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{'Nk2': 13200, 'analytic_conductor': 48.67657575473601, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [11, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 97, 'field_disc_factorization': [[97, 1]], 'field_poly': [-24, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-24, 1, 1]], [7, [-244, 24, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539595968185145, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '825.4.a.l', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '33.4.a.c', 'nf_label': '2.2.97.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}+3q^{3}+(2^{4}+\\beta )q^{4}-3\\beta q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.4.a', 'trace_display': [-1, 6, 0, -24], 'trace_hash': 1239459560554733789, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.945', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.794', 'prec': 17}, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
Hide schema
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-306560, -1042080, -581832, -2436188, 0, 941328, -10912, 1131632, 953424, 0, -1716048, -19116, -1592232, -527160, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 47350003
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539595968185145, 'target_is_minimal': False, 'target_label': '825.4.a.l.1.1', 'target_level': 825, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
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id: 47350004
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994477668779, 'target_is_minimal': False, 'target_label': '2475.4.a.p.1.2', 'target_level': 2475, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 47350005
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525334897656633, 'target_is_minimal': False, 'target_label': '825.4.c.h.199.1', 'target_level': 825, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
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id: 47350006
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525334897656633, 'target_is_minimal': False, 'target_label': '825.4.c.h.199.4', 'target_level': 825, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
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id: 47350007
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199321849889, 'target_is_minimal': True, 'target_label': '33.4.a.c.1.2', 'target_level': 33, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
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id: 47350008
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203961443, 'target_is_minimal': False, 'target_label': '99.4.a.f.1.1', 'target_level': 99, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
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id: 47350009
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994477666832, 'target_is_minimal': False, 'target_label': '528.4.a.p.1.1', 'target_level': 528, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 4}
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id: 47350010
{'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996340815441, 'target_is_minimal': False, 'target_label': '1617.4.a.k.1.2', 'target_level': 1617, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
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id: 47350011
{'conductor': 40, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 144115188142966848, 'target_is_minimal': False, 'target_label': '2112.4.a.bg.1.2', 'target_level': 2112, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '40.19', 'twisting_conrey_index': 19, 'weight': 4}
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id: 47350012
{'conductor': 40, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 175640385534560320, 'target_is_minimal': False, 'target_label': '2112.4.a.bn.1.2', 'target_level': 2112, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '40.29', 'twisting_conrey_index': 29, 'weight': 4}
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id: 47350013
{'conductor': 55, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086073195, 'target_is_minimal': False, 'target_label': '363.4.a.i.1.1', 'target_level': 363, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '55.54', 'twisting_conrey_index': 54, 'weight': 4}
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id: 47350014
{'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 157625987025077808, 'target_is_minimal': False, 'target_label': '1584.4.a.bj.1.2', 'target_level': 1584, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 4}
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id: 47350015
