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mf_newforms • Show schema
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{'Nk2': 1800, 'analytic_conductor': 3.593268090957617, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 225, 'char_degree': 8, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 15, 'char_parity': 1, 'char_values': [450, 15, [101, 127], [5, 6]], 'cm_discs': [], 'conrey_index': 31, 'conrey_indexes': [31, 61, 121, 211, 241, 331, 391, 421], 'dim': 120, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [855036081, -17640744408, 671564917791, 5247837571284, 113564503044990, 140635545263550, 3060177245117181, -253873890348579, 64408209788309328, -38892021979732713, 567302172399942480, -223690939466897727, 3265542861521895981, -1598243461710182163, 10193281042761072942, -6312472427008323291, 22714281645566413891, -15245252463035591471, 35728267534405077322, -23871376571940970698, 41753303028858179456, -26021659750887938581, 35677759642672183767, -19521719005475356989, 22576906684165953438, -10759418803175125148, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
{'Nk2': 1800, 'analytic_conductor': 3.593268090957617, 'char_conductor': 225, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 15, 'char_parity': 1, 'char_values': [450, 15, [101, 127], [5, 6]], 'conrey_index': 31, 'cusp_dim': 688, 'dim': 240, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 1099545182658, 'hecke_orbit_dims': [8, 112, 120], 'label': '450.2.q', 'level': 450, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 752, 'mf_new_dim': 240, 'num_forms': 3, 'prim_orbit_index': 17, 'relative_dim': 30, 'sturm_bound': 180, 'trace_bound': 1, 'trace_display': [0, 4, 8, 0], 'traces': [240, 0, 4, 30, 8, 0, 0, 0, 4, 0, 4, -6, 0, 8, 36, 30, 24, 8, 0, -2, -24, 0, 0, 0, 24, 96, -14, 0, 12, -2, -12, 0, -26, 0, 8, -8, 24, -12, -52, 0, 16, -20, 0, -8, 16, 0, 26, 12, -120, -12, 32, 0, -72, 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mf_twists_cc • Show schema
Hide schema
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id: 41441783
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 331, 'source_dim': 120, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9008298799923650, 'source_is_minimal': True, 'source_label': '450.2.q.c.331.7', 'source_level': 450, 'target_conrey_index': 331, 'target_dim': 120, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9008298799923650, 'target_is_minimal': True, 'target_label': '450.2.q.c.331.7', 'target_level': 450, 'twist_class_label': '450.2.q.c.31.1', 'twist_class_level': 450, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 41441784
{'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 331, 'source_dim': 120, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9008298799923650, 'source_is_minimal': True, 'source_label': '450.2.q.c.331.7', 'source_level': 450, 'target_conrey_index': 31, 'target_dim': 120, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298799923650, 'target_is_minimal': True, 'target_label': '450.2.q.c.31.1', 'target_level': 450, 'twist_class_label': '450.2.q.c.31.1', 'twist_class_level': 450, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 41441785
{'conductor': 25, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 331, 'source_dim': 120, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9008298799923650, 'source_is_minimal': True, 'source_label': '450.2.q.c.331.7', 'source_level': 450, 'target_conrey_index': 421, 'target_dim': 120, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298799923650, 'target_is_minimal': True, 'target_label': '450.2.q.c.421.1', 'target_level': 450, 'twist_class_label': '450.2.q.c.31.1', 'twist_class_level': 450, 'twisting_char_label': '25.21', 'twisting_conrey_index': 21, 'weight': 2}
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id: 41441786
{'conductor': 225, 'degree': 8, 'order': 15, 'parity': 1, 'source_conrey_index': 331, 'source_dim': 120, 'source_embedding_index': 7, 'source_hecke_orbit_code': 9008298799923650, 'source_is_minimal': True, 'source_label': '450.2.q.c.331.7', 'source_level': 450, 'target_conrey_index': 121, 'target_dim': 120, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9008298799923650, 'target_is_minimal': True, 'target_label': '450.2.q.c.121.7', 'target_level': 450, 'twist_class_label': '450.2.q.c.31.1', 'twist_class_level': 450, 'twisting_char_label': '225.121', 'twisting_conrey_index': 121, 'weight': 2}
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hecke_orbit_code 9008298799923650 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 17, 'hecke_orbit': 3, 'label': '450.2.q.c', 'level': 450, 'portrait': 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E0dy47NCUJkDMeay7cmBMqSGEGShSyuSobjgFALhDVsmjFsnM5YWo1YHQpGacDyQLB12rDYNZy8oGgEIVs3wM5NMVvmRmyeG7N1bszOLZZdWxXXXRbQVG2OnZzi60+EPHQw5bETCZnq8R0v7fLWF1uaao6DJ2Y4dlZz5mLG+Rzchxcst94wz3941zKXbZzm7MUZLi43WexqlrqSbi9jdWAYjODgsQUOnVq57pGD8y87curC5cfOXPz8C77tbfHdt33kmYbEX+rxN5rBl5a7xLFFKd5z18NHX/zTv/ZR+fYXHX7xv3jLGT2/vIWl7hSLq00WuyFLXc1iF5a6GUvdhMWVjPMrcGRRsGnjCj/3/Ys87+oWpy5s4OzFNmcXNBcWLecXUk7PZ1zspcxsGPGSm/q84FoIZZNIRVxYanBuQXN+STAYQ5oaGqGh3ciYnU4xwInzKat92L0loN0cY60AEdIfGnZtHbO4osE6KbLSh3EKFstSN2bH5oDeUCGURZgxU42AXdtGrAwEJ85qMqOZm5J0GoIogDQVDMaS80uSc4uWC8spUTSCIOWF1/d58Q2CTVNNFpenOHUh4uwCXFhIubCUcmYJjixannv9Aj///ctsnZni5PkNnF9sMr8cstCVLK1kLK8mLPcylnuWhR6cXhUsLfb4lX85Tr/3tc27o7kfNWH7ursl5mcyAqLG1DMNlUs+/sYy+O//4Ud50Qtu4Sd/8id/4U8+9uV/+f4//uKV+090Lz90pi9fclOPvdsNaaaxRgKOvbHutUAghEULSyjh7GKT+w5Lbtq7xLWXjWg1INCSMFCEoabdlLQCyaAfcOB4gy88FHLi4pjVNOHAqTFb5pZ400uWuenKHs+9tsvxhZSFgaAVjTh61tJdbXPjFZKVUca+44pOS/PkCbhqu2UUZ4yyEK0TZjuw/1SE0hmBTNEBDMeS5107YDiQ3HRlxuow48TZDnu2KtqtmJWxZfPMgOX+Kh/+MjxyLOOxYyN2b1/kWdesMrsh5o0v7PHdL7fs3dohS2Y4dmaaI6cDTp03nL6YcPpixpGLgpMrCc++ep6f+/4eW2ZmOHV+AxcWW8yvhCx2JcvdjG4vYaWfsdK3LA/gfF+xuJpy67ULvPvNF2VDcfnFcyf3DIbp8xudPc1me/aLD9zzCX7rt//4mYbMuo+/kQz+J3/659xw7Q51z32H/+OxE+f/3cNPHFdnF2MWRoqzfcuNuy/wKz8+z817W5xfnGWp22Kp22CpG7C0qlnuwXI3Y3k1ZamXstCFU8sC3RzxohuW+J6Xx+zZ3GalP8XFpSbzSyELXcFS10mE5Z5hdWhYHVsGo5S5qYRdWwwgiALL6YsBQkbs3qzYs92yffOAC8tjHj3U4TlXWVrNZZ44vIFOOyaOA+ZmDcMRXLdrxAe/PMM1l6WMx5aN05IkG9JpRDx5fEQzaHPz1SmPHY25sBiyYy5izzbYtTVGqYTTCxAGFiEsu7ekzHYkvWFEfxCwOghYWlUsrcBi17DUzVjoZpzvwuIoY9eOPt/zigVedK2mEUxxbmGKheUGCyuaxVXBStew0nPMvdK3LPXhfE9xfiXledec570/vsiVO9osrkyz1G3QG06jmnuzqLX1F4y84ueFOZu97FV/55mGzprH3yiAHzx4kGaj0Txz5vSuhx598h3HT5z9zwcPn2KYSHpDWB4KLg4kZ1dTnnPFRX75xxd51hVNLi7PsrjcYrnXYGk1YHlVs7wK3Z5hpZey3EtZWrVc6ArO9i2IPm99aZc3Ps9wxbYGcdxiudtgpR/S7SmW+4LeQDAaW+LUkmWgpCUKoBlZZqYsmzck6GDEkXMxjx+OMGmb1z8/RgcrPLhvmsu3wWfvS3npjREXu0MaWpFmCRtmIU0CdJCyuNjiJbes8tl7OuzZBg8cGhPQ4nXPM6RiyONHMo6dbqBlyJZZzWxb0IwEYShQAlIDcWIZxdAbWFb6ht7AsDIwLPYtwyxj984Bb3xBl7e+OAbTYXFlmotLTRYLMujCSi+j209Z6VXMfXZVMb+a8dyrL/DeH7/I9bubzC/PsrzaotuP6PYCVnoQtXbS6mz599suu/ZPd27fcXI0Hg2vuvqaZxpK5eNvDMBPHDvMpk2bwsOHD//gwUOHfvOBBx8Ri8t9ORxbBiNDb2ToDWFlKLgwUJzrJTzvyov80o8scsuVDRZWZlhYabOyGrHSC1nuaVZ6gm7P0u1nrPRSun3Dct9ysSc41zXMzgz4tuf2eOG1Kbu3KKaaAau9BlEgAUWcSowRGAuDESAMs50Rh85YjI25/YE240GTK3eEvOimAYlZ4Y6HZrj5qoBD5/t0l6d4wU0DvvhgxJYNln0nLP/4LavsOx6xZYPkCw8pXnSdYmmwytFTG7j56pg7Hh+Sjlu88PqQvZeNGKZ9bntQQSY4cloz1dJoAYOhxFhBZixJCkiDDg3dvqXdSbhs25gXXzfg256TMtducGFpmsWVJsur7tgsrwq6fej2Urr9lG4/ozuwLA0k53uChV7K86+Z5xd+ZJ5n7WkwvzzNSq9Ft99gdRCwOtD0B4reEFLbMHuvvNFevufKd+/Ze9XvLS5cjK+95upnGlLA3xCAp2kq4/HwTffd/dkrB8P0vfc/8GAwHMM4hsEoZTDK6I8Mg5FldQjdoeTiUHK2m/LC6y7ynh+Z5zl7Q1ZWp5lf7tDtN1jphaz0Nd2eojuAXt+yOkhZ7Wf0h4buwDLfF8z3IcnGPOuqIVs3ZPQHlje8YMzlWw1pJtHSEifw1UcbnLzYYNtsyhNHGmBaXLtTccs1hqgx4MFDA+YX2txweZupmWXueSzg1qsaLA5WWF6eYutWy337FH/vVX3u36fZuTlgod9leWkDt1w34J4nMjY0Z7jhyj4Xu13ue2qGpm7z3GssV+8agezz6DHB5g0JF+YT7ng0YJQopITMWC7fFvNtL4jp9RXbZw23XAVx3MrlW8RKP2B1oOj2Jat9WB1krPYzegPnmKwMLEtDyZlVQXc45kVXz/N//fAyz7kq4sLSDN1ek9VBxOogoDfQ9IaK/lAyGAl6g4z+MOXmW56bgP43b3vrmw632s1PBUFgnmlsPeOZzPFoQBwPvv/E0Yd+5eL5QxsuXlyi1ZQI6QJF68XBAgNYhDBIaZFSc//BLfzM+zVvedES73zVEnt2xJxfnCIKmzSjkFYU0G5qek1JZxgw3dbughlmbBkbhmNLbxSxNN/g9ClLnBrOnE+JIgsIQmXRUjAYKgQB6UDz7MsFe7dbdu0YMM56fO5+xf7Ds7z2ORG3XLfMBz5nCUWLy3cMeOwexY4ZxcapAQ3VJE4CLvag3dDs3CJ4ZH/MLVc3efnNC/z+p4eEQYfXPN8SRAO+dF/MZ+9t89SxJldsb3H5toxNszF7NibceHmGUgatLGBpRRGbZiLiJKA3CHniUEB/pBkMFf2RpD+E/sjSH7jv3htm9IeW1aFlZQjzA8WFZUtrustPvH6ev/OiMTdd0eLcwhTdfpNeDu7+UNEfKgY5uAdjRwBpCl+7+/5genruVzZv2br0spc871/0eoPf73Razyi+nlGAJ+M+CH741NGvv+fwk1/eMO73aERBCWqBwDd6hAAhXCeNkhYtM0IpeezQJh4+2ObQ2Yu85cV9Xnz9iJnOFEvdFu3VBlPDkH7BOiPJcKQZjDWjsWUUG+LEkiSWNHNbnIZYA1IJAi1ohIKZjmC2A1s3GnZuGbBxtsvnH4Q7Hw6QZprXPifg2df2uOuphHg0xYueLegOh1xcbPPCqw0bZwY0dcQoVcyvJigjePbVmlZnzEMHGrzslmle8KweDx1QYKd5zvUhP/QdS3zxkZgv3N9m38kGuzYptm5oMttpMd2BZgSBtigJxsK+Y4IsEySpIE5hnOC+4zhjODaMxobByDAYG/pDWB3DfF9ysQdjM+LVNy/xphd3+buvMaTpFOcX2qz2G/SGIb2hB+6RYDASDMeW0cgwHGeME8NoZJhfOsv5j3xuQ3+U/tfvfMPL9Wp/8P6p9jMH8mcM4PF4ESGzH7p48o73XDj+pc2KAZ12yCg2CEAgcWWbAiEUQgikBCkNSoJSFq0sgTI0A8HCoMmHvryTLz28yktvXOFdr17hxj195mZaLK606A0jBsMgB7ZyWywYJ5IkFaSpu9W72i0XVGoNjRBaTcOGTsKOzQNS+hw6k/DhOxocPdVmJmpy6/WaF960yn0Hu9z+9Smef1WDXdsGfPDLAiUipjoJK/0xxoISsGlqwGovxKRN3vTSi3zosy32XmjwxucPiJNF7nh8jiRr8LzrN/PGW1e56rIuX3powGOnWjx6LGTnBsmGKUErEoSBuwhlfvEbC8ZYkjS/WBPLOHEX8iiGYQy9kWB5LFjqgdAjbr5mhXd92wovvT5jbqrpAsmeY+3+0N0JHLAlg7FkOIJBfuGMxsY9x5ZRYsmM4sz5Lh/48Bc2D8a8563f/hJ77uLS72zbvOH/HQC3yz/P/PK1jBb+/Afi8ei93QtPbdSiR6fVQI1TpFAO4AKEBCEkUgikkCipkTJDSZHfng2BsoTa0tSC5ZFisTvLR77a5t4n+rzoWSu86zUr3Ly3y1zWJE0jBqMG/WHAcKyJE0WSStJMkhmBsQKBRQpLFBpajZQojAmDMWcWx3z6Acnh0yHHTs+iTMTebSHX7VE859pVVDTP40c67JhpccMVsHXTMkurU9y4Q5Iay+fvjxgPJDPtlNc9b8Sn7kg4eb7DNVcGnFsZ8eTRgMu2zPKsPfPc9ViPe54UjOOQa/ds4NrLIq7d2ePIuSUOn4H797c4dLRNSwsiLWlHlkYAUrqgylp3saYZxCnEmaA/FqyOBKsJxCbF2BHPvWqVd33bKi+9MWPbhojRaJrFboNeP6I/ChkMNf2RYjBSDMeC4UgyHLu+UQfqHOBxcQE5R2ecKebPdnnfH39l8/0H5t/b7LTS//S/PveBp/Yf48O/8uN/ewH+k+/5HzDz+6guf1clJ34tXT0/E8qIdquBGscluIS0SOkCKCVBSYFUAqUUSgm0MmiVEWhBGBjCwBIFllaYMdMQ9MYBy6uzfPTOKb786IgtswPe8You1142YjTsc8Mey2VbFeMkIMsUmXGJIoFFSkOgM05csBw7L1gZGj55V4szC7PYOGC2odg+p9m9VXPFDrhh7ypGLvC+T7VZWprm+ddqbtjb5UuPCkQasHlW0m6lDJIQaSVYidIh3ZHgwpLgetviFc/pcfdDTbZvDHn+DRv4B9+xwO99tsf9B9r0RwGLKx32bG9yzbYBz7u6x3e9rMfZpSU+eVfE4iDixLmAM2dCAiWQ0iW6jLVkBhJjyVLD7FzCTdcPGI8Trr1szNteMWbztGJDJyJJGpybbzAYhgzGAYORZjhSeRWmdOAeC0ZjHJDHGePYOIDHlnFsGcWWYQyjRDCIYZhpTp9Z5eET92y8Yc/cr73wlk3Jh39lzx8vnfwvbNj1b//2AfzHfu4P6Fz/LvF9PynevnP6id/+nlc80bp+dzO3cYpbLEiZA1yQA9wipURJiVYCrfJnLQh0RqgFoTY0AkszsbRiy3QjY7YpGMSSXtzm2Ok2v/THG8CkiDTlOTcN2LM1Jk3BWIO1Jt8HdyHpIOTAyZB9hxu0G5pOKNnYEmyak2zeoNm+SbF7W8Y1u1fIxCK//rEpTpyc4flXB1x7ecYw7fH1xyNmmgFz05aZTkyr6aSQMZLuSLHUtyx2M7r9Ji+5YYUH9g3Yf1IxM9XgedfP8CNvWuQ3Pg4PHW7TH1pWepoLS1Ns3dhi8+yI3XMjfvLtA6ZaXR47BgdOSYLAopQLwsG6/1kXAF6+NeNFN6ZkSUCSRljbYhQHnF8IGY7dHW0Uq1K+DWPBaCwYxY61HYgdsMdjwygxJbBHiWUcwzARDBPoxZKVRNBNLdlgQNI/MfOW52/67d9YXEiZ/rGPDM+1bXPbP/vbA/B/+Z4PsXfnJnX/fX/w1oPHFz/wR/cvNB7ZP8sv/cNVrtllkdKipEVIg5RhrrMtShmUVCilcr0tCbTImVsxDiTj2BDFGePE0kwM48QQx5apFMaJYZxCnApGiWScRSRZg/2H2zy6HzJrcdB22jiQECpX89GJ4IZtMNWE6bZktqOYm9Fs3gC7to7ZtmmFxC7x6x+b5sjRaW65QnHFTsnenct85cmUC4vTPGePZHbK0AiHRDLCKkGaSYS1pFnMcr/BhcWAW65t8uyre9z1UIMts4JWo8MtVxt+4q2L/NrHDU+e6bDSN6z0FPPLmo0zbWanmsxOTTPVStjUTth9S0wUpAQ6RakMKVwwYXEXVZIoLs5rklSRpIo4UYyT/DmWjBPJOJaMYsk4Fi5AjQXj2DpQJ4ZxbIgLYCfF5+73hokDeC8WrCSC1dhgRgOeffky7/lHi7zmprOtfjf4QLL6xybm2o8tHH9ftvHyH/3WB/h/+uUPMd2O1JFjZ9528sT5339o/7kGnQ187r6AQEt+/kdXuG7HKlpmObANWoYoZVFKo6UlUJZAKwJtCWJJGAh3EgLBOFTEiQN6kljiNHOuSOptGaSZJcsMmcHpbUMJbiGcFNISggAiLWhEglYkabcU0y3J7LRg84aU3VsHdNorfOzumDse38DKwhQ37VLs3hZw1WUjMrHC5+9v0Q40m2YVndaIx4/AU0c1N15mGYwVz7oq4aa9lvPnMuaXQ4ajFq+/tcfXHhty6Iyi3ZRE4RQ3XmH4+R9Y5KtPDvnUVzeyuGrZvTljuauZmVJMtwM6rYB209KIDFFoiHSGVk5qyby10lpcwsoIUiNJM0GaCpJUEqeCJJGME+e8xIkgTixxDOMkI05yUOfEMU78zUmSYQKDRNBLJN0EBuMUkQ645fIlfvZHl3jD8wy9wQyD4YmGDab/UAStv5+puT87c+D3sh3X/OC3NsCb2shed/Wdx4+f/l8HDpxozLYCuokmFpK/uEcTjxVve+Uqb3tVn9mpjN6ggZIZSmdoFRAoQxgoglgTacUocEwzDiRxKIgT4U5OokhSiBPpHIS0sv3SzJBlzl3IbO6U5G5J4c4o6WRPqAVRKGlEknZTMNWyzHQMWzaM2TTbI7UrfORrkt/77BybGw1u2iXYtS3g8u2G3duW+djXLUtLDa7dqpidgk4r4cJxycXliHAPjBPBpmnJzAwcOmZZXjWcX2hw1eUNXvWcHp++s8FcB6IwRMkZbtwr+NE3XiSQF/mLu2Z56kyDLasJm2dSptuKTlPRakqakSYKIQpAa+cwSQFSeCDHXdiZgSwTpBk50CHJLHEKSZI5UkgMcfGcmNx2LFyZ3IJMBaNU0EsEq4mklxjiUcJ01OV7Xr/I21/R5zW3QLfXYTRuMIojRqvHG6oR/baMIi1E+Cc4nvnWBPjv/eHHSY35gTu//tQvHz16amq2qRimFiUEXREyEpLPP6D4+pMNzi0v8o/f2md2KqERuYyjCyQz4kQTBBlxoAljJ03ixKXSHeMIx0Q5K6UpJBlkmXMSjHEBlzG26OHMwe0A7gJXQaAdQBoRtBqGTjNlppOyaWbIxtkV7t4f84e3NzlwbIbLpwP2boWdW0N2boFrdq0ySFe5b98UTRWwaVYx04GZzpjZ6ZQw1C5xZWE4DllaTVgZWLr9lIvLIbu2dnjBtRe5/f4BB85M0YoSAhUixDR7dyi+7zULPPeai/zh7R3ue2KGxb5m81TKTCul1ZA0G4ooEESBJAhcrKIUeWzjUG5xPazGUAI9zUx+d8utxdSQZg7caQJxaqstca7MKHWkMkgFvVTQS2E4TDHpkLlmj3d/9wL/6nuHtKKA7mqLURwxjkO3JZrh6ukp3Yx+vTN3U/jUI5/8vetvfvO3HsCXlrsoKX/4/R/48/ecOnV6rhUJkqxiFSUsq0LRV21WRppf/tOAfUeWedPLBrzi5h5bNo7p9ZoMxxHjOCBKA8aBJgqdvVcAPEkkcepuu0mae9oZufVHztwSY6nA7ZKUpUujlUuYhIGlERqajZROI2V2asy2jatc6A74zU8GfP6BDSwtt7lyk2DXZsGOzSE7Nwv2bB+hwxU+dIfm6Kk2V2+RzHYk0+0MKcecmbdEWiIFWCuIE83uzavcT8bqQLG8armw1OTqnQ2+6xVd/uxLIccvRAQ6QYgAY9skqeQ5e5bZ/b2rfP6hAR/8/AYePN5mx6xgYzuj3chohIIoEISBi1W0wgXOUpQ1GRZ3kRmLc1oyB/gC5GnmJJ0DO8SZq3WJi+RRKhim0Esl/RSGsSEdxOzcuMrLb1nmzS8f8IbnGLRosbTSIE5yYMcB40QTx5pxouj2z87p5p733vict6rhcPX9zeb/mZry/yMAX1ruEgbBP/jc7Xe855HHntyslaURCmRqIU9IKCHQAoJU0BcNVmPNh77S4KuP9bjl2lW+99WuCm5uJmI4ihiOQ6IgIE4D4kSXgVKaKpJMkqaSJBOkqSTLBJkRldY2glKV2NytEeQ63+YyyBCFGc0opdMcs3GmzzAZ8qXHLR/+yjT3PTHDbBhw4w7Ltg2SLXMh2zdJdm6JuWLHMo8dH/LJr21iWmk2TQum2oKpVkJ3kPHZrzfohBYhHLCGY82bXjTmM/e6mphu33BxWbNzc4e3vLjPfft77DsU0o5SlBQO5KbFKHZa//te1eXqbRf50FdXueepGU4uN9k6JZhuWFqhoaENYQBaCZR0F3LhUhXlRyaXasZUd7g0B7ojCEgyQZLlwM6cHBmkgn6Gi3nimHZzwPe8dol3vmaV51ydsWVDwHDYptuLiJOQOMmBnWjGsSJONHEiiRPJmZP7Nzda97znyuteagb91d9ttb/5IP+mAnx5ZYXeah8p+P4vfeXO//bZz39pbmV5hSiQqBzYLtVe+NsQSEtDCnoqYBAoTq9GnL23xb2P9/mzm3q87VVDXveiERtmQuJxxDgNiJOAJAlKRyDNFGmWJ2yyCuDG5sxtqpoytw+4YFZZtDaEQUYUJjSjmE5zSMaQLz4k+eMvz/DEsWlEEnH5rGXbjGXjjGLThpCtGyXbNyXs2rrKqfke//tTbdJxk507BTMdzVQbploJIohZHbaZ6ViEEFgLSSrZEClSk9JLQnqDjOVVxZn5Jtdf0eHHvnOF9/5JxIn5Nlol+YWhSdMGo1iydS7iOVeuctMVfZ48cYYPf6XJ7Q/OcLbbpB0pOiG0A5cACxRo6dL5QtSr6wxgjbvoMiPILKSZcP55JogzlyQaZoJhBsPUkqYpJhkz1xjy+lev8I5X93jpjSnTTU2ctFleiRjnwI4TTZxqksS76+Z33CSVjAddHn/kq5uTTP63q665NV2YP/sHjUabduebNz/xmwrw4XBIZ6r95nvvf/A3brv9S1ODfpdmQ5FkONtKiBLgDuTWORcSwszQUIKBChmkmovjBn9xb5s7nhjwvC/0+Sff3eO6XatsnlFMtbRjhzQgTXUJ8qwAuCl6NJ0ksGVAiatjUdYli3RKFKYEKmZ1mDC/mvCrH2tw7OIsD+2bwZqQuaZg80bLxmnB3JRibiZgy5xk61zKjk0D5maW+fzDhgefmuGmnYLZjqTTkky1DO1mjAjGRJFGK/f3rYUskwzHmuEoITWC3tDQ61uWVgPOL07xwmv6vOD6FT70hQbNJYWWiQOk1aRZSJy4Hs+NMw2eu7fPc6/sc//Lz3JiXvKHt89wcaXF6cWIUEnagSAsZFieXyiJvJAqOCZPrSA1kBjBOINRCrGxkKWQJkg1ZvvskJt2u/Nx63UZU01Nmrbp9kLGSUiS6pyAVHmnTVJfTqrcCBCkRtBf6fHAfV+dM0b/xtXX3bw8Hg0/+c3E5DcN4AcOHmLb1q3qD//oQ1fuP3BwanW1SxRq0syxdtFGJqUr1lfSolPQUqCVJUwtUSZoKcFQCwY6YpgFLMYtbn9wmrufGtKOxvz9N3S5bC5l9/YhL7yhhxauRUwIJ1dcVtLVSlvrMTcugaSE88wtKciUJ49JHtiv+fR9HZ482SFOW3S0YlPTsqFtmW1Z54NPaTZMa+ZmBFs3pGzfNGTbpmXueGLM+z69mW0zmk1TMNVWTLUFnVZKMxpz90HFKNYEbQcqawVxKmloxc1XD7n38RlX+DTMWFkNWFiJuLAwy4+98QKnFxa595FNBBIQCQZIcwCNY0l/qJntNJiZavOCqwe8/KYB3/vKefafMnzmvgb37W9y8GibVGjGY8UgUSghEUJMBJ55TsAaUmOxxhCIjOkwpkHCC27ps2fbiJ0bE971ujHNUNFuaOKkRbfn2DpNVU44Kne0ik16m3JGQF4QlqbOtuyvdHnkobum5ufPX/naN7xNnTh+JNt9+d6/OQDfv38fWzbNhQ888MAPWpv+8srKEo0owBgQwpSa1xVLudulSoVL5mQWnUGiBEFmiTJLIxO0dM4imWaYaQZZg14v4799aBabJmzZNOL6XSPmplPe9qohuzbHJInI9bYEj7kps6QGIQUf/WqTx460EVpz4myLMxdaNJqK6Ugw07ZMNQxTDeg0BdMtxVRHMdvRzM3AxpmULXMjdmxeJbMrfPRrUwz7ba7aaZlqKTotSadp6DRSgiDm8/c2GA8kwWaQOZiSVNJuKl7/vCF3PmzojyX9YcbqQLPS05xfbHHdng5ve+kqDz3Z4sRSByUNkOR6OSDJFOPEJWb6I023H9Jptmg3x1y3c8Tzrxlx6mKX4+dW0EHGo0c1f/aVFkK5wjUm5w9aAxiwliTO2L0l5R2vGrJxKuOa3ZYtc5ClAeO4Q5oGLPcC0kSRZNUdNEncc5wqFxOleWyUilqc5IwA4ZyuVGCsZn5+ibnN6S8/9uhDg+3bd//ewf374quvve5vBsDPnDnN4uL81adPn/7NRx5+UIZaYqSLyF2a3ZJK69WWkINboPOgJsiKhIwgMpZGZkkzQWwscSaIjWCUBcQmIDEw35/iK48ZLBmfuM+NbMCafCuyeLlFJoqKRIlUijTRSKMJtKQTwZ5NlnZgaEWGVgStSNBuSjpNJ4emO5LZKZibTtk0O2b7ph4Zy/zqnze46/HN7J2D2VbO3i1Jp5nSasa0W0OazRaRcsdACBfsGgNJEjAaCobjjN5Y0R8ZekPjWubaIacvTPOS68f8xNsv8Ct/pjm5EiGEwdoEk1mSNCBOJKOxK2PtDDXtRkir2aAVtWhECZ1mzHOuigmDhFuvSnnXqwdoleZJIIMQti7Kc0lnjKvkjAIFhIzGmsVl7ep2siLmybdUljFQkkqyVDowZ1XQnxaATmUZvKa5D5+Vz5YHHnhAJqn8zdXVwdfG49ET3wxs/j8G+Bdv+wRTLdU8fuLwWw8dPCwakXatVJlxNSWZzZsTqpS8S8ODTiFVlF8wyCAtIvpMkBpbRvaZESTFeyOIjSS1ksxoEhOR5baX/yizlAK0EE7vK2g0LQ1taaiMKIBIQyO0NCNBM5S0mpJWQzuAtwUzHcOGqZS5mTGbN/TZvnmR933a8MHbt3DZjGJjxzDVVnRainYLWs2MTjPh3KLhyLmIRuguaCgq/QSjWLNnq2HrxhGro5DhyOYsLlnpaTrNBp3WDO969UWOnjvPb39yB1pqLIbMZKTGkqTOmRjGrihq0JC0RppmFNCMMro9F2OEgcsnBEGGlq5RQkqXzi8Cf1e64gqVHcgFXZNXWRoX12SZxBgH6OK9A2oR4Fevi2xpmk1saXFuRenWZDnQxwk89PCjYs8Vvbfu3n35kT/7sz8fvu1t3/XMArzRCMLl5fmfXlm68NPWjGUjcomWVEqktGQy91dzgGfSWXM6/0yb/EvmnrWzq9x/kxVZN+PKP8s0e14p57xcUQZKvuaGXBblQa2WBi3Ja1ogUIJAW+cba0EjkjRCSTNSNBuKTlPSaVmm2xkznZQNU2M2zg7YtWWR+w6O+dBXtzPbiNjSMUy1hAN3U9JuGNqNlE5rzH0H4NH9La7cZHPdW6XNh2PFrddYrto15P4nZhiMLcNRRn+oc5AHtBpNmo0ZvudlSzx68CL37tsKVmFM5sphU0ua2LKeZDjWtEaWZkPRCA1RGBCFGZE2aJ0RaFdi7Gp8ctIRFoRFUOm5Kjh3JcSmcKRMYb96VmwBbOMAXL7P3LnywZ3ld+jifBfgTstSChiOBvLMmfP/MYpaYafT/gUgfsYAPhwNZDwa/eznP/Ohf7G0eD4MtK70dibIhCAr5EmWg11ZTA5upSyZcWB3B85i8gOTldlHHDvnIDd5Jq5IVlhr8TLvtTuu9LR/UXarlXAAL4u2XPYvChWNSNGMBK2moNO0TLUyptspM50xc9NDtm9a5t4DQ37297dw8vQMV2w0zLRgqqloNxXtBrQbGc1GQhiM6I4sSioC5YLr4uFOvCRJQ6aaCYPUMMjrrAejjN5A0m0qWr2IRtTh8q0JP/+DXf7TByRf37cFi8JYQ5YZ0iwlTg1x4mYyDiNJc6xohJIotEShItKGIHB+v1Z5EZvK76iiyk3U6CFP7ducRGxey5LlgM9M9eyISebPIge89zotvrMHbOPu2u6/yQktMxgDp06dCZut9r/5oW9/VzAcDv59s9n6a6fz/9oAHwxWMVnyC088etc/W7h4qhEGksxapBCkOagy6eSEkoJUFVmzisWLL2a0Lb+wMbZMI5vSowVrrJM+eQmovzEB8Fx254EluWsjnCxS5Gl5QaAlUegGADUiN5KhGVnaDUOnlTHVSpjuxGyYGrJ90wr37h/wn35vIwdObmD3BuewdJqSdks69m5aWo2MViMhyWL+6AsdpFIE0uZ5AErAuNt4wPe9dpnbHozpxRGDHOD9oaLXV3QjTSOMiIIprrks5T//0CL/4fcE9zyxBWMlmXFp9SR1hWbj2DBuuHLXKBI0AkEUusxmqG2ZsdXKIJUL9qVwsVEJ8CrlCeQkgsslOLclD+QLAOdTB7KsADw5u1PecbP1gF0C3OHAlHdtA0Jy5OiJxhe+dMc/f/1rXy263dWfmZ7+6yWB/toAv3juKNbaFxw/+nBTMCbQEmVsBe5MkElQxgFdZgIjBZn1gJ5ZjMotqixn97JWomq/ckAXro6iAHVx4Cf2qwB4UYNRZPIK9ta6qDuRBIF09RuhoBG5mSetKKPddOCeasfMTA3ZNNPlvv0DfvZ3N/DkiY3snBXMtT1p0tC0G65+pdlIaUYxQTDmzOIsgRIoaXJbrgoys0ySpopts5Y0TVhNGnmnjGE4yuiNJM2BohEGhEGDQE9z7c6U//wP5vm3vwP3PrWZzEgH8MySpFnO5IZxZGjEklGoSgkWBBBoJ9FcnYrLQcjCG8+f18G4kyvkSSFEmRwyeXKoyBaXd9zidVYRVVoSWCE3PRzUAO7O8Wgw5mt3P9i8/PLLXyD/H6w48dcC+JMPfx5B3HrswdvDLF4hCsiBK5C5tJASZAbK5EBXVRWbkcJ9Ie2xti7A7MsQWwLdFnKkeH2JfZOiKqJytqQowa2kzBslCnkCjQCi0NBsWJqR08+tZsJUK2amPWTjbJcHD434D++f5fETm9g+o9jUNkw3BZ2GpNVQtJqCZsNdHC7VH3PvPkF/FNJQ5BeZ0+BFE0JmBEmqaTcUL7yhx31PTjFInEwZjjMGQ0UvUkShIgzCXD/PcN1lhl/8kYv81G/BPfs2kxhJYkzeLF31YI5DSRQax95BVUevVbGRyxTPws2zvOuBvEgK2QLgOeCz0nmhfuctpGUuQWpALssDCmC7xpPy88z99xfnl/ngh/4ifOvfeUPrQ3/2mcE73/bt/+cBvjh/gtm5HTOP3Pfx/23M8GVKpggtUdYxtSlvUZasALJfg62Kg5Bf5Uqsz9oeoE0J7KopmFx7lydDuIIi18cpyiIjVQIcVF4xGGgIAwgDQyPMC6yijGYuLzrNMdOdIbOdVR45POY/vH+WR49vZuuMZlPLMN2EdkPQbipaTUWrZO+MRpTSaY2449GQlW6D2dkqTV4AxuTaNMkUm+cUr352nzseMK6LJjYeyCWNQNIINIEO0bqJlIbrLrO850cu8lO/ZbnnwGYSo0nyCkBX9uqYPEpkWV0YaonWeRGWFChdHBvK/SsuwkKqiKIqjSohNLkZ79kY77m881ZArraKxctaGOvirwILmYE0zVjtDV928NCx3/mhH3jbjx88dHzl6qsu/z8L8NWVcwx6Cz+1snD8nfFwgTAIShAr44JFJW0OYOvptPwLmELHVVe6m9BUyBBK9q4FkpPMnSO9yMj5jcrSq/FWqqoY1ApXn6EtQeAaixuhoRFmNBsprUZCuzGm0xqxYbrLQwfH/PRvbeSRo1vYPBOwuZUx3bI5uHP2bkiakWP/RpTSimJSM6YXRwglCQoGLzV4rllNnvhIAtrhyJULxA1mC5CPMgahY/AolARaE+hiAVrLjZdb3vvjF/jX/8twz/4tJEYzzgRxZnIWFzQSQxRYwsC19ek87tDKlQgrKfPjk7cMSuHdAd1RLS9MP9aZAHdJQh4xFeCu7soTZcsF8a0htwLw7lidOb/AvgPH3nn3vQ8fiePkr9zM+VcCeHfpFFOzO3bff8fv3DTsnSUMJViLkdZJEeskiTGidrtyV6fAyALM/pcReUEUtQCyAPtkPYn175kFa/tBZZkxdR06Kg+mtM47g/IipKJ6sBFkuW5OaDbGzE4NmG73uHdfys+8byMPH93CpmnNpmbGdMPSycHdbDg7sQB3M8pohClT7Zh9xy1ffahNKCWBMnkQV3kUReCcZIrUaF7xnIQrr+hz5GSTTS3y7nTXuT4Y5SysFVoHZR5BCMsNu+EXf3SBf/tbhq89uYlR0mScSeLU0spruKMAB3Jd3L1M2dsqVVbe4ZQUHsCFB3LW6JUK5LYOcO9OWwG8AD+lvWt9YHv16T7Is/wCAs2R4+f40lcfuOnf/9SP7j589PSJK6/Y+c0HeH/1DGE0c/m5k/f8d5suvFmKHlGgsTbLvdJCdnjeaelbC4yyOZht+TPj3doqO8qL3H2XZI1bkjP3JLiFRSovWyrz+Sk5c4faEASGKDBEYUojTGlEMa3GmA3TA5Z7A+58An7xj7fy2OGNbMzBPdO0dJqCdkOUXrlzXoxj79ABvBmNibOM0bBBQ7mLTArv1k+hWUUeaGqn5fWYcWwZJsIDuCEMM8JAEwQSrRRKBiXAEfCsPYJf/PFl/tufpNyzf46z3SlGbclMZumklkY+cSAKbO79F06KLdm7kCoFwMv9zXfax3mpEPOTYstz5YF9gsn9+nMfyHWgT0gcz1BYXBlw+tzSmz9z2z3Zy1707H9+9PjZ41dcvv2bC/Dh6lGSYev5/aUn3jrq7aMZRRiblr1+FaiFJ0FkBeiyL5DqgiicESMmtPZagBeH2FeFxUlw4x4K9rZlN341HMiVxQbaEJblsQ7cUZiDe0Of+eUh7/mjFp/8+iYW+rNsmpZsauTgbjjd3coDy2YkaUU2Z3CnvRtRDMR8+ZGQ5SRkLqJWj42o36GyzDU/TEWaV90y4N4DMb0kYrrsWDeEY1erHmoHcK0sSgYI6RI0WLj2Msmv/JNVPnPvkF/43S2cXphlOKOZCQWd1NBKIUrc6OVQuYFGQRFoSlEGwcWzH6j7F6YQZa9IeX4oz1OdzSmrFG1Nr/ssXXxWu6P7z+V/o/j6w4fZtGXrW1vtzh/1+oPj31QGz5IeUrevWjz75X86XHmYZgTGZmVWywFUTAA4DzCLJIGlDnTf9jMTNtQka/uyJD/QBbMU6ebCBVAFwJVFSwdsrRy4A50RBhlhkNIIE6IwodMcovWAOx7N+J3PTvHpuzYTmyk2Twk2NpwscRZg4ZOrfBM5c/vsnaD1mLufmmEQa7a1iv2ZZPDibucq7BqB4gXXDUmNA/gwEa5rPfe2R2PjgkMtchbPx2vkyXWLYOOM4J2v7NOJzvK7nx1y51NznE+aDBqSqdTS1taBXOdxiLJ5XGJzkBfHUFS149ItJ1Ac68kVBUupUrA5FWiZICwfsNaXI7Z+J6/AX1mQTq5ovnjXk9z8rKv/6Tu+8yUPd3uDQ9N/ibmH3xDgo95RFk9/Ch3ObB+t7H85ZoEobJCZNAe3yZnaZ3JqzF4EVuX7Qnf7Wju3n/xAsky9V7SdA9xOSJMiK+ePdjN5zXcObuVqMaIgIQwTGkFMqzUiDAf88e2aX/qDzRyZ30AQNdjaEWyIMqYiSzuCdt5h34xctrORJ4Rc/UqW3wmcPFlYzejHIaFShNKWASbeVynKC4rajTgNaAYjts4MWRl0GCYiH7fmYoUgyHKbT+V2p3IArwWurvLxzS/tc+v18/ziH4744Oc3sZS2GUQB7UAypV0NTqQhVJTNELpI+pRzaESZBS4SQDVNXhMrdaCvdwcug9EJUK9xX3wStF4G2woyFKcudPnK1/e/fDjOtl9c6B56fP9Jbrp21/9DBrcZs9tec/lg5dH3jXuPEgZgTIo0EmVNDuRijrassXS9loEc2KIMGmuBJNVrrFjX5xbYik1kMYjTA7i0KOkmz1bMneUgTwm1kyRROCYKhhy/kPLbn2nz8a/NcfTCLFOtgA0NmI0yOpHNU+8FuGUOblkmhRq59o5Cd+FMtcd87G7NoRNNGvkErrJdjArl1rvYs0ySpJprd8N33Nrjdz43R7+lmUrc7JEozuMGZdBaOvdD4YE88M6Vuyvs2ij5mb834KY9p/mtT2/g6PlpltImg0DTVoJWDvRQWnfh5C5TefcT1eAlIVyZr5DCA7hd65MXILdV36e7mNexFSclSImH3GjIWbvMklqXETdovvT1A7z0+de973v/zovfML/Y+4ZS5WkBbrIYIQOGS1/bmfQf2ivtPGEQ5tZP1TljjCmBXJRb1t6XyYD6e1uyd87W67E35MVABXtXwHbPfqWiyV2Tgr0zAp26zh2dEkVjQj2ml8X85kdCfvczWzmzOINRTTZMKzaElunQ0MqZu1Wm72Vep5JLk9w7L8EduuzlOIk5dDqiH0fMRrmLUySdCgYssrDWq0lJNFNtzZ6dMSoa0Ys7DENBM3Fj0cJcXgW5RNGF6yHUJYJXxabpAT/25gFvfcV5fvczq/z2R+dYGLYZ6gYNrWhpQVNZotQ6NpdOqmhZlTcUWc5JJod15Mqkw8KlmFzU2ds+DXvnHUYFwFMURy+s8tm7D+wNms2db3/dLcdH44RGFHCpx9MDPDmFVNOblJIfyfp3BlHk2NtJE5lbgtJjbpmzdB3w7svICXD79l/O2Jdg7rKQMz/QUFhlPnvnVXIqcwDXbuxEGCQ0wpgwiOmOYu5+TPLHt0/x0a/NMco6hGHIXCiYCQ3t0NKKLK2wAncjkkSRJMqliUsM5c5EDvAwcJnPY+csdz7YIk4CorZdE2CWx7XU4O74xYkiCDSvvrXHh77Y58DpNsOGG80wDixhCkFiCGKDUtL51tINJC2H+1CBJzOS1EhakWbLzJB//T0Drts15oO3d3hg3zTzwzYjFRIEmoYWNCVExYClwl6VNh96igfyes3KZHGWz+glafkApy5NrMfgFbAr7Z3m72MDiRUkFlKp+dPbHw2++/XP+cjZiyvPnl/uzf+1GVwFG2Q2fOT5ZvVj05FeJTMBmVUoozxpkgPcCmzB3Plr68sT6tIEj8FLCHsMXiv8cT06jsnLlLIpyz2LUW9aZQ7gKivliNYJ3X7CXU8Ifv9zU9z+0DRL3Q6y2aDTVMwElqnQ0AosrdDSDMlZ2zF3M5I0QkUjFDRC8go9k4PbEAVOfys95uBpONNtuMRKrm/riZOqfsY5DA7kqZHEsWbLlOCqy4Y8fjJlkASM8xnfYYwDn8pyiVIkamCyTqNyq3L5k7n68He8esjrnrfMlx7u8YHPT/HAvikWey26MqQfakIlCKUgkrgeTulWqVOiukiVyMt+Jxh8omfi0kxuRAVyPBfFVlIky1k7tcXmgJ3liSRsxng04Nf+4LPT//jvvub5r3r+tZ/jaYYHPS3AbXI0kiL5X8o80Q7DcV4MozBG5aztNhfxygrUuUypMXYB8MIxKUDuHYw1K6rUpImtFeg7WWJyzW3cNCyZERZuhkyY76Xc8aDms3d1+OSd01xcbSMaDYJOwJSG6cB18jQDctkBzVDkm8xLTnPdHQqigr0LgOuUMExphDHWJnz5oYgT55ps3CAIpMl1rKgafT0UlOWnuaQYjgN2bxG8+pYBH/96TD8JGCaCRuD6VcN8slR1l1KlX42QNZniNlk1KhjntzejMe945ZBvu3WRT3ytx2fuanHHYx0udlsMRcgw1OhAoYUgkIJASgJhc6llUQhPGtbtw3rYOQFwD8yWSqJkE6ydkjc+54mwzIKlcB4yMCmYFGNiHn/8QNukL/9fTxw6dR0w/GsBXMi7gC5Bcx6tA7IkI800aVqs+y49INdflwXzxgO3XQtu9zxhkzARUHrAFsLkdqBBFLMMdUaoExqNhNE448AZOH5W8eEvTPO5B6a4uNyGoIGeCmgpSSewdLShGViaATQCB+5G4GYSujJT6W0i/7nNQW5KkIeBa087ctbw+LEIgiC/zVsvRV+zIOrsleU105kb53zjnjHX7+yz/0yLYUPQSgVRYhkrcmvP5OxduCmFBVlpldJnL21clU8fCBjFAc3mmB94/Zg3vXCF2x7s86dfbHH8bIP9Z1rEKxFppBlpjVRuqq8CdP5cMHkpXSbO1boAt/nYuFKmVEyeFUAv7j55RrTsETUGSB3As9R1SCQpK6f6fOpLjzI9+/RltJcE+OFjx