yxFtWNZm/UsktfrPFFkL69gcAAAAAAMjSa89TNhLBt02rnindylfG1+RngjQAAAAAYHvkfXW2iuyI+s6PxH7tdx0kRQMAAAAAyNLdJ2pn1Hd2JPYrTfVwBwAAAAAAyNLbSNRDkZ8bepSbAAAAAABAlu6e1Bf6YU/gIvcBAAAAAKB7Xb17zGUETbP5sv4EXueQFvbIksrdAAAAAADohmTbNr8CAAAAAADdk/kJAAAAAAAgSwMAAAAAQJbeY+X6vGU3+R0AAAAAAGTprVl2M1e+v5D9yLYt7gYAAAAAQDc2fXl1qby0lL5Tb5SC/qFcYbrZrBwc/rHhDH7nRzyXeb/Ryj2jIG3atslNAAAAAAB4Nlna4+7xuHuW0nd6wsd6o6em5j5RFcfus2uzWXbovt0MIkmSaTW4cgAAAACA78oWc7zLldTKh6G+1zOFyV3uzGzVv/j6Py5nH5jmzsOwy9HLZQMAAAAAfIfUzps11Vj9bFmt3e/Pspq3H/6DEEKWNV1z7WCESLRPyLYQ0jcNq5/bNm7ZYW0jAAAAAAC7yNK2sCUh+b399UbJoXtq9YKqOJ/hji2rWavnd/BF04rI8tr0K234sNnnLRsBAAAAANhFlm61appq+DyJ+aXrpWrK7+nriRx7EY5Ysh2G7n4mQ9nCapnlllnjPgAAAAAAPIMsvTq7O9Fz9oU64oD7YDR0+BkOaFr12cwfuRUAAAAAALvN0i+s3by3rC1FdgyEfyJJCncDAAAAAKAb8vPcmaLou1wQSwhhPotXoK3/FSRVonAaAAAAANAdybbt57zLYnlpau7jA0PvOB0BLgAAAAAAgCzdrXRuPJObGEhccO76STUAAAAAAPsiSwshTKt5895/9Xn7Rwfe5koAAAAAAMjS3SpXUhOzHw73v+VxRbkeAAAAAACydLdKleTk7McjA2+5jQhXBQAAAADwvczS9UahUFpY2+J1x50O/54eTb44m0zfHei96HRQRA0AAAAA+L5ladu2TKu5tkWRNUna8zW0LKt168Hfedzx0YHLXB4AAAAAwPcpS3+3avXc+PR7Y4Pv8oAaAAAAAECW3oZ0bnw+eWN04DJF1AAAAAAAsvQ2FEpzS8t3BnovrFZrW1ajUJv0uw5IQuYSAgAAAADI0m1Ylnnn0T8YzvDY4A9WWlpmdSH3YW/wLVU2uIoAAAAAALJ0e7V6YXz6j2OD76w8oLaFla88Mq160H1EljSuJQAAAACALN1evjg7u3jl+MG/XPnTts189bEQwm+MSpLCFQUAAAAAkKW70jIrc9n3o77zLr2HiwoAAAAA+O6ztGk1Ffl7MIm62kiVatNh72lZUrm0AAAAAIA9sul7sE2zIYSwbfvmg79LZ8e/vvdfVlpeWJbdKtam8pXxieR/Sxe/tuwmVxcAAAAAsBe2eC69nH3o9/ZrqmHbdjJ9tydy7MU8jWz5Xrp4U4i15yJFvKcC7sNcYwAAAADAs7XF+szp3LimGkIISZIsu/UCnoBp1aeXf5sufi2EtabZFsJOl27ZwuYaAwAAAACerU51xZbVchuRJ59t8wUsQs5XHi0Xr3/zaF1as0VyO/t6/BekbzUCAAAAALCXWbreKN159I+nDv+1EMI0G7ce/rfjB//ixTlu2zan0//WbJU2btJUT2/gTV31cXUBAAAAAHth03pp27Yk6ckM8EazrKnG6p8vgpZVm0z+942nE/Wd87vGuK4AAAAAgL2z6XPptclZ19wv3P8BPK30tldmd0uS3B96x6GFuKgAAAAAgO8mS7/g1kR9SQgR9p4MuA5JksIVBQAAAACQpduoVNPTC5+qLiGE0FV/b/BNTXFzLQEAAAAAZOk2Wmb9/uN/Xc4+cDoCMU8sEbzs0IJcRQAAAAAAWbq9Wj1/5eb/Y1lNIYRpNoajv2JSNwAAAACALN2eZZvTc59OL3xm29ZKS7NVIUgDAAAAAMjS7WXyE3ce/qNpNTYGbJk4DQAAAAB4cbJ0tZ7LFabXtgS8A4bzuRYnl8pLtx/9Q62e37hJURySkLh+AAAAAIDnT7Jt+8U8spmFK49n3mu7yenwnz/xP6uKg+sHAAAAAHj+XsQ53i2z/nDyD8n07TbRX1KOHfh1JHiQKwcAAAAAIEsLIYRtW+PT788tXW27NRQYOzr2Sx5HAwAAAADI0k+UKsmv7/2XZquycZPhCB4/9FduI8wFAwAAAACQpYUQwrbt2w//Pp0bb7vV50mcOfY/7vGbxmzBm8wAAAAAAN+XLF2rF27c/c/1RmHjJl3zHB79ecg/stfHkMxfDXtPKTKzxwEAAAAAL3aWbjTLdx/9U6443XZrf/yV0YEfSJK814eRqzwoVCfC3lPcDQAAAACAFzpLF0rzN+7+Z9u22m49efivn8PjaNs2ZzP/Xm9muQ8AAAAAAM8gS9fqBVXRVdW5BwnWnlu6Nj7972239oSPHxj+0V6/rNu2zVozvZj7xLQa3AQAAAAAgGeTpZ0Ob6mcTC1ccTi8sfDRZxVuU5n79x7/xrKabQ5FcZ468h+87nj3o5Xr85s92W4foYVpWc185WGjVeTaAwAAAACecZYWQvK4ezzuHtu2CqX52cUrg4nXthV