{'conductor': 165, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539595968185145, 'source_is_minimal': False, 'source_label': '825.4.a.l.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90071992614519873, 'target_is_minimal': False, 'target_label': '1089.4.a.u.1.2', 'target_level': 1089, 'twist_class_label': '33.4.a.c.1.2', 'twist_class_level': 33, 'twisting_char_label': '165.164', 'twisting_conrey_index': 164, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 1375750
{'charpoly_factorization': [[[-24, 1, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 2}
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id: 1375751
{'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 49539595968185145, 'p': 3}
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id: 1375752
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539595968185145, 'p': 5}
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id: 1375753
{'charpoly_factorization': [[[-244, 24, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 7}
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id: 1375754
{'charpoly_factorization': [[[11, 1], 2]], 'hecke_orbit_code': 49539595968185145, 'p': 11}
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id: 1375755
{'charpoly_factorization': [[[128, 30, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 13}
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id: 1375756
{'charpoly_factorization': [[[-1944, 106, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 17}
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id: 1375757
{'charpoly_factorization': [[[528, -50, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 19}
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id: 1375758
{'charpoly_factorization': [[[2064, 134, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 23}
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id: 1375759
{'charpoly_factorization': [[[8928, 198, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 29}
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id: 1375760
{'charpoly_factorization': [[[30848, -360, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 31}
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id: 1375761
{'charpoly_factorization': [[[-38676, -328, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 37}
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id: 1375762
{'charpoly_factorization': [[[148128, 782, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 41}
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id: 1375763
{'charpoly_factorization': [[[20856, 386, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 43}
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id: 1375764
{'charpoly_factorization': [[[-115104, 266, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 47}
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id: 1375765
{'charpoly_factorization': [[[-2592, -522, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 53}
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id: 1375766
{'charpoly_factorization': [[[-235104, 172, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 59}
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id: 1375767
{'charpoly_factorization': [[[123288, 778, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 61}
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id: 1375768
{'charpoly_factorization': [[[-72944, -776, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 67}
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id: 1375769
{'charpoly_factorization': [[[28512, -630, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 71}
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id: 1375770
{'charpoly_factorization': [[[400892, 1296, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 73}
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id: 1375771
{'charpoly_factorization': [[[-396572, -652, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 79}
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id: 1375772
{'charpoly_factorization': [[[-563904, -324, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 83}
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id: 1375773
{'charpoly_factorization': [[[17172, 756, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 89}
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id: 1375774