8S+4/1/+uU7fmljFk/zvKsTbr0mIdAZUSvBxIokkWRGlUtpFxrc2orJHahlDeCFPPEPhJ8PdliwnuZzSQ0nSUy+hElGFLlJqmmWcX4RvvAVzZHTTb56X5Mzy02OnG1DFKFamoZWtLWlrY1zEQJLpN3g+CggB3GxyXxTOcDJNXcO7iAjChx7uwsr5tg87DveIpB1e7CUKFT14JWbkDspeRtYmgZcv3vIVZsHPHE0ZZAGdBLBWEOYupmAygO4lAIhZY3JwQ/aPBmUybKPMskCxkHIVDPm+1475qU3rXJmeZUv3x9y9FTEbQ+1OLvYIBsGGKlJQoWQ0t0p8q58SZ7xhEq2eKexMgsmWLz8rErrV/aLB2qbAZl7jl29rdApUmY878Yxz7t6zO4dd2384Xf95D99zz85/N729JXrhm+XBPivfOA20iR958f/Ytjux3Ps2ZFy456Ylz93xPV7UrZvMFx5eUJkBVksMTimKINNj8UrcBfMLbz7WT2wLMBcZ25PiqiMIMpIMsvRU4LHjyq+cF+LJ46FPHWsyeo4YhxHEISoqYBICVoKWtrQ9HzgSBd1GkXZrKsLj3JZEoaKMJT5BWAr7R1k+dB9p/MbYYI1MReWJGMbobUklBbt2WwTBF6CPLP1fsc4DRBoNm2IkWpEPwkYaOGcjqQqGNPK1DKQUpTwgmLYEVVMVLSWFYORgkyV4ycG45CtszG7tiQ854oxw3jI3z/W5YnjIV+4t8HjxxocPdkgSRVECisVCEkmvWxQ8bfXzQT53FUEWUVjuAfq4nUBbmMgMWgy9u5J2LEh5do9Ma947pgbr0jYsz3FmEG7LT75ThHr9/6VGPw9v/05Liwsq9vvvk/M9wISq3n0sOXxw01uu6/NdJCya2fKjdfGvPbWMa+6OQbrvOZm2+bLawswgjRxYC+AXcmStQejcEiEdHUjCNe4nMSWwcgx+vHTkj+5PWKQKB55qsHhUxEL/ZBxFoIOQQWoKUUoBU0FLWVpKNw4M5UXHinH2mEgXNLDB3cgCXNZEoUQheSuiUuZB9oQBmmeEU1oNmIuLmd84Z4O3V7E7LRAS1OWDBQ4mHzY8nwWWlwyHis2zile98IRtz0w5GS3zTCQTqZoCFJLkBSede6xy8zZhfizTmT5N4zV3t9wQA8zRaYVaZCPfUgCZ6UGCe0w4aU3przgujFvefmIg6ckj+4LGMaKD36hxbHzAQjJYKjJYlWUb2J1AfAJy6gAeC0tbYqoE5FZhLFOaxtLs+0ScsIaXnXLmNfeOuKGaxJ270yZDmDjlEXkzebWAuMnhAlfrobzH0qbm975l2fwzXOzvzkY8KxEN/KBHgZjDfMDw3yWcWzJcs8TGR/5QsqmDSnWWG65OuYdrxnlXdKWTdOGm2+MaTfyC9W6hMdaxe2OQjGcpzsQPPqYZnFV0mxI7tsX8KmvNRglilGiOHc+xAhNYgOMCEBrRKTRUhIqQUNaGjmwI2WJlHU14Dr3fHXF3GHRl1mCW+U9mqJk7zAwhGFRoJWV7B2GCUrFfOVhxce/3kGF2tltNf19aQYvvPAsKxwPxWgU8KYXDfnk3at88MvT9NMG7VyHB4UOT4qkjC27hYSQJcDcn5Ke1vcAbvKud+2YPNCKVGt0mjmgqwyl3CD92UbKi65JeeE1CVaMedsrB4wSN87tL74Wcf++kGYkWFhVPPpEyOpA5ipJrHuGqySAkybthuHmm2M2zmSu8SWzvOM1I26+KsEa2DRr2DADGnenMJliPCpiPVfnhEqeFTbmfhP4sb8Ug19Y7LF5Q3vqp3/1E9eMU6VQFcDd2noGAoMxhrHJuNA1XFhxV+XBk4ZPfcVRk80M07OG5z8rptN0NcETlVNrAE7uOqz0FQ88HrLaVUgtGRvJ2GrHTEK79iCpQWqklARSODBLSyQNoXRACBWEqprR50AuqoYH7RoBisZjH9yO4fOy2qBg8MzbUiKdYG3MmYWQeNwgmpaEedpb5VV5tSymKM+vF6NQMmtmFHESMNtRXLYxJhQjhmnEMBU0tRuCWdSQFAktJf3yVln+Lfc3CqvWVNlTY/KGlEoapWmW5w1Uvv5RSpJmqMTlErTKkDJl50aT3zEM1+0aEdshUhu6XcEDj2tWBhJVKpZ6UO2TOdZ1bbUblhc8K2F61mBTJ1+bCpQrn3N3n9Sdf1OO45Pe97LYVCgRj66Z2v4DU1n6xlWlZ54e4CfPLHD+4vJ7H3ni+CsXekNUEOaabiIQkJ59k992UmvpFlStLKsrlnNfqVn/6wOb+u3NCoEpllwgrzkVqgpypMytrALUedpZki/cWvjG3rPOO+kV+dJ7lOB2bV2KMAd3qClLTB2D5yyuDWGeHQ2ChChKOLVg+MPb2qBDAimqALOUJ2INg/vuQjEk1IHNDdaJk4B3vW7IJ+4Y8tSFDv0soJW6RWldFaCtOnFUkROogr3yWJanTHoFXsVmyloYrRVB5ualBDnQlaySZq5uPH8tTD44KEMLi7AZG1uGb3+JAZHlMhMQxfoZdu35LiEhsEZjkvy8Wydpk/Li9+M4WfussKKNGWNWD70ymjn2XmvTf/QNGfy3PvgFlBThyRPnmNIWI53hXvzRcqiln3MudZWtgof8Z1ngA9tOfF/vzAsBVLfZIngRUpYtaEpAIFxaORKuWjDIJ9QWQzx1znBlIZHGm4PiQB7qqqu+ArgsZUsU2rKlLQyNNzgnJcjZO9QJUsacOC+YX20gtCaS1ORJmZ73+hzrvrCoAy93OuI0YG5qzO6tQ/afHzPMNKMMosyNtwvSXIenlM5SdRhVrVOhcKlMfkvPjP/33IAmnRkyJVG6WL5c5cVqxZAgk98tcms2B7ko/jZmwsq1JdAL06C6uMtiZ/dsC3BTgrzMm+QWc2k7m+pnJnfrMmNJ++cwpz8ZrpfvWQPwJw+cRAjBaDiiqR2QDVWWKbOQUbwW5clyzzbf6Vo+6+mliRDutlrcyksLqvBcc1AL50xoacsaj+J1+VlO9lUpKGWDbaiEA3sN3NI9hwXQi+CTcnnCMG+SKCRKoJ0+DcOElITP3N3kwnyTYFoR+jUcvoPChCKtFR+JiSBQMRq7CbZvfHGfux8bsZo2GGhNMzXEeTpdeSvRFQVnbg5k8ZeKQLMqZCpqq4017jwq9ze1EaRKoDOZr2Lnyh4KoFfJNFMm2KQ0XuLN1JJwgqoho/TILiHJ60DPL/rCbbvEVpV7SGeTZ2OMPbouvGoAf98Hb2eq03jJH370a7eesRmRcnthSqM+73gvTHvfsC93rshcXlqUFN+38IZl/uwnEhSgRdHP6FLGxVTaQuMW45fdsyhHIfjALuegKFw/4noALwLOQnfrQpbYXG/Xa8nDICEMYs53DQ8dboIO0bk80V6BUpHtExMId4kvr3667EuVpSeeJAG3XDlmbmZId7nFIFW0lFswIFCgMje4VCU+wHEgL/9Qcbf1an+MrWqHlCEzgsAIMiXJlCFTgjQHeeoVrxXlELIAeQHqPNgVwiJxrF4mfspM9NpEUI3/yjKNqnQaH0t+krBcraNgefcvqKh16+z2b3vJxZOvvWvzrjetD/DxOAFrv12Q3WySmCjU3pIXtsxIlY0KFM9FaWRxFdb2f22QsQbgVc1Gxd5r6yD8wfnFfHElqlJP11xcdKo4WaLK7pUK2EXzrWPvXHNrSr1dWIKOsStwB2V1YoIg4dNfi7j7iQ4y0oRSuPnbZQWhP5+l+N6T2cxC9omyticziswohqOAF94w5Dte2uO3P90hziL6maSRWcYp+Z3Lr/ozuZwzExfUpZgcjJZ5Z7sowZ0piVLGMbqU+WgJ45UiVzVAwqvkXMvgVDLFlyii+PZiDfv5xVmVXKnXMVl/7nsxecsk6Iybs2T47cYkd63L4IeOnmZ2pvO6D3z4C3/v4oV5WpGbLWjBu2KoWpMK9qntmDdGbRLVnjdYr2GwNaYT5KCmXq6pvFtxCXBVMDk5g1O2YdVYPO+GCVQd3G6cwgRz5z2bYd7eFuii4SD1toSYhD/98hSZjVBl9tIPMKu+xsLZqGnw/I5oyw4oiSln+ymyTCMIeMerBvzRZ8asmIRh1mCYCYKUksWltMhUlEVnzi6c1KKSypoU+OWpmc5nk6gc5No1kOtMkimLylwFo8sey9ogVV+mVM+4RJ2XhfbryJ/uUSUAK+mLf/exE6+LnxlBr7tINN3/e1t3v+Gr/e7p29rTO+sAj+OE4XB8Zb832Dvo92hG4UQdb3VLLZi8KqYpvE2PnSZ23mdu/3ZVMZytMZ7/XLC1rzmrMczVbA+lRKXF84q72rCbHNhaicpJKe1A13HvGpNtztxVgKk99o6CmIcOSw6dbWBVgJKSUBonqfw6DU+AT7ooxVbrgLJV0ifLFEkasHd7wvVX9Pn6wSaJChmmgoZ046Z1KpycyxcWkGmuw5Eu8JsAz2Sjid8iVrkrrt7FgTtvZ1PWA3dRC+RGY5csXsijAtiF/i5fUyueWwvuigmrTi6xVmKxHtg16XhIZzTca7LxlcYkt61h8PmFZYbDEfF4SCNwgZrfcVPWEBQbRUBZrzuoXY0Tu16CfbISzdOrfnJEiQr00pMmTgYI1z0vKnC7IFOU3eK6BLesAdwf/uO67SmBXWYrS+bOCLVL7LiuoARLwp99ucXiYhMRaee7+xfhZA3KxJ3M194+q9a8aaNIEs3GDZK3v7rHQ4enGGcNBiqkmTktXpSzKkkO7uJeYXJPPHe3chZnAiwmn/foT6VymxvDV466NpZqGq2saXGRf28HalnW6NdBXhXN+YznVSPVGlxKHQ61fS5+z0wwubGQJprxaMygv0iWjsp/qwT4H3zwEyglubiwQquhgHrrvl3jmHgna+LuYy8B7Bq4J4qQqtoT1oCkaIJVtaE+1czBEuAlixdyRaJ0HeChzgcABcXSgXmGU1uCMhVv8tdZbdPKde48dQI+cnuHsQxRUuXZy/pMlskM5uRx8EmhrsNzLZ4p0kwTZZq3v3bE739uwGNHmyQqYCAlYWZy90ggM1sOGnWBnyjLHtzD5H+rvm6Rz+SZAV1aiG7ir8pLAlRmq2GdZQ2+KC/oVPg63GPwsjnC1u7SdTysBXhFlh7mShks1nyHIkA/e+Yw8wsLWFtJNA1w4uQZdl22vfVz7/mfey5cXCRQ1ZDIyrOttHdpZ/sdOBMWt19ns6Y4vhaAVC5KLSirAV2UwJkchyw9xi6CzGJqk9bFIq+59lYT4C7S90HRmGzczJCyRazo6UzzLUEFMYfOaHpxCErn8sROlMdOXLyTLopPGpNeeN6NUyV+NO1AcM2OEY8dislMxNCENDJXs61zDa6EW8hV5At9iRLYRUOEKc+A9burDOhywoH7rBiYqg15B5FFmmpCQMHmWcHWpUTxQC4tsgD0BJNPgnvyUWCreu07LXj7XvX9pq6Jk/b03J4Xv+bHWitLPzSY2bDdAfzkqXMsLq28duuWuZ8ajUfoAuDClyTec3mFVaLbd0zWsHYB6vVYnPWBXfQxTrKiqg3VLEBOWUKqlUB6ssRfxThQ5F64A7cDcDUUKPDlic/eKu/rDGOWeob/8ecdFocNRBQ4eSKrzGIxesEH+aUefqeLNYVsKBjcOSppqplqad79XT2+9NAUi+OQWGqGUhLmPZTVyIcccEXFT66LizJai8nBbbwS5qptTOfjHIogvQC7kiJncCeJsoKt879ddFmVvZu11945n9DgYh1NXiPJNbLFY/DiuNkqSE+zMa323E9dOHvgriQefqJk8AcfeYooCjl0+CRpmhKGIca4NPAkwGtMbdfu1HoPUf5fndWKzysXRVQA97KBRRraH0xTAls6QJcTmjxQaynRuSTRJcALzW3KoDLQpgR3oIv6izp7ByohDGM+/OWAJ480QQZIKYmK0lhRneRyjfj8y16ymtBj87Iv0ZMpqXEtZ2kacOPeAW9+6Sq//7kGRkcMZUgkRZn0UVKQFC4Ga5lc+Ew+EayVUkWBsu6uYKxw4C6mhBnISvYuXBvIvPniMm9pq0Za2InzXd21a0mgSxFA+ULUlIPvrvh6PMtSlhZPIaUmTceUAA/DgCgMCQJVaV/p/SM+S5cAt2sz708LbFF9OaxXpF+XKPUZgwXgfd39jQAuK4Arr4Za53UpAaUUCVTllgTecKBKczv2DrSbWrXcNfzFVzosdCNo5O6J8IKxS0gUhKgzlZfgXWPblTUWEpMVbopmdkrxna8c8Mm7Ryz2I2KlGWYytydF7t6IUiJIWQ/iyNm7+MiUbF7ZwLpwVlT+Op8WbCRkivK4+yAXUnh2bnG+JrV4AXZR3cmL93yDuxwVDgt9sC6b5xerlAqpA1QuyfQTTx5k08bZy79y5/0/cebMecJAo6QHZlupuPqkqfrhE2t2akKa+I7COkMz/dEKJajzC00Jyrl5ZUe5N/vb73Bxw92pg7tY2aBgbuUx9xoGL8ZNVCMntHKZy2PHBQdPNDBECKnL5tyqetAPjsVEp0t1vOzEsSwsvCplXzkqxrhgE6u5dnfM3m0jFvc3sVnoWDxzMkV7Lo4PqCrQzQV3UUYL7n1ZwJTfSaQorUM/tlH5zHeTr9xRJrRkRUaVLBE1uVLlA4oLfgLclwjEfSxVmPPm51CB271WrCxfYMv2635iz9UvfuTiucPHdWYMw3G81Vr7usWlJRqNCDzPuzoJE+zzjZjbfz/hJhSsVkvw+CCXEzrc61zxgV0+K/JRwL4P7m/5ktbKB7cH8ny9+iAvDS3YW+XvtU5QKuEzX+9waKEJYSVPgjKbOHHBsnZcxJqTV7JnPSVt/NXNijLaWHPFxpg3vnDA/U+1wASkmdPiQZYP+czqUqkAW1WBX9iGMk/YrZ1TY2T+WuZ3FVlsIl+WxpbjljPlikrLO0cZf1jvIrcTdzRbIzh82fINHjViXePiCUCz2l0mzczrkni8Ncuy47o4ygJbXq3+baAOaLs2S3kpkHuXpm8FrrEHvS87GaD5gBaiDuySzZXwmnA9cOfzCatlO1gLbF0NCCpHvGmTgzx18kQlNFsxXz+g+MRX2gxHIbQ0WgoCUZcmk/vvB9HrnrAS5J5MsRMJnxzkSaqZ7mje8ooRn7t7wH0HQmw7YJhFhILyQlPl3/fT5QW4K5D74Z0LPvMLTDk2z6TT48Zj7SKoN4VdaIS3MoTwAl1HUuU59l9Tgd7BwZMtf4lozk4QrE/CQjgnquz5BHSaJSRpgrFZGVCsAXb5eu2Zcv/wpUG+rnOyRqLUJ5qWWcxCiogK1FJ5qzcokc8Br8Bdgbwom7VoXY1Q1vkiTFrVgR6UbO02pVyAGYYxSZzxuXtaPHWyBUGAkCoHVV4v4wWXQtZZXKxzLPBZO6/1sV4msyhLLrR4YRfGsea6XSmvf3GfR483GachmQwYGkWYMbEvhRfOBIOLiqi8fUEVF5vBKIEq9K0UWAXSVnq8vKNKkMabZWg8iSIrkhLG1kiNieeKCyfuNsUu1+rK14LcB7pbi9OQJSlpkqI//onPorViZWWVZhQgZT1iBW/ZkAn2WQ/XFdhFBejJLzTJ3D5re2xdsXi1AkElTTyrsGTsAuDV5NRSouTM7Rjblkyty+fqdZAHl1olRGHMEycEt93dYjAMoR0gRVE56BV/rZfF9L5ncUxK5i7TmoL66OGJhI9XgBUnAZ1OzOtfNOaTd4x49GgEOmRkJGGuxZUBlRWuRr4PGXmyRbi6Zx8wqnJytKKSLtKxeXFXKYJ8Yx3YpakSbcJUq7WV59L4waZ/V3Z/f9IqdofH0+ZrWFOswaHfvF7NQgw4uP8RTp44gjEZenFxASEESZISaPfX1gSTfykfsHppawGldxu6hDQpmVv6ult4tz1RaXBVjfgtwC294ZGunSt/rf354BPgzregmEKbF/hrlbpNJwRBQmozPn1XkzufaEJDg3QNzYFXwlsrjfU3/806j3rpQ87oeWdg4agUY/IKoI9HAS+/ccAbXzLgyRMN0jTACsVQaIKMcp9EVrF4tQvrM7lfz69U7pxJx+buvUAaUerw0u8vGL242+YMXmPvWlximexwqjBSafMalr4B9PxEkEuYSVZ7fYbDMdZadBgopJSAIY69KNX/J/4KRvfkVVlnbrEW4F5bl/SffWDXpIqfpve2fMWCCujepqtFUAtABx6oC+fEOSbuWamEMEh45LjkI1/uACHIACFU2UWk8oVUJwvEiu9THRMxAbDqsNZ0uPE0uBVu2ReVj34o14nXWKt5x6uGfOGeEQ8ccZMEEqMYZCIv+MpBl+WsXYhLny1Ly806FveBjqvNJwe9kfl6PkVQXGhvmbO5cM/lHdd4Tk4BdupMXstsltp8Xc78xgD3yCIzDlTWKqw1aK2LiNjd/oti/OofePo/JSbeCCYCh5K1q8+kmPiy5eucpQuAy4rNq4mn1EGet6ZVi03ZHOzFAPwK3DXW9p6LxtpCqiiVEgQpSZby1fuaPH64CUEA0gWXobDe5Fg/sKpbnXXyrkPLei/KBgi/vsKvLswkRuWOSqYZxwE37B3x8uc7Fh9mjsXHImRkQGeiCvyywi60riulJi6Lyr11XDMJVlmkFSiLy35agbACK0BaUZMqolg6snaxF/LFZcXrjorwsDFBhgVsxeSRuwTAvcRPVoxVyY+rNsYhzubfWxag/gaXkPD/37/yRH5ZiIq9imylf6Wu1WZiYo2YifoTQbn2TrV6cQ7sWsNDtXSJUhPg9obil+6JylDaA3guUUKdcOic4AOf6zBOAmgFuTyhbE1T/irBvnNSu7IvcYZsHei+TDF+Ctqup8U17Ujy/a8f8Ok72xw44y6+zCgGmXJVhlme/EE4bZvlYzlKWBSvyrRdCXBpKy2uco0ujcVKd46sFA7gJp+uZSrJUhkEE7ZpcV6hfqx8zFBhZFL2fkNK92pF3KJjjjTUe//rL2+RUv3XY8dOXgsF6ERekSZqrLp2860xTyfnzzWvWoi8priQHDK39opxwPmzkjXLb3IrRib4Hnf5XLokeHLEG4bvrdVTFVPlqz/opGxmCHRMJmN+/1Mt/ui2GYgiUA2U0rSUpalsPo6CssE58Frjqkyqn4iSVJNhqQWoVSxR2Y7FRSskSOW3i7nXwhou2xpzZkHy4OMhqXCTB4xQCOFKaf01diZZs4ROjSxF7a5SXojWTmDI1uRMvQHGrwD0/GrL2v9mIg9g8BsZivF+E1OIi//O1N9b7yspabn+xmdvveW5L/yiPnny5Ex3dfUN43FMoxF4t4v6JTMZ1HpmSXVw1gSX7j+sDrJYR5L4GpxcmtTrUGoD2Wv623r6O6/o87S3Kld68BaiUnZCkhSVggV7JwQ64eBZyYe+1MLNX3HsXXbu+21zwtvfEkj1QFP4byYSFFXhkF8bUs0VtPko6nKxgUyRqVyLZ5rvefWAj3+1xb7TAcgYKySjLECT14sUxzrLIZCJSgJg6364de8tttLgkFuGNtfgTrYUulta9zesyf1x4+SNmQgwy3p/WWfuS1rJT4OvNY8ygCU3TGIGg94bLpw/PaPTNMaaFKVYKx1qAL804IX3QX0nC/dkIrj0b1m+jpX11z7Ay1Y1r3quBLesAF2A3Qd32SWejx7WOh+WX/jdKkXJFJXLk0ylfOquNvsOVdpbCum877KDZuLkeSer/t4Xc/W7qXtdb0CueeLeRCpthKtNkVUKP04011055k0v6XPkQxFxpkBoMqEZCoHOcvuOItAtHBXfn6isuaLew1rhSRSLlYVsAWFxmlzYKsUvwEgHfCM8Xe7hyRSv7QS4L6nDLwX0S/yeEO7fFm7B4dEoZTCM0aqUCu726TNtnanFJf9xigMo/J2pa+0S/PnP/IDEB0l97fSKtZX3vgB2AfaCuf2lAysmr3S3KoLIYokTadCyGpqvVEYQJBw9p/ifH5tiJAOKCVpV13x+YZXr2NQXxFp74NZ/1G/feWBvi+o4rzbFS9379SmZ0aRZQJSl/KO39vnzr7Y4claDSsBoEhEwFAKVFcfW6fFinAMTIC+8eQtor7fWIpDW5gaELYGuchvRZ3Ob/x0j3X9TuzNPGgvFoZpg8xpJTuJNrP2s+CY+aWamkDfSVROW+lnmRZXrANwPnPyrqgR3bYfFxI5XSZ+iym09BvSBLSZYu0ikKJ/BlamxeMnkPrCVB+aSybP6Jh2LBzpmNTb89ienOHMxAqVza1Dm8sTWfO/y9SQjTUqypwM6viatJhbUVqyzxeAeWZ+CJRVZqtmxacyPvLnHL34gpJu4gMBaydgoZxtmRd3PZLBZgdyWFO5+ovL31tYlipUVu0tpKwa33rmzzjUpzqsRa891jUQnAf8N2HotLqt/34qq19Qlr8qumGJhozobCw/N6902WANu75YxsfNCrgXDJHOXxfO17h1bgrzIGirhSxKPyXWxnEkFaCdH6oBX+ZDJ4lmrBB0lfPTTEe/7synGJnDyRKhSnpRNxbIuqWq6uzx+tVN0SRYv0FVZhT7oi5S9zZdr9Eppc1clNZqGTvmxt/U5eCLkdz/ltDgoMiEZGRdwyqzYr6K2oogufSbPudzrxVUlyN3+SOsu8jLYE3kwnCepjHdsbBnoVv2iJj/HhZTzbeQ1MkWsD+r1WL0McUS1hLwxxeBOUYxakGv+4TUAXwfkxQ76f9BvusUDM6LO2HX9bdeVJzI/iK7JOJ+q6rG2y2QaT6oUIPaYXFbVgfXnNPe9E5aW4c+/1GJ5XIDbATyQ1WQtX57U7jpFaQF1wE+eGV9rFyCvkj1MyBOqtiwzUScuZb5WkibNNNNhxltfM+Djd7VY7CmQCRhFgtPjZbeP8BmcGpOXtiVuuZJi/5SXFCrqUxR1FneA9tjbMsHYeZq+0Mq4i6ECt79cjYclD2vr4a8miwsWL31w0FpJAiXztdCLf9GuOTmTenu9q0he4pZTprF9WULF2H56t3BLClavxkV47F0A29fd3jqZOrfVnPSoAsyKuQvWrtg7aKV8+isN7nu8ifG0t2tqKORJvd6krLWg/n39TUwcu/ojB9ZEwqdmnXnAL4NOK1G28sXTLECblBfcGPMdzxvwh58JQcUgJFYIxkajhEBBFWjmzC1qO1hVMZVBZu56WOuOvx+ASuE0uZRuxot/VyuK8Kx3zo0g79N0GJO2wtGk1FjD3GIt7iZfF++zzJKmkKago1AQRW7JDqXKpqI1t4Q1V47/flJD+Ts68d7v1avXfk8ULHnALtee916XQC/GCJduSrXiWuGWFMkcpbJci+cgl849iYKEIyclH/h0h/O90K13Ld2gdyWoVmxY5+5T38TTsvfko5bo8Zh9cu5HbYVor05cyeLZLX+ypZ3xA9/R567HI45ckCASQGGQjIT0FpFy56AeaLLO+yr4LKpMZb4YlbXOXSkuSiELZ0Xkr90xKoBeyJQiEEUIV7TrsXcRpPvd91XCkIp4a8dUrNn7JLGMYsM4sejAm5ctZBXZr/tYc0WtBfQaJq/JE7suQGoLjpbBpK1JFR/UPuBLcJfzsm3O0PkCVXl/ZQXsFCUzdG4LhmHCODP87w9PcedDTdfbJrXT3lK6rh1RzV+RnnuyJsCcYPI1kf4EuOsZzMq1KKTAZMq+KqN17WamcFQyQyo1KtW8/DkxP/qOVX72f4eMU+kyUEaS5q6KNBNdPoUu9/bUjwVUuXNF+axjcylF5YsLl7q3he621o3AlqLsrPeDQLHO5rPxJIuvK41rR1KUzxZLnBiS1JKkBl2U3RZ+89qSxPUvGDG5Q94O1IMHW7J0Af7K7/aZ3NffXlApyKcpUUkSn8Fl5ZoUE1BrwaX0ZEk+47oMLmVKEKZ8+YGAj9/ZYhwH0NSl9i7Zu7igJlh8DXOLieNDEditT99ejFmWftbBnQOqpsOr1L1bTr0Ceppqmq2Ut758yO13DvnCA8rZhsJ1LSRCM/QJyIpKMhS6PNfY5d6VbZxeXYrMPxH5sHpR7bfNj4WVdsJNcReSFVWwW0rWS7L3xLNP0/m/44jCUO0l5WILAtCyZD9X6+HfLtcQ+AQjFfp6PZDXZMjEJj0mnwR2+fMJ90SK3A5cJ8isgGw85vaA7g1zL7W3dFNiV/qWT9/V4sC5hpMmwpXEikJ7i3za7eSdZuJOVAWXwgP60+iT4pRYyBFSL58tpApV53vJ4NbUgS4V0mRIo0nGmqu3JnzHS/vcty+kG0sHcJwej1EU60D44PYDTVUwuZeSVzh2przLFIRo8wCzGDXijpEpNLosQO8+tx6IhZ3ARg0/dTav41D4VVaUcQxFRWExB91JSwRVTUS50sglzs2aW0ft2a4Fc7mTtgaKumtia4xeNhDk8zdqQPcSO9Vgdg/kciKglFntuQB3oFMMGX/wmSbv+1gHK7TzvWvsXcmTujW4Fuh4J6QKhy5xHCdIZK0X7suUta1s1fLpBpNJjHS+uJKGJAuQyvBjbxlw+GzA+z6uSdK8xsBIDIKxcMuwy/Kv52hbT5PLogqRYhZPrr9zkBUM7zUy2Pxc2nWALr2BT/WeTVHDj1MWbr/qVmC92tU7pNUxM65hzQC6WKewHNr+DRhceK+ZuJ0IqPff5aCX3mey5prYmhsxKU8qcHtgV75E8cCtJuVJfc16la894zR4QhAmHD4v+fhX2/T7ATTVWvYua7497S2qBI/wv/fE6+JkfyMOL2Me3//GB3oF7KLeowS6LIAuMdJpcSk1SZLRaae85RUDPve1JofP5ezlvCsyIRjm6TkhQJgc3NYDeUmODuQ2J8HiI4vT2Yo8ySMqNq+CyQmgS1+iUAM3NXIUpQooJHSZc7nEAE8f4Fnmlv221qJbzZB4HBBo9w9WDC5qTO5OnK2CJ+/2ssY5oc7W1Y7bSm9DbSJStSpCAew6i/uuidPmpmJxX6L4y3sXa8zI3DHJmVzrlHFiuP3eNl96uOmGg8vAAXxd9rZuopYvrVivrr08UOvr7kuBfBLovjdu8uxh4aRY1xHvdLep6fFMSFQmMUKRjDWvuTnmNS8YcuqzAWOTSxVXCUWGZixwQWd5bkU+3N0xp4XSKVGFQ26rvl2b/47MAV3ss8iBXEzXLc69LWpV1rSy+QOCPLAXRJp75whbLv1Tu0PWXCjrhlZJjdYhevv2HStZOvpcFAZ/J06M29nisE8ETWucEzyAT0qUYodrszr8LzdhCfrz7QrP2QN5xeSm5p6sCSxzYPt2YJGKl9J16sgw5Y4HQn7p96bJrK6cE6kQQpZLphRMXWdwP35Yn73/EknMCtl4gMaXKbYmVwz+mpqu/LiUKUaWjJ4ZhTCaNHXrC/30D65y4LTmjvslJhRQuOFCEJtCbVcdRyKPB1BuNYjaFymtwUKT5/ubZ3UKl6VQO1ZajKhbk6UOF3kMIAtMTYJdeMrAI1ZccFzi0ttFB26LDgJa7c7nduzYuaJuvnFnf2lp4Yi14keTJKUoYaWUE+s8F69rksLP6nmfrakA9CoBi+ykJ0PK1RrUZCCZ+9ylLMmTOpPglhn+Akq6zFpWvZanlwS/9IFp7nq47RblkWFeEhugpaApKReUCqRdW7td20QZoJdFa9IfZZHXwauJhmlP11fvhXdM7cQx9fIG/ooKtS6a+iBMYS0b51IibbnvsZCVoZd1ycNMUwqqKnKoNavUHt57W//IrvM79VF/YuL3qmDV1qS/qP4bjwDK/97/N2393yt+HjUiFhYWf+Cpp546oEexu3KylDIyhuqgFVdRYSNNpt9LrVTctmX12VrWri6I9QLMSo5QkyaVJWi892udk+q9H1jmpbD56yzM+MAnp/nEV9rYhgKhHDqFRkg50W/JGv29pmO+PA6eVpt8THw8mWqw3smpTmq9295vDjB5A3CZ/JHVwCCTSxVpFJnQyGHGW1855KmjAe99vyaO0tpt19qAcd6KVqBNZNbT3qLs+iG3LFVOnZ5F7phd4rSvp8GL9L31LkYrJjR4Vh3PWhDqM7udsA+t93MPj1K4JWvCwB0bnaT5RZNVB9q/pVzK6/aDTDHx++s7J9UU0vIu4DFOAWZxKXkiTG4PmrpM8daOKa1A6YM7Q5Y1JxlfuD/i9z7bZpTlU/BFYQ3mWcui5sSLC9ak5n2gQ/0YUH9el/0mWAxbNB5M1IXnc1MmS2it9Dxx6TkrQrnCLJkXZ0lDZjRRYPjBN/a559GQLzzs7EIo7EOBQTuQU6w2nWtxX5PnO1aONxR5PUoB7mK5+SKjmd+RCqPFAsJQZjKL+IUJvNSDUPKkUV2Pl/FfzgoVwbh/s1hozBiJ1sodWoMlw7sVTozcmrQBqZ3IdYCOH1ROJHVq7L0+awsxmb00JXNPMrgs6rrXJHWyKsDUCYMx/MLvTHP0TITV1WrJNe09mdRhgrlZC2IvtqyAXOD5aQT5milNPrjxi698Pb5OUZbMKw6l8VhcITKDEBoZG67YkfDvf6jLPf8mojfKv4yR5X5l0q3FWY5eljh7MK8DRwLGCzZzUJTeeM7WEo/RjZ+eL9jbY/YcE1aIuidei+WqvEIZaJaHVZR5GIurdze2mJOeYaxFb940i5SK4aBHd2WIkrLGUPxlQO3JlBp7rwPsWgZTmsoa9KVLydo+sKsAU64Bt0GqiRV5vXoTrRPSDH7jox0e3t9wnrcsmFtT1JwEPnuLyh6sJ6nWT165g1DUVohL8vUaJvedk1rRFVWixRZLOHrAthWDWyMwImdxmXvjIt+yXKoYwy3XJrz7u7v89w/PEGc5iwNF8UiGYmS8C1G6K82a/O5SZFVxxwYKh8clw8iZ3FM7SFkEiOsD3blpReLHZ+4Kf1JUUsSXPQjr1bq4D40xRI0W01MdsixDv+DFr6fRaHH82JM8cM/nUCqsAXhSntQj34mrLX/vd5qvC+wC/J488ZekK9PzE86JlCaXL/WgUubPWlbMrXLm1ipFNzK+eG/E7360Q3cYQFh53gjfOaFc96aqjanr8Cq9vM4MwlpYJsr3YhLQE6y9Bu8l6D0dXkgTH9iFZWhtPQkknI2YSYW0xtWrpIqphuGH3zbgwScjbv+6glbq0GIKQAtSIxlR3fItlqA42b4pXTB3KUscuxcGRcHopbMyIUuKY2cLDV6QofViG8+er9b8KXbD+3dsIW8EcZzyvFufyy0330Sv10NrrdCBzscOO6Z8Wq3tg3/i/aS0mbQEiwRPDdC+N+6BvPC6pVyPxTPW+N0qQ/qet3S2oNQp+49r/udHpji8ELg2eOFpb5+9Pbdi3boTX554SqQ+prjCwLoP4bG2D/IJ3V25BIUOn0zjUwN7tXa7wUjX3iYKqSKskyqJZe+GlH/09h7Hz2sOnRHYMpedbzIgy0FeY3KT74u0OUvnTF7ob0+ylJWEhV9uPDDnSSNhJ2bI5MvliIL18+QRtkqYFYAvMYc7XlVexpIZt/pbGAQEQYD2xxIXIxhqpo+YPKm2xtb127elrsfrwJ5cT/HSGtyUWcvidTUyYf1kTmURuqBSypQwSjnfFfzC+6f4+Jdb2MCXJgV7izXsXdV920tKkiro8e5w/mc+yCdovMbaE2AvPqsakHMZgK/Di7oUWzopVrq16B3I3XF0bJ4Hn8KQZoZAGt7yyiHdseSnfkVxYUVA5FOuwKJJrZyQK9SSQJRyZVKe5FWFWNdhX2jz4