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{'AL_dims': [[[[2, -1], [3, -1], [5, 1], [23, 1]], 10, 5], [[[2, -1], [3, -1], [5, -1], [23, -1]], 10, 3], [[[2, -1], [3, 1], [5, 1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [5, -1], [23, -1]], 5, 1], [[[2, 1], [3, 1], [5, -1], [23, 1]], 6, 1], [[[2, -1], [3, -1], [5, -1], [23, 1]], 7, 5], [[[2, -1], [3, 1], [5, 1], [23, 1]], 5, 1], [[[2, -1], [3, 1], [5, -1], [23, -1]], 5, 2], [[[2, 1], [3, -1], [5, -1], [23, -1]], 7, 3], [[[2, 1], [3, 1], [5, 1], [23, -1]], 6, 2], [[[2, 1], [3, -1], [5, 1], [23, -1]], 9, 3], [[[2, 1], [3, -1], [5, 1], [23, 1]], 7, 3], [[[2, 1], [3, -1], [5, -1], [23, 1]], 9, 4], [[[2, 1], [3, 1], [5, 1], [23, 1]], 5, 2], [[[2, -1], [3, 1], [5, -1], [23, 1]], 6, 2], [[[2, -1], [3, -1], [5, 1], [23, -1]], 7, 4]], 'ALdims': [5, 6, 6, 5, 7, 9, 9, 7, 5, 6, 6, 5, 10, 7, 7, 10], 'Nk2': 33120, 'analytic_conductor': 122.13395371188307, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2070, 1, [461, 1657, 1891], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1280, 'dim': 110, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 67110934, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6], 'label': '2070.4.a', 'level': 2070, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 23], 'level_radical': 690, 'mf_dim': 1312, 'mf_new_dim': 110, 'num_forms': 42, 'plus_dim': 60, 'prim_orbit_index': 1, 'relative_dim': 110, 'sturm_bound': 1728, 'trace_bound': 7, 'trace_display': [4, 0, 0, -104], 'traces': [110, 4, 0, 440, 0, 0, -104, 16, 0, 0, -84, 0, -60, -80, 0, 1760, -84, 0, -92, 0, 0, 40, 0, 0, 2750, 0, 0, -416, -248, 0, 24, 64, 0, 360, 100, 0, 1144, 72, 0, 0, -268, 0, 428, -336, 0, 0, -912, 0, 6206, 100, 0, -240, -872, 0, 0, -320, 0, -232, -260, 0, 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mf_subspaces • Show schema
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id: 581128
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 12, 'weight': 4}
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id: 581129
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 8, 'weight': 4}
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id: 581130
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 8, 'weight': 4}
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id: 581111
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 6, 'weight': 4}
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id: 581114
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '15.4.a', 'sub_level': 15, 'sub_mult': 8, 'weight': 4}
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id: 581115
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 4, 'weight': 4}
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id: 581119
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '23.4.a', 'sub_level': 23, 'sub_mult': 12, 'weight': 4}
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id: 581120
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '30.4.a', 'sub_level': 30, 'sub_mult': 4, 'weight': 4}
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id: 581123
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '45.4.a', 'sub_level': 45, 'sub_mult': 4, 'weight': 4}
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id: 581124
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '46.4.a', 'sub_level': 46, 'sub_mult': 6, 'weight': 4}
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id: 581126
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '69.4.a', 'sub_level': 69, 'sub_mult': 8, 'weight': 4}
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id: 581127
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '90.4.a', 'sub_level': 90, 'sub_mult': 2, 'weight': 4}
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id: 581112
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '115.4.a', 'sub_level': 115, 'sub_mult': 6, 'weight': 4}
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id: 581113
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '138.4.a', 'sub_level': 138, 'sub_mult': 4, 'weight': 4}
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id: 581117
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 27, 'sub_label': '207.4.a', 'sub_level': 207, 'sub_mult': 4, 'weight': 4}
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id: 581118
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '230.4.a', 'sub_level': 230, 'sub_mult': 3, 'weight': 4}
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id: 581121
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 44, 'sub_label': '345.4.a', 'sub_level': 345, 'sub_mult': 4, 'weight': 4}
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id: 581122
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '414.4.a', 'sub_level': 414, 'sub_mult': 2, 'weight': 4}
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id: 581125
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 44, 'sub_label': '690.4.a', 'sub_level': 690, 'sub_mult': 2, 'weight': 4}
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id: 581110
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 110, 'sub_label': '1035.4.a', 'sub_level': 1035, 'sub_mult': 2, 'weight': 4}
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id: 581116
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2070.4.a', 'level': 2070, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 110, 'sub_label': '2070.4.a', 'sub_level': 2070, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '2070.4.a', 'level': 2070, 'portrait': 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8YI5lcNuzYYqn7CfMvlzILCU+C6EPQle7fEdIMIz5G4SnNmweNiy6XqGfZu6rO47KANVH3J1nUROza2qVUDhIAwkrR6NeZWfKbqkiT2OTPncuqi4PRszGwrxK0GXL2ry4+9QRMMJjl5ocHZOcXsQsLFpYhzi4Zji4ZrDizyb969zMaJcU5dnGRuqcrCssvCqmCplbDciljtJCx3NLMtad7ypjH9E+/Y9/Bjx+/4Fwd2bzqeJMnp6/d955cDfMcD/D/85udZWjFbX3mL96vj3pnvf+zJr/CKqy6yvrmOuaVxFlerLLd8FlsOyy1YTi/O4mrCXAtOLgjWz6zw8z+8zE37q5ydneLMbJ3ZJYeLi4a5pZhzCwnnVhLWTXf5rlt67NmkqPs+rqywuOqzsKxYWIV+AFFscJShVkmYaMbEBs7MQdUNqfgOjkxoVKHd96lXAwRQ8zXLLZ+VjqReFSy3BUudhJpvMEC9olgdCCaqAY5UVKshniM5fdEl1g5TDUHdFygFcSzoDQQLq/ZmWmxHuO6ASi1m15aAN94UsWG8zsWFcc7OeVxchNmlmPnlmDMLcHLZcMMVi/zb9yyzYWKc0xcnmV+uMr/ssrgqWG5pVtoRK+2Y5Y5hsSM4uSpZ3zjPD75ecdmVb+KaPRv+4sDG5Z/pDJyzE1vf8WJD5Ns+vmNdlH5viUq1Nn7u3IX/8wMf+sINH/jdC99/dvYU+7f2uOmAYLzZte5HItFakmgw2sFohTGAASESpDCcXJzg331c8nPvWeDanRHj9UmatSb1is9YzWWiIdmwIjmzMM6n7qqhvIDLtg/YtjGh0+2zbSbmDS9LCCIHgebuJ3yWuz61JOD8oqLVqbB+i89SD+YWYP82yfFZw77NLuO1kPMrig3jMYmWLHaqLHY0GyYjlluKZk2xa1OPkxd8DmyPOb9gWG1X2bslYduGkDOLCc1GQKsTcc+TFUASRpqXXtXnpm2Gpa7Lnk0h+7dJPFGlP5jmied95pclC8sJi6sxF5Y0JxcEnXjAjZet8q/f1WVdc5JT58eZX6mwuOqy1BKstDWrnYhWN6HVM6z2BHM9SacXceWmmGt3zrG98XH0yoHvf2plv5nY/ObH5hZ6vxFH/dXNm6ZfbMhc8vEdyeB/9BffQCjPN2H7N1dnn3/vA4+dVE8da3Ox47Hci7lh7zy//JMLXL2rxuzSBMutOsutCsttl+WWw0oHVlqJZaF2zGIbziwL6mN9rt+/ytteFrB3U5Vub4zzCzUWVlyWWpKVtmFxVTO/qukOEjqhZhDErBsPOLBdY4zAcwxHz/vESZWd6yV7tyZMjA+YXwk5dLLONbthvLnCfU9PsG48ZLwuWOq47N0SEoYxjx4fI4wS9m3UrPQEk40B02MO9z0bMV6rcdXuhEOnI+aXXaYaPnu3GLZvDNGEHDuvcF0DxnDZjojppqDX9+kNPLp9h7llh8VVwUo7YaWdsNhKOLskaEUxu7e1+f7bVrhhr2K8Osb5+SaLq9nKZ5l7tWNlyWrHsNSF2a5kdjXhpn2z/OefXOTqXRWWW03OztaYW91MKLYlN1239Q83baj/o043CtZt+64XGzprHt9RAF9cnMdxHPfzX/iiK72J3/z8nY/8UHf5gmOQrHZhqSuZ7UnmOzHX757lP//9Ja7dXWN2eYLlVo2Vts9y22Ol7bDSEbTaCSudmNVOzErbcH5VMNfVjDV73LS/zTtfFbN/c4XeoM7CSpXltke7K2n3BN1+IUnCWKA1uI6hWoGNU5rNMwNQAc+djTl43KOiqrzqugjXa/H4cw02zigeP5KwZUbRCxKa1YSFFc3V+wQLK5p6xaU/EGzZEPPYcxU2z8BjxwI8UeUV14BX6fHsyYTnT1WReGyaUmyahGoFXEeQaEEUQxRDfwDdgabT07R7muUuzLcM7Shh744OP/DqVW7ap5mo1lhuNbm4WGOp5bHcUqx0YLWdsNqJaXUTVruG5RTccy3NTfvn+E8/Mc/l26ssro6x3Kqz0q6yuOoShgm7dkzF05tf+rHnjiz9o9tf+4YojuNo3bp1LzaU8sd3DMD7vWUq1Qnnwvnj/+arX73rvU88fXRmbrHnayOIY0Mv0LT6gtWeYL4vme1E3LBjnl/5R0tcu9tnPgd5hdWOx2rHYbUjWO0Yu+R2Yla7CStdmGvBcmAQasD33Nbi8q0xN+0zjNcrtLoV4tglThRRLEm0AAzaGHw3ptno8eRxySCIuOuxBiKqsHuzx23XdAn1Cnc+NMnVuz0WOm3OXaxz/YGI5087RMZw8oLhJ98y4MR5TaQbPH9Wc+M+wen5Hksr41y9N+Jrj/WJgjovvdJl99YQI9p89XFBMBA8fcynUXWpOcLKMEBrCBNDlBgCDa2eZnxswHUH+ly5bcBbXpqgqNHp1plfqbHctudmpS1pdQyr3Zh214K71TUs9SRzXclCO+bm/XP88j9c4MDWCosrE7S6VVrdCq2OS3fgEMYyvTaVoD6+Y+FlL7/9Dw/s3/PzC4ur8bqZiRcbUsB3AMDToqjKfY8f2+0mJ9+he+d+/qGHD4qLi5aR+kFCEGp6gaHbN7QH0OoLFvqS2W7MTXvn+c8/scDVuzxWW+MsrdZZ7VRodT1Wuw6tjqLVFbR7mnY3ptNL6PQ1rZ5huSdY6Ru6YcyBXQPGqjE6jnnLbX2u2Z0QRApHGoLI8Jlv1Thyvs7GCc3pCx4OVfZtVly911CpdXn4uR5zCw2u21tlcnKVe57wuH6nx2K3Q79XZ2La8MRhyXvuGPDYYcO6SZ9u0GFldZwr9/b4+hOwvtnkugNdZldXefCZCWpunWv2wN5tA5TT5fisZv1kyOkLEZ+9z6cfKaSEMDJcuzfgTS8LiCKH8SpcuUPQ7ddod6usdnxWuy6trqLdlbS60O4ldLoJ7V5Cu6dp9WG5K7jYlaz0Am7dO89/+IkVrtpZYWm1Satbo931afdcOn2Xbl/RDwS9QLDaTlhaTdhz4Grzypdu+7c3X/n+X1o4//rBur2/+GLD68UH+PPPH2F8rH7VQ088/8jjj37GvW5XJC8uVFhqKdo9TW+g6Q8SekFCb2DoDjTdAbQHgoW+4mJbc8OeJd756kXeeltCs1JnYaXJSrtKq+vT6rq0e4p2T9LpQbdv6A0Sen1tnwNDL7A3TS80hInG8wxOGn67CnxpMFriuw7TTcWWdZIdmwzbN/ZJRJvPP6h4/niT117n8dLrVvjQ5xLGvUle/5Ie9z4dMVYZY9PGLt94rMr33JZw15MJO6d96s0O9z3p8103uzQac3zoM5O8/Ioqr7mpzdNnBnzlARcT19i+3mPnRsGW9Zrp8RDfi9AmwXUSlNIAeA5UPEEUOfQGHu2eQ2/g0B0oun1Jtw/dgaHb13R7Cd2+vdHbfVjtCxa6grmWodls87ZXLPDOVwVcsaPK4kqDVrdKp+fT6bt0+g69vqLbt25Od2DodK09e3E55g2v8Llq3/TPP3Xssl+ZHlvovfdHf/JFxdeLmsm86wu/DsHpyqGDj//E8SMHb685ofRchzgRGATGSEAghL0ThQApQAqDFOBJg+9ITs3V+MqjNVpByFi1x+5NA8bqGtcxuI7Bdw0Vz1D1oVoRVCuKWkXRqDo064rxumJmXLBxQrB5UrGuqVhXV2wYd9g44bJ5ymXPZo8DOxyu3QvXHeize9sSjx4b8Im7XAa9cV52hc+1Bzo8eGTA7NwYL71SEYsOjx7yuemAYnq8xYmzPls3SB47npAEHjceCDk1F7O4XGXXZhfldXjqmEPQr7N/q+LWK9ss90PuP2g4vyBYWJLMLzvMLVVYaVdZadVYbtdYadWZX65zdrbO2fkq5xd85pZc5lckC8uChVWT5ghie3QSljuGpQ6cb0nOrgja8YDbrljgx9+4xD9+W8REvcn8cpPVlLk7PZdOz6Hbk3T7kt5AWHIYpKtsZK/J6qphfkm9KogGyULLeeBVr359/I17vvSiYexFtQl3bmk5g0Hyr2tO+2c3TYUSYZMcrmMBqTUpwBVCCKRMUAKUBKkMjmNwlabqCBZ6NT761a189eEWb7xhhe+5bZWrd3WZGq+x1KrR6fv0+i69wKEfKAaBIggFQSSJYogTWyGojb2ZpATXAd811KuaiWbElnU9YtPlyPmITz/gceh4k8lqlRv2O7zi+jbfOtjizvvHuGW/z7qpPl98xKCTKpPNkKV2AAYksGG8y8qijxIVXnLNMl+5r8LZ2SrffUuPOFni7iemiZIKN162njff2mLnphb3PePw1Nkq5qTPlinJZF1Qqwh8T+AogZJgYwWry+PEEMWaMDIEkSYIDYMQeqFd/VYCwUoHpDPg2gOrvO0VLe64LmK6WWVpdYLVTpXewKPTtw5Nt6/oDyTdQNBPwd0faPpBzCDUxLEBAysdmF9ZltIJ/vmu/Zdv+4Wf/YnH/+U//+kPVn35vwfAf/v3/4LnVx1qDu87u/SNN+5oXrxtsuF6jqwyCDRhrAhkdjJkytoCKWTK3qCUQKkEV4GnwHc0VcfQHCgW25P84Vcb3P1Uh1uuaPHe169y2dYW0+MVorhCP/Dp9D36A4cgUsSxJEokWgu0ERbcwuD7CXU/xvcipBow3wr47MOS07MeJ85OYKIK+7a4XLZDcf2BNsKd54mjTbZNVbhyl2FqYpWlVoXNUwqk5gsP+vhIqr7hTbf2+egXEi4u+MysUyx2Ap497rN5ZoIb9ixw71Mt7j84xiDwOLBjiut29LhqR5ujF1Y5PWe4/9kaJ87U8IXEdyR1HyquSUEOxkCiDXECYQJhLOgGgvZA0Aoh0jFCDbh6d5sfeV2bWy7XbF3n0utPMr9co9Pz6A48en0rcfqBrU3vB4L+APqBoR8kDMKEQaAZhJogMgQRRLFmEEkWO33/yMqxH9v953+4+ve/21Wm9eFfff7EOg5c+9a/uwB/9KG7ufGWf8jv/dF/+Kk/u/PIvzv45LnG//MPFpgan0IqcB2PQeiglJPKEIMUNpCSSqCUwlESx0lwlMB1NJ6j8V2sBPESxiuSduCyvDrJJ785xrcO9hmv93n3HS12r18ljhz2bjEc2KkYBNYtSbTEGBuOKJngezHHzsPJeUE/1vzxnTVWu+MMeh5TVcWmSYftGx12bRZcuadFIpf47c826LbGuOUyh91bOzx1MqHdqrB1N9SrMe2wgu9JMAbPdVkdwLk5yf4dPpfvHnD4SMgzx6rccuUkf++7F/m9L3R4+HCDbt9hqdVg1+YKV2zp89LLOrzp1g6t/hIfv7NKL/I4O+fy9EkPz7FEAKCBREOsNXEIG9eHXH6gh04idm8M+D9uDxirOWyY8AijKufmKvT6Hv3ApTdwUlAr+oFMDxiEhkFgGKTgDkJtv44Mg9ACvB9CJxQsDBSmd4F16snxi+eu+/er0c3JNTd/8INf+tKdvOENd/zdA3h39nPU1jfU4Sf/09+77+EjvzI/d9qf9zQ4IXWvT5xIJKCkQcoU2MJBSlBKoqSw4FYCx1E4jsR1Ejw3wQsNfqCpuIZ6pGlWYLIq6IaSdr/BmVaD//iRKUgiJDFX7u9xYFtIEAqMTjDGBmpSCqSUeL7HM8c9jp2pUPVc6o5kui7YvUmybtJh04xk+0bN/u0rRCzxXz/T4MzpMW7a57Jnq0Y6be56zGei5jI1DhPNAfVqBYX1r9t9j6WuZqllWO3UueOGFk8dCTl+3mFqrMKNl4/z9968zH/9S3jsWJ3uwLDadZhdarJxqsrMZMCmsT7/8v/oU6u0ef6s5ukTCt83SKWRItVZxmA0hKHgwLaYa/clCOMQRR6YCQahz8UFl17g0g8cBoFiEFrGHoSCQSDph4JBgGXpUBME9jlj7UFoCEJDP4JBJOiGgtVAshQY1nsDtswEnDh1pvHkqelfue+Z/ys61Lvhd37lQ3clP/sTr/m7A/Df+Oif88O/Oum+741P/ciW+olff+WVR9xGtcMnvpmAE1P1+kSxSrWvRimNI10cZXCUkz5LXGWTHJ5rj8AVBKHEdzWBl1ANjdWcsbX2xiNNGEMQCQaxJEh8orjCsZMNDh41JAZ0aigrYeWOqwS+Aw0fLlsHjSqM1yUTDcXUuMPMBGzfGLBpZpXALPPBT49x/MQ41+1y2LlZsnvrCo8cDzg7O8FL90kmmhrP6VORLspgfXUN6AHL7QoXFhxuubLK5bvaPH3YZ3pMUqs0uGZfwj966wof/EvNwfMNWl1Nq61YWHGYHm8wOVZlvBHTrMVM1ELecFOE70a4KkYpjZT2cxkj0FoSxorlZUUcO4SxIowUQZQ+h9IekWQQSoLIVi8OQghCY4GdMnYQGcJI54w9CA2DErjbkWQphCgMkE7EmfmIj39twCPPHPFfcmP8629/46r+oe+r/sG7vuuj0eYd7/7bD/B/9+GvYCqTzs7JMz/+oU+e/LUbdz3sXr7d0KyHuMrl/IJh866+dUyEsQDPDuWilMFRCsdR1hUJJZ5TArinCNOLE0WGMNaEkSaKbZCVZfvixKRLtg1etc14A9adURIcae023wXfl9QqknpFMdaQTDRh3UTC9o09mo0VPnlvxH0HJ1ldbHLlNsWOTQ57tgYItconvt5kXU0xOSaZHg+49xnJ+TnF/o0QJYJd6xJednXA4WPjLLUEy60Gb39lm0cPDzhxQVKvSDx3jCt2wy/88CL3Hurz2XumWezA9nUJK22H8YZirOHTqHrUq1UqvqbiJbiOtoQgDQhjiRzQ2q4eiZbEsSBOJFEsCGNBFEnCSBDElu3DGILQBqhhpAlDTRDbQNV+z8qSIIJBBP1I0IskrVDQimEwCBFhjy07BjYBFfS5cu8yk7UL7lWbt/9Gb+5aNVHf9Tvti38eNzf+zRZr/Y0DfEs1EJ3l0//wyHPHfvGuh+bdT3tbqDkBWtu08sUFn+99eZcfuqPLeEPTTRlcOQmO0rhOgus4uKGD50g8VxG4FtChJ+yFiQRhpAhjiCIL7Dg2xIkmTkwO7iQxmJS1jbHABlBSWAnkCDxH4HuSqi+pVQXNmmG8kTAzHrJusgNyhT/9huKjX5liulLhqu2CbRtdtm3UbN+wyhcf1yyvVLlmq2S8KZlohpyad2n3HJSCJJE0qopN62Puf1qz2tbMLvlcsbvGy69tcfeDPhN18H0Ppca4cjf8+OvnceU8n753gufOV9jQjpgeixmrKxpVSa2qqPoOvufgu9bDdyRIafLPiLE3tTaCJIFYC5LY3nBxYkkgI4go1kSRTsnCEEV2RQzjdIWMYJCujP1I0I0ErUjQiQ1REDDmtnn3mxb5vpd3eckVCa+7cZk4aeMqF8xx98LZiV/BH3eFqH4wvf/+dgL8k5/6Alrrn3n08ef/zfzZ0/Utky6LfZ+VQYMw1hgi7ny0yoMHqyy2lnnfO7pMjUd0elUcVcFVCW7k4jounpPguQ5epPE9SRgqwlgQpuyTs1EsiGNlL1pirPWnDYk2BWuXmFsIrM2msCuDB1UPahVNo2YH+8yMD1g/tcIDh0N+94t1jp0ZY9uYy+4Ngi3rPbasF+zZ0kW4K3ztsQkmfMXUmGS8bhhv9Gk2NJ5rHSGtIQgdVjsR7V5Cq6tYWHXp9Brccd0cX3qwx7GLDap+hKM8hBhj92bJD92+xC2XzfLhL4zxyMEJNnck65sRzZqgXrE3pO9LfFfiOql1qARSFDeyMalkMekNryFJNEma6o9zYsiAbgFtV0FDkII6iK0k6ceCdiToxDAIY/SgT7PS4X1vX+Kf/mCPmu/QH1SpeQ5R7NEb+Kx0qiyvXqwLv/Hvx2auVU888tUPXHfT6/7GMPg3luj5xB9/iLe/4x5e9jL3X508debqRBsUxmYGlQ0YjXJIHJcgcnn0sM/jRySODNm9OaBZSxDCWDZPPW9HaVxl7JEmcTzX4DkGzwXfs0kd37OuSsUTNrnjW8+4XpHUq/Zo1gTNumC8YY/JJkyOGabHE9ZNhqyfDNg402PHphU0y/zaX8IffGWS87Pj7JxU7Nwg2LzOZ+sGwe7NA6YnFvjY3ZLHDk6wc0axbb3L9o0J66eWeeAwnLtQZ9OkYsO0ZP1kwPnlPk8f9xmvOozVFPWqYvemEM/r8OjRCkILXAngEGsXJT32bdbcekWHTes73P+cy9lFjyiVE4PAHr1Bkh72dXegbda2b+j1bZVkt28zxL2+/Xf9fpxmjDW9QNMbGOtzB5SercbuBoJ2KFgNJcuhoB1qwsGAMa/FW29b4F+/d5l33h7jqgqdbp1+UKXTr9LpVWl1q7R7FVY7PrPzob/SEslrv2v84+OTL+HLX/rC3wgO/6czeFpb4sGx2mfd3s8+c3j29b5rqPmCODEYNEpIPGmoxIKOVHRVjXbo8fkHfe59vM5rb2jxztf2eMX1IeMNnzD0GYQegesSRg5R7KaSRBHHtigqSiRxIohjSZJkelOkelugR5jb+ukapcBVGte1GrZeiahXQxq1Pkp1+Oazhk/d1+Sex6bZUFdcsRE2TEo2THtsWifZPBOye8sKjx0b8Jl71zHlKaaakmZdMjMx4Mg5w72P+0hjdX6SCASKV10Xce/TIQurFdrdhMUVh80zDd76si5PHm/x9HPT1LwYpQTgopMaQaDYvN7nB1+xwsbxWT59X5X7n5rgfLvCpC9oVgx1T1PxwHMSHJXmDNLPWy7MMJlk0dYzzxjdSjrsCqjtihglEMSWsXuxoBtDP9LoOGTK6/Kql63yg69tcfsNMTXH2o6trk8YeYSRQxC5hKF1avoDl0Ho0OoY5s6dff3P/fvef/h3d9V+7m3/1weST/76+76zAZ46Es7Zuf6Pnjr2/C8Hg4NeFFVdre1y6Tv2ZGI0SggcCb6CaizoSJd+7LAc+3zqW1XuerLHzZd1eN/buly9O2Si6ZBoj/7AI4hcosiCPE4UUWITNolWJLEg1tY50EagdVF5Z3JwWyvSrggaz02oVSOqfoCjAgbxgGdPa37zc+M8cWwCJ/HZN2VYP26YHlesm/TYMCXZNBOxc1OHudU2f3RnHRNV2LhOMNZwGKsbmrWQfpKgjcKTAiEtqBKtUI4i1prOQNPuJax2HC4uVrms2eDdd6zyS/NVTszXcJzIShvjEOsKQSTp9DxedlmHl1zW4umTZ/nNzzY5fKbBwnIVX0qqrqDhGyqO7T5ylU2jy5FkokkBnmc/U5fHyjsIE0GoLbAHCfQiQxDGOCZkeqzLNXs7/NO3r3LD/phGzSEMGrR7PmF+fZwU4OkRKILIEpHjSHq9rnuh0/4X/+87x+L3/QP/F1f+8c8PJnf/m+9cgD/w+PNMjtWu/Najx379137/a+6OqT4TFYcosn/GccC3ljNS2sybG4MrDb4S9JWg6/gMXJflsMqXH7UDML/r1hZvvb3PlTu6bJvuM1Z3CGOXOHaJYocgdIhiRawlSaJSYEu0BoMowpgU3J6rLcM5Ca4T4aqQiysxRy9ovvWMw5Mnmzx0cJw4qrKxaVjXMEw2BVNjiqlxl3WTko3TMZtn+kyML/OJL8EDz45zzWbBRFPQrEsaNU2jFtBJQjxX4cRWDxtjHQwCSW+Q0E4LoFpdw3LbYX65yW2Xd/muW5f5vc/51JckStg5PEZbLRtEkt7AZXq8wk37OnzofV0eeq7NkyddHny6wdnlCocXq/hKUlUCR9pGDd81KFIiT09LxuSJESQaIm2ZO0xs0iZKDJGJMXFEwxuwb2Ofy3f0+L7XdHn9LRENz2UQNOi0PMLYI4wdosglSq1I+3VmSdqJAwCNqubKPZqbq7PihstbP3fqyW3Jcm/Hrxx86Fd6V9zys995AD9/YZZNG9dXPv/lb37fZz/zReUnfVZWJtA1Q61i7SolwXOF1dbSJnUcZUHuJVBRhmqSLoXKJ/BcWnGVP/1Gk68+0WfrVJ/vflmHDRMxOzYE3HSgh0AxNSlxlCRJHLSWGCNT5s7WZZMyt8YI6970A410Yu5/zuH4RcmXH65x9EKD1dUqnnAtW09qxmrWBx9vOEyNO0yNC9ZPxmyc7rNp3QoPHLTSZPOYw3QDmnWHZk0wVo+RMuTQaUWrp9hSB4FdTYJIsn5KcGB7wDcXDK2+odO3LL646jO7NM7bXjbPwVNLPPLMDK4yICKMgTixEm0QKvoDh1bXY6JR55VXd3nNdT2W7ljg2AX40iMVjl/wefRwDeE6LAwcBksKKSRCCGxRgkhBblKQGxKjMYl1sSabAWMi4obL++xYP2DTZMSbXxqyYVIw2VT0B2Msr7pEiSWaKHLsc6yKI7IefBRbWzJOsoyxZqwuGGtMc2E2ABX8/Na9B+Su/bf90vLSDw8mp9Z/ZwHcc13n+eeP/auzp4//3zXVlTvXKwwGJS1zAbZgShhbW5IBPLGBp5uAF4OXGKpKUNeCQSIYOC6B69IaVHn6dMxTp6YQOmLrugHX7ewzVk94xc0DNk1FJFGM0emFM4U0IatCVIZQw0NPVzl4ooZXkTx+vMaFpSoVx6HpSbZPGsYrmmbF0KhKmjXJWMNhvOkwNQYzEzHrJwdsXd8mYYWP3jXO0lKTq7Zqxhq2x7JR0zRrEcZEPHzQY2nZZc+kzS4aA0EgWTcuufWKPt98IqHTl3R7dgzcSsdlbqnOFbv7vOc1LR5+rsrJpSZKaCBKa0zcNEEj6AWSbt9ltevTrDWYaA64aW+f264YcHFpwDMn21SqCc+ccHj4aZ/ESIQU5MM2cxvRSke0JokNG6ZjXnHzgImq5uqdmi0zgjhx0LpGELksrlhQ28aQVCrGjq3tSQGd1flYZ6uIk3S6ird7il4gMcYnCGM5EKf+RaW+xZmYmPoFIP6OAfjjj97L1+/+krfa6rzrueee9yaaLlFs0NpgjElLX22CJZFpNaA0OFLgKLsMuokhUpbJIw2VxFBLBJG2WjDwBGHiEmqXSBvOt5qceVgjVcKXn4ioOTHaaHuRjO1WF9kVFNIeUqKFotV1iUMH35E0KoY9U1D3DA0vpupDvSLSclpFs+bkiZ6p8Zh1EwM2THeI9Qq/8udVnjg6xbZpw3hdpOAW1KsJ9UpIvTagUq3ipoGeSGVBogVh7NLvD1gdaCZ8W6vd6WtaHcVKzePM7BjX7gp4/zvn+M9/7nB2tQoiQZsYrSFKbEeNrR1RdAcO3b5Lq+NTrdSopsHyq64Ocb2Qm/YmvP3lA1uRKTVC6NQmLaLvjBwSba3G8YZCSY/BwGFx1UkrLi2Y4xTUcSLTr2X62sqQuBT0x4kgSkQpPkqD/vS+ShIIIph94mnv/GzvXZVK/T/efc834ttf/coXH+BHDj+KFNLfsmXdb546eWhbsybxHEkUaaJEo7PMYepFJ1qQSJMmPWzU7igb2Lg6i+ANsc4q4gRxGuVH2p6gWEPoS5K6JNYOUeyzGNoMuDFF3kAIW57qCFtO6qbZyg11Q3XC4DuaSlYv7gqqvj1qvqJWdWjUFM26YKKhmWjETI8HrJvssnn9Er/zBc2n71nH+jGH6YZmrGZvhnoVC/BqyMVlzdHzPlVP2KRLdkG1YBA47N0Us2EqoNP16Q003X5Cu6dY7To0WhWatXHe+cp5jp6b5Q8+twUlXYzRaB2nnrVDEGb1I5LeQFGrOFR9l6pni8Y8L8FzY3w3oeIlOCJByQQpbM2KkHrIJ89WvySRLC5LEp1NLbCyz4JcEmuJTkGcJAW440SkRwbwtH80Eej0Z4lO3RtjXaU4BXh/kLCwcmzbq199+2/6fu0ffOtbDwW33XbLiwfwaDCP48/Unn/mqx88f/KxH/adQIzVJX0HgjBNuiSGJDEFwBNDooRNMChQCTiZVZV++KzUMxmxsPKvTXGCdCpFNEXqPXvIUoOEkgZHgqNso4TrpHUtDviupOIJKr5NmFQrDvWqoFmDsXrCeCNmohkyM9Fl08wyT50Y8LGvb6Ze8dnQ1IzVBPWaolYV1KuaWiWmXg144pTgscMVdk7Yvy9SCtcGeoHDjQcM+7YMeOjpMXqhvcDdvqbdlazWXBZWqlT8cX7gFUs8cmiBZ05uwN6ymkQnxNqkyRhbT9IPJLWKoOorqr7Gd90U4BrX0bjKZoeV0nlRW87kpfOWJYRsUkjkbpROU/2JLlmxiUydF2HBmv4s/zpJQazTDGpCbt/mdmRsUi8/odsPnbu+/tAP33rrLfod3/f6n7owt9zbtH7yxQF4v3MR2V/6J0n/qR91OUWzVkcg0uYEgRNJogTi2DJ5nBi0MrYeJFEk2uBkoNcifc682eLQaRYyKdWRZFnJ8lKXP9ILlnX+SGmLqZSyWUtbamvB7bkC31X4nqDiKSoVSb0iaNQMzVrCWD1mvBEyNd5j49QKT57o8U8/vJ5zF8fZM6UZr0GjKqlXFfUK1CoJtUqM6wb0Q4MjHXxFrnkziRLFkiRxaXgxg0TTDWTaIWM1eaujqPo+Fa/B9g0Rv/wPV3n/hwVPHV0PRpLohCTRxHFEGGmC0GEQSAaBpOqD70kqnsHzlE2EORbkjmNygCtpS5ILqVICOUCaPzAZwI3Ia1qK2hZykNvXIrcaC8LKAJ957eRgjxNtSwHChH5gE08nDp4THX34R/fs3Xs8CMJ//z+C0f/uTOaZY79PEK9uGSx98+8lg+OXRRFEsUOSuhcCKzqlEAiZNixIC3wpSINPkX9PSeuVZ8mJ/Nmxrx1H4KmsXoT88B1sFjM9Ki5UPPtc9aHqCWq+sLUl6XO9IqinbWv1qkO9pmjUHJp1yVidNMWeMNGImGgGTI/32DC9yuPHe/zz35vi2Nlpto3DuiZMNAUTDYeJMYfJMcNkM2LdZJ/EdPjgZyqcuTjOxmZZo2cWYszM+IBqtcs3n2lA4tDwDb6LHevmStz0PAgh2L4+4Yb9qxw8Dc+fqyGQSLQFoDZp+j2VeDFp8isrXRCEsbRHJK19l1l3oW38CCJrtw5XGSqC0Mog+32Z/yyMJEGc/q5YEkW2Lsj+HVvAFcX2Ro6iYsRFcdjygCjSBGlBVz8w9AaGlS6cnA04dnauVZsU9972uu9r3/mZP/tfx+AXLiywcf305s/c+bVfXbp49q237jlPtbLJps4dQ+wWKUMlQeZ3b8rSSpJoy+pWvlh2NqWaET30bJe0zM4qHBJTsA2k1leRqRTSdgNZS7Koz3AdgZuCyHdt21fFtyPWqr6mUU2o1yLG6iETjT4zEy0eP9bjX/zuJM+enGHnlGS6njBWtYVT9aqiVmLvWjXEiJDZ5SZS2G1O5FAW0TKaNi4bJgyOjunGgn5o6Kfp9k5PUvUVFc/Fcys4zhhXbo/5xR+f41/8Ljx2eIbEKKJEE5fqRsJQE/iKiifxQvv5PFemkiwrxDIoVVi19lyZod7X4r2WJUupMjEzXUxJU+fMXlqFk9JqXKoLstLV1r6EsS3syrKog1hyoT3Pa8YHb33NVfuTPfve9tPve9fi+Urtrz89678L4OcuXKDbbe0/c7r1to99Jmb2VZPcvNeOTBPSZs+MtifDSgRBkgaVicqWLZuI0ckIqLMjrfjTpSIpk34vS1CQgbx0RYrGZJEaJ6KoFlQSx8kALnLmr/iGqq+p+gm1SkK9GtOsBYzVLbgfOzrgn//OBM+cmmHrhGKmrhmrCuo1Sa2iqFUl9Yr9HbVKjO+EPHQELi551D2DlJaFhRDFcq8lvYHDxknBlXu6PHiwQS/I2sF0GnQqKp7Cc71UQ49zxfaEX/r7c7z/Q4bHDq8jNopEJ5YNE1v/HkaG0JN4nkxr56W9oR1hAa5sFjkDeQbwrDArP5uiJP0yWYh1W7JrkhiRAp0c2Lr8dS47SzFYFldl1Z6xBbZOra9mVfOO62O+65olkn77bRfPn/5gEnXO//dg9a8N8G9+6yGkUpufOXjoF88ce5w9Mw0WFya4MG6Ln8CygnGEre8WdiOlRKfgTrIAMX2txDC409d5WWsGcOzZzRml4JiUdUrsnfq8KpM/irwc1jZNgOdaOeB7mopnwV2t2FqURjWgUe8zNdbm8aMD/ulvTfHcmXVsGndYV9OMVaFezYq3MvbW1CoJVT/CcwOePe6wsFBl13qKWpD0ntSpk9IPHPZsFVy5u8c9T2l6oaQf2iRUf6Dp9m11oOc6uI6Ho2pIqbli6wr/5Sfn+Me/aXjs+XVE2mE6sa5VGEHo29pt39cW4JnkcWQeg+R1KtY9LQhBFJnO0UdGKhnQ06qLNSl/bQrnTBtbpmy/VwA8i8myMmadBlOeC5urig3NCU6dczh69hluuLH+i3v27HrbsecfPb9n/41/cwA/fOgxDlz+Sj7xid/bdOrUmRvQPfZtr9Cs2ShYoPPmgTx7KK33bYMQg1YUy5gquSE6YzeGGNum2wvmxpSswPRKlJfVLIkkc/a2zonV8eAqK6Nc11DxNL5rwV3xY2p5oVWPybEOjx8N+Ce/PcVzZ60dOFOzCaB6WplYrSjruvg6bTiIqXgRUgV0QxepHFxlLVHL4gVAkiRrOnCpexEQ0wl92yoWagZhQm8g8T2VBoourqNRqoaUhn2bDf/PP5zjH/+G5tHn1xMlbtpgbAgTQ+DaYjbfFfiuwXW11fRO0fqnpESq4jxlIC+fzzytPxLMF3KlJB11VmtvCnu49DopgbywjgvzAGxHlecIZhccOj0HJVr4zx66YWm5s+n3/+tPn3/wwUe49dab/mYAHgUrHH3uq+NLi3N/Mnvmord5vUJJkxbZF4DOiplUps9ksXwlqbGfnZAk19cMgbustctZyZy50+UsuxjZkbsm2ZEuw44yuG4KcFfjuRrfS6h6CRUvplqJqFUCxhp9xhptHjkc81MfXMfhszOsa7jMVDVjFUMjZe5aGqRWK8Yevqbqx1QrIadmNX90ZwO/YutsMqcie9vGFBZbp+fxQ69r8bGv95hfrNjextAwCDR9L8EfWJnhOhLHcUv2nmH/Fvi1/2uBn/n1hPsPraMfV5hJBGGiqbkQRHb8hp92QLnpCuY4OgW4sM3cefAvSnIqA7ldiTEFpWcEU5aNmaTMwF1UKw6vzBnoc3csd8XsHSOkIEoM7X5MENuivNnHTnqvGd/1id/4g6e+d/266afLMPifCvDjx48KTw1u8cTSupmJmDi2ulsqk9pO1m4yRqR3t0FpYQGea8+CufULgDpf+kpMgRn+VNnpHhoKlGZIpSiDO613cbJBQDoFuE18VLyYih9SrYSMN3oMoi5fegT+4x9v4PDZaaYbjgV3tQB3taKoVFSaGLKBacWL8b0Y3wvRxPSCKmOewJFWpok8BM5uZuspR7FDo65wRMAg1vQjYQGeNlIPPE3fVXiuxHMUjnJQyktvGsPujYJf+olV/sufJNx7aJrznQaDRDHmGhqeJkwMvmPwY4PnZBapKelwUTC4FCWJx5D0G30UhGMK2ZjHSwXo82tbBnPO6KX/J7v7E4NOLcQgTMDYevd7Hzy488CBvX+4utq6mb9GGv+vDPDe6lGSOHrjQ/d/7nei3tz4WF0RJxqthS3ZuWTniA1IEi1SPS1yOWJZWxTBZMbkpDdICeBDzF0CeH4RUlDblYO8zsX2c6Ylo6kP7DkW3H4KyIoXUqsETI93WWj1+aWP1fjDr60jNGOsayhmqprxqqGZp/Btr2bNtzNOqr4dV1Hx7Y3iOgF3Pe6SaNeypTQWMLL4HEXrmCRKFFK43HF9h9/63DSdyGUsZfFKaKdGZQzuKpUyeHquhT2nl22TfPj9LT5+V5//8JH1XFyeoNt0mEgUzVhTdQ1+lDaGODYGsX2bouSmpNKuDHCRsnmZUXKEp9cnveDl2KiQKqW6czPM1kZfgtyy64r9bBmW4gQOPX+Gj/zx5zb80A++7fWPP3PyC9dftfN/LsD77UMYo39q3djZTV0Zkmhbh2BnimQfLsvUFdJCl2oPstrsIvIWJSlSOkklS2qUucusnZW/rpFGspAldjlOM3npmAnfjfFycPepVnrc9bjmE99s8id3rUOLJusagulKKksqUKuIFNSSiq+opOxd8XS+EvhuhOMNuPPRcXTi4ity0OS6tqhpsmUHiUJJh9fd0ONDnw7pxZ5l8cjkHe39QFvt7NjZMEqRMzjpeZ8Yk/zI69pUnYv8xTd73PXENHNxlZ6nGIs1NTdlcgWeY9K4xOQsnt04Nj9hCskn0yhnNNtZYp2MxTNAjrpeBYuPJOmGHLLhpF1OBGnSKEwkTxxrbbri+VM/paT8K7f//JUAfv9jBzky7/5Yb+7DN++cPImv6gRhVk0mc/+znPEqWDn9WoshCZKBPUsHDzGAEZcE9hDAM2Bj0ug/zczlcmkE3MrWZHhugueF+G5Io9rHq/T5+Fcd/uMfznBqZRLXrbC+ClO+plnRNjuZtrxVKxbc1ZS97bzDhIpvV4SqH7Lc1vRiD+UoPKlzl2JIg0N+48exIog8fKfP+FiPVlBnEEmCMGHgGbzQ1q5ba1MVwaFwrDOT1o9oLRhvSN55e4dX3bjIL/5BwEe+MsNy1KDvu9QjQcO1TRC+EjnI3dTWVaWVLw/URelcl1j8EmReMPrQdRxm8Lxgcej7ZcALO1FDZzU7tvAujCXdSHB8dZWbT9x38y//07f/2Ls7T/1epXHN/zjAT1+cY1trPau1X3tJ6J+ccegxCAWu46ftY05afFPuopElCVIGuWWbIv1bZuuiTgNKpa5DwDb5CbbsktV5p8OCpB2XIJUFtqO0bWpQGteJ8bwIz4moVgJ8r89zpxP+4t4qf/Slac6vTFCvukxWDBOeoVHR1HyopwVYFV/aVL4vbabUN1R8G6j6rmXvRn3AV+9VHDtRo5olVDJ3ooSQ7OZP0kKlMHK4fDe86toOn/z6FJ2qQyMWdhxaaBg4GsfVhc0nZenGMUOJmTiRbBzr8vM/2mX3pohP3jvGM6fGGThVuolD3RHUlbEZYGWn57qp0ySlwRFFHJPdmFIM27BrmHwU4COWri7VCg19TxdxV1IGfLa6aQgSQScWtCMIBjFfvHtlRqvHX/L//LN/8nv93gWqtU3/YwA/N7vCeXXu73fO/P57o9YsV+/SNKsGJRMc5RHFbl4PbIFcYvQM8EPFO1mioOSQXIK1jRnmiRzcZfbOxrvJTJroVFNqHJWNnYhxnATPDan6IZ4X0I0CfvPPK3z4C9PMLY0TqSpjdcWUb2h6Njgrg9sytkqLsUTK3hbclbRqr+JHJEnEwVMevchn0kuXf5mBouxCiKFAM44VTeVwxY6QTzgBndCh7wmqUaqdI40b6rRQyk75EspO4RLpJbRLuiWXOJE0ay4/844u73r9HL/7hTYf+vQ0y70Gfcen4ypqjqCqwFfaAl3a2v3sPecgzwFuhu3DERovE9IQgzMsW8qrtR4BepICPdZ2nEWgbf9nLzaIuM+GRov1Y+fYOrb+vSZ+4OFed+nD/0MMvjR7hMn1e2v/9gMfu+rTd3a8wyf3cMeNS/z4m1f4rlvatDs1VKRRyiGOFYmxJZRZaWWZwS1zW6lSZu2sGTgD9BBxZ1FHibVFqj2FKAeWWQFROhVLJelwzhjXialUQnwnoNWPefhpwe98fpyvPT7BUq9JpeIz48GYp2l4hno6ZrlWZm5f2eIlX+J7VppU3ALknhtTq4TMrcR8/puTBDh4TgncWeSUafAM3MaeqyhRGOPylle0+dAXeyys1ujHgiCyVp8XgRsmeYLGUco6H0IWv3voxrHdTbWqYsNkn59524Brd5/nQ58f48mjTZa6dQbKx/UUFUdSleApY6ss05LiLMM5DPKSXLkEyPPrV16RuQST6zLARQpuC/A4lSWDRNJNIExiRK/Hm166wN97c5vbrhC0+ke95566+6qV2o/WHn/6ZO/6q3f+9QHe6xuqFZoLcyf+5c7p1k97yQp+tckXH3CQKuHKvUtsGutZoEkXJR0SrdBSWqDnAC9eD+vtkjS5BGMPsXfu0owAW2hEytyyBG57xPh+iOeGrHZj7npc8ulv1Pniw+MstBqoasXOBneh6dkgrOYZqh55XXgGbitNlJUmnsFPge17mRsT4bsBTx2XLPZ9fMdODVAqzWLKYmkvM5pOq+/sZACHyarghj1dPvvgBL3YZRALKpHBC61/7zg22FSBZW97AxWdxDmQdFrdZwRR7FCruHzvy/u86vplvvxwh099o859T48x36kROh49T+FKiScFvgRPptpcFJZrxuKy5KqUU/prym0zoJdZnFJ5cwngSaq3YyMINQRaMNCQJBFEfXbOrPDjb1zlNTe5LC9NcupsTAv909ObHr1nNe5/6r+LwaMooFrxD5w42/5nd913CCUM0xVDP/H54oOT7N484Jd/so02Ig3wNEmiSJRE61LjbwpsowWaAuhZ2teUdOma8KUU3EhKzJ0lT6SVSnbcmy3k91wrF3w3YqEV89VHHb5wb4NPPzDGcruO8Cr4DZeGIxh3LbCrrqGagdsTVHxh68M9ScW1A3UqHjl7W4Br68Y4MZ4bUfECvvigz4WVKlMNYZf83IW4RGCWS5RCh0+PO7zp1i5/+a3IAjwSBC74sZ0m5YbaWnulMgTLqiWQUxBJkjZhZ7+/Xgl412v6vPHWZT77QJfP31vj3icbzLdqxMqj7zl2TJ4UuFLiCMvorgQlDEqI9DoU2nykFKh0LUdkCsMSJaGQJVHG3MYeSaIxOoZkAFGPn3rHCq+72dBq1en0qoBCD55hur7ley6/6g3fjILWguuP/fUAvrR4EZ2Mcf78LEsLCeM1jzDWLASKlZ7LQ4crtHot6n4IRiClJlEqlSdqSIPn7J2efMq6m2HLqUQKpUylKR06lSU6n2MoU2D7lYg4ijm3YDh42uGPvjTOAwcbXJyvk/gVnIbdwKnpQN1JqLl2rnYl7eixDJ2B21bkWXCLHOB2uJC2zO0meK6tXXn2pOG5UxWEdPEUpYxjWjJc0hJrQJgmfOLE4fIdA67c1eHw+So9V1KLEwtuBWE6/CifWiUlMt8BQ9rfXrbk0sDflgU4xLFLP3Sp+gHvviPgddev8sDBDh/5Up1Dp6ucmq8Sd33iqkPgOAghUelcdkdKW1MvbGd+Ll0ucfMWN9takMcl1tYmHVVBZhmmLYc6AR1CPGC8HnDj/hAlPMLIpd316Q5q9NsJUei9d3V19Tf6/dbCX4vBL576Mnfe81Wmpupq6eI8V+6psNoxdMKEKIohjjl+XPGlRzx+8I4BWoPUCVIrHKNSF0WijSwxtr2gGbhzkF/adBr2uTP2ljpttbLAdpwEpWKEiplbhrvudXjuVJW7HqhxsV3h9HwNHB/VcKk5ioYy1B1D1UlB7RgqLvieSGeMF+D2PVsH4rvS1mgPsXeC7+rUdoypVgOOz8KpC1WUdKw8keWlnRGtPBxgJXkrmMOuTYb9G7s8e2KSXs2yuO+AGxvcKM3OKp1nILN6e8uiMj+nuiQPbR1Q2mqWKKLYxQ89ppsh3/fygFsuazHbbXHn/T6HT/l89bE6c0s+RrpE0gGlCKWEdKeNLJUvEUVx1ggxZZ8z463M4841ObaQzuQ6JikOHYOxAxDf+Mo+e3dHOK6g4kV0+orjZ33mlhNmu08z8fQFFQ06fOQT9/Cet7/6rwZwJRPe+t0H1s9dPP3h/vJxsW+7izaG19y6yJ98o8Whk7bAd64jwTN4YUii7YCbJJEYo0bAXTD5KMBLpyUHeBHMFKytpEGkDbNGJWijWViAI+cUf3ZPjceP+pw+U6UT+PQSHxwPWXepKEHNgZrSVFQK6nI1oSvs1ym4/bTM1E9BnjN3Vr/iJilzW3D7XoQkotWThMazqXCp7fBLMeyBlxnWZG5S1gaWSKLEQRhFox4CAf3IZeAIqrFJy2DT5IzS1knJa29kqRRA5oAa+huJzAHuxukY5cjFcz2mx0I2TkdcuTWgE/Y4dbbFk0c9/vTuGofP+iwteMTGIVYKLVTewG3Ts/buLRq8hwmrsBFN8eEzPs+bxLMjLTXNgB4lrG8mrLQky4sJT50I+NOvGKYqIXGieeroMXHbKzd/eM+eG+9ot9pzf2UGD2beKFTrwd01b3bPlnXLTDSa+F7MpnUBr75xBVXp8Y3HfD78mRr7N2iuvSxEa03dtS1caIFBpkVFKaukG0qRF069wMImdNpulnV9a4LYsNI14MKZ85KvP+LRHii+9ECVo6crdBOP2LigXHA8lK/wlKSqDLUM1Mo6BX4G7rRdzXPBd2zTg+/Z8lTL3gLfw845TGVMBvKsliVzT84vJnzqribzrSoTY5lmHWbvvA6ldL117njY8xQELtOTiu+/fcA9T/Q416rR8yS1WOBFECqDE4MTkUozCi1OaRQEsiht1VkQl7WS2Qm9caJwnQLorhPjuhENJ+K6vTHX7gn4gdf1ef605MsP+LQDxT2PVDh3zgNHstRzGEQqBbTEZEvUC9Xa5h6wsTxuyiC3z8JoxmsJdS8hMYZrbwm44+UD/vlvjnHvozW0N0bF89kzGVNxDHOtiE0XW3tuuNbd/fY33D7/Y+9cmxu8JMBn6FU7TH/k8PMXa3VPMTPZpeKFVP0B9QoIB46ccfj816s8/qzPlk0JWhtuuizie14xsBVlCUw0DPt2RVR9g9alVB4vtCGRDRzDQPD0ETszw3Ekz550+cTXKhghWeq4nDnrExuFdl2McsB1kdJBSokvBRWZglrqNKFhazC8NE3t5r2Y5LPGC3BnsiRriLCyxLK3xndS9k4B4bsB9z6tuOfZOsJT+CobXVxyT0aILXeRSiUMWWd6ELi84soBL7umw5/eM04v9hnEtjUvjMGJM389y9jqVDLIEZ2fMbkYDmjT1SJ203EPicJNHOI4JoxdHBXnLpRSMdfsjLl2X0CC5uwbuyy3BUYI/vyuCs+ccHEcQT9QPHPEIQxUWnNzCaDn4LaH0Qbft/iYaCToxJbZvvWVATdeFqIT2LIpYcs6zd2Penz1AUmQSCIBZ1uKhqtxlcvC6WO1jZO3f6TVGlwL9P5KAD928iAimfW2TJ/FcTS+F+G5tm5DiJDf+WyV//yRMfAczrcE55ftB3n0ecOHPm/vRpPA5umE194UMF7Xtt53uFNhhLnTHk4Jq13J5+6vsNxVCGknVZE4IJTtHK4okPZrJWzU7yuoSIMvNV7q67olYNuJtCmgHXBdge8I+5x2vXhp1Z5tY7PSxPPsBFsL8iQfw+Cm8iSMIw6e9mh3K/gNiS/TAqvczizXERbXulxrkcUssVaEkcv0hOTKHX18t29rU2KBH9tA04lMqRtH2/rt/CbKQr7MipWlsR1ZXVCS16LHjiRxJXGSECuFirMcQpznEhyZIJV1qLavj9m1KUFIzY37uhhjC9pWu4LP3eex2hfp/EPx7SNP7Hsar2vuuDFk07QhiW3SQ6miMtckoAN4/3s69ELF733Wpd9xuRD51r93JCvPdzhz4YhXqy1f8s+tAfiJc0ustDo/+ssf/tPJH3n1PJfvsEX0UkY8/Jzhiw9W+Z3PjDHf9m1+FwFuOUuHXYIUnF8xfOSL9ZGqqTWlUwXAM0NNSvAFuBKTab782Ub2Tpp184Wx0iNNUnjp7gZuloZWJu/iyeqhbZeLKG2HYsGdSRPPzTS6nZ1iZxnqdPxCks4qt8M6Ty9qvvZIDZSHp1J7cCTAXNPoSKHDraNQWHpx4hAnLq+7KeCPv9Tj0HydjutSjW2hlJsWSWV/Q+SWqS4YfKQswBiZF7nZEgFNonXu4DixIk43HHBUgnIUjkzSYDbJnaow1AipUcIOXLIyUlPzNO9+vUYok+YsTHGdxSUYLXPPtCCOFOGgWHWiKHvvWeZUM91I+Dc/1mLrTMKXHhhw8Ewdx3WJtWTn9i7bxz89uXvLz/6oiWZ/Q7gbvj3AP/WVRwjC6N133tdtPvF0k+0zdlyYoyqcnnc5fLZCjGtb2kUp0Bi9TY2xPfueKX2vjGlR/iLXcjkiMmpC5t33Duk2I9LgCWOTEVlSInvOQFB67Trk3SwZi7uOwHWznkWV7h4hhuaMe67BS7t+PDdJPe/E1rW4EVJGHDolOX6xilBOniDJ60TKZafpRx2ux0jr45OiLiVOLIvv2BBw2c4eh+cC+rFL3xFUEjvizolNXu8uUy0+3DAs02VClFYLmZesJk7mv9vDcTRxIlOAS5xE2bxCWs9T3lZGpk5W7mhJC+r+QBdWbgryzCS4xHJd4rrCOrXAL6evU1s40UzWY97/gz3e+vIBpxeWUY5tptk2GbN9stvsLD36boT3G9+WwS8urKC18f7ZL31M9gLDwdVpDp7WlpFJKcPNrl7K3mX/a5SiyD/FpR+iDHJRzBAk7YZPXzvS4AqDK1LgiqKQyUklgV22C5AXh8g3r3LS56yr3nNlCvIC3MVRdP54pSYJG4xZgEcm4v4nqiytVHGaCi9Lc4+muLn06clBbkpuipYMApfJCclLr+1z5yMBnbhKP1HU4mJlchKTTqwtJ770UKCZAcfksVwmU3QeeMZa4CYyr7y0ANdpOUBW/5Jas2o4B1E2AuRQriIDeJGFLhvChRFs0nPxAhgiy1zbAUdKJuzdnHBgm04bayCJPYIoRiVHZH3TT3omWQyFKrrvhwDe6wcAvxIkyU2hNji1WjpQz6Q3W/Em8kL4/4FHNlpNQA5mlaWHRVrZJkyaYEiTDFkrmigArmQ2CsFefFsLLoYAbhuORdpZPgpwcQlgp/LE0bhuku4VlLK4E+E5IbPLmseOVjHKS7N/peKvUmA5ygFZiUK5RiPJ29hs4GcShxv2RUxN9Wgv1ujFVWpK2HHTKvv8WWmrQaIRws5KKf6ULCzZofR4uvGto21hnLLPibJHrCROWrgWqyRNWun82X4+nbfOlcsmRMnmtZ+9kCvi0hj+tv1nIrs5RHqzDLJVoag49dwAzwtvQoe/Avx0+f8fAvjTh04CbDh9ak6OV10clY1FKw1LzP7wJd5WlrX6b4G6XHuUgzyrL0lfZ6DOu3TKYC/3XAoL7Bzoabe4K4sBQtmeNa6btWzJ/LB6nMI+dDV+NgkqZW83A7mb4LoxjhMhZcjXH3e576kGouLgpQDP/e/8EEOfeQjk5WK0oWlRil7f46VXDXj19T0+dmdImPj0EkklbSx2JKg488HTLp9YI9YsqjItehJ5t1RRwSdtw68jrCZXgsQRqHR2jdIalcgc3CoDd34j67xkQpaGeRY5DEoSxVwa4JdoRDRrfrT2fywqUQWmW6E1WJDT8sSG0X+XA7zb7VCr1fd97I8/uXVTLSQaM0Ra5/MqkqzP0pT+wKXepikvQcMfZKjcchTsWdZSjKSBRZb2Li39EpwU2LIE+GIcQjb7ozQHJO0mL+aDFODOg0qn6LjP5/mVmNt1YlxlGbyfxPz256YIhY8jFV5Wi17KgRSfsWzfDevw7EIlWVo9tfGSxEEal3/w5g5/efeAlaRCL6lQTcBNBE4CKrZ/M8qkSioXBCPhTpnJnZTFHWG72h07xsF1RD4cVSnb+W6zpQalZOoMaaQqgVvK0t8tknLlkmaRA3sY4KMEeSnMFDUtouRRDFepJloShIr2xTrn2vM7brntey9vtzuHms3GMMCldDDG/NjsUudl3V6bZkURppOGsmqvcvfF0IV6AUAPMffoRykFX2UWF6JY3oeYUBbyZahrXmbbABbsnbdhZTNAUnniODIFedZlXpIlKbDd0hw/z7Us7rrZbhCWvV0/5NAJyYWlCigXJYXV35dg7jy8EKw5S4Ys01jUhtty42xEscvGyYj9W3s8fKxG5Hj0YkFFCRtsSgtymfZ9yngkA4wu/TGZN5Rok42zLrG5FiRKW+Z2IJEalYi8tzXJ/kaSlicLaZk7t0TNMIPnAC9kyjDAvx1aygAXQz0DWbVkXkuf2AH73V6fSBxbZww7hFCH1jD44ePn8T2X0xe6hJHVpPZOLk91Lc0todCP9g3+N7RJ6UONsni5Z7HoIDFD4C4P0SwyeBSSRYmcxYdnHJaG3eTShG8D7qJBeZS9HWWDyzCO+KMv1rm4UEX4mTwpD7QsZTHLn5u15FDURIu0LsUyuNZ2+49NM4L3vKnNs7/doBv7DJRPP7G1KU722WNKTJo1gafGgNA5gNLJNTlYinEdIvXLZTEQVcmUPDRKp59LSitTSk0m+bXKx2OYYQbPK0K/fR35pcBdxCojLZA6a+zI7FVBzU+YnljR7YXHdBIP8t+TA/xTn7kTJSVzF85R8y0gtIZYlfdUzKa8Fs0KaydN/TcAPmRnlcE9XIZZBskQwPPhncXXOYur0hQrVRwqG9mmpJ2NkgHcKbYjdMu6O3dMCpC76X4+VT/kyDm4+4EakfBQUuHLAmxD4JbDLG5KjZkFI4mRC1cwUxw7aO3ympcEbPt0j+fOVAkc1yZ+ZBpnxIzcVKZ0nlOQpyMKjCnZh/lqnA5kSmfYOOmAJidJ5xcqiUwBrgTpHJUimM6JKHdyGNLfRSeQyUFwibTAWuYeOkdQnmxbyLh0aq0RCAOqzd6zp5++3Wj9lSGAHz92jN179vDvfvHX/JoXY+oSg/3AcWx33IoTQyKLoYr5NCNKd9p/A9yiLE+yDzskT8oMXmZvsZbJS8CWqtitONPf2SxClTG3spLEGQG3lx/WOSnYW6cJnQLcrhOhnJCnTjjMtXxQrt3gKe3gl4I1DQ7iEkyeg3xotEJ568M06aNtrcj6ZsB1u/s8dzpAJx495VtPPEsqlexCm7Yv5EFu8WZypVT8ls0RdNLXTqrPVboTh6OtJBka1KlLq9Qo0IfATe6Rl8ueKZ+LFwD5MHtnQ6KKysjykP0osjPJ41jSiwyJGPg/95M/yckTx9m5a7cFuNEB584ce9f99z/4U0tzp3ClQxjbLZxDCTK2xe7ZTguy1HJUvBnzgg5KudhoCNwjACjXbmQadhjYomDJskzJ2FsWululzO0qmY9tc9QIc7ulZ9fgqHSvd6d4LlLXtmm5O0j4oy+NsxT4CF/hCIEjtQ165fDNOTr+rITtlBBSZyOrNzJZT2va9peWto7VHN7zhh6ffWBAN64QKZe+tCxe1KWUA81ScJcGnjYhp20RXPZcnmagMtli56VolYJdphJGGRJhz3UiS7o/74stGLsIOkX+XnIyE8X2MtkYDUbPT1YoRlFHU0wDs+CO8nHQdmzzIJD0FiKc+vhP/cFdxx5ptfsfzxm83TrDoO/VHTHvTo9rWn2Pfj9mkO3lkkmIRCAT+yb1CMBhrUwp36CjzapD4B4FNcPSREhQ6dy8YYlSHj9WlimZ7pZDSR/XTUe4ZQDPX2dWYCZJdAr2BCdN7LhOjOuHfPQLPo8crIH0EMqhosxQcCnk6IpkUSZGED7kouT12yM7KSRZ+t7l5sv7vOv2Dh/+fBXtePSlRyVPdJUC8DKwygkWo8FYcINYI5EywnKMnUTmpFJUpXkFpcvgFqWmZJPblNkID1EOOkvys6giMJfARsmAziVKWZ6QV0PG6QzyMJIMQkE/EPQGMLvQw7jn3YmZU/UgCAqJcuRsgOMYzs6FGKDmS4xWpWBI5xOM7BsqzevOLthfAeDDzC2GlnE5BPQC8AXIy+ydMbccZvC047wcaI4O3hzS3GVJokqet5P63crago6yjcuLy5qvPdBgsVsB38URAk+YYjxE5keXarX/W1oznzRgKIE7swwViVaEkcNEXfKal/T4zH0DZts+oXLoJSJvEs7PS65702CznDHMNTloo/Malex9OKmjopQFlUolqVbp5mEZ6cgiBiomYRVJp7whotxyWBpvUR7/8e1kCpCPG8kkXJwUg/2DCAaBsFuND2wmd+eWkCt2D+gPQgvw2YsXWL9+3fYvfOnOt8zPdXGEQ8XP5nebdCi5QGmDlgJV8rONEUhTnL5LyxORlxesYe1LsLigNEKsNNI3617JT+zIzhBrZQrD7O3YAaGjIM8Z3M3mqJRHTqQMrmI8J+TknODwyQoYL689cbLgazQ4pnSUJFpeMDrqouhhhyBvHE4LsDQOl+8M2blhwOxyFZNYFveSojwgy2wW6XKRS4Xi+mQyJWN1UQK6ZW9dArojbdBp2TuThaYE+BTcKekIbdJ6/vJKYt9Xnr7PZ6wUrD1aTmxZM5txWS4rTufMpxtcBRH0A00QajzHZXFhwJnz6i3X3fjmL1+8eOG04ziG/qC/f90kb9kwvozr+MSJZYAolsggKRhYFNtBi1KAWS6aKdO3GHk9HFwWDF6wt8h1eGZ5FeAumDuXJpLUuhoJMEfAbUe4rQW3k+9bU0gSN3t2srroBNcNgZh7n6hzeLYKvq0992Qx+2S0PU2UPvALkXg5OZZLlCGponKZEg5c9q4Pue36Hg8erkHiESuHvpb4yVoXp6yDSVPbogTyLGFSnuCrjUDLVLKo9AZMQa3TFUqXyCWRBqkpMTf5DZYP8qQIfLPOnwIH5pIsbm9HMSRT8pF/JWmXaAhCQ7eX0O3HJBouPj7P1l3JW66KBr8WJ+a0U/Ht1NUNUyGX7egSJpogVCytunR6dpe0bIZcpialLAWU5gWkSX5hxVr2Lr0m6+uTw6DOAK/SJb8IMtMxv6Wxv2UfPAd3Ppswa/O6BGunjJ3JEyeTJ9noCSfCURG+H/L4Kckff6VBEHpQK8uTSwEr86NfeBkemrOtGXJThuywUlPyWNXhXXf0uefBHo8d9zDKZSA8+iINNpNycFf2oTMGL8uVUncROm8p1Ermq0p242pJzt66JMXsbJb02ulhize7nohUNiFK76cguQIvL9Cdm5Jn7tiRxmRp3VGcGJZWY5Y7tjl7tROz0DLpdFpwPNXDEQ7j9TY7Ny+iTRVt4NEjVZ4718TRyVAdSgbKfEkxay9i+etLuiaIEWkiXoDFM7lSjPWVqQSxciXrLievJsyComzwfMbcOcBV1pmeMno6uzCXJCpBOUna2RLjeSFhnPDl+2o8c7oKrosQqiiNFSYN8FL3YPSzXQLkQ+A25eE45WGlshRsWi0eBC5XbI94/Ut7HDpTox+HaOnQ1wovKUoZlChJlaE/nRYpZWm5LJgzQMrYymiMTMEuJUYV1mH2WhqRMjeWxUuraz47RQ+vImvILQf52pWe8vkaYU8psIWtnsZ1YLzR56kzCU+ec9EGOj3JbCuh1Q1Y6YY49z3wu0jl0u9epNvuIhkQG8NvfWE9SwsJ2yc1vlti0hzkw2+SkTdZgPoSDH4JIORFSWsALgppUvq6cFFKkf4ouLPxySWQO6U54Y6TpFagHnouGNxmLo9dgM/fWyOKLHtLKaw8EcOlsVl5/NAKlbsoZFWjQwxaDEFaO7T0UsFmo6J488sHfOrrfQ6ftyweSEk/SVlcG5QmdbtSaZCk8iDJ/JOUydXw+3BU6s0r+35kah0qKTCpNs/iozwWMik56Ww+fEZGJbAPuSniEqRnhkhztKyhXFMuBGnTtZ0stnl9n5+YXuQ3P+OmK53m5Mmv8ft//DRBGOH83G95uI5ibnmSExcVUWIQUtLwXLaNGYK4GEGm0r96KY+3vNyMvlFZZv0M0KRuQw4GUUgUmQUvZe1d7EBgGbwEalXoYJWOBLb7QWbdPQXQHSebEFW4J27ezRLnwHacCFdFxCbmL79R5f5nq1B1QDi4UuCWSnelHJUno1qcSz9Gx0YPtZaNBJyJRCtF0Hd5yZU93vKqHif/pEqgXXSi6AsXN7F2qsqYM8mkUuGslJm8fLdlmlupwhdXRudg10YgdRHkZ6xeNgG0KbG2Hl6Zy0FnvrIL0vc2HKuMavThFcCuGI5j8L2EJJFctd3nD//vDkom9AOXzqBHbFYQxDh3XO3iuZKzswodusy2HaqOYcyzZaNZe/CQIzDEuGuZPI+UxSjgRarLCr1d/gDFpKYRxi574CVQDRVcKdvoULweORwrR5xLHEoVSZ1MmjgqxnUijs8K/vDLDXA8EC5CymK0Wan3Mr/QvFCTw7BQKPIHwtbbl1LnRfq+lPRJWTzRDjpyeO/re3zmnjrPz7ogHaJE0ZfSVhlmqwplL7rM3iNyJTcMTBHUpV9LIzCpHSulTelLI1Dp1jQyBbVMy18yS7dcTzQE0nK2s/T9YuUve+aihDer+ylhTBtBGDmsdOrpCIyY2SWfQ6fX0Q/HkCLBecNti4zXJHc/MeArTxnqSjHua6qe7Ugvb6AkRNkaGgZs+Q0P36FrwV6+I8vSpKy7hRhm7aGlURWBncpmAKZBpcra1ZwU2PnrLKA0BWvnWctMklj2zjKXxon59NerHD1dBccCyZFpcClK70cUoJblz1cihmHmLr00WUtZMX03b0Ze0+1jhwNFscvebQO+55VdfvVPKkQqwgiXQSJt15O2CblcFiAoeiOHQW6MAGWGJ1CZQqrINA8iU2BLbYFupGX0cjIuf60ZWo2HbjJtSsRWNhvWGhDlvIgp/Ztsl7okEQShQgoPo9NtGuWAx463OXTKo+rHOL9/p2a86YqnjyraXc1MTVP3dDpSIW0WyF2KQj4M2Xkj8iN3Rkrypcz0o6DOgZ4BeojFGQa4KjO4GWJwlQ1zL+tvZUr+ts7liaMKv9uOgi4fNmv53BnBH3ypQZTOXBHSBpe5/51bY+nFSD90HpMMRZlrMT48kNJcUpPnU8KyYFNZX7zqKX7kjT2+eF+NZ8+4kO660UuklU8Zi2dgS1KpUga5AdSlmDx7D/b8GgXSGKSWdovINFaQwiBSDV4OPAtHrAz2teRW6PJh8hsiSFEEsWVmEMJmMrM0SzZXfrIe8OaXrXLTFVIIeqhP//End6+26n94zzdPrG+4dpu8ike+M5fnkG6dMVyKOuxHl5IushwYln4msp9lW3rL9P+R+fczL3soeCwFkEUzgym9JmfrbCdf9wXAbd2S4YIqe6QzxNOCKs8JUTLkw5+p8fl7x4idih0BJx2qylBNx1G4yo6kcNLO/bw9LjtPpayqkjKvUVdOyfXJZVa2O0X2eXVpO5ZiRHTeRYNmciJiYVVw79O+nYMi7OQpIWyD9tqEUxEnZSgaHuo7rNKLVcasDY4Z2dqRovKvLMG+3ZH5/8VIbbH232Q1O3muZdjRyGbN63T8XRx71D2ffQfedMPlV73rS879Dz1Rmz1/dt90tY9QLoJS61epvrq8UdFoQChGWXwoMBgNLMQQgxeavKgYzKLw7M4vspcFaxcbTRVDcMoSRTnGFkGloLY/M8Ps7SS5RHGdCKVilIpwvYjTc4JP3l1noF0rT4SyYynyVrnhDqNMpgzZo0PnoyDN8jDKgtFFqVuFoo0tHyths5paqVyqVF3FO27v8dEv1zk564CMMELR146t3Ullio0L0qATgRiVK/mXafZQGVSZxRGpHgdlSjpcgjAGI6yU0VmCx4gh1h4tQBsNNIdMixHXRZpihbeBuEkzr+kmwY7tQopiySA0dHougyBhOrm4r9l6suZEUQLGUK8KlGN/SQbyUTuu7HDkLsgooMuaeyRQGAV9WYMPBWpl0OTyxAwFl/JS4C7trFbs0WPyYNJVGkdmFYLa3gAqtrM/SgGmVjG/9bkmR87Yjh2kgxQKV4Ar7NxsdakLRwHmgjkvoU8o1TyXjqJ4ray/M7CXZUra9RO77Ns24B+8ucO/+rBPkoQg7A3QQ6DIbkIL9uHSvbWaPGfmFNAqL3qy5zx7nzJLTqXXwwi7B48U9v1KCbpkJOhLaOqyTNElgA+ZENjfl++ip0FLO4ouK+mNtchXOJESRRjAhDYIkeBUfYd61aFZs4N1si2V8+yhKKRIAcQR92MoEi5Vsgl7IzAC6qzeRDBaIrtWc4/ufSlLhU2FLZgV55dBPgxux7FDbPLnFNQqK4cVdnqTX4t44pjD3Q/VGCTpZvbSQUnyqbHFjm5FEZEo36glxh6ykcqLqygt9znYS3sZlTW40en2HmV3xSGOE6qu4vZb+1x9Z58njrrQiEA7xLgMhG1tGyqjLa0s5fUjn9muSF0dkYNdpT/PNvfVJu2RzdhcpKBPNbMxYg2wy66bHgH4KNgZuRGksa0bNmNq/3aSSd7EUOzQbNm811dM9iR+XeFs26hJQmhUbQmiNsOMmxU95cDO3lTJSVnL4PY/BYPbdWaI6UplpeWAtQC2GZEnRb11BuJCspiRIHME3OWAMn9Ov5cOzleOzVrOL2s+8vkmh04U7C2ELLH3cFPDWu97uHDoBWLM4Wwmw6XHOndTynUpsmQbKpJEE0vb1nb5zoD3fHeXcx/xmO9aLW6EJNAKV6TBX/5eskBzOGgzI0yu8pklqedtMgYllS8W0BbYKdDT66OzAFQUxV5amGESGDEeLgV4XQZ/Xg6QWsYCYmkYtqutEdrpw4VFTd/EOAutmIXViE5fU/EdnPIfH9HbozKk/IvL2rtsG2b1COU3PhRpj4K8xNb513KYvbOWqbzTRGW7q5l8nkcBYp2OICuzedHIoLLEjrIDNe961OOPPtekG3l2loRwkCJrKhZ2bFmpX3T0czAC9hxLw4RZpMjzoqJS4GawgdfoTnUZ0BOFlgk67fipVWN++M09Hjzo82d3eaBSqSIEfS1RCcWg/PyOGy3AKmBeLnBSqTeOsdZg9h6VIc1uppWEqbWoha090WnpLqSFWCnRCZmysbiUXSgKbT4ax2iG6uyTUambJSMlNGuadZMh45MBzslzgnNztiqrUbNRf5ZFzCWHLIF3ZEmhfOJGfjbEbCNfj+rXvIE11+HDuxZnFqEdOEOJtSlJk3Qwfs7iBcidkhU4bAvGODLC9UJOrxj+/Kt1ltpemrV0QUobXJbrvkXpPZak1dA5KSsUMwxyQ+HrrtnPxhQbdmVloiaVKcXGAkUKX2qHMHSZGUt4x+u63PdElbMrCmQIQhJhi7GKBgQBL1CANbS8lHbfUBhSu9z+SBZBpw3+TJHKTyWIDTrtObKSJQW0KRdeDQedsoShAkvDmMv+3SjzZ+ffdaBRhS3rBOvWK5zpMUXYdVgcc6lWVGnWdKapC229NjNZWoZLb6D8hmT5TV0y2CjNQinLk7ze2OSypGDzFNyi0N6ZjebIAtzOEIProZ3YVB5cxjhOjJAJ33jU5+4nqvYsSScNLiWeGO6aUaX3WpZcw6wjGEL5pWRKGU8UrsVQsJlvyTgsVyy4NUorWzMeKl57XcDLb+jxZ19z0UkmVRSBVqnrk+6xk4i0IjwFuxgBuaSkv1MmlxnDZ4BOu4KEyd+3EGngaQk/19trr33G3qX0vci7Roeky6VwluPxEmwfxRAEkrklD+F5OJvX221H2kuKxKh8lEC5NqD8GFp1R16L8hscZe7sOS/CuVRwaUra1gyxd7EXZgH2gsX1EIuvZfBStjJ1SuzU1NgeKuL0Anzm6zVWWl5ec4KUOIK0sCpjbzMEbinWnuRLYXrNuSw5FGt940vUaZuiyjDR0iZdUutQScvi42MJb31VjwefrHBiKU35CoVGMBDSgjuTCjmkL9X5k9YdZSCXxQqjSlLF9mxafZ2xeeamFB326c/za08J3DYmKOI1Q1nW5WtI/q3iLI4O9RRk8YKh24sZm0lIpMZZNxEiooi5CU2nb+8AbfhrPcrAzp9fANwyfcOFNCE/GUPLfrnuWJi1DD6y+WtWYabS54LJkxJzZ6/T4FLZoqpQa379j5v8xT11qIywtywG+gxLKzPkAOUBdU41a4F+SSIfLswuGNKkc0z0SI1KXk5rR7ypdAyy1Ipo4PC2Vw84O9/i537LpZdEZGOnY+0yQKDK2rfUnWVleXZTlRI7mTcuc4MFmVqIIpUn1ioUmBTopiRTsnNm7GKxZhVfqwjMEEOvPVkv/NDGzhlfXI2YX4nxGzHOc2cS2iuafmCTO5nNM/rrXqjBoby4vZBkGZ15ki3po8DOfq5SiZKNJSj6HUcye7KkvdMAU5ZkytDGsLI4yp3yjhfzzGGHz91bI5GuZW6RDddnqKlhqDR26HOKSzP40DVae8HyrnpG60BSQGuKar5yhaGRQ66KTLV4kiQoHfOWV/T56JcGPPm8wsiQNNVDJBz6OpUpGSOWJEpxrxVfq1SuqPTmU6K4J5Uo7EUjrU43oujPtDLF6vOyo1IeLcEQm5eBNNwAkQ+WKrlPxZclx0dDtSLYsUmze3uMM7vo0Vr2aLUk0xN2FwSRTUPKgF46+VDUTWSrx1AMNaTbL3W3moLNh4C9Vnfn05OGvO+CuS2bZ4xd1timxNYj7F32vlVEZ2D40OfqnLxQscU3MrUGpSiNQzZ57cmastjyzXwJzfhCD1N+kTN0WuSUes1lqbK2nS2zDhVaa7tzg1bEkcvOjQE/8ZYO7/8Nl3YsQUSgJUZIQmS+O1reTnbJYFPkbFaYPRas0ojcRZEiA5dN+5vU3jUlQsuDzHIlYU4KpnTORMHio+crBeBo3GLfXyG2hBRMNBw2TLlsmPBw9m52mHclJztFjUc5lVvu+i5fgHINwuhjjb9ZumOFGGbrPMgs69tR3S2Gg8tsdG+uv4cY24x43iMJHRWjZISSMU4l5nf/pM4nvtogdlJpIqxuzVvSyoVLo+9zBOzWxiqCn3KC61IIL7PQaJFT3pCcA9mUtgY06UB722qmE0kiFFI6NvCMEt7x+h7Pn3H5wB+ne4ob23umcQmEtLXcKYMP01TRjmiMwEi7L6ZJ8xbKYLVHZiWmGU4pbco+c1IyoGe2ocgkSubKCVOSJwWwh85V+fwYc4lVbngWjxAGRwm6fcPZiwqjHBzP09QqhmbdUPHTCjlKd6UxebOn1llxTHlZXXv1hqcZldmupFtZG1CKTJ4MBZijLD48yleVXBML+hGmlrqUmk+Q0gaYnh9x+IziT+6ss9RxwVdpYOkgZFp2KrjkQPshmTIiSYY05ZBpeGkGN5lnaIrFtnBUimAuK0rSOm0MLid/hJUpWmt0okikYqae8M7XdvnCt6o8f06BH0G6g0aiXfprbMLi2WSsLLOradKg0/4KdMrmogRybC2KSmVKBnSZSpdyh71txLBBKVmgWTpva5ibIoAstkckXeUKNs/wo5OY3iAmCBOcelUTVhMa1YSKL1BSl1jbjm8bmtdhTOq0iPyPXorBCyYfZW97GctMmIO8LEvKbJ7Lg8wS1ENSJQO3MypLUmkipcaRcRpcWmmi0Xzp/gZHT6Z7DaXSJNPebrrnTyaZhvT30M17icYPXoC1h0hgGOxr9Hf54l2ypU3anRq0REqZ75oshUImDlGcsG9XxBte0uPYX7gkSaoLtdXjMQ6BEChjbF23SI1rjP3QJadBlTV5CmhV1t1k5bPZPWTSwDLT4UVmuhyvmFyelILzNQAvj7cjx589TDpGsHi7UoJJNINYECYSpz55Yy+Mnj4yOX74Sk8NsPUo2ZTTdLhhWlwuMqCLbPyuvaEzrT4M8NE633LdRtmBGJlzJyjNoDZp13YhRYaCzax8tKy/c8YuJXVkyRZUMW4l5i+/6fOBjzVZ7mf7DVlwF2n5dLi+KA3iH/oMw8EmYjRT+O2FeFnilYNMSq+z4NKkUwyGPHExWi+eMrhM61QizWRF874fanPiostnvy6hKikn7SOh6JdtQlUCeZbAKBVomVyekGrydPGhCDAzQGf6PGPv7PsiA3pWEgIwJFeG2bu48U1KtumkY83w5OP0Z8YYGrUql+/bceSVL7ump9771mCZ5MyRmfH2eyab7bTnkZJzUaopKYFVULBXXhwl15a75np66HeWhtqrUgBZGvJYrjGRqkjoKFUOKIvXeUKnVC2Y15vkWjzCdSMuLgk+8Kdj3PtU3c5zk56tO0mHaValwS81NpRnn5S3TRmeTV7MSRwdSFSul88rM8uVkaLUGXSJIrOh85sFayViKI9Ly+Oa1KOZGY+JjeGBgx6d3oivWfJTLOyzlac8sn942RmSpJd07Yrk/3ARwHAJQBnEuZ4fWsWGtXc29DXRdiRElECU2B2ggwgGEbQDyYUVkJUKpy7Ovvtjf3nfo85H7zZEcWg2TfW57YpVNk0kDIIKg9BFSduELIVKmUlCXHwQkS8fpQ89NL53OJAcYuzcIjT5Eqby7TDKUkWngeWogzISXGZOSf6zLJFjdbeUNmMZSs0ffb7BJ++sp9IkCyxLRVWymFg1zN6X8HFFwTyXclSyH5TZqRiWNMJSZKl6RiQKw/LEXMI6lEUPp5QKbTRx4iCjhHe8ts8zJ11+7SOKQSJLb1DYoDOnr2Emz0tn0zdaZDStTs8tw0yHp7JDSltLk/nf1nkp40DkLotl8zRmK9tx6fkpxtqVwW2I0qnHUQxBLOhHgnYMMzMdvvsVXa7YUzO9QOM8c2QKKRUPP+vSaiX82BsjKn5sBbvSqEjlWSKj04lH6dfZdkdrskqlJacM6qHXsrzkl90TM/xctgbTLTQKuVKWJsmIJZgUskQmOCoCEfONJzw+8uUGQezYpI7IQC6t9k6Dy2zTq7JbsrbsdO18l2+jSkbJcIjeLIhK2psU1BSp8AzIthZbFE6KlrZeRabNyUm6/Z7QxLGDX9O85/VdHnvG564n7LwVRI5ItHEIjJWgl5IrlmTFUIWhSjusjbbWYToFLpUsqf+dnp+stOVSeCDV31IUdmR2q1G6+bUp5tTHid31eRAJwhjCRNALBVoa3nCL5q231lHOGFrHOLdd7iGEZBDU2L1hkihqUfFjqn6C6yiUdMGQ745re/tKAWR+SoadE2AtY5eAXV5S7TI7Oq20xNaiDPTMLUm3tisxdxncMkvslOpN5vqCD3ysycHjfrFbsnRA2h2VHVEe5gNrrUBR+jyF/i4fZQCvYfI1S/YLfG8kbV+4B6VezXQuZLH/ZarFhUmBbq1DIRyiQcKVuyPe90Mtnj7sMtsfZnEQJDgMJIhMg6/R5CnBYc9NGeiFBi8DPGVzQV63IgwlYBf4sCaSyPI7QyFM2Q40WCaPEwgjC+peJAgTSwZ1F86eGeOuhyao1hponeDc/pJJEA46nKeq+tQqEbVqHyU1Uaxw+1W0FgwiJ7+bMw1VDhAyQGfPQwFlSaaUpUkxz84w5H2LwgIUuQ9ekiaqzOAlcOfZyvJr632HieEPPtPgniertpEyy1qW2NtL2TvbvrBIhpSkVhkWozKlxOrlGHPIMRkRpmVpUrYKR0E+7KyMJH2EDfyllmiRVh0KhZYabRSJdpGh4fZrQt77vR1+9c8lQdZ1oHPrg0QrBtKuJMIYW5Oaet7WJkk/kTTWKkyZW6V+eRngWWeOSc+hESJn6UwR5LVJJg1Iybz50bu/qJ9BWJD3Y1gaSJYDY/e5l5AgeOoYeJUKO7dNEAQxzq23vRHljrM6+2Xmz9wPMqYXRTx62OHGyxM8P6QWK1baVaJYESeFXWW4NGOXAbEG3EP6ehTgw+wtR4Cd1568ELjLKXmVIFVsDy/myYM+v/qRJoMw3eYhTegMOSeyNA6ixNzl52E2H9bWZTBfkrhfSLsMJTQK+WcdqhFQa2HliU5dCyGKUWulRFAiJDJRFvBCkcSKiqd537vb3P24zyPPKoyXRrdG5BtBxFoxyN6sNEOuSpH/KCWAMiBTZDLLciWTKCK9AbIGBQt80gFB5dNTuDZDhIlITQX7dSsQRLrPjNfhuisGPHHYByqc68APXHEN73nrK1hYbuMYqXA8xbGLgn//YY9TCxM4juT8gseO9TG37h/wphuh3fUIIlWwtyhkif360sAeauuSI7JErA0oC/9bl0BeArUsJXRGwC3TPdUz7e0Iaw+eOOfwnz/SZKHngSqB+5La21AeJl/W35dibPvZh/fiyX7wgoq8xNykiZQyY+eJn4y9MXkPZD5lKpMmQ2wuMVLnP8/qVBKhEVIhYs1MLeafvafF+z+oOH5RgIiHpArSbgkyyNhUlgLOvF2HQp/L9CNloE4D0Dy4TCErdcboxWZZlM9l1sKYLRYj49yyiWauAuVIpB/yxpcucOP+Ads3xFxY6OC4mkOnYXxjgMGj6iucsxcd1k0p7nuywd2PbkC4NTxpqLswf9HwzZZhZUFx9R6XZk2kNdaZlBBDHmYB6rVOiRyysoZlyqWehSyylYWTUhRQ5dtJpwVWcgjoMVImOH7Mag9+4UNjfOaeGrFb1t2Z7y3yLcJz12QosBy1Rgs4yKGvxZB0Gake4oUeQ0VDmWXGsIMyvI2eGdHn6dgFYfV3oiVCmLRFzNaNC2GXcY21Vb/3VQO6UYuf+U+K1V6qzbL+MC1AOnZL8RKTZ/obkb6X9HsqbXZQglKwKYaYfEiuZM+yqB+RUDQrZyAv33Yis66t9bqhprh2n+TqvVM0axFJnLB9fYzrJKxvhtQ3wsSUJmkanFhrKlX3+cSYz16xY/ItvXabZkXiOYaKJ2jWBHVf0ulbD7fq23vSAYQyaStUsflneVfizBnJgT2kvQs3RaXbQFsvWOf7LypR2lk3Z+9ScmdIa6ctaDJBCVsGa6Tm0/fWuPOhKnE2ZEXYRgBQL8Dew8AeArtcy+BDwWT5exm0v02gWdaZa+3CS2U4i+H02RxvWWJwUZYwRiAyTS6lrSM3EpE4eNrw+pv7fO8rfD76RYlO0jtbR/aDajDSITaSQKc3XebhpcDNfD0jRDqz0hSJn5TJM8YekisZ4MleW/kjAFKQ525h+v9k83ZcR1DxJPWqQ6cnOHZWMd4IU0MkwXdDJiYqVLzks57nPx/pBPUbv/YBdl/5qtWp8UYj7LXe0mvNMT2maFQFzaqgUZfUKgrftRuoqqGkQ6n4SGQ7D5f2bMnLXcvauqgKzDpxylZgUQZb1txF/cnwkRSSJG0gltLup6OF5i++XuXffHic0wt+mtBJkzqlikFfQkWZdN5gWnCWJ5uKnRPKW4jnW6hkn18Wu0/k88vlCwxBEqVRdFnCR8ALJspGJNKamhg5nDFek2kVZs3NaDBMVDVX7ou4sKh4/pQztMN9WTdokW0nW4ouyiuTyBaetXexKf9/l7rJxcgXQ7EcZM3uGXO7SuC5Es+1G