{'charpoly_factorization': [[[-842876, -452, 1], 1]], 'hecke_orbit_code': 49539595968185145, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 12, 'label': '825.4.a.l', 'level': 825, 'portrait': 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CUIMlr1jE7f5+QCRMbHWMvVW2K6/YxzS5qppsflW1J2bOzRqEcIaYljQbtfY7HtM1UXeNLj3ILPkbOCExdSTi2nBLU+b7ytx9vvgEBOcvBki1PzivMFcy9ajixZXnHdIj/xHatsmZzk5Plpzi/XWFz1WFqVLK+lLK0mxKnBGMOZdsjffMuEec8bdn9088z0D/WGUWfD5fd+vSHx3/X6Sw3wtbUOgyhDK/H+w8cO3WNXf1surK3cc2F5Xr/11hbHz83S7ga0e5qVjma5DSvtjNV2wlLbgfzosmBubo2f/K5lbr+qzun5ac4tNDi3pJlftlxYSjmzmLHQTZmcHvLKG3rceTX4skagAuZXQs4vaS6sCPoRpKkh9A2NMGNqIsUAJy+kdHqwc6NHoxZhrQDh0xsYdmyKWF7TYJ0UWetBlILFstKO2brBoztQCGURJqIVeuzYPGStLzh5TpMZzUxL0gwFgQdpKuhHkgsrkvPLlvnVlCAYgpdy17U97rlOMNeqsbza4vR8wLklmF9KmV9JObsCR5ctr7h2iX/7Xatsmmxx6sI0F5ZrLK76LLUlK2sZq52E1W5Gp29pD2D/BXjdrWdoNTanaTb9yL//v+81W7de/YiS5sfj1KNWb369ofKyr7+0GvzYix9j845b+Rc//k9/+jOf/8r/9Qu/df+Vj+8/fxliQd6wK+KKLZYs01gEFgEIsBKQgEAIixaWQMK5lZDHDytuuGKFq7cPqYfgaYnvKXxf06hJ6p6k3/M4eCLk/md8Ti5EdNKEg6cjNs6s8I5XrnLDlV1ecXWbE0spS31BPRhy7Jyl3Wlw/eWStWHG/hOKZl3z4km4aotlGGcMMx+tE6aacOB0gNIZnkzRHgwiye1X9xn0JTdcmdEZZJw812TXJkWjHrMWWTZM9lntdfjol+G54xnPHx+yc8syN+7pMDUd87a7unzzayxXbGqSJZMcPzvB0TMepy8YziwknFnIOLogOLWWcNPuRX7yu7psnJzk9IVp5pfrLK75LLcFq21Du5vQ7mW0+5bVHpzvSla6KRsn17hqy6J8w81rl9Xt2V0XFsUdtYkdtYmJyS/+x//6cT77Jx/9ekPmkq+/lAz+ux/9Xf79RzapP/xXJ/7VqdOdf/H5B86qZw70OLIomO9m7N65xH/4oSVuurzOheUpVtp1VtoBqx2PlY5mtQOrnYzVTspKN2WpDadXBbo25O7rVviW18Ts2tBgrddiYaXG4orPUluw0jYstw2rXUNnYOhElv4wZaaVsGOjAQSBZzmz4CFkwM4Nil1bLFs29Jlfjdh7uMmtV1nqtVVeODJNsxETxx4zU4bBEK7ZMeTDX55kz/aUKLLMTkiSbEAzDHjxxJCa1+Dm3SnPH4uZX/bZOhOwazPs2BSjVMKZJfA9ixCWnRtTppqS7iCg1/fo9D1WOoqVNVhuG1bamVvF2rA8zNixtce3vHaJu6/WhF6L80stllZDltY0yx3BWtuw1k1Y62as9SwrPZjvSc6vZdy2Z56f+cElrtpaZ2F1iqOnpth/ssVavClrTE799I//w6l/+/gj3eyuV37n1xs6F73+UgH80KFD1MKwdu7s2R33P/zMezdO7v+pmXCeZ/dvZN9hF5ydaUtOdzJu2TXPz/3tZW68vM7CyiTLa3VWuyGrHY/VHOTtrmGtm7LaTVnpWObbgnM9C6LHva9q87bbDZdvDonjOqvtkLWeT7urWO0Jun3BMLLEqSXLQElL4EEtsEy2LBumE7Q35Oj5mH1HAkza4C13xGhvjaf3T3DZZvjsEymvuj5goT0g1Io0S5iegjTx0F7K8nKdV97S4bOPNtm1GZ46HOFR5823G1IxYN/RjONnQrT02TilmWoIaoHA9wVKQGogTizDGLp9y1rP0O0b1vqG5Z5lkGXs3NbnbXe2ufeeGEyT5bUJFlZqLLdzMmjDWjej3UtLcK/24XxXsdBJecVV8/zs317imh01FpenmF9pcWahwXOH4IkDS7zh7jlee9tV/9JrvOL3t23bfCqKhoOrrtrz9YZS+fpLA/ALZ4+wYcOcf/DQ4e89cODwL33hK8+Kw6dXpedBw9cksWWtb1npCS70FWfbKbddOc/P/sAKt1wZsLQ2ydJag7VOwFrXZ7WrWesK2l1Lu5ex1k1p9wyrPctCV3C+bZia7PMNr+hy19UpOzcqWjWPTjck8CSgiFOJMQJjoT8EhGGqOeTwWYuxMfc91SDq17hyq8/dN/RJzBoPPjPJzVd5HL7Qo73a4s4b+nzx6YCN05b9Jy1/710d9p8I2Dgtuf8Zxd3XKFb6HY6dnubm3TEP7huQRnXuutbniu1DBmmPLzytIBMcPaNp1TVaQH8gMVaQGUuSAtKgfUO7Z2k0E7Zvjrjnmj7fcGvKTCNkfmWC5bUaqx13bVY7gnYP2t2Udi8tZclKX3KhK1jqZtyxZ4Gf+oFFbtwVsrAyxUq7wWonZLXrEyeGZr2LFJrzy7NmauONdufOK/7uZZdd+Zsry4vx9Tf85QD5XwqAL7dT2R/03vHE4x+98qpN8gNffuAF79ySZGElY62XIbAYYxnEls4A2gPBfF9xdi3jrmvmef8PLHHrFR5rnQkWV5u0eyFrXZ+1nqbdVbT70O1ZOv2UTi+jNzC0+5bFnmCxB0kWceNVAzZNZ/T6lrfeGXHZJkOaSbS0xAk8sDfk1ELI5qmUF46GYOpcvU1xyx5DEPZ5+nCfxaUG113WoDW5yqPPe9x2Vchyf43V1RabNlme2K/49tf3eHK/ZtsGj6Vem9WVaW65ps+jL2RM1ya57soeC+02T7w0SU03eMUey+4dQ5A99h4XbJhOmF9MeHCvxzBRSAmZsVy2OeYb7ozp9hRbpgy3XAVxXC/l21rPo9NXtHuSTg86/YxOL6Pbz+j0jSOPgeRsR9AexNy9e5F/97dWuPWqkPnlSVa7dTq9gHbfoz9UWOOgs9pRnF3IOLsQc8U1r0iuuyr+Z+98+3uOeF7zU0L45uuNra97JrPd6ZOmg+968omnfv7zDx6a3vD6E1y5fSOZrSOEJAwEw8gQJQYwWGvBWhAZUiieOryRH/81j3fdvcL7Xr/Crq0xF5ZbBH6NWuBTDzwaNU23JmkOPCYamv4wozfI2BgZBpGlOwxYWQw5c9oSp4azF1KCwAICX1m0FPQHCoFH2tfcdJngii2WHVv7RFmXzz2pOHBkijfdGnDLNat86HMWX9S5bGuf5x9VbJ1UzLb6hKpGnHgsdKERarZtFDx3IOaW3TVec/MSv/XpAb7X5I13WLygz5eeiPns4w1eOl7j8i11LtucMTcVs2s24frLMpQyaGUBSz0ImJsMiBOPbt/nhcMevaGmP1D0hpLeAHpDS6/vPnt3kNEbWDoDy9oAFvuK+VVLfaLNj7x1kb95V8wNuxqcX2qx1q3R7ft0Bu7/N4gkw1jSHwraPctKx3Bm0bD3iw95N1428fMnDu1d2X7F7f84joa/5Qfh/74Aj4Z9EOJvHXjxifc/8tAXpw8cWOOhDZo7d6e06oZhrAAPrTJUlCEFSGGRWKS0aJERSMm+w7M8e6jO4XMLvOueHvdcO2Sy2WKlXafRCWkNfHp9TTe/2YOhph9phpFlGBvixJIkljRzR5z6WANSCTwtCH3BZFMw1YRNs4ZtG/vMTrX5/NPw0LMe0kzwpls9brq6y8MvJcTDFnffJGgPBiwsN7hrt2F2sk9NBwxTxWInQRnBTbs19WbEMwdDXn3LBHfe2OWZgwrsBLde6/P9b1/hi8/F3P9kg/2nQnbMKTZN15hq1ploQi0AT1uUBGNh/3FBlgmSVBCnECW4zxhlDCLDMDL0h4Z+ZOgNoBPBYk+y0IXIDHnDzSu845423/ZGQ5q0uLDcoNNz4O4ONL2hoj9Q9CNBfyjoDy2dXkq3nzFMLa+8foiIBF+4/8vTV54x/89rXnWP7vX6v9Zo1P/3A7g1yyDS7z+w77H3H37xoQ1TjQGv2NOi162z3LZoZamHFmMEQiikFCgJShqkNEgFWlk8ZQg9wWK/xke+vI0vPdvhVdev8R1vWOP6XT1mJussr9XpDgL6Ay8HtnJHLIgSSZIK0tQt9da681PSojWEPtRrhulmwtYNfVJ6HD6b8NEHQ46dbjAZ1LjtWs1dN3R44lCb+x5rccdVITs29/nwlwVKBLSaCWu9CGNBCZhr9el0fUxa4x2vWuAjn61zxXzI2+7oEyfLPLhvhiQLuf3aDbzttg5XbW/zpWf6PH+6zt7jPtumJdMtQT0Q+J57CKUAISzGgjGWJM0f1sQSJe5BHsYwiKE7FKxGgpUuCD3k5j1rfMc3rPHKazNmWzVWOw3andA5NAOPXgHuoaQfSQZD11rXH2YMI0OaWaYbMOlPsO9onfOLqzx/6L4N7V72/lfe8yp7/HT713dtn/jfA+C//MEPsffcFP/sZx/47mt2zn/ghk17Z2ebGXZrnblpgZKaJHFp8JpvsQYEAiEkSmqUzBzYlUErg6csvraEWrA6VKy0p/jYAw0ef6HH3Teu8R1vXOPmK9rMZDXSNKA/DOkNPAaRJk4USSpJM0lmBMYKBBYpLIFvqIcpgR/jexFnlyM+/ZTkyBmf42emUCbgis0+1+xS3Hp1BxUssu9ok62Tda67HDbNrbLSaXH9VklqLJ9/MiDqSyYbKW++fcinHkw4daHJnis9zq8NefGYx/aNU9y4a5GHn+/y6IuCKPa5etc0V28PuHpbl6PnVzhyFp48UOfwsQZ1LQi0pBFYQg+kdEGVte5hTTOIU4gzQS8SdIaCTgKxSTF2yCuu6vAd39DhVddnbJ4OGAwnWG6HdHsBvaFPPwf2YFiwtmQYOXC7VSFjGBuMtfhacuKsQCrXJH1+eZWjS/dtmG4d+cBrb26mdvibH/rKgyGvf/O3/vUF+Je+8Pt8zz99mp/6v67/ti89fuYXPvT0/skf/bZFLt88ie9Db+CRZhJjIMkkAFZIhHRyQSuFUgW4Mzwt8D2D71kCz1L3MyZDQTfyWO1M8QcPtfjy3iEbp/q897Vtrt4+ZDjocd0uy/ZNiijxyDJFZiS2ALc0eDrj5Lzl+AXB2sDwyYfrnF2awsYeU6Fiy4xm5ybN5Vvhuis6GLnEBz/VYGVlgjuu1lx3RZsv7RWI1GPDlKRRT+knPtJKsBKlfdpDwfyK4Fpb57W3dnnkmRpbZn3uuG6a73v7Er/52S5PHmzQG3osrzXZtaXGns19bt/d5Zte3eXcygqffDhguR9w8rzH2bM+nhJIKREIjLVkBhJjyVLD1EzCDdf2iaKEq7dHvPu1ERsmFNPNgCQJOb8Y0hv4DCKP/lAziBT9odPbg0gwiATDCLcSRBlRbBjGGVHsVok0g0FkSDPoRoIza4ot9TPEq0dnn37uFb+wFl2ZvOXOhd/7nQ9/hO/89vf99QP4ow98nFtuukF8+P9N33Pg8NlfXVs+U3/hYMDTB+DGyzoYowi8gCjWxKkkTpTrXJcWJSRKSrQSaOXePS3wPIOvM3xtCD1LLbHUY8tEmDFVE/RjSTducPxMg5/9vWkwKSJNufWGPrs2xaQpGGuw1iVxpBDuQfJ8Dp7y2X8kpBFqmr5kti6Ym5FsmNZsmVPs3JyxZ+camVjmP3+ixclTk9yx2+PqyzIGaZfH9gVM1jxmJiyTzZh6zUkhYyTtoWKlZ1luZ7R7NV553RpP7e9z4JRishVy+7WT/MA7lvnFP4JnjjToDSxrXc38SotNs3U2TA3ZOTPkn7ynT6ve5vnjcPC0xPMsSlmEMIB1/1hIU7hsU8bd16dkiUeSBlhbZxh7XFhyoB5EmmGsSvk2iAXDSDKMBIMYotjmgDaVw8mfKLEkGcQJDFPBykCyEmW8+/out1wp+eIT5ycXe/6vHj2zMb3xums/9hu/9RH7fd/zvwbk/0sAbuMPgPeiOn/8zL3a9D40UzsTvuGOlPnVHq0golm3gAfCMIx8olgTaYPWCi0VWlq0tnhKOtbWgqGn8D1J5EmCOCNKLLXEuS1xbGmlECWGKIU4FQwTSZQFJFnIgSMN9h6AzFoctJ029iT4ytV8NAO4bjO0ajDRkEw1FTOTmg3TsGNTxOa5NRK7wn/+xARHj01wy+WKy7dJrti2yldeTJlfnuDWXZKpliH0BwQywCpBmkmEtaRZzGovZH7Z45ara9y0u8vDz4RsnBLUwya37Db8yL3L/MIfGV4822StZ1jrKhZXNbOTDaZaNaZaE7TqCXONhJ23xAReiqdTlMqQwgUTFvdQJYliYVGTpIokVcSJIkry91gSJZIodu5IFAsXoMbCgTgurqt7L4EdG6LE1dZEiWCYQjeWLA4lw2hIP445OC/4yt6UE6eP1S+7PPvQ3pOp2Xuh8Yn3/uPfyn7/57/nrz7A3/8LH+HHf25CXbb59Luv2vLSb834R8Kbr/a484Yu9WbE1g0JgS8AjbEWT2V42sOLPTyt0EqjtcKLFZ6yeInE1wI/EUSeIPJdNWEUG5LEEqeZc0XSypFBmlmyzJAZnN42lOAWApQELcHzINCCMBDUA0mjrpioS6YmBBumU3Zu6tNsrPGJR2Ie3DfN2lKLG3Yodm72uGr7kEys8fkn6zQ8zdyUolkfsu8oruN+u6UfKW68KuGGKywXzmcsrvoMhnXecluXrz4/4PBZRaMmCfwW119u+LffvcwDLw741AOzLHcsOzdkrLY1ky3FRMOjWfdo1CxhYAh8Q6AztHJSS8qcYCwuYWUEqZGkmSBNBUkqiVNBkkiixDkvcSKIE0scQ5RkxIkhrhBHlNpSlkQ5Y0cJDBJBN5GspdAZJqhswOHjht/4E/jjR/sEqsah5ZfCd7xu7Xd++tsu+55X3zT38Z/9gd/Jrrj+Lza9/xcO8O/+xlW5tLr8vg9+rP1ff/G/rYW3X1fjso0DokjxxacnmGulnDjb5z2v7zIzkdEdpOhhgOdlOcgNnlb4nsb3crbxHOPEviBOhLs5iSJJIU6kcxDSke2XZoYsc+5CZnOnJHdLhBBICUoKdL46BL4kDCSNmqBVt0w2DRunI+amuqR2jY99VfKbn51hQxhyww7Bjs0el20x7Ny8yices6yshFy9STHVgmY9Yf6EZGE1wN/lmG5uQjI5CYePW1Y7hgtLIVddFvL6W7t8+qGQmSYEvo+Sk1x/heAH37aAJxf4k4eneOlsyMZOwobJlImGollT1GuSWqAJfAg80Nq5UM5WrYAc92BnBrJMkGbkQIcks8QpJEnmSCHJ7dPUEKeGOKF0ZMZYOxH0UkEnFXRjy3CYMBF0+Ja3LHHvq3vMNARXbj1Pb+izc4Pgpss7Ydxv/uoHPhzobqT+G45n/moC/ON/+Mc8us98d3vp6f+wtrjcmlR1vvBIk6Ve5mqNMZDEfPX5LhdWl/l79/aYbiXUgjqdXoqnfcfmnkccG3xPEXjKgTtRuVZ3II9T5/8mqSRNIckgy1zwY4wLuIyxLlFEAW4HcKVErusdQMIA6qGhWUuZbKbMTQ6YnVrjkQMxv3NfjYPHJ7lswuOKTbBtk8+2jbBnR4d+2uGJ/S1qymNuSjHZhMlmxNREiu9rhHAP1yDyWekkrPUt7V7KwqrPjk1N7rx6gfue7HPwbIt6kOApHyEmuGKr4jvfuMQr9izwO/c1eeKFSZZ7mg2tlMl6Sj2U1EJF4AkCT+J5LlZRitw+dCi3gLXWrV450NPM5Ktbbi2mhjQzxKkrAUhSW66IUep0dpQKhqlwrJ0KOikMBhkmHTJT6/DD37zMP/nWHo2aRxL53HyFJYphpd3k9PwEh47Pt2Qq/vPb77zRf+dDn/nNe179jX/1AD7sd5BS/q1PffpP3v/M8+0ZKSQbJw1aZszUJauRop0I+qlPO/L5D7/vs//oKu94dZfX3tRh4+yQTrfGMAqIYp/I0wSJJvadvVcAPEkkceqW3STNPe2M3PojZ26JsYzA7ZKUOXODVi5h4nuW0DfUwpRmmDLVitg822G+3eeXPunx+aemWVltcOWcYMcGwdYNPts2CHZtGaL9NT7yoObY6Qa7N0qmmpKJRoaUEWcXLYGWSAHWCuJEs3NDhyfJ6PQVqx3L/EqN3dtCvum1bT7+JZ8T8wGeThDCw9gGSSq5ddcqO7+1w+ef6fPhz0/z9IkGW6cEs42MRpgR+oLAE/iei1W0wgXOUpQ1GRb3kBmLc1oyB/gC5GnmJJ3z0XOA53FMnDpwDzLoJZJuCoPYkPZjts12eM2ta7zzVT3e8gqDpsHyckiUBAyjgN4gYLUTsrwWIoRCxYsz5+c7H3jLW/+GWl1r/9rU5F+MT/4XAvB42EZr/X0v7H3k/e3FgxvmpnykzLA2JcsyLAYtIVSCTiLpyIBOpPnIVwIe2Nfglj0dvvUNA952Z5uZyYDBMKAf+SSJR5x6xIkuA6U0dV52khXaUpJlgsyIkdY2glKVWMfcUoBSznXwlMH3DIGfUQtSmrWI2ckeg2TAl/ZZPvqVCZ54YZIp3+P6rZbN05KNMz5b5iTbNsZcvnWV508M+ORX55hQmrkJQashaNUT2v2Mzz4W0vQtQjhgDSLNO+6O+Mzjriam3TMsrGq2bWjyrnt6PHGgy/7DPo0gRUnhQG7qDGOn9b/z9W12b17gIw90ePSlSU6t1tjUEkyElrpvCLXB90ArlxyTsmByKMqPTC7VjBmtcGkOdEcQkGSCJMuBnTnW7qeCXoaLeeKYRq3Pt7xphfe9scutuzM2TGkGgyZr3ZAo9hnGPv2hT7fvs9bzWe1pVjqCpdWMc4+9sMGvzb7/da99jVlc6vzG3GzrLzfAV1bWeOrwMvtPZ99lO1/8uf7Cl2fmWgnZphpSauI0T41nBmsFUli0MPhSEEhFx2twphNw7vE6j+/r8/EbOrz79X3efPeQmUmfOAqIUo848UgSr3QE0kyRppLUSLJsBHBjc+Y2o5oyIWweVLo6Dq0NvpcR+Am1IKZZG5Ax4IvPSH7vy5O8cHwCkQRcNmXZPGmZnVTMTftsmpVsmUvYsanD6cUuv/ypBmlUY9s2wWRT02pAq54gvJjOoMFk0yKEwFpIUsl0oEhNSjfx6fYzV7S0WOPay5v80N9Y4wP/LeDkYgOtkvzB0KRpyDCWbJoJuPXKDjdc3uPFk2f56Fdq3Pf0JOfaNRqBoulDw3MJME+Bli6dL8R4dZ0BrHEPXWYEmYU0E84/zwRx5pJEg8yx9iCzpEmKSWJmwj5vecMa731Dl1ddnzIRauK0wWo7X3ETjyj2GEYe/aHz1vsDTacnWFo1nFuMObfU54XT920wevhz73rrHam1+357ONhJrf7nx+Z/rgDvdgfcuWfmnR/7zFO/+OE/vr/1ra8/wZ17QqYmpkjSCeZX3LLpa0HmWWzeeaMk+NISKEFP+QxSzUIU8ieP13nwhT6339/j739zl2t2dNgwqWjVNXHiE6ceaapLkDtwSzIjMVbi6rJEmX53zG1QyqKVQeuUwE/xVExnkLDYSfhPnwg5vjDFM/snscZnpibYMGuZnRDMtBQzkx4bZySbZlK2zvWZmVzl888ann5pkhu2CaaakmZd0qobGrUY4UUEgUYr9/uthSyTDCLNYJiQGkF3YOj2LCsdjwvLLe7a0+POa9f4yP0htRWFlokDpNWkmU+cSAaRx+xkyCuu6PGKK3s8+ZpznFyU/M59kyys1TmzHOArScMT+IUMky7wLIm8kCo4Jk+tIDWQGEGUwTCF2FjIUkgTpIrYMjXghp3uftx2TUarpknTBu2eA3acauLYI041UawZ5kecKLfCZrCwknLgrGUlMtyy6Rgb1bmZpTPeL4ZTr141We+Tf56Y/HMD+OEjR9i+fZP65V/9vSsfeepA6+TJhJ/4jS28+uY1br2qy+KCT7ujyIzTvZ4W2LzZTJYeNNS1oZ8K+l7AIPVYjuvc9/QEj7w0oBFEfM9b22yfSdm5ZcBd13XRwrWICeHkistKulppayvMjUVIixLOM7ekIFNePC556oDm0080efFUkzit09SKuZplumGZqlvng7c00xOamUnBpumULXMDNs+t8uALER/89AY2T2rmWtBqKFoNQbOeUgsiHjmkGMYar+FAZa0gTiWhVty8e8Dj+yZd4dMgY63jsbQWML80xQ+9bZ4zS8s8/twcngREggHSVBMnHlEs6Q00U82QyVaDO3f3ec0Nfb71dYscOG34zBMhTxyocehYg1RookjRTxRKSIQQ6wLPPCdgDamxWGPwRMaEHxOScOctPXZtHrJtNuE73hxR8xWNUBMnddpd362oqSZOdH5+ygE9cYZAkkiyDKS0TDUNu3dFNGbb3Lanw+tuEKysBjz/7GOt2kT7yrte81517NjR7PLLr/jLA/DHn36RbtLwn3zqqe9t1e1/sPEKV2xULHcFT7+wgcf3WjZPwNbpLE8ng6cd7ByDWxIl0JnFTx2T1zNBpGGQ6fwI6XYzfu4jU9g0YePckGt3DJmZSHn36wfs2BCTJCLX2xIqzE2uP6U0CCn4gwdqPH+0gdCak+fqnJ2vE9YUE4FgsmFphYZWCM2aYKKuaDUVU03NzCTMTqZsnBmydUOHzK7xB19tMeg1uGqbpVVXNOuSZs3QDFM8L+bzj4dEfYm3wXWLFhKlUVO85fYBDz1r6EWS3iCj09esdTUXlutcs6vJu1/V4ZkX65xcaaKkAZJcL3skmQPPMJb0hpp2z6dZq9OoRVyzbcgde4acXmhz4vwa2svYe0zz8a/UEUo5cAs5fhOtK0fGWpI4Y+fGlPe+fsBsK2PPTsvGGchSjyhukqYeq5189cwUSarzAF+Tpoo4VSSJzH/mjswKlLRMtQzXXp6xYdqSpJNcWHKB54XlLrNbsv/w/N4n+zfetOk358/ujTduvekvB8CPnziF9uZ3ry2f+6VDLz0tW3WNtVAPDHOxwViBryl1oAuccvaWwmUqM4vOIFUCP7OEmSUxgmZmiTNBZARR5hEZj9TAYq/FV543WDL++IkEITJ3k6y7SZCbJc4LRAiFEBKpFGmikUbjaUkzgF1zloZnqAeGegD1QNCoSZo1J4cmmpKpFsxMpMxNRWyZ65Kxyn/6w5CH923gihmYqufsXZc0ayn1WkyjPqBWqxMoiZK5BsfJgSTxGA4EgyijGyl6Q0N3YFzLXMPnzPwEr7w24kfeM8/Pf1xzai1ACIO1CSazJKlHnEiGkUdvoGgONI3Qp14LqQd1wiChWYu59aoY30u47aqU73hDH63SPAlkEMKOi/Jc0hkjEUISeArwGUaa5VVNlhVS0K2WaVYckjSVJHks5IJ+F/CnqUsuZaYoAhMsrNZY7QZYKxhGKneSJIdOPikbNfNLrVrnq/3+8IU/D2z+TwP885/7Y2anw9oLB47de3D/YaGkotlwBOH7LquYGZtXBJbSD5NLFW0saSZQOcCLKrg0y6N6k/vZRpAaS2IgNYLESBIryYwmMQFZbntVX2WWUoAWwmUqFYQ1S6gtocoIPAg0hL6lFghqvqRek9RD7QDeEEw2DdOtlJnJiA3TPbZsWOaDnzZ8+L6NbJ9UzDYNrYaiWVc06lCvuTmF55cNR88HhL4rv4XRTR7Gml2bDJtmh3SGPoOhzVlcstbVNGshzfok3/GGBY6dv8CvfnIrWmoshsxk7lqkmihWDGJXFNUPJfWhphZ41IKMdtfFGL6X4ekMz8vQ0jVKSOnS+SI/XOmKm07gQC5om7zK0ri4JsskxqjcgnWgzowrPyiOrAB35cgyUTpZSQpR7J6qNHM5jN5Q0h8AQvLc3hfE4nJ87/TcrqOf+MQfDe69911fX4Bfsc34nc7ZH/PM/I9tmIxlmkmiBJRyW+glSZ5IyGutrS2SDa6fMDMuRZ4pB2qXSneNvmn+5+XPijR7XinnvFxRBkpVzQ2MGiQEaOmsSVdDDp4SeNo631gLwkAS+pJaoKiFimZN0qxbJhoZk82U6VbE7FSfHRuXeeJQxEce2MJUGLCxaWjVhQN3TdIIDY0wpVmPeOIg7D1Q58o5m+veUdp8EClu22O5aseAJ1+YpB9ZBsOM3kDnIPeohzVq4STf8uoV9h5a4PH9m8AqjMkcEaSWNLFlPckg0tSHllqoCH1D4HsEfkagDVpneNqVGCtlykI2KSwIN3yjoIVRcC7y6+tAbozIHSoH7OLrtLBlswLsonSy0ozy6+L+F0Ftkqf5h5FlELmSgCMnB3K5e/ZfbdkW+GGt/tNA/HUFeHf1oJ8m8Q/U1Dl/61xAP3KF8b4n8LUmSlyNSFEHYozFWJtryRzkWQXwGaOfFxk3W2Teiv+WMllhraWSeR9bcYtUdZHQUTLPWCoX5LpyW5f9C3xFGChqgaBeEzRrllY9Y6KRMtmMmJkYsGVulccPDvg3v7WRU2cmuXzWMFmHVk3RqCkaITTCjFqY4HtD2kOLkq6GRsrRmRWsl6Q+rVpCPzX0o1ETQbcvadcU9W5AGDS5bFPCv/3eNv/6Q5LH9m/EojDWkGWGNEvzVLpiGCsGgaQWKUJfEvjWTbvVBs9zfr9W1gFcFZWaNo9R7HiDbp7aLx7IgtWLuvni6yy3FR3Du9V1lIfIwZ0VxFTNoOap/3hUWz4YGgax5cjpU/5Vw/o/+6f/4Pu8heXoX26YCf7M6fw/M8APnVzDWvPvzxz6T3fumtg3629rsNo2bvRCT6OVQiuJF0kijdNjWQFsUwI2yyxG52DOmb64CKb0aMEaS5aztV13sA7guezOA0snUZQUKOXssrLcVksC3w0ACgM3kqEWWBqhoVnPaNUTJpox060BW+bWePxAn3/9m7McPDXNzmnnsDRrkkZdOvauWephRj1MSLKY372/iVQKT1qUGNmExhZM5/Gdb1rlC0/HdOOAfg7w3kDR7SnagSb0AwKvxZ7tKT/1/cv8xG8KHn1hI8ZKMuPS6knqSCSKDVHoyl2DQBB6gsB3mU1f2zJjq5VBKmfPSmFdvX0B8FHKE6ByvUUprwqAm0rhWpFYc/dRVFZekWeTKZNJRVlAnLiyW/eZDZ2Bpd2H+a7HwUeOhXfc9sf/6Lvf+1Zh7cKPC7Hhfy3ADx85ijHmrl/7aO+NW6cz/tG7F5hsTHBusYUUtRJoMq/1SBKXFcsym1+UHNwqt6gyi1GuGMqUTJ+/G3Lbz5YXPC93xq47r9HvBSHd/BBZYW+ti7oTiedJV7/hC8LAzTypBxmNmgN3qxEz2RowN9nmiQN9/s1vTPPiyVm2TQlmGhVpEmoaoatfqYUptSDG8yLOLk/hKYGSJrflRkFmlknSVLF5ypKmCZ0kzDtlDINhRncoqfUVoe/heyGenuDqbSk/9X2L/PNfh8df2pDLA0OSWZI0y5ncEAWGMJYMfVVKMM9zzpVWNq9TsWjprDtHBLYszFqHcQdu8qRQXrBVJNBKqVh8bUbgHhV2jVbgogAuyasUh5GhN3Bd/UsdOLkqwOvxj75pgaumB7X28jV3iv+J4Q9/JoAf3Pcpdl85rP/jf32fP38m4rF9W1jsLnPv3V1uv8qSmaIVTGCsyq1AgUrzKrYC4PnTbIzF6ALMVRli8wKpihwpGOVlzk2KURGVlOS9nCJPW7tZ2yN5AqEHgW+ohZZa4PRzvZbQqsdMNgbMTrV5+vCQn/i1KfadnGPLpGKuYZioCZqhpB4q6jVBLXQPh0v1xzy+X9Ab+oSKPF3uNHjRhJAZQZJqGqHiruu6PPFii37iZMogyugPFN1AEfgK3/Nz/TzJNdsNP/MDC/zor8Cj+ze4YNuYvFl61IMZ+ZLAN46989oUL3+43UEuU0YyTuZZ3kuBvEgKWUSZ/XT+uQN6dbU1VWmZGwfGWBdTZUVBl827ggz9yLLWh7NduPPGBe69p8errwu5sKx54Iv3+2vqdfUPf+xT/W9/zzv+4gH+4v7j1Ka2T97/4Md+eboRvXrTpMFayVef2sDzB0L+9fetcv32iNVOgOdZ/MyCdbaglG65UpVlzChRAnqMtSuANiWwR03B5Nq7vBnCPedC5uDOi4xUCXBQecWgp8H3wPcMoZ8XWAUZtVxeNGsRE80BU80Ozx2J+Ilfm2LviQ1smtTM1Q0TNWiEgkZNUa8p6iV7Z4RBSrM+5MG9PmvtkKmpUZq8AEwRrCWZYsOM4g039XjwKeO6aGJTAbkk9CShp/G0j9Y1pDRcs93y/h9Y4Ed/xfLowQ0kRpMUFYCZLZk8SGRZXehridZ5EZYUKF1cm5F9WzyEhVQRRVUao4TQ+sNU3o2pvJcrry1X66zyHqfF+To9vtQV3LJnmX/73R1awSRn5ic5Mx+y2I1fvX3X6V//pnvf+7ffuXpqrTX1P7Yr3P8wwFdXFuj3Vn/0wcfOvO/YiRUmGxolDXXfsjJs8PALgg1NndeagFbuAUA4oz+ToI0gU6Mn3U1oKmQIJXt/TebOkV5k5ErtLYsKupHuLioGXZmAxdMWz3ONxaFvCP2MWphSDxMaYUSzPmR6os0zhyJ+7Fdmee7YRjZMemyoZ0zUbQ7unL1DSS1w7B8GKfUgJjUR3ThAKIlXMHipwUXOdLl3nHg0/KErF4hDpgqQDzP6vsq3RJF4WuPpYgNay/WXWT7wt+f5p//V8OiBjSRGE2WCODM5iwvCxBB4Ng/4Tb56uZY/la9o7vqIUtLJSvxCbu1WLndZsFYFd0lCFWKqgtuUcdUI5K56MR9xI2DjZMYrr5b0e5u5MN9gue3RGSikWUWlZ9936MBzR7M0+ed/oQz+7P6j1Fqbdh595vdumGsskWyqMYyhFhomGoatGdjhLMfPWhqhA6WSYJVb+rLcDnSByEi7VZ/+0YUTFaYYZSVtdc0sWLsaVBbLbd6ho/JgyrW8OWD72pbVg6GX5bo5oRZGTLX6TDS6PL4/5cc/OMuzxzYyN6GZq2VMhJZmDu5a6OzEAty1ICP0U1qNmP0nLA8808CXEk+5zprqXjfFUp5kitRoXntrwpWX9zh6qsZcHYaxdUeU0R/mLKwVWnsoafOkkeW6nfAzP7jEP/8Vw1dfnGOY1IgySZxa6qmTLIGHA7kuVi9T9rZKlZUrnJKiAnBRATkX6ZURyNdZv5WVdgRwxlbobN27AAIfdk0oPOZ48ZgmSQXDWDCMBP2h5sjZC5xcfOyGH/k779lpkxdPCu+6P3+AHz95jo0zk5d98otP/cdzJ8+/c6rehrkG7b4gjvMBlQqadXI9mOXa0+IJUNbmhn8ObFXot8LPdlquBDjrXJKL3JKcudeDW1ikKmxBBwatctbWFl8bPM8QeIbATwn9lDCIqYcR0xN9Vrt9HnoBfub3NvH8kVlmc3BP1izNmqARitIrd86LceztO4DXgog4yxgOQkLlHjIpKks/RbZQ5IGmdlpeR0SxZZCICsANvp/hexrPk26qgPRKgCPgxl2Cn/nbq/zcf0t59MAM59othg3JZGZpppYwnzgQeDb3/gsnxZbsXUiVAuDl+eYnXcV5qRDzm2LLe2XH2dwyip/KezwuRYt76mv3wJ26oFjpuPPJMueydPopy50ON14fvrO7+Hymm6/+R932/InmxMY/X4CvLJ4hHizfsbZ4/N5n957l9mtDmjXHjknOxkq48b6eNq7eWtpyUIfJaxFMnqgpWNpdBHFJKVIFeHGJq6qwuAlu3EPB3jaXJzavGnTMrbXB0wa/LI914A78HNzTPRZXB7z/d+t88rE5lnpTzE1I5sIc3KHT3fU8sKwFknpgcwZ32jsMYiDmy8/5rCY+MwFj9diI6pLudHicaFqB5vW39Hn8YEw3CZjIG3uHscGPXK26r2VuvVqU9BDSJWiwcPV2yc///Q6feXzAT//GRs4sTTGY1Ez6gmZqqKcQJO7e+MoNNPKKQFOKMggu3quBevXBFKLsFRmxeEE+FYeraKqwFVBX5WbxfXkvhSBJDb1BQpJIpKRswhjGlpmWZm3hDI8+efLerTsP/G4SD078uTP4ytlP01GSuWDAXdfVqIcC38vwvZGJL3As7lUSCYVCHmlqUZEgDvjWVC+OGGntih1Y5e/cccsrEW0ewLqvVQFwZfNu/HxAkHbzTtw5p4R+QuAnNGsDtO7z4N6MX/9si08/vIHYtNjQEsyGTpY4C7DwyVV+iJy5q+ydoHXEIy9N0o81m+vF+axn8MJOkySpIvQUd14zIDUO4INEMExGnevDyLjgUOezYQp7L0+uWwSzk4L3va5HMzjHb3x2wEMvzXAhqdEPJa3U0tDWgVzncYiyeVySO1yyuIZiVDsuQTJi8fU7ClZBXgT9YwRVua+m+mdm3AWTpugqMgwrJQ0jppc8dzDk2SMv8s3fdNU/+Jtvu+fZheXB4Q0ztf95gB88fIq1878EeuqG0B7919O188y2poljVTH3R7UGroDKlqPEyotRBW/+QJTf58CncnHcfyMumaIsmhZG0qTIyrmKQSUpJ18VzO0pV4sReAm+nxB6MfX6EN/v83v3aX72tzdwdHEaLwjZ1BRMBxmtwNIIoJF32NcCl+0M84SQq1/J8pXAyZOlTkYv9vGVwpe2DDCL87eMHvIitR2nHjVvyKbJAWv9JoNE5OPWXKzgeVlu86nc7lSlfz0KXF3l4ztf1eO2axf5md8Z8uHPz7GSNugHHg1P0tKuBifQrjS5aIbQRdInX/lkKVVGGc4xTb5OlI8D/RKAXsfsZp3HKwCZFb/D/Y9KGzm3G6NUcHxxhZnLnn2N9Fe3nJ1vH+6snuJPc1X+VICnacZlu//ZZV98fN/HPvYnz139d75xlWt2GJbbNYaxR5Lk1WRGXvRkjj3tebIAW611GNWQjJI3Yp0sWXcxigsu3deyCnBp89mFVebOcpCn+NpJksCPCLwBJ+ZTfvUzDf7oqzMcm5+iVfeYDmEqyGgGNk+9F+CWObhlmRQKc+0d+O7BaTUiPvGI5vDJGqESLmNYOCiMUF6OcbBOhyep5uqd8Pbbuvz652bo1TWtxDJMLEGcxw3KoLXMJ3tRAblXuchuVdgxK/nxb+9zw64z/Mqnpzl2YYKVtEbf0zSUoJ4D3ZfWPTi5y1SufsV1LexDnD4feeTjN6ga94/pcbhIbl5sFlSfmZG0KbuKUugngoWe4IodXd50/Vd41Q17Pug3vvGtWbLyp0qVrwnwaBjhBz6f+dKT27782MEr/vDLgoWlJj/1/atcu3PIarfOMPJdoXvZSVO0iIl1T7aofNAKyBkVSY1bUVXKtmM6sAC2e8+LhnJwO9ekYO8MT6euc0enBEGEryO6WcwvfcznNz6zibPLkxhVY3pCMe1bJnxDPWfuepm+l3mdSi5Ncu+8BLfvspdREnP4TEAvDpgKchenSDoVDFg8yLZSk5JoWg3Nrm0xKhjSjZsMfEEtr9Xwc3nl5RJFF66HUC8TvCrmJvr80Dv73PvaC/zGZzr86h/MsDRoMNAhoVbUtaCmLEFqHZtLJ1W0HJU3FCvxeiaHS8iVCmDX6/OLpIsdnW/17xctdJl1cd0wFXQSwWrfctPlS/zU31rgFZdbBqv7rjC2tW16050nsixBKY+Xe31NgJ+7sMhEqzk33fA/dvTFvd7ODTUeecnjJ3/L8tM/sMLubQndfsMxeapJM1UOmLF52aVj5nXgRox9yBGwxTrNXQQhlYubV76pIsUsquA2KJU5gOsMrTJ8LyH0Y3wvpj2MeeR5ye/d1+IPvjrDMGvi+z4zvmDSNzR8Sz2w1P0RuMNAEgSSIJcmLjGUOxM5wH3PZT6Pn7c89HSdOPEIGvaiALN4jVLbrkovThSep3nDbV0+8sUeB880GIRu3kvkWfwUvMTgxQalpPOtpUAKORruUwC88NiNpB5oNk4O+Kff0ueaHREfvq/JU/snWBw0GCofz9OEWlCTEMjcRi3sVWldPkEwdrAe6MW/7Diwi/tZZewS4FwM9sJJy4wgMTDIZ630hyk371ziJ79vgduvCji7MMOZhaPe9Xd8w8fCfvemOOou/pkZfDUO5JEXD9zx0nOPTkw3MrZNQGp8vrRvI//8gxm/8PdX2b7RoPpusHua6bxmeNQyVrJ1JXh02lpUPuDLyxKRL12yAHqZUjZluafT3dbNEc+PQo5ondDuJTz8guC3PtfivmcmWGk3kbWQZk0x6VlavqHuWeq+peaTs7Zj7logCX1F6AtCn7xCz+TgNgSe099KRxw6A2fboUus5Pp2PHEyusGuZDQvKTWSONZsbAmu2j5g36mUfuLlw3XAj3HgU1kuUYpEDch1nTllbiG3IZPM1Ye/9w0D3nz7Kl96tsuHPt/iqf0tlrt12tKn52t8JfLmb1wPp3S71BW1PFI46SIquYcC21U2X19GUTUMSklKdfUelc9mRpBYGGSCXgrDKGH35iV++ofmueeagHOL0yyutDg7r1h+6IGJ176+c8eWLds/x9cYHvQ1Ab60OB9EcfZfl5aPNEJf0AgMG+qGQepx/zOzfOqxHj/8TX3qoetST9KMzOR9kXlX+wjc69m8ujy9fDFNEagWckSUrkkBbJO/ZyiZ4RduhkxY7KY8+LTmsw83+eRDEyx0GogwxGt6tDRMeK6Tp+aRyw6o+SI/ZF5ymutuXxAU7F0AXKf4fkrox1ib8OVnAk6erzE7LfCkyXWsGDX6lne9qN8oSk4Vg8hj50bBG27p80ePxfQSj0EiCD3XxuenECW2skqp0q9GyDGZ4g45alQwzm+vBRHvfd2Ab7htmT/+apfPPFznweebLLTrDITPwNdoT6GFwJMCT0o8YXOpZVGIijSspvQv/apUVVyCvcWItS1k1jF3ZARDY8mSmNB0eNc9K7zhZsGZebfTRG/oEaWSc2eONN7s3fRfbbp8DTD4MwH8/MkjdPs9XjiYIFA0QhfdT0SStSDkt++b4M1397lm68DJBuXlMiXvai8H7sjRxc8BXTL3ywF7zBK0FYCb3A40iBzgWmf4OiEME4ZRxsGzcOKc4qP3T/C5p1osrDbAC9Etj7qSND1LUxtqnqXmQeg5cIeem0noykxl5RD5n9sc5KYEue+59rSj5wz7jgfgefkybysp+jELYsRctqiXFqSZG+d8/a6Ia7f1OHC2ziAU1FNBkFgiRW7tmZy9CzelsCBHWqX02XMr0hiVTx/wGMYetVrEd78l4h13rfGFp3v8/hfrnDgXcuBsnXgtIA00Q62Ryk31VYDO3wsml3mnlCjyEV8D5COA59WUOWtnVrhG6hzkrsElA5NAMuDqHR2+/RsG9AYteoOQTs/tNNEIIPATjh48RxCufS0IvzzAo95pMRwO/8FHPvLx2Su2Nhjk218kWUq27