0N2o2K3ce/ePGdllSh/rfGIi/ut3qaJe+7eOxhenQQuXaXL76qG2kBwAAAABgx1n6Ccs207nxcmVZVZx7cQSKrL966n916J4dfHcHbyaThOzUQk4tFPIcm89+UG2kWA0LAAAAAPBssrRtW9nCVDY/ZTj8g4lLowOX92L3Dt17ePQXsiQ3m5UdfF3TjB0nYUlS+kLvVOqLi/nPLKqmAQAAAAC7z9KNZsnn7t27l2lrquvw6M8lSbZtq1hZ2tkgQd+QJO3qqbLLER+O/tlk8p+4FQAAAAAAu83SDt23d3uNhY8dGf3Fc1g7uhuypA1EfipLKncDAAAAAGBXWXrPSIdGftobPfVC/Qqa4uZWAAAAAAB0m2xt235uO2uZ9Var5nT4+d0BAAAAAGRpAAAAAAD2C5mfAAAAAAAAsjQAAAAAAGTpPWbZTdu2+B0AAAAAALvK0pVa5uHk71OZ+0KIUnmpWs+9lOdv21a9mZ1M/YtlN7kbAAAAAADd2HRNLMMRODj845Us7XH3TM190hM5/gK+gntq+TeW1djZdy3btG2TmwAAAAAA8GyytCR965H1UN/rS8u3d5+lbdtaN/IuSZJiPsnSthDS6n7afd6yEQAAAACArW0j1u6+orjZrNy8/3em2XiGJ6DKxmqsXhux233eshEAAAAAgC6iaJf9ypWUqhq731+2MPHRtf/D4+qJR0/Ksrr7AU3BO8MAAAAAAC9Glq7UMrrqajTLptXM5B4Xy4ujA28/q72WKkuPppaeyVCJxFFJ5ToCAAAAAF6ALO10+B9O/r5Wy2Xzk2OD70RDh1/ME5C2qJEW1EsDAAAAAJ5TlpYl5fDIz178Ewi4D4QDh3b0VdsWlm2bxdpMuniDWwEAAAAAsNss/X2Rzk5Egkd29l1JKELSAq6DLj0mM1McAAAAALBPsnStnt/9ILrq51YAAAAAALy4WVqWtf6e8x53j6Loux9NU51cRQAAAADAy5ulJSkePX145Ce87gsAAAAA8P0l2bbNrwAAAAAAQPdkfgIAAAAAAJ59lrZta2ruk0zuMb8XAAAAAACb1kuXKimPKyqEKFdSc8nrw32v65qH3wsAAAAAgE3rpeuNgmm1llK3fd6+cGCUXwoAAAAAgBWbzvFWVeP67f+U6DnzDIO0bduW1eJHBwAAAAC8nFlaCHHuxN86dO8z3FmrVb396B/50QEAAAAA32ud1peW9uAt35nc+JWv/+O54/+ToujPakzbNou1qS27lWtztWZ6s62DkZ8rsoMbAgAAAACw8yzdatWK5QVJkp52VZ2KrO1+l5Va+tPr/9epI3/t8/Q9k3OQJMVnbDERvVJfrDSWbNtqu9VrDCmyzt0AAAAAANhVlpYkRVONai33TYPtMsLPJEsLIUyrcf3O/+t19x478Gunw7/XJ1moTiTzV4SwhVj9r4HVz7bPNRbzvcKtAAAAAADo0qbv8d4LzWblk+v/57pGXfP0RI4bzuCOh9VUIxI82HaTLaxM8Va2fG+z/y+IeM/4XWPcBwAAAACA7qnf4b411TUy8HbAO+jQPbL87I/EtBoz6X9rmdX2e1fcA5GfyJLGTQAAAAAA+B5kaUmSj479Kho6tGbS9TNWaSwtZP+0yVN3KeQ5HvIc3bu9AwAAAADI0s/YKyf+F5cR3rvxk/kvCtXJb/56Whq98qEvdNnQY1x7AAAAAMD3I0srsn7+xN/upjq6M1tYS7nPS7WZNW2rD58lSVL6Q+84tCAXHgAAAACwY129e2x+6aZlW/3x07vcmWW1qrWs2xXdo5MxrcZM+ncts9J2q1MLJUKXKZAGAAAAAOxSV8+lJ2Y+M83m7rO0LKt7F6RzlQfp4ldt/2tAkqTewFsuR5zrDQAAAAB4Tln6xVeuzS0XrrdbPloIYSeC7xh6hIsNAAAAACBLryFJ334p95PPLkc85n9VlQ2uNAAAAACALP3t05CdGxsD7kMR7xmuMQAAAACALN2Gbcvr5nWHPCdCnuNcYAAAAAAAWbqNfHF2Nvmx4/9n795+46gOAA6fMzN7sb3OOnES5+IkhEsSQS6lhBQilUoViFZqi6hK+1SpIPEn9aF9qFSkqOoTolUlHtrSgmhLIYQUAoJcIDEkTXBix3a89u7sTh+SppDYjUNqe1O+72ntY+1kzjkvv8zMbt+VkE6S8saVj1RKq6wuAAAAWvpa7U7rxKk/nz735sDA+kqohBB6K+vXD+yPMbW0AAAAaOlrzTYnDr7zXCufDiG083bwgDQAAABa+r+YmZ34+z9+XhSdyz+2250NK7/eW1lvRQEAANDScxgdO/be8d9eDekQQqs1LaQBAADQ0nPodPJ3j/3m/Pixa35/+U5vAAAA0NKfM9ucPPjOc6380pyj7XYzTctWFAAAAC19xYWLHx754PlOkc85un3rt4U0AAAAWvo/Rs68fmLkpTmHkpjdt+3JVfWt1hIAAAAtHUII7XbzveO/Oz9+dM7RodU7t2/9VoyJhQQAAEBLhxDC6NgHR46+EEIx5+i9dz+xZtV2SwgAAICWvuLjf75x/NQf5xvdced3hDQAAABa+rMhfXC+kK5WBvbs+FG1Urd4AAAAaOkQQphtThx698Bsc3LO0XVrdm/f+ngI0coBAACgpUMIYXTs2JGjz8/zgHS89+4n1qzaZs0AAADQ0qHTyU+MvPzJ2TfmHO2prvrqfT/O0orVAgAAQEuHEMJsc/LgO79s5dPXD8WYbB1+ZNP6Bxf7pu5G81yltDKJJRsCAACALm/p4uTpv5385NWi6Fw/Vi7V9u56upT1LPY/ot2ZPT328h1rvuspbAAAALq9pQ+9e2Bi6vScQ6Wsd9+eZ9Nk0S8U553GqdEX54x5AAAA6KKWLorOkaMvzBfSA/2bd277/uKHdDE+fXR04vA8H3UGAAAAXdPSlxqjh9/7dSu/dP1QjOmubT9YWd9yK5V+g/Gi3WxPTjZOTTROFEXbDgAAAKDbW3rkzOsnRl6aZzDu3fmT3p7BL/zmnSIfnXgzhFB85sPKrr4uQgihaOYTs62xz//ac9IAAAB0a0u38pn5Qrpcqu3e8cNbCekQQhKztfV9N/yzInRa+eTYpfcnGx8JaQAAALq6pcM8N2BvHf7G5g37lixrY0jKWX2ovm+wtuvM+KuzrQv2AQAAAN3a0tdJk3J9xaaiaJ/85K+3/m6lrGfD0P03cfJpz6bBRycbJ89efM1WAAAA4DZo6Wpl4MFdzyTJMvd8f8+Wi41jtgIAAADd3tKDA/fcd8/3Yky7YRY2rHwkhtRuAAAAoHtb+q7N3xxet7d7ZiGJJVsBAACALm3p3p7Vu7c/VSn3m3oAAAC09I0laWnvzqdj9DVUAAAAaOmFSRO3UgMAAHDbS0wBAAAAaGkAAADQ0gAAAKClAQAA4Da1pJ891unkU9NnV9Q2Lt4hitC5NHO63Zlp5hNJUiql/VnaUy2t8g3SAAAA3JYt3W43D717YOvwI5vW74txUS6Jx5DUqsOfjet2p9lonptsnOyrbqxVhmNMrToAAAC3Yhnu8f7w45f/cuin45MjS3K0mCaVvsrGdQP7q6XBkfO/n26eteoAAADcimxZjprnjcPv/SpNK309gwMr7qhWViQxS5L/wRXjJKaDK++ec6iU1javfnxqZuT81NuDtZ0hRMsPAADAbdPSV+I2q65fs6feP1wu9SVJtkh3fV+jVt3U0xn6+Pwf1ta/Vs767QAAAABuj5bOsp7d25/q71u3LEdPk/Lw4KPnp96u99yVpb02AQAAADdlGZ6XjjHZu/Pp5QrpqwZru85efK0IhU0AAABAV7d0jOm+3c9WyrVuOPmhgYdPX/iTTQAAAEBXt/SWjfurlRsWzQcAABuCSURBVHqXnHyWVFf375lonLAPAAAA6NKWzrLqxrX3d9X5V0qrmvmEfQAAAECXtnSMSZZVu20K+qtbZvNxWwEAAIBubOnuVCmtnJh2mzcAAABa+makSSX4QG8AAAC09MJVSgPtTss8AAAAoKUXqpSuaLWnzAMAAABaeqHSpKylAQAA0NI3IcakKHLzAAAAgJa+CZ2ibRIAAADQ0gtVFO0YonkAAABASy9Uqz0do6kAAABASy9YM7+YxJJ5AAAAQEsv1MXp40lSNg8AAABo6QUpQme2NVbJ6qYCAAAALb0gk42PQiiSpGIqAAAA0NI31inyTycOlbO6z/EGAABASy/IyOiLRdEe6NtmKwAAAKClb2x08q1WezqE0FseshUAAADQ0jcM6cPjlz4IIZSyWpb22goAAAAsUPYlPOfZfPzM2Ct5u3H5x3X1h+wDAAAAtPS8LkwduTB1JIQihBhCKGf9ldIq+wAAAAAtfa28Pd1onjs/9U7eng4hXA7pJCkPDz5mEwAAAKClQwihKNqz+Xgzn5yaOTnTGut0mtf9Sdw0+FgSM5sAAAAALR1CCNPNc2fGXrmc1eHKd0dffRFCKFb37ymlfXYAAAAAXd7SRafoJDFdgiOlSeXfL+M1L2KMq/sfqPfeZfkBAAD4Apb0O7FarcZrb/3sUmO0CMWi/yfBPF9zVcpqd6x5QkgDAADwxZNziY/XbE298fYvYkyq5XpMFusCdaeT12r1Sl+8pq6H6vt6ymutOgAAAEvR0q185sL4qYW/b61vdbnUO99oUXQas2OLemKVarUSqpePlqV9Q/WHesqrrTcAAABL19J5Pvv64QMLf9+v3Pvk0Jody3hinXaxtr63nNXL2Yoklqw0AAAAS9rSDz/wzM0+4BxjsrwnlreaK3rutMAAAAAsT0snMQ3xNjuxVt6wugAAACyG5P/1xPL2jNUFAABgMWRLf8gVtQ2bN+zv7xuKi3OxOyZpDDFJPCMNAADAoohFUSzZwfL27KcX3l+/Zrd5BwAAQEsDAADAl0ViCgAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABaGgAAANDSAAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAADQ0gAAAKClAQAAQEsDAACAlgYAAAAtDQAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABoaQAAANDSAAAAoKUBAABASwMAAICWBgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAACAlgYAAAC0NAAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAAtDQAAABoaQAAANDSAAAAoKUBAABASwMAAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACgpQEAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAoKUBAAAALQ0AAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAAC0NAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAgJYGAAAALQ0AAABaGgAAALQ0AAAAaGkAAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAGhpAAAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtLQpAAAAAC0NAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAgJYGAAAALQ0AAABaGgAAALQ0AAAAaGkAAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAGhpAAAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABaGgAAANDSAAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAADQ0gAAAKClAQAAQEsDAACAlgYAAAAtDQAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABoaQAAANDSAAAAoKUBAABASwMAAICWBgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAACAlgYAAAC0NAAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAAtDQAAABoaQAAANDSAAAAoKUBAABASwMAAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACgpQEAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAoKUBAAAALQ0AAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAAC0NAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAgJYGAAAALQ0AAABaGgAAALQ0AAAAaGkAAADQ0qYAAAAAtDQAAABoaQAAANDSAAAAoKUBAABASwMAAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACgpQEAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAoKUBAAAALQ0AAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAAC0NAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAgJYGAAAALQ0AAABaGgAAALQ0AAAAaGkAAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAGhpAAAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABaGgAAANDSAAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAADQ0gAAAKClAQAAQEsDAACAlgYAAAAtDQAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABoaQAAANDSAAAAoKUBAABASwMAAICWBgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAACAlgYAAAC0NAAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAAtDQAAABoaQAAANDSAAAAoKUBAABASwMAAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACgpQEAAEBLmwIAAADQ0gAAAKClAQAAQEsDAACAlgYAAAAtDQAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABoaQAAANDSAAAAoKUBAABASwMAAICWBgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAACAlgYAAAC0NAAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAAtDQAAABoaQAAANDSAAAAoKUBAABASwMAAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACgpQEAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAoKUBAAAALQ0AAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAAC0NAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAgJYGAAAALQ0AAABaGgAAALQ0AAAAaGkAAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAGhpAAAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABaGgAAANDSAAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAADQ0gAAAKClAQAAQEsDAACAlgYAAAAtDQAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABoaQAAANDSAAAAoKUBAABASwMAAICWBgAAAC1tCgAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABaGgAAANDSAAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAADQ0gAAAKClAQAAQEsDAACAlgYAAAAtDQAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABoaQAAANDSAAAAoKUBAABASwMAAICWBgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAACAlgYAAAC0NAAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAAtDQAAABoaQAAANDSAAAAoKUBAABASwMAAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACgpQEAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAoKUBAAAALQ0AAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAAC0NAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAgJYGAAAALQ0AAABaGgAAALQ0AAAAaGkAAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAGhpAAAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtLQpAAAAAC0NAAAAWhoAAAC0NAAAAGhpAAAA0NIAAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAANDSAAAAgJYGAAAALQ0AAABaGgAAALQ0AAAAaGkAAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAGhpAAAAQEsDAACAlgYAAAAtDQAAAFoaAAAAtDQAAABoaQAAAEBLAwAAgJYGAAAALQ0AAABaGgAAALQ0AAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAAC0NAAAAKClAQAAQEsDAACAlgYAAAAtDQAAAFoaAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABaGgAAANDSAAAAoKUBAABASwMAAICWBgAAAC0NAAAAWhoAAADQ0gAAAKClAQAAQEsDAACAlgYAAAAtDQAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAALQ0AAABoaQAAANDSAAAAoKUBAABASwMAAICWBgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQEsDAACAlgYAAAC0NAAAAGhpAAAA0NIAAACgpQEAAEBLAwAAgJYGAAAAtDQAAABoaQAAANDSAAAAoKUBAABASwMAAABaGgAAALQ0AAAAaGkAAADQ0gAAAKClAQAAQE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27
Prácticas discursivas pedagógicas relacionadas con la autoestima estudiantil
Luz Ángela Bustamante Sepulveda
Luz Karine Jiménez Ruiz
Leonardo Enrique Martinez Arredondo
ejemplicaciones, imágenes alusivas, gestos,
señalamientos; es decir, todo tipo de recursos
que utilizan para acompañar su discurso y
que procuran, por vía indirecta, conseguir la
participación o respuesta de los estudiantes. Se
evidencia que este tipo de estrategia pareciera
estar referida al aprendizaje y su propósito, no
estar relacionado directamente con propiciar
escenarios favorables para la autoestima.