/oaY4f9BKFiELr0B4ZKcw/1sb3/pbV09O7J9TfbPXrWj4Pvw9YZQXvGoeJbx0Qpge9JPNe2so2QzlBKvtCsha4uCqdKEkQUwBdyRHMPSZUC4EKkmjv/fgnc2SHiAuxewpkFyUc/X+foCR9qmd6+lO9t1iRzvm1SJwMSxUUoFIkYvVbD13LEF/wr2YSUZEop4MxKlrW222lrkbI5VpuL1DMXWpIIgxA24EyMRGiHKDLs3xnz7jd3eOQpj5ML0kqVjG61SK1BhzhrTytbiKKwDlXmqoi0XrzE5ojUJtTDbG7SLnmTaj2Z+f3YVUqk9mA5ksnuIW1s9rI7kMRa4Eg7wi1JIHGrOM0KcWT/sQOwbetGfL/SXZhdFwWd824UwyDUGEOxt3s2hLP0x9bq7mGGtqAtgsgiqNTD4L8EsGUuT1JAi7KTkmptUTgnMq8UjJhrC37t402+8nAVqqVspcycE7uLr5+xthieVCVGwU4B7hcyvUux5fC/+ys8RoPLcqp7SKpkCXhT1KYIQS5VTMk2FEKik2Jbby1MOtbNkGBHvyU9zRtvDDj2rja/9PuC+V7pTaVVg2WQW3QVAWcO2qzjJ21uUKSOSyZJskynTANTiqBUlv5OVoIoRiRZ+UbX2pCkmcxBaIdwGiPoDwxR7LJp+3Q0ObmxOxgE+ceg6lf4Fz+8/+Mz48sfvP4KwfqpGCXTPd5LAC+PTRtOypSW2zUJmQK8RfdN4XPb7+sU0GVtPfJaDcsSG3jqFNjFZKpIGX7vU3V+8xMNQlMGtSpAjp3d52FyzzurGsxvWjm8xBcMvnYy6lDwOQLqb1tVOJLtGdXcRTMEa4LOLF2/ttrQ6u1sz828+ye3EFXqjTskiR0T8lPv6PCjb+1Q0QnkRwwmtq+N7WOMDQQGAi2INPYwgthArCFOq09jTTqoiOJIi6PivLyAvEAqf12uFiyBW2fA1ibfGC2KNVFsNypOEji/GHJiDp45svjBrdv3fNz3/YLB9x/Yz8f+/IMsDGRwei7g3MUuUdikXnNwHGH3uXEoQK7KmroM1BFwD3nbJRmS15yYYTb/bzF4Vmsi9HC2Mm0eFq7miec8PnVPjTBWpSrBot4kY2/rnIzMGCxJlVFpMtoknbsoJebOSmXXBJovgO01zzngU6Yz5BnLoW4fjGVsyh45yJy9i2eRSZg0y2kZXVrJojVJonH8mO+/vcc9D/s8fKiK8dL3kcqUwhp0iIVla9IqR9a4JlaymHRzqlyyZHIlXaiUTDv7RzZihtQHSP3xLIubaDuTPE4MMtZp4GlwlaBZN+zcFoCr2b9LBH/y57/Oth17CoADLITXUq36d3/x/rm3O0G8d+8W+yZclY1RzgbJF9NQhyefDgeHo4HjkAzJAJ7r7kvpbz0EcpWydgHuOGdvKa3ufvyoy/s/MM6jz/k2W5kxtizALYSwKfm8FNYMBZK5e8Iw2Ms6cMgKLIF89Pnb65Lyy9LSXWLwtd8XRRMwtjYl72TX6ai0kkcutcnLaq0vnu70oDOpoqzYDQw3XRbxS+9b5Z/8F8ETRypWjyNKIM/We4dECwKZlu9Kg5dJl7IuLwE7T+dT+OFgb4Y8KyrKpyTT+dm5ttch1hb4MgW5VAI3Leq6frfksn3u0V3XXnY38YAfTH9TDvC//303Uq1W5emnvynPn12iUXeo+hLfA89NxwXnO5ZloxmK3RSGnA9VZm/NWo9bD4F9OOi0UqSwD0v2YIm5h9jbTQi14Hc/U+eBJ6toV9mPNipNyrZgib2zXstRps4kRiFbRtLwI3ZhiYP+SuAeytqPfM+UWHxUpmQbQQ2l8UmBnmpzmbG4FmhRsLcWGcilZXKjEEYjI8PLrg34sbd0+dkPuISxsG30QwyegVyRaJkmQEUakxrc1GLM6sBlic0VIq04NHkWUwn7/rPy6TKLkw4ISqDYWyg/zzo/zVLAaldw/FwFvG1yx/WvkaEe5L8mB3gUJ3iGUzdcvWu+Kld2Y0J8z+C52d7upNvulfa7yTrYMwsvG8BTZvEhF0UXweZQ5lIPSZYheSIynZ0BPR56rZyYBMFv/UWDT91VI3TkUAlsIU8kMgW3K9aWwdpWgLVW3FBQzfBUpuwkD83r4K/3WAPyETBn3x8eDlSk8K3jINKAM2Nrk/viouSVCyPTHRasq2Jf28+VYHAiw9te0+f5Mw6/9ckGcUJxB2cT/nQkOgAAOBBJREFUfDJGBzSSKGVknabytbADhrJkjkm7hYyw7K1SiZMFoSpNDlFK/0PpxhoKYsoZX20rDBNDEAq0qbG/unNewilI1gJ8fKzJiaOPHbr+mh2n4u6hW5eW+tih9KUdE/L+x9KY4mxcQ3n4jixlInPQYtk4lSd22RnR2yIt8ywFmDJn8YRhi9Cm4UMt+NBf1vmPv9tkbtVLdXe5zjs7RCmpY4akSe6SDFmE5hKB5NqtSYobYHiXi79K21p+zYbAnFlxI1JlCPxFCW0xDatwUjI3RYqUZXX2eeyODJa9NQKVFjFZTS4Sw+apmH/5Y22Mgd/5ywZBIshRp0klhUmLsBwMgoiiNkZLmwQ0gNJZ3bjIkzoFe4vcTlSp26JyU90MyZXyYPwsCE20IYpti6XWBi2b1Me3nbrvgccP3fbSG9YCHGDj5m0Aszu2b9FJuCjtApTtXMuQ3s5nj2QDd7Lgs9SgsNYOzBi8DGj7tZJlcNt/W3ydlFg8BbdMkI7hk1+p8e9/p8l86/9r78vj7KjKtJ9zTi137b073dnTIQtJIIQkECAsgqCojCi4jMuIzuCMyzD4jbM4jjPjoOL4zTjK4DI67rjOIKISEEUFkrBvIQkxO9mgO510ertLVZ1zvj/OOVWnqm9nIxh0vvP79e/eqrt23afeet7n3Vw1coE0+rOtt8xIgkmApJEMmqItxkoTxLkUiRV/4Wt82B6JLIi0yqJYg2kKr8Gi7wuitB5ltRFb8tjhlNAg11QlBrpEGEhMaub4yJ+M4MAwxfd+Vkw86hjkSNEVCYpIqiGxXBAV+SdKoRKExD0KmdbTqUgojJIQZRyeN1FQJmXqhI7JiQQENYXLyXMWTp4uZs6c3pc9pimAO44HKcUH6yE/u1TgZwHK+9YFF9oqZ9s1pO8by0usCCYhlhNJBVRFfVY5EZZVtyw34ZqzJ+CmhIN5Alv7HPzwlwXsP+gpvTvFtxPeTTLUJE6m0tY7RVOM9UZjsI/LHswC334QEwD/KDTytLOJuJLc5E6n8qQtmdAA2tASKigkEaogAirLEJDKugvNyWXieEJI8EBiUivHVRdX8MiTHrb1EShPMgtyHZEhprc8RUBUlq1HCLi+WjqatgipKAylFuiJQrUwJyhNO9R2iwjO1FWB6wwuCYBzCcchyPn8Uc9zPkgITR3HFMBdrxm3rfpJANkmPEci70TgXEWLTPMWluHcBuCptFYLzAnXhros2kqK4d/6BCAWZTHgTltwHdzxBbb3OfinLzbhh/fngRwdb7VpA2pC09abxeAeLw1meXg2opbSxWPAEouiJE/MWvzxuvZEwCZWVmFizc17GEBTU1pm9zO0ODmx/mSslStgQyT1m4Qw5YgC4LUQV51fQ6UyjH/6YhN29PlaWYnSIB93YhJEUOF9B4ADAldaICe6cb4FdGFoDADTfFQQq0+6drZVqrqawSm19h5GQFeJ4byzmkTf3nuCRadfNTHAAeDUU1dA8sotUd9TCz25tTwwVMRY1YVp7mK3J7ZTWBNJcDzIiQ1ooraJzbkbgNtIguPA7Qns6Hfwdzc34b/vKVoy4OGpSWxJ9OWwYZeqrIqSuc0GdmxLbLGVlKG27x3OaNtV9Tbak2hmehIbUrcmcmjz8gTkRN9SSRM+LrQZJFJbfQkiJFQSmrLOhId422UVuAz48OeasaPfA1zrW8ZcXJ+BJpGNqByWgAARASIQ1YJDmt9BnfRMapmWqp6JTAIOTeb9CCRT6GJuT3RClgTG6gT9wwIzZ/WMzJ677JaWpvy44zruHJw/qxNt+YGv+S1LBx/9TYSDQw4irs5sNffGGuQUD3Cyx2JbMyd1ApTdk9s05XGs6htK0yF3pseJUDbecu/od/DhzzXh1l8UIKjJEMxabZM1CK15Jw00YxoCi3vbwEWac6dusxJibNKtk+EFsvHxVeUG3MmlWyBxJtPRTGO9YUU6CbKlbnbUU83+IRCS6cgni9tQcM4AAVx9aRU3vG8YM7sCIBCA1NFNGamIp4l62vslB4RyCAMJVAVQE0BVEFQFQV0QBAIIBEHICQJOEAiCOlclaKEgCCOiopUciOIWJuo4OAxoKwPLFgR4wxVnDm7eOvo1QiaPO55Ow6Psn4JRXgwe3dSL3u4AU7pUYyAnHnvN426uibKRWGuWstrasYTSuW1rrvZlrLh2LomOXhINbscR2P6cg7++uQm3/7qAiOrkGDQCtwrHs6z1JsZ6Z1JibeBb2Xkm/SLpxppY5FTwJ2u5jwPjNv0w27aaoneOU12MTEikTG5ja29xc2PNdWGEoiIqZwXaeitnExCSKQtOHBAh4XCBN15Sgcsk/ubmZuzs8xogx7jAFJBMhyLV7wCpLHoIIDT0kKiJGQ4Sq64sujJGXFt3R4f8HSnjrEZHSvguQXc7w3lnTsLKpTOD1raehseVNtrZ1d5UFVHw9hXLFlakVImUjiPguRyeG8FzjeVWSeZefF/92eOwzXgQ5kSxJU8VBBtFhOg/y5obcDMmAA+45e4CVt1bQCR1kxUyMTUhZHzrtZh/Q07IvW3HMktNkH1eI/WkEVc5LLDTHNwGdBLNtCw5MtZdZq18moeLCax4nK+iJ7gpXm41Eoo72DoQnMAlEq+5sIq3XVZRSShCaK+XJ5ZcZqy5CFM5LVIKSN2kJ+BAlQNjAhgTBGOCoMKBGgeqnKAWKWtej1TlvLkNIsW9ASAIOLzSqZXBofrbQUvVRse3oQVfu+Z+6edK21ubC9uCIZxWKgQo5kLk/DCmGbaGrbYtmc9o3RCJnmwsOKS1TygOqK154nAq2gIori8cglWrc/juXQVUOVMpgA1AbVOT2HojCcknKsl4623XkzYEvI3ZzJ2kB2Ea30cSS2w50OxQihhJaYbpdFkyQQJWmosLzasTdcW0hSBa/NUyodaWjWwoBDQvZ1pO1HJcGKHgSvzhKyt4YouDu9bmwRl0DzehAmr6teoL6sR2SdRvElsHXQNK1AnHQcE1X2eWIOASCVcQ7TcpQxUK1QtFaMc67zMwJ79tbDTafv9998tGx9iZ6OCz2n397eWWazvmtz2Qx0aSzwkI2B53NqfEKCSaYtgOJVG/lHmdQoBFU4hFYWAkQw7KJDgjuOvBHP7us03YtMNTOa4ptYRmwK1KoNKad7q2MmW9gQktuB0AQnxCNJizblSSiaz54RBurgIqxWScZc9GOmXmsfHWPNOGWc+Gl7IxbzcRTgVm5TQSLSkSSAgqAcGUMxlyLOgN8YnrRiAlwd0P5JWmQo26whTYabpFXJxpRSa4hWrtHBGCiFCERE3GNmnMjkjmfUICtAp4IxGmz5wid+4ZuXbt4/f1X3X5koaHuCHAz1t5Afr7tqJcbuWPPXkfHn5yDS5ZytHZTFEPzfwXpCyvohdSg9sAOwNqaGtgLrwZ4CevFaAMiBjFnWtz+Iebm7B+uwf4xhroJAligR0sluRcamnemcY92cBNNkPQBnoMXAv4aHCb/G9m/1HwkyR2kcqatUFt537bQE7xcII0TYGJXKYjnSlLruU3Yri4lbNCtEynbqW+CkhwwdQhr0c4vTfAx/58GJQAd63NIYK2BoaDG9MvbRAjAXrqgJHYMCEeR04hCEWok+MoIfpKI0CiCF2tVSybP4q3XnUZTl94Ph8ZPYQ5vb1HD3AAqMsOdOabd973dP4b3/vJKdf89ME9+PPXD2HFfI6IqhBtQicUKE1QxuR9QwNb8PE8cxzgifVHAeES3LUmhw9/tgnrd1qW2wA7FYqn8WXQOCmmrzeDpX3TrBW3LfFh+DiSO+OEEktVafwPHhnr47Avs8eLJMFrkyYbc237T58MBClLLUQyy1QIm5ro7HahGscbkCsHUzufWiunVGqNmgE1jiWzA3ziL4YgpcSda3IQLmJ6GDdNsc/67IGQ0DlT+sDGoWX7N3UgiWoPDSnBRIgLFx7Ae147iKXzOjClN/yG19K6c1LnxAd5QoBP627Bt360dmDB7K4fn7vkzGu+8+MaFs0MsWxODQ4TkBCxs0gJh+NxEIeDEInREYKBAeXoUSrR3SXgelBndgRIbp/F0ADXmxSAS/HT1T7+/qYmbNjpqS6YE9ESmMdUVlo6FTadW2Jz8LT1luOtNyzrnbXq9mOGcWWvukcA+QTne8Mnpaw2sa1y5jErZJ9kHFpTi600W5OXIgQFoVZQUkhImujlwtAWbdnjAE+dY9HMEJ+4fgSEAHesyUE65suYA0Osf1QCAiChOhE9X6K7i8fFJf2HGMaGVY8ayahOu3CSVGdQ5JnABUsinHdqEaRwHurR1B9X+3410NJ98bEDHADmTO/AmUvm/Gz3tk03XX9113UrF42AC4CxAA6L4DoBJOXgTODXT7rYtteHBPDI0x7WPOEpi+lJvPHSGia1cXhM4LwzAsyeGoFx7YTbOCAE8IAf35/Dhz9TxsZnXUjXXLrMpcxYa5uiKGriQFMTJCF5O2swdiRtcAPjt0kDsGsUZ+XBdB7K0ZnrjF85Liyf3Z/kICXAjl9vUxMYqTDJVyHmNYJYvbypflxoukKsW2O5DfiN5dasg0qlhhACBBKnzQxx4wdGAAB3rM5BOgJxYon+zsr6SvRO5ThvcQDP4ZjUJvDGS6txB4/Vj7t4dL0HCYKtu1088FQeIXUQCQdgHkA91EgOd67tRnuuA8vP7Lzp7Lln/6wy9Mxhj/VhAb7izLnYvn1b5YrLL1w/sGs4yPPtngrZC3huAIEQX1+Vx233F7Fhp4dDB1yAKME+iDMWJf7lq3lQqYJDvb0h3vmqCq6+qIq2NgFXWxxCAMkIVq3x8fc3lbHhWVerJQbQLHPf2ibE0lYT6x07ixP8pZQTG7AZZzOriKRywidSUMgxwF5aH27lgKdAHIM/0zeFWKAfl79h56loC02SRp6KsiiaIomdz6JC+TCA193liakS1vsoFUAosWhGiE/8xQiEVJxc6NxtCHXxbWvnuPqiKq55VRW9s0JV3ysICozEJ+vMSwO88ZIAhEgcPECwcaeD21YX8I1VTSo33VO0eO9+BwO1mUHvvAvX79ixvdLbu+D4AQ4Ara3N+Mq/d3z5kiv+a/nAQOHarrYD8N0QoYzw1TtK+NhX29B3yFeXFMoSRLnxdRMVqev8OMcTmxjWbXLx/btzeMOlNbz58iq6WgS4IFi1xsOHPlPGhh1uUlFibCyxLbYNdAUxE7G0Wx6buZaNKnQmilBm6YkN6PHPQcaCH4GPH82yLLYBqLncJ0CGDuOn99lNgjAO5EjC+XYWIk07n1IkMqI0wSDdrUdIGjud6iTTTmggcVpviE9+YAQEwF1rfXABdLVKvOnyCt748hpWLKyrzEGuRpFzyVANqb6aaGlX+2LdrQJTJ0U4Y/4wXCrw1TtaUAsdUMKwaEEZrZMK3+iatPDL/f2bj3g4jwLgHXjg8R2oE/fBsfD5143WdnUUm+r49l0F3PC1TvSPFYGCG1OFGAlSEzYhlNBPI0CEkEQVqa5+KoeHNrrYvofh/W+tYMNWhn+8uYQN212duWZ519SiJTbYtfRhHEtGpJVAlbbeNjiTx+S4fWSiE8A+KCSjkzTi3RPvTmE5td0gHyVFVWDTEaV0xF3erBpNoYOIJENTRCrSqZOh47wV7XyaNACLykitqFArScsAXOqzSwbAabMifOy6EVACPLON4f1vq+K9r6/AcQRkAHDOwLmrCp4FgxQmPYDGV/FYUQs4WvMh/v6aKmohxbfvZGjNUyyf2zVw3ZvPevDPrnoAuabOIwKcHfEZAL7yn5/FO95x2RNebtLLNmx9dk49GsLf/mcXnh1oA8vn4TkuPMeByxhcRuFSCkZVI3YQBklN7ZMxLQKgEiIAnj+g6j5v+WkeD6/zgRzSXNu22nY43qTC6nYeZmCrSahi1CTyWM17Us2K0rcks4+QpEGPOcdU4x71mJnQYJpJqn3W4yR9P72dqf20OmbFn2f2Zx/PSJ3m8+0rzLirFE1OVsAaBoXsCS3jJ6obq2kQtcCXjWFoT1sKoKdHomeSQLEg8ZbLa2ht5pB1097ZRSQ88MhDyD1EkYsw8hBxBxF349swcsC5izB00VQC5k6rYe06F5ee04TXXHrRvXv6Dn1w9ilnHw10j2zBzRrhp4LI4Ob25iln/PS+Az27+lvRVM6h4ChQASKVsC+kqqcLBEGNOwj0JQ+Sq6MVcsyaHOGf3zuKBfNCuEziyS0uRmpMn3YWRTEOJmznUltvaFBDaudSO5bIqijIACMDhtSPnXEmUxwkY9GzTqfNWY6FrxgeHgsROjfFWGiSPC0b3czmqGQTtoQACB3ffjmWCo2cKKl2UAVs3Vya/odxF1tNVYjQVl6lcxAHGB6iuPN+H3ff72PHPoYb3jOKmZNCyKpK6OLcQRB5CCMHEXfAOY2vGDA9GPX/SKlEELqY1jGCS8/jqIc9z604c/LNuZx71If1qAH+qvNnYPTQM3cfGLyq7z9+zHqa/ENoLwl4VHnYEVdJMQnI1cEMBUGFEgyBoi4dlegbSczqDvEv1w3jdRfX4OQkmgoS9zzs4xcP2QA3ILHNTKJ5UxvcZHxQx3Yksw187H7TqYik9ZxURX024cpYw6PEceo5Mn0341OOf8wCMKQ15i/znOR5lkYe8/mk9Cuu49Tvlygv6ZwVIum4IFHSYRNaDjQHQ4Iw4MENLm69K49tux2s3+miHhJ86s+HML1DQkZEA9xFEHgIIgXwGNjarxCCgHOVG+OwPMLIwTtf3Ykx77V967fk715++pwTD3AAKDbP5zv3H3jH+Wcsuf3Q3l/OLPrqQNdCoBqoPAH7x5QS4FLCiwgkKA5wAhECs7oCfPy9Q7jywiqYkBCjQG9nhA/9yRj6DzpYt80DvJSAiMR6JyY0CepgnByY5eC2pU6ny2bUEut2nHXObKd0kuxjx+Js2o5lQ7CbQE/SfkEiPSNJ2q9PFSQj4dtIRzbTxRHSArsF8pinU/3ZZm4PiRPBACUHP7nFxSe/XMT2fgcoqjbMt/+qCJcBH3/PMKa0CvAaRRC6qNZ9BKEDzq05IfrtooiiUndRrzuQkBga9TF34fk7Z0+d/A7Hn8SPeDytRY/lyT//1SNy0bzJ65r9+tUXnTUtmNpJMbXLRcHXSgYFfAfIu0DRlyjnJJpzQEtOosmVQCQwq3MMH3/PIN50cQ2UU/CQqcprSCyYFWDe1DCJcDXMXUisNyOJ5m1HJxnsHG/ZgIJIm+WkgG/AagM4TVcs5I7zNBsA93Cglod/GNYV0d6X3p+OaIo4pG/lnYgGOePSUlIyxcomAxHSZBpm81jUPtggpwS/2eti4w5XqyIMcByE1MV3f9GMv/tiC/YMKLGtVstheDSH4TEfo1UPlaqLat1FELKYslRqDLue97Fll4uD1TnB7ufo1ZdftGDd87sfO6oYmVnHZMEvu/gsPPLIIygUSs/t2dPy+DPrayuoPIjhsIIdA3mUPQrPEfBMFyzdbVYIAj/HMaVnBG+7ZBhXrgTq9YKKhhJVa0nCCB1ljnOXB/j5YzkcqrKEU4wDOVK6dwLsBoXEWYeugZpCMh+Tst4W6BsmoZCsNc9i/lhMeQb8Fu+O6QdpnKMS9zU0wIVlxYmx1IDpSE+0qgIg4dlGehREZyRq6w2rP3lKZdHYZsDgMMWahz0MjDhaMk7adQAM3/t1Ea4/hLdcJOAhj0o1By4RV1e5Oh0770coFqrY3jeGRza1YVJ7KxaeseDxSVNnP/fvX/o5eqYvPaZDeUwAB4Dly5dj5/YN+xYsWPihye31X+3beSse2x2hJvJophK+C+Q8At8lulmQ6m+4oFniNedzzOxuwvBoGM+Nd5wQUkYAJNx8iBlTQpR8iUNxI0iLEGizG+d6Z7pTZUGdlQtTfHycVVeMupE82DDw0wDY2TD9MUNbZje115mNeluPSy0VCg3UmLYQpDi3SStI6It6EWE2TdEcOJWUZYolaBwRjfs86C9FiMRInWLXPgc8YEDRDBpQEUhCHXiUYNUDZWzZHuAPziqhtczguRKuK+E7Ar6nRArf5XCcEAfHqti4J4/lZ12M2bPnfWhwaGzfkjOODdzHBXAAaO/oRqnctnlk+De33vlU21Wr1o6gvUBR9AXyPkHBJ8h5qll5zmco5hk6WwmGR7owkBtBU6mKvF+H59bVD+hIUMIAEUHyBtfulFm1opZIAzmplk/nlyTN7CdIkZ2Ah8egtc+zRvA9DiM9IcYtxcRsx+/fIIswvkoYTRwYZ8V1vE1N8TYOZTxESqo2y1KNBifUojXEpiQSMmPp7QNAoJSaJE9I9WInzEPRIWj1JNpzEm2ehz19ErU6QalAkc9J5D1Vjial6pRWLOTw8iUjaGp20dnTdOvMWbM2Hxg4cFzH86h08Oy68cZPITdl3kj/qFzzm220F3U+v+TU0VKkKOUICnmKYp6hkHdQKjhoLhE0lwQKOQHPTY/kTtorC1AItDcJPLLZw+bdfjJPhyaJN4SqAlaPyqQFW6oZfXI/payYBqC2dU9p3yTRxOMTAokeHlMcazYmTWvgtsQYp3kaDTzzeCPpMvuXzovJvC57Qsb3k7nvdheu8Sd1WkVScfwGolXMCpP+Nkb7tjsC//pxH5+/rYixyFW5I8wFmI+cQ9HsSjS5AuWcQCmn6KuiTaYelMac3/gUvt+Geb1Tf9Qzxbtu+MDD+3qmrjwugB+XBQeAD737LVj90Ma9S+ec9thXv33Hldu3PIPmkoO8R+H7FHmfIe9TFPIEpYJA3lMdsJQEpApaBacQTP2TUhIITtDdxdHTJTImNEEdQeJcxnIgEmrCMjQkFbzJ/sgWSOKPygCmkdU2dGbcww22j3Yl1y0CNPI+MyH8RB+3+DhJrgBEWs2AZPK6mIvDdKBH3EslaUWRiW7GEqHFvzUXB1H8/Lk+iv5+ByiYg+eAENUEyKeqC5ppoFkPBMaqSgxRrZypak/CVaGxlCG6enrRMfWKxwQP9ja1LzpemB4/wAFg+rRuTOtp/fTWrfN62/Mj14yOHCSUqhETeZ+ikAMKOYlCTnEsx1EVQCYQJHQdYNzTGqqpOo+bMNqOpZXvDaTSYeN57w04OJlgH7EVRzuwk3U6bdAS2VD/G89ejtOxtKhIqsIn9Zgi06ZPTQJ2kk6njdNjE9DHhQz6PWNQ66ofCMSJVyqYIxJagmQmkB34MeeiQyXimZowCXAEjkULpVTtj+shwOpcW3EJIdTQqzAiGB4joP406RQWfb3YPOfTMhp4IRA9NplwHMAnt+H+1Q9Verpa3nPlFZc82NnehJxHUfApCjmJUl6gmOco+AI5X1XGM4oktGusgn4/xwHWbXawfoubAbbidYRMlAY73rFMN7HPXPpJ/K4NrXqiaSdAjZ1QG9XpO8e9jqR7pYI51vOz/VFSQR4ksqFpMm8sdEoSzMqEMr3PNM+XtiGS6siZqCYFwcK5EU6fEwFhGlxWgga4IIgioB4A1bpEpcZRqQlUahFqdYGxqkAQeVHPtCXfdHOd79my6bEKdY+cb3K49YIADgAXnL8CZy1bXJ8zd8G9vb2za4wRuK5EqSBRKgiU8xzFfIScx+E5SVu3RHxKYEIdgc17GfbscRAXqxqkamCmAzt2f2/EuRNpa52x3sgCPj3+r5E6kpLrkDbQxyTKHseS2TtxJqH9HJKhIUbrzkh7Vs+UFIhjLmxvZ08Gmmjndl8V3adl+lSOOVN43PjKPl7qio24mr4WSlTqwFhVYrTKUaly1AMOgGDGzOm7h4YOvHfX3tH63FOXveDj94IoilmFQh7VyuBHzlt5LqcUf9W/d53XUhIo5SPk/AieI0CtFm9291bEYFclbswBKDOgtuovkW5cH48dIQkXt0vTbGoSg5cexqHLcvGsVW+wTqB4MvGy6UnmQ41MSJDIgiQuZ9NXScPLQeJZlPEAK81bCKCnrMnEtyBEV9STuOKeCqJGEgoJSnUAyLSciAR4JPQXVpcL05XKKDBcSoRaLQm5RBAC9Ui1QKYUOPusM4Jly875TlNzWzCpq+2EHL4TAnAAODRUj7p6ej922oK90R5v/UccDNOcD5SLdUhJUA9ZUiplg1uDnTkCwyMEDz7lY/8oU/KIVdAQjx2xrfYEzmS2NZu9P51Ca/X6tuk+0vTExtZvBdTHuCS0xp1QYsWXkciAgJppKox/Eze2J5aZVW2VIZG0WNbN9KWu16S6YacwYJfKQWwvcaw4o45fPBFhlLsAlXE+eTxIStOlKgeqIQOXBG0FjqHRCMQtiY6umTeecsrsTx480B8d+1FovF4wRTGrp6cb4ej62qzeqbctXvaysKWFiUntB7B/+ACIMwhKBSJO9Sg6Qx2SomXmcAzXgE1bPNSrphbPzJJPrLfpk9HIsUysdIOZkjRLXRrIbvp/sW/HUZUMwk8E4MlRP5h5Ziq5jYxPtIodQquRpcW9baqSbCeqlgnjc5EIAglvpzEn5xFDIQfMPyVEU1535tGt27jOg5HQFJOpxj8hHUNr5xB2DHDAK4lXv+YVYfe0WbetfXxzrb1j0omC5Ymz4ABQalkIgPyG0tJpg31r3vWdXwZ/e/v9daycn8NZ8wvoaOGgBS2GEdNrXE0odqjAA095WPsbf1wFfTxuu5H1btS5imaATdPWe0JNmaTpSSqIepTHQFnTxmrL4RY5is9IZQhaQR6bjigTru6YVmcE0D1PVM6PAEnGhVCAWD2/iZYYhTBqiARgZm2qUShqgoTqfCWp6mcYBQznzgtwzuIabv21D8gIUnIEgoJbSkvRB6Z1MZx1GsXSUw9g9SYqH9s27YYLzzntOzMmt+86YaY7+fdO3FLTu0htuMq2TF/0NxunzfrD6tSWKRgZKaJ/0Ee1zpTOSqRuxqmmo3luhOeHJW6/r4ADg14yclsPbHVoxnobh1MXNdhTgm09/JjBDfOXhlqsrGSCrCZp9Qh5U8dxIBGjPUW/TXAmncdoqSrEUlySMH3WwZQZS84zFp0LAi6SVm52glXqCiCofh5FFDF0tgBXXlDBpOYACFXbNi6l6tcp1W+R8wg6mykKTjNE1Bu+fuW0G2//4swbPvGlr20mhNTc45FYD7NOqAU3y8u1gVf3futNrzmvlYUHb9iw7uEmz1EVNUlXWpWH4jkhqBPi/qc8/PyRvNIK46nEqv2xR6xKHeNQUuh2znbEUqYimWnuPT6C2Dgi2PgA29XttoGODWnWGWy86yiWpSxlnEsS38rUs4lscIIZz1NbciKhQuk6+ypWYMX4l0GxdWWwAG29CTgxU5V1hQ6VujutKmTgnOPly+s4//QqbrvfBecOBGWoUhdVTlDmiibVA4GDIz5Gwhl3v/ycd314y6OfxZxlf/1iQPHFAXhzUR2mW29bdVM+X6BzZk/+aI4821TMByjmAzQVayjma8h5NVC/hrsfcnHDl1vQP+Qnsy11NpprWW8Dcruhpp17YnNzA3QFapIKwaeCORgP7ixdMEBNgTUbmGl0v/EOG0nj9tnMKN5NEktNjnDW2DN+1KeTOD5lmk1JooyDmnWJcSBXn5lWUYQ+bpwo4Bs1hVMGIgQIYQgCB53NAT7y7iGMBgQ/f5CCc4IqJzggXHgMKNQ4Do1GyJc6h6dNn/WLxx++90UDN3CcuShHu37w/W/jL697+0NdnU2jreXaBW3F3V5HyzACPgohq9h3MMI378rhX7/dgg3bC4DvAsRVeQzUBWMEOaooucckXJbknqjRhWbbAncqH4WogaN0IkfTzj1J0B4DLGvlaVp1SXI9iH6uyT8xVwwrLyWbi2JV3qXyUuyKPJK+P+4kJSaH3TpZYz5FEscTQLptmkl1TVOdmK9PdOWw/JMk5iBT25BATwfHGXPqKOQ4DgwJSKEaQ41UGep1idNPnTG2cP7sD1fq5D8uvuTyFxOCL44Ft9fkrki6bscXgtr0cODAgZu+fs9G975Hi+CBi+EaxeNbc6hHHuCbhCpDTxLlxKUJ31agzpSoZYDLaGK1G01xUD/ieK+uoWG087JlXHtiac9W5VaqRCzzNrblzX5QAxWHkBiiMYDil1r/R9ag29FNkwceP1/qRpx6Ow4M0eRfTXiLpimgMNMEuf4eMUWJqYoeEc4lIgCyRrFweoQbrh3G6y6uYLhGUa35uHN1EVW5PJwzb84Hm5u7/6t/cPjFjpO9+ACfNucKbFr/3Wjewpav3H/rIr5uZ+vnHtv8jDswGIDDUxOJfd0o3aqgN9JgQksUNXEsKmJPKDbWWz1GxoXrDQ+PwZS+kjds1xA/RSbAkzaw4ic1QLnZfwSnaVx6QNZ6kvRzQaxEVXMSZLl/gxC+sexZy59NxTUcXGeYxx9M4mQ3nYDFlcwrBLX6q1BAOJCCIuIOHCZw9rwIggR4dk8Bs69eFA7yae+74+ner3fWdkV//NY/eLHh9+JSFLNu/vytiMrvFNd/5NKn/u2vRvouPnP00u37Rp19Q02A54Ew3VfFAIMwOJQgTyVyTFEUlwIu0yBnSCw5TXRxxwK3TVmYpiqm1UP8A5M0wBph0QZfTEvMpp06a9JiG9GTcY9NUIyRUnys+lJ7npAdjZ0A3EmFejrzL12JY+gLsc7uRtKN5ZtYxynO5LQG/xKdnciFAx65iASD5C4e2ljCjx89q14sn3ndZZfO/sqlC/ZGZ5zx4oMb+C0BHADuv/ubGNp0vlx45msfe9/73nWIRN4Fw5UD3qExhqLrqrBxFEJKAVAGRikKDMgxqfm35uDMSIR6lDi1/4jm59CPEc3DkZESM/w1811jy5f5oc1NOvvQAi7IhGCnRwB4quut6dNiK0F2Dxeb88Zfykq3NVU8GJ9glT4BALtVQ5qHW3zcumTYBoESJDOXWATPiUCpRD30Ua3nIYTA5j0FDIwsG+2cdMrfXHnFm75w01feJFec8+LybnuRF/4Wx7bu+tm3sHxuG4bGwr/YuX/gox/9wrbmyuAInFIdOf8AHno6hwqa4fke2lyg5ErkHJF2MA24jaVmejoXtS03SQHDBqXhGIqDSivTzqqYyRwlAtsxtd/bNAjSn68dSkoBxsx9Gp989gkXn5jMbMvkZCRS17TaxRrJberKolcMZoE4amkXJNuOaPy+8fvbM1ARz2CKB/2aidZMwmFc11BG8L0Aea+OYqEC0CrWPO3Do23waDMKRTm26slpayZ3LbtztOJ8Zt7MQVz+ijf/VvH2onPw7HrlK94OADg4LD67aHLEL176zSXVQ9vfOm96v3/a3Bpu+p8avr86DwIPHpPwmAK3ATilWQ6egMy25InFJtYlHRYPMW3OCEBkHG1TIInj3/HJQAlJ5p/qqCAx+dfmsp8pN4tXA1fqcNQ8cTJhZUPqScxWGkLcuxlGHkR84goT2BFJpqH92VQnT1Gq0riZ5WcQSPD4bLB0RElB4zczATsG+ARCcvzwvhw+/YPJWNiTw8rTOoIzFrZ89rXnOP+4+NxXn+gA5VGv3zrAzWprovjOLV+4eVpXPtcyo3P3lLbKR+ZPA33NylAl7NSBvG5BYYJELHtJz1hCYzXTINcAp5n4pFSTdxOHUao6RdMHO+OgCUjteukkplRvEQAa6OoladAfNh2RpO+Oy2Qk0KNhLLDr7Tjoo08srhvdmxpMzk0eSXJVSlQZfcw0uM2RIKo3bPq5uhTfNNsUOtIpJUB1nH94TOKO+5uwYWsJ7YWS2D/aeuOuvuZP7t9UO2ngBk4iwAHgLW97D55Y/X9rnl/+1NBQs9gzMPWjtdo+EEpQdCVKnkDRlzHvNopGGuTEutQrZ9Lwb2ZRB2pTFP0+XKpR0FICauRVUiBg0xRb+6ZUd1zVlp5Y6aAJ7Ul9zIQrJQ0SmYDd0prjdF+LTiS574miIlJXEAouCSJBEHHz/yRnkuL6CvhMt49g8YspHAiIWBbU3033F4cgCHUSYhQpkJeDEKFkkMzB0gUt4k+vuTRcMLf3f0ZGK7W3LZ9/MiF2cgEOAEtW/hVu+8G/VX79qz2fuuGf30Cd59f/g+duJnmHo6UI5F0FVK5ziDm3QWFbctvBJAngiW6KqUFuy2JMSIQQOoVUKh2Xq8R8k8BkO4VGPTOTdhv1AZSxAH30x4BkgW2aFRnrbRVOq5NWxNtG7pRSIiJUkQn9P4QREEZqeGosdWZ8CKF9ACmheYpqEUGoALX7jutSOM5VaZkQBJRJBBFVYyT9El7/irPlWHT2P5+/fNp/T+uZtj08+kPwoq2TDnAAeN0b/xJS7qsBPR+bMn2Gc+XLWv5617bNroMKfFfJBvVAYqQiEGpawYxFJRZNYQQOIwrYDGDauTMngK1sANCJ+wRccJ2EDwShajcHpDmwNJKL4ie6CBfxANZ0b0AL7LAa1k+UxGX5CIlObXcBkBYVExbQ01ac6VHc9UCCc4paQFTOk8U5Ypqn309Q7VwzraHoWfCUEwhCIDU5NxHLMARGqw5qgaJDw4xBwK/Pnj1/4PWvvOQb315z+seHq4MROZyT8VtcLwmAAwAhk/Hoxv7ovTdXPvLrf7vaefrp9RevWX3v4n3P9XtNJQeVusDzhwRqdSDnIm4tbHJNGCNwqAa4o2/jUH3yx2KwA5BAxCm4AA4OCYzVBEKeKA6pk8cKRRpHTBXo2jWTCQ83FlOOaw2bpjxpmmI9pj8jBno8VVrqNAX1R1kyOVpKwHUEwpBgf51hZExVy6gyuzRlM+DmlMCRiU9hjimnAJMJ6B1HIOdxUBJi826K4VEXeZ+jta0r6pi65HuS7nxvodwVXvvK3REh0082nOL1kgE4ACxb0AUAcvufrf7bzlbfP2fF2Z9ft2HzO7rL+9j+wT24Z72DsJZDV1nCjT35BISOAzi6kxbLAlxLiYyqdiuO1tQdCrQ1SWzaG2H3IYYcU3kujpYjHXP5pgmoVdg7NuYwTeLtdmbG0Wy4bCfWstxqMzPqMObM2tFmWrJjJuVYKkmPiXjUesgd7HyuGWEo46uZw7RUyQgYpRrcip4kaovUipSEYMkViehIckupBt8fxvodZVAyDa+6aCaf1HPKNwPZ9N7+kfn1uaQHL7X1kgK4WWevWImdu/fXWyfl/8+06b3b6MhPznx66+BVIR+FED4QJ/lLbZm0BWcUnkPhuDS24IZvGn7uOFDtwlwg7wmUChG620cxwgfxie+3oyWfQ4sn4Dsqi8DQC0CDULdYIAR66gFJLHeDEPmRlq1np3NlrC5dxlrrW0dr0QrQCtS+GyGfq6NcGsE37ynikc159LQAxRxFziOqTZpD4QgC4SjFhVEg0rdcKAqlrhgErjAZCIn6JIQAlxxuuROQU29decFlj3d1T/pcVK/W3dwLq35/sdZLEuAAMHNaJwAMhQO3fMKZWZx6UFxB/uQNI69/YM0j2Nc/DEYZ8iTJOXEogetSeB6D5yqKYofjDcA9VyLnSeR9iWI+QkspREdLDVddMIK7HwMe2twDgKJJqlwMZVllijpQ0zOHqHbn1OLd6tkTCeJ6WfREbaYHYcWDseIuUkn01tHF2zG4XQ7fDZHzA7SWR/H4tjp+sLoLLCAoOAIy7m1iTjwVuWTU1GcqyhIxoimKsvhc6OacUgV9OA/RP9SD2fNfgbdc2fXDL/8ouP4z396058YPzj7ZUDnseskC3Cy3423Y9Xxtz5QZ7AMXe7v/46x53o3fuWv98k0b91GXSaK5A5hD4OuGQzlfXXohjSKiQOkwwHUA35PI+RyFHEchF8BhHB1NEpcsHsHadW0Y9QvwqN20hqSogxBqOrAaIZmdH28cy5SUPm6RRrcp7Tud72E4uAG3seIu4yqi6AYoFKq4d52L/Qc9tBUIxgIC15FKSTLt1lJ9aZRVlhJwmOlkReG5iCXPekBQykvJ8pNEjZ77SGvX/A9Nn9uz/cJz+R5CyicbHkdcL3mAA8D07hwA7IpGN+6KZs6++sntwz3nLJr33c2bN3Q++Uxfs8MoHOYg51EUC0AxJ+E5qkXBSIUgjKBn3uicFkfAd5XT5HkcjsNV1T4TgAgQiBzqgsAXAOOJbsyEhNBWW1JbLUk0emkjGw3C/vYijTdjSw67M0ACdMXDBRxHaKqickEoixByF1IAdU5QDwnqoToWTgS4TtIymRKCkAuMVjk4l3AdAi4YKCXIeUqKzHs11OV0tE2Zu5PzgTdGYtZzj2yI9l6ysnCyIXHU63cC4PGXLS3A6rWP7T1n8ZJ9MzrIGaseeXZF86TcLW3ecLfn1JDPSbSUBFpKHE3FEAdHJPb25yAkQymvuCTViVueq7ir50RwGAehXHdsUhPFQkERCQmu+am6VQ4YkybXIwNuJNY7uzL1BYg3LUVFeXRmn8xIholywrQlV/v1KHWrKSakQCCAOgeCiCCIJDyuUwykklMLedUxds8BjqERieYCQRhJAAK+6yKXb0LvzNLerpkv7yPe7He2dTWv69v5FKbNOuNkw+DYMHOyv8CxrpXnLgUA+cp3f2bsJ59+xz3P7Bz4471791y/e+fmRT490NOU60d7cx3l0ihWP0OwblsrZnX7yHmuojJUwnFkzF8dh8PRIGfMRHOUhiik6oBgrDcnABNGO05C9dlOU8B4S24vcoR9KdmQJpUzlJnkJ6WaGNlQfaBpYCohBUfAlRUPuETIYQWwAIdSlAsEvVPrCJwR/OjePIZGgc4mgrbWDvRM7n5uzoIF6ydNmfKZDVvbV604u5nUx4LfOXADv4MAN+uuL10P90vXA8CqXbueXbXw1Dl/vH/vw+cV3ParWbSh/NTWMdz1cBPKjOnkKan7cgCeq6YJeA6H66jL+8FhiUc35wDXVXq6RpkKeUtQrhQGJpDK7QDQIN/W3Bh+npT6ZNtSZIHdiJvH1IRIzb8FHKqy/CChq9sZwsDFsrkhWptr6K+UEHCKIFKWOYxU40sj51MKlPPAK5YewqObIgyNTsfCxbNG5kxv/p9XXHL2GgBf6Z4yI/Mf/e6t31mA22v69BkA8BUpDn6T1w+uHdwnF4XPzrmOyGdJc64Gl+XjHHFPc2/fjeA6HIypCv++Pom7nyiD+h6KDMhb7X657tZq1BphjQ8B0PDnT3JSJtbD7cglGr2VRVeoTl11mIDrRnAcDgKV/BVGDgiRqNR8vGzJCDpb6nhuRKDOqe4FSJRPEgFcCIShQKUq8fwAcNbiLlx79QK5en3HTW+++qL1U7pbvtHdXnopRNlPyPq9ALhZhLaFw4Ob/qtjxqtaZw8+94v3/9GpV3U002v69myUzz+/j3AeIudxlAuqut9xVAvfKJK4fXUeYVRAMc/Q5gvkHWA0IDhYJSAOUHYIGBFwmUzan8UfnBRCmG1bE7fVFSAbsdSKBhD3FIzZjQm0IGlH5zocvhfC9wK4jGBoNI9K3UHEGRgVaCrVcOXKCrb+gEPCQcgJhuvqC/mOQCkXAXBQaJosF565mJTbg68vbinfOmf+zDUUtcHu9tLJ/hlP6Pq9AjgANLXOB4BBKeVPz1qKR4aHBz+/9r79tKVtypcLfnVOi/dkbkr7flDKMThcRr3uIu9LPLq5AIIcWn2J9oJEOQf0liPkmoZwx8M+BmsleJQg58gkCNlI1jNpuSQpoqBCqiGq5nVIV/QAiKtwqE51jYe86qUKIARcJ0KpUIFEBT9+sAnNfhGtRRflQgBKBJqKOSybU0eechSYBIjA86MRDlSAjo5WnHvO/Nr0yeUte/tGr505e4loa2vdNRnoe6nkjpzo9XsHcLP0D9YHoO/e+x6AL8QlvdNKszvaln7LlRvdu+59uGXb9rB5xfwxSHoAI0EezGEouxJtRaC73cHSUxkuXBZh/pRhfPo2gkpURrNMa+Lp/oeZZC6df8sJ4sw8O7WAUTXOMHkuwE3xhg60JG2NlT7jeyGkrOKzPyrg1l914eJFBSybxzCliyKfC1Gp5cBIhKZiiK5yERcuoXCKrUMdk1ceOmfxrJDy6ttbCvVtp8xm+9vbT0wH15fy+r0FuL0uvOAcRMGh/VLSAUrFYur8Kli4+P1/6uc3vqvU8mz0+K4FiwUf8OdNqYJXR5DzXHS2MJTyEjwq4Y8uHcbjW0Zw7xMlkFK6asj0PEkyGHUYXyinjmt6QgmBdLSezpQm7eijH0VKghTEZO6pJCghVaPKiBPVuFQCpXyEe58m+O7dnSg7LoaHQ+zbT1EuMLSWOQ6ONmH+rG7ccN3c+qZt5adeee4U57TTF3z1HR996D/f+gfdHqOkKoSUXe1NJ/tn+a2s/xUABwDHawEUq63s3NUP33c+5zju51pmvMVb3h3+60c7t3YNDT095dnd9ZVRjaHo9KOluQIpgDAQkEENJOJwGEXOVT2KTCGGSepyGIHnMlACjFYEqjUOCQlPUFCq5roToiqUcr6E5yr3c6RCMVZTJ4vv6mgpQ1w5Uw8IGJUocgZCIkQ8QBhGIK4EdfKAU4Zf9DaNyhZaqU8bWDRzwe63nNHbD+p+8OEHHg+KhRK+9/ELkSs2ndTqmpPyu5/sL3Ay1szpXfZmAOA6KSoAWXiqlN41+/b1i6ef+CWa84f89p6Z75a8vbhogYsdfRIyGkDBZ2hvZth7ECi4EgVqpkQQ5H2K5hJBPhdg9+YIglM0FYTq0uUr6+97EuUCR3MxQiQjbHvOxciIg1KBxglWCCXyPgejAZ7d56CjBSh4HByd6Oo5Becu7ULv5J4xEh360uQprXzW/NPuOWXuQiaE2AXgaerkTvZhfkms/5UAb7QILQDAMwD+BgBGBrdCwvUoxh4LqpMLK5Yj7JxEr2zNy9e2N1MUcgKfvuVBFPwQM6c6ODSq+vO1NQtM7RyG6x3Cfc84OHQgh2pddYDyHQmUHeTdCM2FGlrLAfYNVXDf0yUUqYdTZzVhancelEYYHKbo7gwxv5ejqecStJZ9dLQEcMv126d67EeXXdzsLuqdWmlvzv13PeDB6QtmnexD+JJcv5+u84uwDhwcBoBZlGCO6xBRj+q49sNfRbdfxelzXOzpjwDpkte/esm/+3LL/OFqxO94mCCo5RBEAq15ic4WB11tDrrbQpRLFYQhQSUMsOqBPOp1j61cOmNT7dDTH+C8Jnf3MZw2O8L5y2tA6/Vw3QJcR1JC5BYAOzy/+WQfkt+J9f8BfgLXyNAuSBHNHjv4eH7fAMW6HRKMejg4KlB2JdrLFG0tDB3NEXJ+FYMjDhwW4umtHvqHPVx6/sKq5zrb5p3y0qmI+V1f/w/rcrl/U6e5HwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMlQwMDowMzoyNS0wNTowMKSyszoAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTJUMDA6MDM6MjUtMDU6MDDV7wuGAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12047000
{'hecke_orbit_code': 67110934, 'n': 1, 'trace_an': 110}
-
id: 12047001
{'hecke_orbit_code': 67110934, 'n': 2, 'trace_an': 4}
-
id: 12047002
{'hecke_orbit_code': 67110934, 'n': 3, 'trace_an': 0}
-
id: 12047003
{'hecke_orbit_code': 67110934, 'n': 4, 'trace_an': 440}
-
id: 12047004
{'hecke_orbit_code': 67110934, 'n': 5, 'trace_an': 0}
-
id: 12047005
{'hecke_orbit_code': 67110934, 'n': 6, 'trace_an': 0}
-
id: 12047006
{'hecke_orbit_code': 67110934, 'n': 7, 'trace_an': -104}
-
id: 12047007
{'hecke_orbit_code': 67110934, 'n': 8, 'trace_an': 16}
-
id: 12047008
{'hecke_orbit_code': 67110934, 'n': 9, 'trace_an': 0}
-
id: 12047009
{'hecke_orbit_code': 67110934, 'n': 10, 'trace_an': 0}
-
id: 12047010
{'hecke_orbit_code': 67110934, 'n': 11, 'trace_an': -84}
-
id: 12047011
{'hecke_orbit_code': 67110934, 'n': 12, 'trace_an': 0}
-
id: 12047012
{'hecke_orbit_code': 67110934, 'n': 13, 'trace_an': -60}
-
id: 12047013
{'hecke_orbit_code': 67110934, 'n': 14, 'trace_an': -80}
-
id: 12047014
{'hecke_orbit_code': 67110934, 'n': 15, 'trace_an': 0}
-
id: 12047015
{'hecke_orbit_code': 67110934, 'n': 16, 'trace_an': 1760}
-
id: 12047016
{'hecke_orbit_code': 67110934, 'n': 17, 'trace_an': -84}
-
id: 12047017
{'hecke_orbit_code': 67110934, 'n': 18, 'trace_an': 0}
-
id: 12047018
{'hecke_orbit_code': 67110934, 'n': 19, 'trace_an': -92}
-
id: 12047019
{'hecke_orbit_code': 67110934, 'n': 20, 'trace_an': 0}
-
id: 12047020
{'hecke_orbit_code': 67110934, 'n': 21, 'trace_an': 0}
-
id: 12047021
{'hecke_orbit_code': 67110934, 'n': 22, 'trace_an': 40}
-
id: 12047022
{'hecke_orbit_code': 67110934, 'n': 23, 'trace_an': 0}
-
id: 12047023
{'hecke_orbit_code': 67110934, 'n': 24, 'trace_an': 0}
-
id: 12047024
{'hecke_orbit_code': 67110934, 'n': 25, 'trace_an': 2750}
-
id: 12047025
{'hecke_orbit_code': 67110934, 'n': 26, 'trace_an': 0}
-
id: 12047026
{'hecke_orbit_code': 67110934, 'n': 27, 'trace_an': 0}
-
id: 12047027
{'hecke_orbit_code': 67110934, 'n': 28, 'trace_an': -416}
-
id: 12047028
{'hecke_orbit_code': 67110934, 'n': 29, 'trace_an': -248}
-
id: 12047029
{'hecke_orbit_code': 67110934, 'n': 30, 'trace_an': 0}
-
id: 12047030
{'hecke_orbit_code': 67110934, 'n': 31, 'trace_an': 24}
-
id: 12047031
{'hecke_orbit_code': 67110934, 'n': 32, 'trace_an': 64}
-
id: 12047032
{'hecke_orbit_code': 67110934, 'n': 33, 'trace_an': 0}
-
id: 12047033
{'hecke_orbit_code': 67110934, 'n': 34, 'trace_an': 360}
-
id: 12047034
{'hecke_orbit_code': 67110934, 'n': 35, 'trace_an': 100}
-
id: 12047035
{'hecke_orbit_code': 67110934, 'n': 36, 'trace_an': 0}
-
id: 12047036
{'hecke_orbit_code': 67110934, 'n': 37, 'trace_an': 1144}
-
id: 12047037
{'hecke_orbit_code': 67110934, 'n': 38, 'trace_an': 72}
-
id: 12047038
{'hecke_orbit_code': 67110934, 'n': 39, 'trace_an': 0}
-
id: 12047039
{'hecke_orbit_code': 67110934, 'n': 40, 'trace_an': 0}
-
id: 12047040
{'hecke_orbit_code': 67110934, 'n': 41, 'trace_an': -268}
-
id: 12047041
{'hecke_orbit_code': 67110934, 'n': 42, 'trace_an': 0}
-
id: 12047042
{'hecke_orbit_code': 67110934, 'n': 43, 'trace_an': 428}
-
id: 12047043
{'hecke_orbit_code': 67110934, 'n': 44, 'trace_an': -336}
-
id: 12047044
{'hecke_orbit_code': 67110934, 'n': 45, 'trace_an': 0}
-
id: 12047045
{'hecke_orbit_code': 67110934, 'n': 46, 'trace_an': 0}
-
id: 12047046
{'hecke_orbit_code': 67110934, 'n': 47, 'trace_an': -912}
-
id: 12047047
{'hecke_orbit_code': 67110934, 'n': 48, 'trace_an': 0}
-
id: 12047048
{'hecke_orbit_code': 67110934, 'n': 49, 'trace_an': 6206}
-
id: 12047049
{'hecke_orbit_code': 67110934, 'n': 50, 'trace_an': 100}
-
id: 12047050
{'hecke_orbit_code': 67110934, 'n': 51, 'trace_an': 0}
-
id: 12047051
{'hecke_orbit_code': 67110934, 'n': 52, 'trace_an': -240}
-
id: 12047052
{'hecke_orbit_code': 67110934, 'n': 53, 'trace_an': -872}
-
id: 12047053
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