rmQLkVAWXji3nG0Jn+uYUyUf9pn98kJWWlar0uRUkp0EJ3XSt42MzuDEGltNIPvZqxJo6vKz6687Kq8tQwSlS8z6un30u+urYleuSUuq2nW37xMpZQZMndNilqTGMOn7m7yxftbVa1JDuw6e1erBvvzBv0DvybYLF57zCwmgFwCfj0tMiFX1swpJC+0KiVLfcRyUWFYZDgzUxRiyTLxY8v3xc8UaaqQRvLa541404sHhCJznQHG22yGNZbUwsjA2AgSA4kVpAZS457zdZ/I8s8z/zMjyLxamuJ1Zqpn9zpfiNZrMytWfTOm+u9c216xeas12+r349gwO7sBhLyt0WicV0oht+24kgNPfOV4lo3/x+zsVrAZ5cy9dSy7Wle7FwSu1ctekmbCEVG+C+IFlHVf29YCSd/vlkUQ6bsmqnBNXL1JKgyf/GqT9/7uFKcXPN3tBZYiB3cxCmK9eu9Ju7OQJD6oKwb3B7vXCbx8ZdfF+MSHom4V1l57y+iZYjU8WYF9zfhlhbGuCz/LNMZoklhx2Zzhp36oy5tf2ScQaZ4IyTeTgE2xxqwFuRGk1oE8K1ejcIAuQV5smcg3H9DVhVB/bb0qQPd9s/x7l79TNmDnQLce2C0kScqOHVsZjeP/8cnPfPH49ddd5brqkyTFWkGaZqV8KBrnLhlMelZgXY5MSBP/53JCmpQavB5klheJp8GrddIrDV5p7kJ35+wdZBxbkPzux9ocOBJBW5VNDEVip0jqRHmmUtfY2/PqoR5cFpvfT5hTte8ITrJ5Ie+KD9cNLhG4GYCTzD7RkFzIE1zSR4p8Gq0QiCJ9LwSZcCsRZ6j8XBRd+ZpkbLn2ipQffEuP+x8POT7vFe1XjoLDBYKRBUxhCzotjq/FhZNS7rMqpV98L1F87t0FJ18X6XvfGSkbJGx1Jy1+7tRJhVNjLVmWkSYJaZoA+SJUO3ddQxA0kSJjdekIZUULFZBZA+wC3BOJmzWuSQFeP7EzqcFNzff2pUkVZK4Fd+GgSJmhhGNvrTOWeoJf+6MpvvpwExoFc+cZy5y9paBcGaFoRysvYlkN1lyTwPEkyxqX6a/48IPL4gM/qFR2AuQUboqtGFyIfGa361Zxv+t0uBBghEEUFqKQCKEQWIwwZAPDK28Z80/etcp//h3J8jDfj0Iw5xrcSkVqBCPhfmZNnpgSnnUoLSqHjS1+x5P2hdXnPHJbNiUXQ4XEJOihzF76rsok4K13IIXU7Ll8F8+5+Ub6A/dlJMDM7Fa2XXbN7aPhwi+FUZRbfV4BlB8AinXkyoSurjkeXk1JbdyDNEhRaGk7IUFyUCvz9OBWFXMX7slIWP73x9q8/6MdeklR412wty4DSy2KZob6+vIiPyj5uaz74AVTl3c1T2OXF4hYR5p8A5AXIPZe1wLNSTafGM7p141XAagsnZWiva0Y4FlIljTTdDT86Nt6/NhbezRNCibztHguV0yKtZUmj+2EJreVREk9yVLo8DVbIW3spM6eWFLc19/ed/RlSeEuZZklihqcObfwS8+66drbd+7Y6gF8bjuf//gvDvq95WNSBjDB0nVdWtfSch1w+wHk2iSNfxH44LU1OaKUcSWxOaj1uuCudLdUKQSGp44E/MntLVaTfDKmUDVwF+xduiYekNdob9Zhb5+x17z3tHkNxk8P9apdjZoDUB8+KdbR45Ogl6V1WNam+EGmUVhvroo1ijTRdLTle1/b57qrxsgsy+s2PJDbDExWgnyca/LYCBLrwJrmwWZmWQfongYvg8dqRbkyuJwAsfU/N2vrcswECYShZmFx6dhP/Kv/PNi9a0cFcICbbvkObn7+W9m87UqwaQ3YwgOAz8a1jGNZx12McMhlhpgEuR8o1gPOgrXL96qoP8ny11kN3NJjbh1kPHk04N2/OMvjhyJs4BdSqRLctcDSm3EyuQzgpDW4/vQqUcOwWOfNX0q6eIK8BnLvfXUiiymsE1lNr2ezWtzVDzj9oUEFiysyq8jGimddmfCbP7XCDXtHkPjgLl7nTG4siYWxhdhAkjmgp57DMsnQ7m/XWbx0VCaCVR/sa5ndlmw+6TrFScZNN1zND//9t/Gud765PJ4lwFudWdqdOcKoUeeeSZ/ayz4qUTF61Sdp1siUWgJHrQN0UTG6z+oyZ3ApDFL4zQs5sEWag9vQs5L/9bE2j+yLyJTKo8AiY1nYg7KUJlqwdoXiS9auV4Be1wP3ZYnwZMs3QLjfNbUm6LQeq5Nb0LUTO7nSLxPSpJpMWzJ5zUZ0tqExbhOZ5JbrxvzDt/TpyAzSgsX95+J1zuT5luQOS1o4LPm+ZBNMPilBavahFTXw+/bfWmmydgVuay2tZpMtmzayaeOG8jjqEukqQOnwsA7aR3TQ2ZtlI3QxrUm61Pmls5O2Jmfqa5XXC6jqyZ0qwPQlixDVReCcFB/cpgS8VBk6yBgY+N2Pt/nIF9uMCzBL7TknsiZNyqwldg1r1/xvuZa1a8GlB+C6Xeh+INYzxr8ByIs6FKoi1fwHRTBpq2ynB3JJ7rQYgREyT/TkdTFGIrxg03XGyNwwcA5LlllCYXn7awbsO6H53Y916Ce4A2ZyKiyeAYwmzasFa8Fv4bRIkLjSWlcIBSr/WRFM1hJAokjm2FrNSmE+lcSRZ0WRrrgq3xlmZzpMdVpHGlF0OI6TtQw+s2EHh/Z9/TYdTH2w0d6IyUzpKvgSRIq67vaLouqMXqXXKy1uShkjS/AWwWXGZLaykiB1kMs8Fa9VSi+G93+izX95/xQXF4OytrvS3FXG0g8sy7a4ovZE2jq4iziEKuisiqrqJ2CSsdd89g0efqFVBfRKa5YJH+qypDZu2dQ1eqXDi88rJreFTDHKY3RNmim2zhn+3Q91+Qdv6dGJUig0ufHlSsXkmYG4lCyCxFLKlawIQD1tnhWJqXXlSsH0opbsqWnzGpu7A2aMYce2TWzcMPXBL3z5a7ftuXzHWgYHUCogCBufUUK+WQf6ZiGyPJtpcuvM1hi7zuaeJSgo7cA1rF1ahaZ8rTzWLpwVX6asB26lMmTD8onPtHjP+6c4vxy4ITdSlXKkSskXtd4usCyyln52Uq4D2vpWFU65TZQsPvnZX8sz9EDtS5PJZQaL23E90LQlqIVwy4sUF4EonnPGNgVz23wzqnyPUSRjy7bZjH/3w6ssrio++GkJjYLBxVomR7txxdJjcmHz8gJQuV2oCoswT+Gr/HZXq13Bqx1H5Gn9itEL5lcydzAtCGMJA42U8pF2u/UZBsPaMZX+mxtufjWHn/rCXZkZP6CVmqjDtus+Vzae09dKWW/JjcnfqYLIyQTOZH13PYnjgzv/LDIcPq35w0+3OXcxrMBdsnZQCyy1t5VzTkr2ngB3weYTQEesfV/P1f/lsW2f5sOSzAvvuwS7O7Glo1KyvP9+IuisTcXyirL8hWbzGYfWapfOjyXbNma869v77L0shjjzAk7vdcHk1mCMCzoLh8VlPYug07f+RC2DOam9605LruVrZQr130mNRUjFYDB+4E///La73vKdr60dUj15jOc27UQIwcpCD5MM3FB8v9LPv33nE6d8rV1Ug7nfqbKVNUYXpuzcEbVAswoshTR5NeEkuFNUaDhyVvMff3OGLz/YgIaswC2rDp1CRJeBpfSW3fYYu8xW4ulsqp/5tScTxkmtIL/++fqJogq8Ez53qasrsNfBXV+g1+aFVsK6hIixBXPbPLtZHxokjECIgr1zRic/T8ZiUGS54BVANkp59XNH/Py7u/yH35zm6LkQgnzfjPdFPYq0SJLi+5kqqVNILFkWYBUrI1dNyDZn8+IYCVvX5+XELOElkHAHKAgbXHHFLjfRauKxBuDX3PgqpNTx4ccXWZ5fREhZZR3xM5W+9FgL8gLI6wWXokjBe6l4IaqgUvgaXGQeo6eowHD8ouY//c9pPnJ7i1jkfjd1zT3peVfNDDlrM1FaUAB6TXdSnZXXY3Uf1Jd8+D+0PO3DZ2wKcNdS9WutQ1+iiJz5RPm+KsyyQpZDMo2V+TLbTqIYYxG4bCfG0tCWd3zbgMzAf/iNaU5cjCDI3JfJV+eryxUH8jTfdVdK4LKVBjfmTVkXgJYBddGml1/kchLoVNLFZTKr0RMy1+Lbtm3jbW95XZykGT/zr74BwNudjehw6t/Mbrz8+mH/xCuzZICbfV0UnPuuSD1dX3NRarrb5Clw4+lw4wE8q37PT8GLwus2KJmgteHEvOanf32aj36hRSzzpdfWJHMmPG9p120e9qsG19vgEj+jnq2s5Ip1LMlf8+EFmniMvj6wc7elps8nirFq5bWyZHvH3uQQK9yUHHJCuUoNXOtXoDK+93VDtIKf+fUZTsyH1SqxhrJWHGm9r+F8cSPIO44cwdiCrU2Ve/DZ25agFmVNSsHifoq+YPTUGqan2lx3zRVfufKKy/7N0kpvzSGVkx8E0TSnDn92VYetA4HWmVZVxV81Eq1eM1Kw8WTSpmLkwmWpKgFrurxke1MlcETmafMUqQ1nlyT/7jem+ejtPrhzv1vKGrgRwgssqa8AjO+YrJO5FJVEKaxAv+GhRte1uLK6Kv7KLsokvidf+1LG19/U3ZOas+Lp78pdkRNzDkXdJ/eSQdYo0kyhM3j7tw35v97dZduGJHdWqgxn6a6UySHXgWys0+GxgbF1DkvhspTOip3IeHrvS/1dVieyxlvXOsg67daBP/jwJO7PwgAAJkVJREFUbatzs1PfGODFI41X3x1Grcfc+pRZOb3VtwDXbU6Y/JnytfR6td1VdrKs6xaV7pYyceMeNPz2Jzt85PMtYiXzGpPJ7py6NHHTqYrZ3mvXlq/p8Nz5Wa+wau0aRMXvrFMe+1ekb7vmhWcZlun6Soe71x5rG4+98YNJWNsgIb0Uvmcf2iJ1n49jLpNCLuNpMolOLe94/YAffnMfnWXrgHwC6CZzwafNbcS8hqVIBKV5gqheryJqCSA/MC1/Lwd4krmLu91pP7a00nv3pY7vugDfddW3I2ycTW/Ya4MAb7DOWvekKJSqgbvGzNZzTkyecKgYu5Qlog5uVVQIKgNacNtdTT50W4uxnCh9XZOOF5U0obIDKzlyCfZ+WotwrYtSB7RYA/5Jon9acE8w+VrWpuaolJ031muKgJp0KXV5zQv3NlOl9stJtTmj29wjz0qvXGGMJMws73zdgG978RCReexdA7m/uYKSorY79mtYcrZOC9/c88kn2TytOS7uZ0kGFsXNN+y1w1GS/cA7X7/uMdZc4rF19yvIsuGHstHj14z759vGetdCAQx8/V1lJAv3xC+FFXmPZeF3C1E5J0Jknib3Ghe0QWj4izub/Jtfn+Gpo5Gj5TXB5IQ0kdXYY7euzuQYNi+YLIFoa7KkAvKE3r4Em9fIW6wP4G+IcJ/Bi38ofzNZe1EUNJcNySIfZTKRxi/em3IGYfH/rqBd5P+NKd0YW2pwyGOsfMSbEik37U34v/95l3+t4NN3Np0eL9ocJwLO+ld1ujwTblqFwdW0q9IpyQPMPOsp8wu06r30k2cukbRt+6b+d7zuhR+aajf4mX+2/t+9pERpTu22w+WHf60ze8MCos7M9WaECa9crGV0letv4envohunSOL4U6hcV44D9yfuaPLT/2Oap47l4JZPD26ZM3clTdaCejLYXNNYvM7rWnvaJKBZn6mfVq1cqg7FY1/fXfB/twowJwPLisWNqQN98nU1yNMrzDKudqWQKGWZrS0yngoTS66/POGXfqLLd7586Oi1ZO+kXqRVkyymDIgT40uWIvuZM/okgxdVh7b63Hnhhhfdes3CF+9+6teuuXLnJbnkkgwOEE3fQhqvgLwPzGrpA0/ahZOZzIqlrQvopMfuNXmS5VlST5qUsgQ+cWeTf/sb0zxxZALccn2AC0k5tL7q0JloIL4EgNcD9xqGrkmViVUdJtn+L9sF4WUuJ8G+pk+zBLQpa1OKwWqTWc36wKAqAVR45iK/CIRwlFo41SJnPStcOxi5q5JZVe1YDDddkfBf/nEXa+FTd7ZyJs/3vriVFFthuwjASixOlpjcPtQIAt81yffELRNeX7VN5He1LRvavOJ5V7N54/TTHl75dD8MmpeNhRD/sDN9Wd8xq8fcotLZtdR66Z5YL7j060qyOriFF1TmUgUt+PRdTX7m1wtwT4JaV+6JcNNSRQ7oenf8Oil5uT57Sw+slasyORq5nq4vHjVpUgO1mPiFOq4nAe1rGzvxu7WunrIgq7o4ympDvCYIz0GpGFuu1eNlACrXz3ZaifUqD41RZGPJs65I+KV/0uXbXzrIGyXMOjrc20p2dztrvDqWsRFVEOoHl0Xm09vGmeWqK3f1lZL/8Norto2fDsNPy+DCzJvO7JX3Bfp13fPDJ9tZZnIwrWXtwg6sVxRW1YFOc5ua/hZeplKJDKEMVgk+e0+Df/2r0zx1NHRjXuV6csSrFJSVJVjqbnwpYi/N2sUdiTrQ6/523SKsfy7K5zVa/BuAe/KzUnaI6pfKhI+X/CkHXk544qUGF3n2cKJmxdg8i1myubMNkab8jNwvN6bYfYvBJWdE3hhc7v/YcuOehP/6T7tYK7jt7oZbDGJd2izSNcWdIF9WxQjSnKUNDtSugNFpcU2eAMrb3AwgdcD3ffcruzddf/l9x8+vGJ7m8bQMHja2/f/a+/Y4Sar63u859eie7ul57jz2vbO7zO7CQmBXWBcIIogaXAnmYsjlKomJXJNFr0YgHwnXiCSKmqBEAl71Y8Tw4d5LAO8GVFTQIEEIILLEDe5zYHbZ5+zM7Lx7uqvOuX9UnTq/c6rmxT5ml+R8Pj1dXVXdXVP9rW99f88D1288LERwVb7+vKoIQ50UxUUSZne4ILWWVr1kws4yYe6kCifJ646YWzoMP/1FDp/8ch1+3e3HlfAZD6R1t916zZislcOUKVN5SxSQYQKb5pqkjMupBPkkg0YtU35wwtqJlLGjmLDWGZ4UM/ijWV3ld1D9TYoiDF+5k/jJZexRCVVGYgU4fXEVX/nTAVx8bhlOFpPTyiBjXZjoL+VOVI+q5VIMRURDQTXAey8+q1qtVq9qm1N3uGNB66TndlKAcyeH0cEu5Iqde2vqz+py/HowBFb6rEiCOA7N146ZmRkgNwsZHB5o5nYZHn8+h4/9dT22d/tI2kylmJsu01C8VRmfdKiS6axB0GWrS5cCvmJmojIM70oWXTOZrKCBninxPiGlZwV+GFnHTI0OegFQEIOUtWk9LgU3Um0FMTq1ZKE+ckuuSAcidCArDJ2Lqvi7Gwdw6XllOCEB+aTgVr7zyHKUcXqtki0U5KEExgOBluYS3rZuRde5Zy7Zu2VrN2ry3qSndlKARz+Ug+HDT3QzjF9XajodnFWNxKhEjzuhTpxKqnAE7Agli41KxnRWoHQZfvJCDp+4ox7b9/iQ/jRkSdy3geaaOCB9BGExtlFnmuElQVqeGPneRjExM0GfPHQbMVj7TgfXBhODpdk6MyRvA9rKFadaG5rFqffEXk4qgaTN6o4Fcs3ucpyhc2EVd35yAG8/rwwehHEWogJ17BcXOgMxy2eOGMxVxeZx3WcggbFKiHVrV2KkHFz3nU3PdruOg6mGO9UOhbolCIJhOE5x/1CP+y/V4c2/KcPByG9p6GniLWGm7maMBnnIBZCT2N3r4NnNOdz69RK2d/uQvsXU3Aa3CssToxLUJajKz6wuVDa4Ey+Qqbep9wT0PUlZiblfVjSH5rFooE8A8pj0E3BbO2ZeBDBD+0nSknFB0FK2SL9KqXOyae9xlczNVGtYpcsFjzwYXET7CRb9HrG/mwkn0ueKHKoCKxdX8dVPDuAz3xB47qUcdve6gB8ftADUlIbRiLvmM6XPdTvnyG8efaWHqGq+rbkeF5674l+uvXL9/oHhMTSUClMCfEoGBwDXrcXw4ad2Om79V2vqzwHDeAJSo9JdlZJx+0GaYsZeEycnsX2vh9vuqcP/+Ot6bNudAW7mxGeSsHicvM2hpUm2x4R6S6TByJlZg4AhT9K1lelOsYxy+aQ6ZGpRTvcwPCy2cUlYG0SGpBOsLL+4xeqp6GaqAsjMIdczK7PYk6J0eprJVyyq4q6bBvDp6wdx2vwqMB5ajC2QCvFT+RLreBoBHa0EuGT9KrQ1lb76wA9e2DkdcAPTYHA1/MIycLfxBSkGN8nqniuDsV+Dc57yijAu4glGKXPLBPgMEjwP7Nzn4rb/VcLDjxdQFiw2KCeKUqoJgZwEaA5TSVQWe3MqUbLlhpEpCJPpYYOeLBseFYJ28+KYwdCS3UiuMoxJFgM50feSaG8tvmW8j/ocHcWkF0c0iSwEoi6vypcuo88UgoHzeJ+YyaP9OISIuCWawUwkmj05aJIjzgOBtsYQH7h8FDlf4rN312HXPgA5YlgkPnLykGrWCQ5IJ85QdCCCEOvOXoa3nde56fxzOl440Ds07VM8LQYHgFxxASAOdBebL/4495of5W4h8YQ4xMftMIu5Y1ZnLPbA+MCuvR5u/VodHn6igDL4FOBWXpOoDIEhArYqP0tC8DD92zqJSmp5wrVhaQCePkPPGpA2PLXxaQzbgzKTVEL18yovimQTyxIKWAoNmaHXSY5KMrePxfIixdTc0OAKxLqvSmx4QvdZSeo6KZMLjnAcyEmBqy4dw2c2DmLp/GoUwhQT+cgzvC4iAMIq6mrzmN/a8Og17z3v47v2DXR3dsw99gAHAK9mGcpHfrq72HTBlnxxLhxWhqvmn3QCQ47oR7zekeB5htcOufjM10p46PEY3C6bHNyGDidGJbeilcoVCJ1rbLNzFpsn0VnLTWhEM1MXgbnOHhmyfGqE0+fkJTOArXejepuWtVHZIRO5AduAhCVbSMGysAxO3ZlWVwilWlHYIBdOZIQGDDVS4HffMYZbNw5icWs10hspYNNCZvWoRo/xMs7umIPfe/fZW+7/3vO7z1k5f0bkMW2JooZfswA8t/SLovyrpULuu5rLg0imXIaMWc/MGgQHKpLjly/7+NpDBTz4RAEV5pDeDDMDN63MMabZZtICL+2bqPdBBpjVAssAtGl1qv31ukwwU1kzDWyn1kv9zBjifBQSeme6wkdJHalVDNQ8HzIOjqiEKkiAxTMmcxW2RyR3IkMSYIxFiiOWLFFD0AjskU7RcsU4AUlLifglA0Ip4LsSV79jDBDAPQ8V8dJWH+MqW4zJyKhlSqLEb46rH+a1t+Ds1Yse+O1Lf+OLL2/dM1O4zozBAcDJr0L58IMDzF/9h8x1nw6kAHcqxOdtShTmAmPguPf7BVx5YwMeeKKACoubj88Q3DrPRE5gTCLxoBhJUoTN1YlPsTJhZ/qjmaxtNvgx8KyM0zTOJwTwRO5vm9Gl9ax95EzLlUzXoGZ2YafYEt+4gM3aWpaYkiVDrhgFzBlyRXKIgMELI5A/8jf9+P33jKLIbVliShYWVlCXK6OpNnz67LNW/OHnv/nDgfNWdxx/gANATcsHsKfXGX19fGPlV93tEIhlCIunDeHx5FI+MCI57n2kgJvvKaFnwEUVsScEbGJjkhFjIwapKhxW0UrF4rpomEQuoVpc2NJDan0NWNuZaWQS0E6EUgX65BUxGLP3nnxQr4kRuKGYt4I6CbiBRGIk26SSKNF7FYMbWhwsLpqwPCrxxWNU4yfeFPM1zXGxQS4VyEMGV0i01IW4feMgrr1iBEUel97LEFHfZQV2AUcEuGxdAffd/juVtUuGRz/7JxveCFRnLlHUWL70DADi+aXNF6+XQw/WMIyBO9H9VAIAZ9hxwMUjT+Zx+7dKODKkWNuJkZMFbgpylmBG5STQiKQhUaxopQrq2J6TVHFDlraGuQ72PkTaGBcKwXEia6YzJEiFuPU2+prkoESvtQRJ8lKYkjH6M3WOSnR3ibpjqW0SWruTC4bFHbI4BxOx0zvOV5GILmpVDSQhyF0hapoS5bfExykSVRNNiBVINJUE/vIjQ8h7Eo8+WYOdB10k853EJzNXU4OOZZeNtc8783mHvyEeBvAGGRwAuNMEKfO38Nr338nzK8uOW0UAjtGAg/sMz77i46Ofq8ctd5fQO+xMA9w8BXKVIUiliZFEBRgVOgqcdts1xfBZRqIhRRR4U9qcPBPdnQ3stMx5QyODqZNNkpFtDFTSmIAlhqFUPVVAltPRT7MFs51xqDMNbblCZYukYX7K5Co1IJBoqg3x+Y1DuOuWI3jrGeNARaDghfBYCD5WxZrVHeWPfuDdd9bkam5pJb0GZzreMIMDgOPWCjl8161ltrj60q7hT/3o5wf85kaJ05cF+PTdtXjqFzkkE71zJTmymDqdY5IF7qg6x6qrhO0azAAy9XjYTJ4BZO0dIc02CVpZJpqPEtCwAG1cJVIDW8rIJ24ZkokfXLkSGTMYOt1Q33ZPAkJycERNfLhjsbvgcT/8yGkAwWNDk1I0DAOUx27yyGDVuzERxUryvsC71o8j7wOfvruEM5ZW0VAXYH9PZ6Wupf1Ld9332OfuuPlaMa2TdzwADgD/+4dOpXNRxxf+75OoPPY0bvvjDXv5Pz/nR+BWYcYkQmKDOyMkr0qpWHRwyg2ovSVmfokJcmkYmBrA1pyf1gWQ+MnJOg1ycviwcZ0WI5aDJfnOFJIntD71NgPsFuiTfiKxNEmKG5jyiMSFC9JsP8GUnElC9Wo/8lmIe6wogMb6iVMDFbTpZ1SChgwvC+PRPyTgIM66jS8oAVGNyuMuXlvBJevGcahX4rorXFF1m2/bPdDy5VrvUOWOo8TnGxc38fhvV23ECzvyY/MXnrvpsxvPlddcNopKFSDzVliAthk7BjcIuBGB22xxbIPb7mmiXYQTlaHZ66lLxGB7W4qQbRTRKQljDbt/OMWwvUy7zKaGNPczKnysZxrsUV9Ko5tG+RqYKWNEOuMwlYSVSBMkr7XBqsL3Wq6EsdFJK/hlnAce3RkijncdifsfK2HL3svl8o61m1YvrIxdcP7HjhaeR8/gAHDZuiXYfXDZjovWhBtf+tUVX/vBM89F3S5tr0iWW1CBW7kDY2D73JQmagZkw7BkGXPp2FqceFOyWDjl806AbbaESHDKMlpFWAJmxmMiRk8SsZhGMTE61bMyMtVuyrOjJApLWFcStyK5MFTzTKZ84VEKBr1wBJTuADh47ANPyxXOI8Mz2j++KSv5ou4WQkJwCS6jtnGoSmw4fxx+8XLRO37uRrduyY7BA4eOBTSPDcBPW74WUrxQAfutb93/412FseqirwD7AOaCwA1m4hRNpopuJDSBKpInpusvaWMMkmtiMftkBcS0LE2vZwa4KWOnfOEZWj1F0lOwetZIcGt5PyQjsgLU3627QElEdZaJ5qbam2ltzqisYBbAVUBIRJUzhl8dcTYitB6PurYp9hZGUEhpcg4BAQYueNS6TcTWBI+OkcUeFwlAVCs4a/l8LFpSuWHhn1/4rbbWV8INF689eQAOAIyfi3/fsSf8sw9fs2vRvGeGvvT1TaWDh/qjvoGJWyNpa5miXI7IHlW6284GtDMDNei0Dk+OhciWlKEJpKUIZXciRbJAbf7T6U1sgn0ygS3NO4QmaG1YWhuS9yngqs2Gu5DuA5nIEc5s1yABM4g+j98v4pZsnHhtEs0es75QbM/iBv2IQc4iVpdMxBeVah8nE0M5+t9DCNYOXvt7Q83Fy3aNfvvVkHlnHCtYHr0Gp6Oxroi+wfKj17z3outvuO6KvtXLivBQja19alASYxMsacyjwE17eKf83VSD2znfahsmyv8mUgQRe5tFDZbZaMkVMwgUUSiR8UftRdFoJcuwJIUl4CXZnwaFjNYTkiXbzainbTSarkMa7dRBITvwoxsHGTrd0OI6Eqo0OQBUwhCHR1ohaz/Yx2refX1QGX4UrIRjOY4pwOe1NeHMzvloKgX33fShS26869O/1bNy8Zw4x4DMVUnqKRkze3cnFfGwZYl+rVNh5cQg5mn/OCXjRK5Y64G0xMnyomTpZjbp0uTDwvQ036Oq681ne9Y2nYXIDOlBK+9FxjbTBx5XocUHSVszJy3j7JZwZHY301/uQEqG4WAedg7+Qc+Y+74b+4dxn1fTAea2HEtIHjuJQkcu34zuff3f7ly5gZ9z3tjtu/Y/2zIKB+AeaARGGZR2uwcardSNe0jiFHEXJsA3vCVk+pGJLgAVKc0Cs3qiy+oerlaQO4Etxk3DdJoQn8A9aMgYYnRKqV2fQkLrakBPmKoATyKeGpyJd93U42BahkC5CAEuY1WtNLiIC39A7hDQVfrKqqJ+chn/5gwClWoOpfoLey447Z03A2PfZuzYAluNqYva3uC4844vwl90/kuFfL5nZKR80aHe0Rrhqsb0LFUsbOR2ZzTKdDLAndnfZIq+J9H7WcptqOUOS0yGaLueiIsxpnPKk/UsuWD0a7rO3M7Id9uGcEpWkYuFNhpKCqWR9gQlGZHQ1x31CCU1SOoCZbpSKW1/MOM7AEaOR+9nfB6SL42XzHunMkzdmqV9cDtvqg7v+HaudMHxguHxAzgAPP3Y/8Gqt17+b81NpT1533/nvoMDOXBOGDsL3FnPUQDH4ZqVaebgRIDO0uoJaGP2SQWGuAVAxvQUJ5yRz2QG0BlPg5nzqQFuR1ZTCWITgd0GJF1HocUsoDNr2QIzUu+xjG0D5NIAOIG38QzEsgksciXmVw7lahZf7/Dq/cW5fzITVTbjcVwkCh21+byoa8494DpeEDL2nRe3dOdzvpvo7GhqbzMaSWsrmRV6TxmaoD+CtMCppUvywylpYv0SyTbygxrt1wzdkRbflkqZkb2Z8qYYSVVIFSLT/G+JqBGTHfQBlMsxbu5GPCoMLPZ5A6ppm+kKlLpULv4cLVukmZsef5farg5PxpPQRy5dGUuqcXjFzjL3l3x4PGx+WFZHjyoMP51xXBkcAJ77yYNYecH7ZGN789aig1dKOfeK/Qf7Xc9hOk2FaXArYBv5JrTHCQGuCvKoSWoNKWIvKxYmt/r0PsxiUMLYhnRhqX1gyxElaaaSKDZjQ0uJtPfHSum136Mu0OT7420wWZx+R2qZ/rVYm7w07wCWXIHU36qDTiHcwsqyV7PgA8VSy/8T4WDYuOiPjzf8jq0XZaLxjf95NcL+I+GHN5zz3ZXL2q9dc/qiURkKcKnarMmkQY/542v2VkytTl3SYIDslwrhg4LD/BENZWizt7Fe/YDSNCzJPvaYDntP974srZ0loWcjyzArnB9Hg5L6TOr6k6YbUddtkn0F0yxupwjYn0PXEQ9LVCAv4BdOG/VqFl0ripd+d3h4NKxfsHEa//3Rj+PO4Go8+5OHUOx4G57f/NorZ65c+KrL2TsGB4byUQW+1oupSh2eFfgx2T2LjbWmtoxHdcHY7yP6Wn8GYXtOmZ9lMrmpxydn8CzmnlSLw7xYFYuDfGa8WhuPdH+1njCvzcya0c3KJEP/28cBaRyT2kslbAEcudrFA/naRR8ZG932QI5V0LzkIycKdicO4ADw/E8fwob3fwinL6jfsnBu474VS1ov6usfKhwZGotaUGQBmGV7RlLuwgyAm6H7LADDkCBsgnVRpNSWHzBAxCcEs2WMUi+HdTy29MgyNA3AMQ1ova/Z00UHqcxZKKgMoVIFBNw0jYHRWtZY99vAp8cvpQBzm1FsXtfr5xd9QsiG+30/h+Yl159IyB1/I9Me3/zLDwIADvQc+Yec77pLFrZ+4e77n2w53DuIgs+15IAyKmEuG6wsU6BMGDqL4bL0KzN/JJvN1ErJzO106A6z2ZJlRtEeNoEPXG9O7w8tXRjIe4HESGRUwsRbIiAyiFgeKuNRgBGDMk6FlRxciCQpS6fmAoj7sajjYSyA59ej1PaunrrWiz8lZfAPuXzTiYYagBOkwbNGe0sDwNjfX/O+C2/+o//69p45zSUEQRVRCWz8Y2XoaBvwKWDDcv2pz0I2QI3b9gSsaUz2ysz3Grfm6QJ5kmFqc9IHnK6DGY4HWY6AloiH6DnJJSG6G0STq3l6pKnT9fw+6cim1vBSH5dgCIIQjlePpvmX9zTNveRmx+F/P1vgBmaBwelorCuid2D0W9dsWBfU5Z2vPLjpZ43d+/pQDSPvSnTepAFmaoDahQrKy2H6jtPgzepkBZjsnboQJDKZ/kQMmikrWfq7FVvbkVC1DBaBmHGddQjlPkx4nunkKrItSeCSqv2EWQeq5rQEBELpwPUXor797f3F5vU3AfI7jntsc0tmOmYV4ADQXF9AtVK5733vXNP3+p59y1auDL503yPPe3U5Di/H0izNLN0NorcVuGGCeyJ3tmJn2GDPYPPjgWhbgkQrp/ddWoJEf2WMcCmlcSGodFrqy1b/uwrdZ4E8OjMyCc1H6bBxKJ6JWPKoLMQAOa+MfOMl1UpQ/LPa5vN3gRe/z11v6n/kOI9ZBzgAeL4vnvnF9kc/9qH3+D/61+2jFenc8/NnXmaiMsajLrYWc1tsboA7Br0loY2gjwFcgLb1ThYoxo4bW0/zg9VuSZ4JJrgw4p3t/SShfxl7rVTwB0xRfTaT61QSnVOuJrkCZwhDCd8viPr29TJfOv2jPL/m3mr59UquZvXxOmszGicFwAHg/Ld04vFnfl1ZuqjtvuHR6pNuMPr+1/ce/Ktdr+2Dw53EG0HzNairz/B3JwEPpJmYjExvRGo34m0wjNUTJ1KUAccUeBVr2/uASBMW76PuEsQgpUyu2ZsuxwBmOorKeZx4xQAmAMEkpBDI1c1HrtT6F/na5Q/6hXl7RNhVKTSuOWHnZqpxIqXktMcd9zyEjsWtzpZXdv/F7r2Hbtm2Y7czXhmH6/Coqp4U6qfzuc0Im8He9gPMuAMkIKbv4Yz4zWkUkrjQVP6KlZ+iXIfqvTRaaiZ0Zfjuk9YwMuMYSXYl13c17eNX26Rx59OGerzMaUGI5fZj9DOimaydeFpIhhCe66HUuDisqW37XKG+47bx4QPh4lVXzzZ0UuOkBDgA3HHPw7hh43/B3v2HP/fd7z11wxM/ezHX2zcIyBC+xxKQpxhb/WMZHhgb4NwArAahuZ8O0dMLwtT3ceBnpgBnMJLFUgAHAVpyDCZwbQAn3QaIK9V2qZruVWmcL1gJVIxF859GAA/gewx+vh5z5r5lfN6St92RL7bc0r31ASxeefKBGziJAQ4Aff2DECIEY+z2l7Z0rf/6vY/yoFJe39/f5+Z9B0786xr/BNXeyY+WpcHTQLOz9IxIJWcTvF8bqTMFeFYUdlKAG6CWJHWXsDIzga3YPOsioJ+fnL54Wcn2qKGqhMOqqK+vDwoF79lFnVeK2sZlz0opb3a4Az8/+VyVszlOaoDT8Y17/wme55aGhoa/0fVq9+/u23eAD4+MwXUdbUiB5GpQXc2RweYTANxidC1DCODJ++1wfibAyQVyLABuSBRjvUzep1meSBmYYOeWHFHnjzb1hAjh+jVoaGwVre0L/zGfL/73MAyGlq/+7dmGxLTGKQNwANi6rQs1Nfk5u/fs+/jTz764uq9v4Mpfb9sJx3HBOE/XLMLW3JTh7ND85LkoSoZQ7T5dBqfbEoCnctQnBjgN4yd3EUt7G2CO9TVPXQwZMiVGgUp8VbWYYSgRhgFa2peiUKjftHDpmi0NjXP/tlotH25