Por su parte, Sánchez y Rosales (2005) hacen
referencia a otra estrategia utilizada por los
docentes para guiar el aprendizaje de los
estudiantes, respondiendo a estos con sus
propias armaciones; esto es, emplear sus
propias ideas, o bien, sus propias palabras.
En ocasiones, el hecho de reiterar lo dicho
por los alumnos constituye una conrmación
de sus ideas. En este caso, dicha conrmación
cumple una función epistemológica y también
de retroalimentación a ellos en particular y, a
la clase, en general. En efecto, al conrmar
lo dicho por un alumno, se transere a él la
función del docente, que es la de transmitir
conocimientos socialmente correctos. Esta
estrategia, al igual que la anterior, se orienta
hacia lo cognitivo más que hacia lo actitudinal-
emocional, área donde se localiza la autoestima
del estudiante.
Del diálogo discursivo docente se pudo
evidenciar ciertas dinámicas docentes en
torno a las prácticas discursivas, en términos
de EPD, entendidas como aquel tipo de
prácticas discursivas y operativas que, a modo
de acciones, realizan o deben realizar los
docentes en la escuela, a n de coadyuvar en
el proceso de construcción de una saludable
autoestima en el estudiante. Así mismo, de la
dialógica con los docentes surgieron diversas
dinámicas relacionadas con la autoestima de
los estudiantes, las cuales, según se inere,
podrían constituirse en tipologías de las EPD,
considerando su propósito u orientación y
que pueden diferenciarse en: estrategias de
estímulo, para la expresividad, integradoras,
para la participación, de atracción, de
acercamiento, motivadoras, de inclusión y,
comunicativas, las cuales deben constituirse
en ejes formativos transversales planicados
y accionados desde el currículo escolar, para
coadyuvar en la construcción de la autoestima
estudiantil.
Sostiene IC-2. LP. 34-41 que:
Entonces, es bueno que, el vocabulario
que utilizamos sea entendible para ellos; si
hubiera alguna palabra nueva, pues también
de inmediato expresarle qué signica y si está
respaldada con el ejemplo, mucho mejor, aparte
de la buena praxis, la didáctica, la expresión
corporal, los gestos que hacemos; ah, también
debe ir ahí, el volumen de la voz que usamos
para enseñar también; y eso que también está
el acercamiento amistoso, sí, la forma como
tú le brindas conanza; para que él pueda
interactuar contigo, es importante que nosotros
dialoguemos con los estudiantes, que todo no
sea clase, clase, clase; debe haber un momento,
siquiera una hora, en la cual dialoguemos,
dialoguemos no simplemente de nosotros, sino
también del entorno…
En las experiencias anteriores, expresadas
por la docente IC-2, se puede llegar a inferir
estrategias de acercamiento, al utilizar un
lenguaje entendible respaldado por ejemplos,
con un volumen de voz que genere conanza;
estrategias para la expresividad, donde se
utilice la expresión corporal y los gestos como
recursos; estrategias de inclusión y para la
participación, a través del uso del diálogo como
instrumento que permita a los estudiantes y al
docente, co-construir escenarios propios sobre
temáticas cotidianas desde sus propios puntos
de vista y desde sus experiencias, donde se
promueva conversaciones espontáneas de
participación colectiva, como presentaciones
culturales, dinámicas participativas, que
permitan atraerlos, estimularlos e integrarlos,
como expresan las docentes IC-1 e IC-2.
Buscando la manera más idónea de llegar a los
niños, como propongamos, haciendo dinámicas,
formas de participación, animándolos a
participar, estimulándolos para que participen
en presentaciones, buscando la manera de
atraerlos. Bueno, yo he tenido niños que son
así… como… muy calladitos y eso. La cosa está
en tratar de integrarlos a… cómo le digo… con
presentaciones, haciendo presentaciones en
actos culturales en el colegio; y, al principio
están renuentes, pero siempre se ha logrado
que los niños participen con cosas sencillas,
pero han participado; con esta manera, se ha
logrado mejorar a través de la lúdica. (IC-1.
LP.9-15)