uWTLbUJj2OKUArkZX126USrWLf/XKtju3/Pu2K1/a/Ap6egcA5oBbjRpZCrQ2QAk7QwPVvjAUeyehf+Oz2YwB7nDzuKYL8IidTQN0UlDzNLDVxQCmXaos8Z4IVKoCrlePeYtWoW3e8k1z53d+Yrw80t00Z8Fs//QzHqckwAGg5/BheK63fNuOrrOGh0c//uLmrRf98uWt6D8yCN/ztGsQEwPcYD9u5n7bhiZA81vMapnEi0KBzWcG8BSrZ4DYvKhM74e+UDWAObcADnoR2GVvElIGyOVLmNO2Ao0tK5/yc4W/bW1f8m9hGOws1c1euP1oxknjB5/paJkzBwB2Sil3AtgyPFqZe9aZK77+0svblj/3wstOGAbQKpyAnbgRJUgWHzSADN+59f7MYUa8SeV5zJST8Ih9pzCPNft7aY64OkRdbBwHc4h/20iEShKioocQEkJK+J6LeYvPDlvaOncKUf1IR+e6/QC2s0n/8ZN/nNpHT8ahnl4EYbh4+47d8/M596HHfvyzup1drxf7j4yAOwyeAzhcV5hQQ88w/BL2jU+QYVjq06aW1QXCCVObEiVm7wwGtwNVtuFJGVpdhDRrUTN6RscBHrF11LSUekoit5/nSoAJuG4tivULRlacfuEgEFzV0LhwL+NOd6H21GRse5yyDG6P1pZmSCG657a17BkaHDpDAm8Ng/Cbv3x5e7Dlle1NgwP9JYYQ1TBqD+xwbuRSGp4RtY5IFXOYHGk8yzRrUwaNPjd9/ORmYYBRbaSraLdZJmND1+42G4fWVRMxSJE04+Gco1RfP9Q6d3lfY0unCzjXNbUs/dd8TXEAgDjVWTt1Xt9so3vPPniuy/v6B/NXXn3D+D89+OUbn3nm+Q/u3NlV7T0ysnJ4tJIvj43C9xhcJ2JXhzODvalXhfohaVCbVtKo9yb+bkuHO5wwOdcanNacmkavNC6uBHO0TA22fqcBnijq6HAJ3xUoFGoQCL8sWe3W9nlLvBWr1t731Pdv+pvffM+Xcrl8XVmKQNQ3Tn96vlNlvCkBTseOXd1wXZc9+eTPwR3XKRaL9wwMjXW++tprF/b2HHRGx8qAFAjDKlzHgePwCJBOLCfiz1FTYsP2szPTZaiMUk4MTw1qdTGBGIBm2N4O1Nh3kKgUjBQ4MJq6EKWtSiHg+y48j8Pz8mhrawnb5y54mjmF7aOjoxsrlSBctXo9wjCQzS2LZvsnOq7jTQ9we/T2HkEul2s83Nv7+R/88Al/2/bXwvpSzRowufbgocMYHh6B53Lkcm7M7lEX+FBIhCGZug+wXIJI8lYUc9sgd5zoTkFzaRKPSqrPYjqQo/z8gWAI4xmxwaLe2hwhXEciXyiiVNcMh+NFJsZ+Wde02DnnLRdXGhqa/rxSqfTXFOtn+yc4oeM/HMDt8cRPfgbGcNF4pfLOgcHhq0ZGxlZUK2V0de0CZwJBUEFlPEB5PEQoGZialwOMsDDLzFVRqb6K0V2Hw3UAx0GKxVOGZSw7VFsN9UuFocBYOcRoGQBzUajJoVDjoqOjA7XFPPxcYZufKz7kuv6PpZRP/caaC2f7FM/q+A8PcDUO9/YBwLuCarCsr79fPPzwd8Xc9paO1pbmT+3d+zpGyhJdr+7H4OARBGFk0BXyHjyP6yAQEOttBrulm+MweA6H68YeHdVkF8TvnbSmiO4RDgdcV8LjVQgJVKpAU1MDcoVW9A0ItM+dj+Gh/i9UxvpfvfSyK3h9QwN3XG8XIH9UW9s426f0pBj/CfAJRl/vYXie39DTc+Cibdu2YnhMVF03/6cOl5dVAoFqNcTmzZsxPj6SzFPDODA+XkWlUoHvRSAPguhi8D2OnOfA8xjyHuD7kVslCKL35TzA9z1wx0u8MVJKNDYUcfoZZwHMQRBw5Hw8Pjhc/kr/oPBWrFiF9vb2pyqVypGWljmzfcpOyvGmcRMe69HUPAcAjgB4BABe37sfALZCirZqKEVlvIqurp0YOFJBNG8kUK1WqmvXrr11ZGRkg8tF1XEYxsYFhJTIew5yuSifPecDNTkgDIGx8agFQ33J9Wpri9/bvPnlW/M53xMSEKFEvqYWC5esgsM9hIJz1+MHIfFqY3P7bJ+iU2L8J4Mfw/HET58GY6zt0KGD9Q4LpeNwjI2HCIUGOGNA3o8eoQBGywwMAg11PmttaxmAxMHTVr11tv+VN834/26ESGCVet8AAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE3OjExOjMwKzAwOjAwA19xqgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNzoxMTozMCswMDowMHICyRYAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 123044000
{'hecke_orbit_code': 9008298799923650, 'n': 1, 'trace_an': 120}
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id: 123044001
{'hecke_orbit_code': 9008298799923650, 'n': 2, 'trace_an': -15}
-
id: 123044002
{'hecke_orbit_code': 9008298799923650, 'n': 3, 'trace_an': 2}
-
id: 123044003
{'hecke_orbit_code': 9008298799923650, 'n': 4, 'trace_an': 15}
-
id: 123044004
{'hecke_orbit_code': 9008298799923650, 'n': 5, 'trace_an': 4}
-
id: 123044005
{'hecke_orbit_code': 9008298799923650, 'n': 6, 'trace_an': 4}
-
id: 123044006
{'hecke_orbit_code': 9008298799923650, 'n': 7, 'trace_an': 16}
-
id: 123044007
{'hecke_orbit_code': 9008298799923650, 'n': 8, 'trace_an': 30}
-
id: 123044008
{'hecke_orbit_code': 9008298799923650, 'n': 9, 'trace_an': -10}
-
id: 123044009
{'hecke_orbit_code': 9008298799923650, 'n': 10, 'trace_an': -2}
-
id: 123044010
{'hecke_orbit_code': 9008298799923650, 'n': 11, 'trace_an': 2}
-
id: 123044011
{'hecke_orbit_code': 9008298799923650, 'n': 12, 'trace_an': -3}
-
id: 123044012
{'hecke_orbit_code': 9008298799923650, 'n': 13, 'trace_an': -6}
-
id: 123044013
{'hecke_orbit_code': 9008298799923650, 'n': 14, 'trace_an': 4}
-
id: 123044014
{'hecke_orbit_code': 9008298799923650, 'n': 15, 'trace_an': 19}
-
id: 123044015
{'hecke_orbit_code': 9008298799923650, 'n': 16, 'trace_an': 15}
-
id: 123044016
{'hecke_orbit_code': 9008298799923650, 'n': 17, 'trace_an': 12}
-
id: 123044017
{'hecke_orbit_code': 9008298799923650, 'n': 18, 'trace_an': 2}
-
id: 123044018
{'hecke_orbit_code': 9008298799923650, 'n': 19, 'trace_an': 18}
-
id: 123044019
{'hecke_orbit_code': 9008298799923650, 'n': 20, 'trace_an': -1}
-
id: 123044020
{'hecke_orbit_code': 9008298799923650, 'n': 21, 'trace_an': -8}
-
id: 123044021
{'hecke_orbit_code': 9008298799923650, 'n': 22, 'trace_an': -2}
-
id: 123044022
{'hecke_orbit_code': 9008298799923650, 'n': 23, 'trace_an': 0}
-
id: 123044023
{'hecke_orbit_code': 9008298799923650, 'n': 24, 'trace_an': -2}
-
id: 123044024
{'hecke_orbit_code': 9008298799923650, 'n': 25, 'trace_an': -2}
-
id: 123044025
{'hecke_orbit_code': 9008298799923650, 'n': 26, 'trace_an': 48}
-
id: 123044026
{'hecke_orbit_code': 9008298799923650, 'n': 27, 'trace_an': 2}
-
id: 123044027
{'hecke_orbit_code': 9008298799923650, 'n': 28, 'trace_an': 8}
-
id: 123044028
{'hecke_orbit_code': 9008298799923650, 'n': 29, 'trace_an': 0}
-
id: 123044029
{'hecke_orbit_code': 9008298799923650, 'n': 30, 'trace_an': -5}
-
id: 123044030
{'hecke_orbit_code': 9008298799923650, 'n': 31, 'trace_an': 0}
-
id: 123044031
{'hecke_orbit_code': 9008298799923650, 'n': 32, 'trace_an': 60}
-
id: 123044032
{'hecke_orbit_code': 9008298799923650, 'n': 33, 'trace_an': -1}
-
id: 123044033
{'hecke_orbit_code': 9008298799923650, 'n': 34, 'trace_an': 6}
-
id: 123044034
{'hecke_orbit_code': 9008298799923650, 'n': 35, 'trace_an': 10}
-
id: 123044035
{'hecke_orbit_code': 9008298799923650, 'n': 36, 'trace_an': 2}
-
id: 123044036
{'hecke_orbit_code': 9008298799923650, 'n': 37, 'trace_an': 32}
-
id: 123044037
{'hecke_orbit_code': 9008298799923650, 'n': 38, 'trace_an': -6}
-
id: 123044038
{'hecke_orbit_code': 9008298799923650, 'n': 39, 'trace_an': -46}
-
id: 123044039
{'hecke_orbit_code': 9008298799923650, 'n': 40, 'trace_an': 1}
-
id: 123044040
{'hecke_orbit_code': 9008298799923650, 'n': 41, 'trace_an': -4}
-
id: 123044041
{'hecke_orbit_code': 9008298799923650, 'n': 42, 'trace_an': -16}
-
id: 123044042
{'hecke_orbit_code': 9008298799923650, 'n': 43, 'trace_an': 40}
-
id: 123044043
{'hecke_orbit_code': 9008298799923650, 'n': 44, 'trace_an': -4}
-
id: 123044044
{'hecke_orbit_code': 9008298799923650, 'n': 45, 'trace_an': -38}
-
id: 123044045
{'hecke_orbit_code': 9008298799923650, 'n': 46, 'trace_an': 0}
-
id: 123044046
{'hecke_orbit_code': 9008298799923650, 'n': 47, 'trace_an': 13}
-
id: 123044047
{'hecke_orbit_code': 9008298799923650, 'n': 48, 'trace_an': 6}
-
id: 123044048
{'hecke_orbit_code': 9008298799923650, 'n': 49, 'trace_an': -48}
-
id: 123044049
{'hecke_orbit_code': 9008298799923650, 'n': 50, 'trace_an': -3}
-
id: 123044050
{'hecke_orbit_code': 9008298799923650, 'n': 51, 'trace_an': -106}
-
id: 123044051
{'hecke_orbit_code': 9008298799923650, 'n': 52, 'trace_an': -6}
-
id: 123044052
{'hecke_orbit_code': 9008298799923650, 'n': 53, 'trace_an': -72}
-
id: 123044053
{'hecke_orbit_code': 9008298799923650, 'n': 54, 'trace_an': 15}
-
id: 123044054
{'hecke_orbit_code': 9008298799923650, 'n': 55, 'trace_an': -12}
-
id: 123044055
{'hecke_orbit_code': 9008298799923650, 'n': 56, 'trace_an': 4}
-
id: 123044056
{'hecke_orbit_code': 9008298799923650, 'n': 57, 'trace_an': -10}
-
id: 123044057
{'hecke_orbit_code': 9008298799923650, 'n': 58, 'trace_an': 0}
-
id: 123044058
{'hecke_orbit_code': 9008298799923650, 'n': 59, 'trace_an': 18}
-
id: 123044059
{'hecke_orbit_code': 9008298799923650, 'n': 60, 'trace_an': -9}
-
id: 123044060
{'hecke_orbit_code': 9008298799923650, 'n': 61, 'trace_an': 34}
-
id: 123044061
{'hecke_orbit_code': 9008298799923650, 'n': 62, 'trace_an': 0}
-
id: 123044062
{'hecke_orbit_code': 9008298799923650, 'n': 63, 'trace_an': -53}
-
id: 123044063
{'hecke_orbit_code': 9008298799923650, 'n': 64, 'trace_an': -30}
-
id: 123044064
{'hecke_orbit_code': 9008298799923650, 'n': 65, 'trace_an': -22}
-
id: 123044065
{'hecke_orbit_code': 9008298799923650, 'n': 66, 'trace_an': 13}
-
id: 123044066
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