KLcg8d8vvS4x9XvHuL7ApkatCoYvBjd4NwCp6/FWMBJDvJLs7Yd2UZUWFsYN/pBZgSBm6SaZhkXluH+r2iOnqnxwBM1zq7WOHquAUGAqmtCrWhoS0Mb5yJ4lkC7wfGBRw7i4pD5oXKAk2vuHNxeRuA59nYPVszxRdh/oo4nx+3BUqIwqgcvkx6Fk2JkPtvF49qdA67a0OeFYyn91KOZuOZrP7V5p9QI4FIKhJRjTA4jPVsMPRq1lbkeyiTziDyfVi3mO98U8aobOpxd7fDlJ32OnQ74wjN1zi2HZAMPIzWJrxBSupVC5L+PPONZaUUUl0B5VZeX1uEY8F03/6ifNoEsIbBD3nBnnz2XZ5gItJK0ewHzyx79IfSHirPLx2e/8Z3f8g9ePHTuA9ft3nJJrnxZgD/+5BcwWfY+Y043rtwestbTRLFlsgV+aw3/xIDjL6ScndcYnVGTQ5RMSTOdD9xxIB8FlQXAR962veRzXzDCSI4IUbRYOX3tBRlJZjl2WrDvmOL+J+q8cNznpeM1OlFAFAfg+aiW5zr083EUtYoPHOiiTqMom3V14UEuS3xf4fsyfwDsSHt7WT503+n80E+wJmZ+RRLZAK0lvrTois22jsBHVpgd73eMUw+BZm46RqohvcSjr4VzOpJRwZhWZiwDKYvMF0Ax7AiRk0whg/KeyUziZaocP9GPfDZNxezYmHDr5RGDeMD3HG/zwgmf+x8P2Xc85NipkCRVECisVBghKx9O5r+7SuPVcR3O/x6hvbLM2GKOeZYfBkwKWYo2Cds2peiJhIP7Bjx3KOHkWVhec32+a92UWu1Y48m9D75PKf2B/yEGP/LSZ5lf7KpPf+UlQQo3Xp5RD52nO9WK2LFtiYX2Ck/t0+y5PGXQV8TG4umEWiNxNqGVkFfM2aqrkjP5Rdi2FbbO54ELYRHSkMSW/tAB/8QZyX+7L6CfKJ57KeTI6YClnk+U+aB9UB6qpfCloKagriyhwo0zU3nhkXKs7XvCJT2q4PYkfi5LAt8VAjnXxKXMPW3wvTTPiCbUwpiF1Yz7H23S7gZMTQh07sXLCg4ueozz+1sGhEYSRYrZGcWb7xryhacGnGo3GHjSyRQNXmrxksKzzj12mTm7kOqsE1n+DmN15Xc4oPuZItOK1FMkmSZJPGelegkNP+FV16fceU3Eu14z5NBpyd79HoNY8eH76xy/4IGQ9AeaLFZF+SZWV0X5uBwbz+8XoHaHSC3CGCyutLTWyPDCFIXhK095nFma4Knnm1xYrLNjLmOmniIlJIll11ZDLTkhlHe9+r2PfyH9tne/+b8P4NbChtnmL127I7lx0NeEQcbUREYtSJhuDdg0abh6V8qmmYS/84FJLvzSBFJYbtmd8N43Dl0PXgpzkxk3Xx/RCAErEC8nuPNnvRjO0+4L9j7vsdxxVXtP7Pf41FdDholimCjOX/AxQpNYDyM80BoRaLSU+EoQSus8XgWBsgTKuhpwnXu+esTcftGXWYJb5T2aomRv3zP4flGglZXs7fsJSsV85VnFHz3WRPna2W1j+vvlGbzwwp0Od2MXhkOPd9w94JOPdPjwlyfopSGNXId7hQ5PiqSMLbuFhCiepKIMTVa0fgXgJu+A147JPa1ItUanmQO6ylDKDdKfClPu3pNy154EKyLe/bo+w8SNc/uTrwY8ud+nFgiWOoq9L/h0+jJXSet80fVMhtt7qREabr4pYnYyc10/meW9bxxw8+4EKSznlzU//LNTHDjVImwFGCyDhqHmu83Bjp7yWO4Ob3zVq5u/JOCH/rsY3NoLwMbWoX0f37Nhqq/k5JAwKEpKI5r1AWEwZDiw/PZn6jz9Yp1u5Ob0HjoFn/qKq6SxxjIxlXHHDQnNmsFUy8deBuDkrsNaT/HUPp9OWyG1JDKSyGrHTEK7ghepEVIjpcSTglA5LzeQBl+Cr3Iwq9GMPgdyMWp40K4RoGg8roLbMXxeVusVDJ5VjpRAJ1gbc3bJJ45CggmJn6e9VV6VN5bFrPjFZWxSglySGUWceEw1FdtnY3wxZJAGDFJBTbusXlFDUiS0lKyWt8ryd7nfkcdAxoyyp8ZUOuNlXtGY5XkD5RJkKiVJM1TixkxolSFVyrZZk68Yhmt2DIntAKkN7bbgqX0ea30nm9zt/FptZq72pBEa7rwxYWLSYDP392tlssmwY3PGd729x7//7Qb9NOXCICQ1gpZvqXuWdt/QjSPV7nb3/NB339t63cJSZ8uG2a8NcBMvgVj7wJaJR16nt57AGD+f4ZcQ+hFaD2kPYv6/jzf4Lx+bpJsGrrBBCFIE7SLnLqGzajj/AEW52Z8C7lFRphUSU2y5QP4u1CjIkRIl3My9QLqUsy9tPv7N5vNPRoxXgNvTrqPebb1HCW7X1uW2RAl8N6QoqJSZFkD3tdsTyNMpnpcQBAmnlwy/84UGaB9PilGAWcoTcRGDV7N8xZBQBzY3VCdOPL7jzQP++MEBL8036WUe9dRtSuuqAO2oE0cVOQFKj7qsRiulrqwUeBWHKWthtFZ4mZuX4uVAd4mzzFmwylmwLrjPt3GUGVpYhM2YrVu+8ZUGRFapP8qrHXm5yDM/P6Mxaf5Q5o0vmdtGi0Bn/PB7+iAW+c8fM6z0JjgxdJnYpifwlWT/fJ+ed/B1d91x4gNxkv7wn8rgF45/CpA+8Vka9RWUFHSH8OxhN8jn1KLgo1+a5qFnm7TTwE3NQY6PAquUAmbVFBfr3ytLWRGslKWC7nshZdmCpgT4wqWVfeGkgJZU3oum2kohkaYyB4Vyj5+iq34EcFnKlsC3ZUub75vK4JwUL2dvXydIGXPygmCxEyK0JpCMyRNZ+Tj5LR1zEEYdTNVAUBGnHjOtiJ2bBhy4EDHINMMMgkzgZRYvzXV4SuksjVLoapws8kvtAv+i0aAy8iEz6MyQKYnSxfblqtzJzg0JqgLboMRoMpb73aZiCNjRCIoiphrD9ijjNcpcX0rSWERqqHkpf/feITdePs/vf6nH8YUQ4fkcPBawOlAYKzh19gK/+t++4Btzcb7nIoD/6p8cBwTdtQxj6igtObcs+YMHQgyK1HjEkQdaIULl/NcyX1uNmUdljxcBu6wQFKVipKztLiyofNyDAC1wCQeRgzaXAMXX5c/yBoNRKShlg62vhAP7GLile/cLoBfBJ+X2hH7eJFFIFE87fer7CSkJn3mkxvxiDW9C4VdrOKoOyvrbV9HgoxEMo6TPMHITbN92T49Hnh/SSUP6WlNLDXGeTldyVBBVFJw5oBW/qZJ7sFXrMJ+pYiFT7ndqI0iVQGcy38XOlT0UQB8B3I6AnmeSRSU3UQW4u72jVbua8ShAbqtMfkm72G2f4inDW25Lee1NfYzpYoE/fDDk3JLKJ6it0GwOuJRKGAP4f/nd+5lq1V75H3/nK7e9tL8oVXTBivTcfy6loNag3DVAlic9/lHGUvMVXJe8LUa3oQCBZJRIUDhgF7M7CrArOdK4qgC2dPvJF6MQqsAu56AoXD/ipQBeBJyF7taFLLG53h6vJfe9BN+LudA2PHOkBtpH5/JEVwqUimyfWIdwW9THF0xe9qXK0hNPEo9broyYmRzQXq3TTxV1BV7qPovKrDuSKsAdKMpfNZZJzsFurGNzIzDKkBmBZwSZkmTKkClBmoM8rRSvFeUQsnCIClDnwa7It1gX0oyBW2AvynaOOG88H3Kx4+JWgSHQq7TqgeU9r3GOnCNtiwxqt9H4G6/8tjPveHhm2zsvDfC6SiC133j9Zm4WaxlWaFd4n+YTi2w+/y8/k4uKa6om/tj34uKHq2S2Udq3WNId0C+ug5CCUnvKCtgLkLvm4qJTxckSVXavjIBdNN869s41t6bU24Ul6Bh7BG6vrE5MECR8+qsBj7zQRAYaXwo3f7usIBy10Y0yfeuzmdXRaIUnrsiMYjD0uOu6AW9/VZdf/XSTOAvoZZIwc/dDy1G1YilTpMxZvPqrXo7JwWiZj3QQJbgzJVHKOEaXEqlsxfasgHysZKIqTYpxcOOFcpdi1xEuKpWntsxhV7A1YnxbIQI3nlkzGFjqEzM3b92ZfmNm5MOXZPDFhXPU6403f/WrD3z7pmabbLtHu2foDqyzhnKQm+pFqly0lyuNXGf1jz+clTRvWXecA0JVah7K8k1RdO2sBzo5g1O2YY2xeN4N46lxcLtxCuuYO+/Z9PP2Nk8XDQdp5UiISfj9L7fIbIAqs5fVAHPU11g4G2MaHJF3ohcyRbpRGlkRbGoEHu99fZ/f/UzEmkkYZCGDTOCllCwupUWmoiw6c3bhei0qK9Zk5R4aQabzsQ4qB7m2KOPkSiYtUhlSKXPHRo4AXWHxksGLslpRTd9bXs5QGSPISo3SeNWpGMUrFZszSSXDSNPpeyytSTqHB1wbD7/9Va963QNnzpz9wrZtW8cBrmUMRl0521q7Yve2LoEOOXkuRogML4Y435avnFpkRTmFamw+RvUkqTD9OHlXLj1lA20V4LLyrqrLfgHu8uvRbI9iTxqVg1updcNucmBrJUZOSmkHuo5715hsc+YeBZi6wt6BF/PMEcnhcyFWeSgp8aVxkkpUJcpIgK93UYrDgXvUAFEkfbJMkaQeV2xJuPbyHo8dqpEon0EqCCV4mUWnwsm5fOaMTHMdjkRg1smCdWAppdGoki/LJ/hqZchU/sBmwmnvfAR0wd4O6LIC8BG4pSiAPRoHd4kkZ6XJpYoZUZYw2LyOKTPV65J3QSWSfqRYaWtOnLMcOL6CbnWuuOUV8ZW9fvKFixh8YekCStexnGPLpgu0Bxs4fV7je25oj6dEPs7YYiqTX0v9WAF5taPjUouTWP9eBTWjrwtdKStMPWJ0MeqeF5SdLgWTF/teVrf/LgBeHf7juu0pgV1mK0vmzvLtwvPgUidYEj7+5TrLyzVEoPElbnLAev29PsAc88EZNd9W6rhLb9ookkQzOy15zxu6PHOkRZSF9JVPLXNavChnVZIc3MVaYXJPvKgAyalknR53PY/FA+aISxtyqVSsSK55W5miFkiWSSa3YjDG4oJqS6FdJ1MuweBUKkvH5Nr4kM+02HspE27DsXwTW4tlZZBwrD3ghsEKw8EF+oNRcWEJ8J/4uc+hlOT88iora7NsbLr5e34+CSnT6+Z2F2xejOaqsnh1psklPlj1qR5NUrIlg5cAWWe3qbGhPusYXI3eR3JFovQ4wH2dDwDyiq0D8wyntnhlKt7kX2djh1auc+elk/Cx+5pE0kdJlWcvx2eyrM9gipe9uazT4bkWzxRppgkyzXveNOS3Ptfn+WM1EuXRlxI/M7l7JJBZlQhs3l5WzT2Y/HeN71tUZfIRuN1kX20KKWiQWTFiYjRyuQB79fsC2LLiolTv7yVBbi9eXUa7Mo+yvGllNHNxGAP1wPL2uxO+9U0ZnneAlROLWJuNA3xt5TwTU5vq/+WXf2XX3ufXWPE0nuf2XJQy7343YrTFXAqJcu+ZzEceV5e8yoi1S/XeVZkbxpn7UhKlAPUYk1fHHVTGH1SnNmldbPKaa2+1DtxF+t4rGpONmxlStogVPZ1pfiQoL+bwWU039kHpXJ7YdeWx4xWEF7koFT1s13vheTfOKPGjaXiCPVuHPH84JjMBA+MTZq5mW+caXAk3sdUllgowGUY+lylvQJnhzOthdGXCgbFutF6W5fFMLk0yY8vrXYxdLppPRnMNqyAfr+Uf3e+qTSLGJEpVrpV5ASPz3ZhFvgeq24Y8M+7BUNJiVuustgOSLGR6bseub3rv99dPnfrh/o4dWx3Al5bm6fXab7rmyo0/unjuMJONkCS1mPy3G+vqBMpJpolFpZCInNFF3vovK8suF3dPr2fvqjypSpNyeKYYZ8Uq2F25aOVdjYZsyoosqe5i7ClyL9yB2wF4NBTIq8qTKnurvK/Tj1npGv6/P2yyPAgRgefkiRwFvsXohernernXaLyCyHdeqTK4c1TSVNOqa/7uN3X50jMtliOfWGoGUuLnae3RyIdCFoiRPSdMmYSzmBzcBotc56yInMFtGaQXYFcFqMsCMjsGbFdJm8szHPBLA6Ey0POSzRFl3Fb9/E6uFdugxIkDd/Ge5EP1jaUMTqNE0ulG3D4z+aP7Xjjw8GAw+OOSwdtL++hpH52d4LLNQ5baDXrDnKEr8+SSVKLT3PQvdgYQxYfJo3MxPh/jUq9q4+o4c4+6X8qObjECTeFOOBavAFyNxo+pCqi1lOhckugS4IXmNmVQ6WlTgtvLezlHHfkO3J5K8P2Yj37Z48WjNZAeUkqCYlxFoUUrEqv4cC9bTVi5TuVOFRWZkhrXcpamHtdf0eedr+rwW58LMTpgIH0CKcqkj5KCpACbuJjJRZXJxxyLUUBnFCjrVgVjhQO3GjlWWQ50KUUe2FYAXjakiHyeSvGAFe2GVYKrAmN8RF814E1SSZIIolQSxcIdqcNlIZFNvtPFIDKcutAn9Y6z2hcMo2gkURLjSlwHyRBDRLNeR0qR7/Ne/DK3rXMUS6RIAeM8cQNWuTPPjAOpLXzyda1oow8nRrOoqwwuWQdwMdb29acCvBwoKdYlegqAWzcnO5cinhq5JV5lONBIczv29rSbWrXaNvzJV5ostQMIvXXy5OUlCmLdhOuKfLvItqvUiJtcoiSpZqql+Buv6/PJR4Ys9wJipRlkMrcnc8AJMQrMKzZdAeyis8qxpik1eTGISdlchyuBtpQrsslnSpbBvbRk+e8UYgT6qgYvHKSxuSquJpqqdThqY7SjqQA5g6eZcBuQxYJBJBhEEMVuMm2ajgZ7psYyGFqEymhNGVoT4Dl8ow8dOsLM9PRlX3308R/5/JfatII6Oze5ccCFPnJbTuS/SAlAkWYWpVxAIvMTLPFbNe/XSZOytq64AbIAghgLKItlvlq0NAJ2VZ6IUYdLztqqCmw12oteF8ytKsx9EYMX4yZGIye0cpnL4ycEh06GGAKEdO6JFqPSgXEHRVRcjdGyVU2CjZhcVJbnYpB8DnIjSTMNVnP1zpgrNg9ZPlDDZr5j8czJFF1xccpVlWqhVy64izJayDtoRCX4BCtHw1CrsY0y7j6YilzMiq+NGLG3qEzyKn82Oh/3T/FeLVMaTTwbuTr5eLsUBhF0+4ZhlBElppwrX6yESgpuuDzkqrlVrt3Z+pErdr/huW88dfSE9j2DscNNUy355qkgYnIiwPfcQMliZ7CinT+KJV3tls7BcJSyKQCJtG5cnq2c/CWCympn9jjbjeaHjDP4qHOlOtS+fFeMmLv0watHvqW1qoK7AvJ8v3pP5ayds7fKv9c6QamEzzzW5PBSDfyRPKm6J+s/z/pxEZeSKeNbhBRAr3i/RRltrLl8NuZtd/V58qU6GDfFYCAlXpYP+czGpVIJsLHALge5tRWJUpErMv9a5quKLA537bN8xXDArsZGlKOrhanMjSzPReT33l6EhzLerKxo1QJUYwTDyNDpJXQHo537iloWJSHwJZ2eZu8LHbbssG/e1B9u6g2yE7pRywi8jE0zKTftTpBKlKWhUo28TZN7kf2h27bu/KIhSW25/yGMEht23X1dr7lZB+rx6bDV70eAFmIc2CWbK1Fpwq2AO59PONq2g4uBrUcDgsoRb9rkIE+dPFEJtXrMYwcVf/yVBoOhD3WNlgJPjEuT9QFm1Qq9JMBZp7/XWYZVXzxJNRNNzbteO+Rzj/R54qCPbXgMsiCvsCyK06rsWTgYFdciB3nVtHPBZ/6AKcfmmXR6vAB4VmaPRc7idnR/SqmyLgcgLk1i467KpR98Idz9C4DEcxr73FJKPzKuOcIW/z8XA/ja0ukbBoOIW1dSrowM3X6GVsQI6xN4MZvnBnheghCj+gNR6Mu8fczahKNna5xdbOJpF2AVy061gKoK4nFwjzepFgMeLwo0C+1dBpiiosVH0kQWaXpZCYhUtWzWtb8VI5R1vgmTVuNA90q2dodSLsD0/Zgkzvjco3VeOlUHz0NIVZbtKkHFUQAh193Q9Z+/UAtlOjpfZs3FXnhxFHZhHGuu2ZHylnt67D1RI0p9MukxMAo/Y3QuJVFUCp7WgdyuOxdU8bAZjBKoIpchBVaBLPxyScUudO5ZeV/MaNWQsoilRtq8+rCPuUylPh//O542hD5MtWKOnB+w94wE66NgjFhUMW5OQhK7bdH7w5TeMEU/8+zvkFlNy19h+6YllNJ4uggMDEK6PVU8nXJywfD/frzJUy9NMBNYpuquSEmp8Rs7CiArQ2Iu4ZiMlnIxArsYsfWIxceBPeaBV8pkRwAfTU4tJUoObjfjz5ZMrcv30ddeHlxqlRD4MS+cFHzhkTr9gQ8NDymKysFqTcwlsphidA3yK1LR4Tng7Gjy7ljSp9qQnBdgxYlHsxnzlrsjPvngkL3HAtA+QyPxCy1u3NizkTQAkZE7XsIlLKoVQWrk5GjFSLpIx+bFqlIm13KgF7GRkgJhqg95fi/znwmzfpW2FbkyYuHi7xRJomKuu+8bppoR3/P2Za7dM+QXf3+aE/MNjHI1KZLRTHOt3Ll/+uGH2X9qL8MoQ//D/2+NOJVsnOhz046MV98y4MbLE9LU/eLYwicfDDm/5HFkvs5Dz8+yuanBN2WqNzdRRkHhGCOP3+hLf18JKMcAvo7B8/R8MeJ3PWu7i1L5Wlfngxcjg3Nw54dXTKHNC/y1St2hEzwvIbUZn364xkMv1CDUIF1Ds1cp4R0rja0e1W9eZiken9knyukJhaNSBJoF0KOhx2uu7/O2V/Z58WRImnpYoRgIjZeNzkdkIxa/+DTGmbw6xF6pgrkdm7vvBdKIUocXQJe5w1KQTxXoVaNgxNZVIFdlVAXcuTsDjvCKEX01P+SbXzlgy+QFTi7CmSWPzz5QJ863x8lSuO6KhHtu7HH3dWfYvsFNgdCdTgMpBUdO+Dyxt8ZHHo5p1RNs5jJfBsnZxQBinzD02NSyTAcuMKsCtlojUtXQ5YeRFVYvpAiUm0aN//0Ra4uKa3Jxmr5y5DsW6JLBK0fB3AWTqyqws9I5cY6Je1cqwfcSnjsh+diXm4AP0kMIhVcmd2xZXLU+SSVGtlHZxDEWnVRLi6tFV1bk3TcGkwmMykc/FHvEZxprNe99/YD7Hx3y1FE3SSAxin4m8oKv/H5kBVtWO2zGIztrrWPxKtDzQ+WgNzK3X4ug2FQyyzb/3LaSiDPFdbAj6zeXsQWwzUXEZrGVc5Vy9PAnmaTTD7BMcec1fd5YHxCnEd/5hgiLq4dJM0mrpphuKlJTxxDQ8A36DdcEeFqytBbz4smM5WHI0nK+/UQOyMka1FuWus5n+HkuE1jWf1Rsu3Ka6iWfYlE6C1WtPQ5wx9Si4nmXtqCoLo2j99F2HCPmHg3ArwK9wtqVd13ob1Xo7xTPS0mylAeeqLHvSA08D6QLLv2KNTheOzO+idM4a47zp618UTZAVDOL1WKjzPWoulJaTRR7XHfFkNfc4Vh8kDkWj4TP0IDORradzAq70EK27iErcxXju0UXDG6Vs4CVxWU/rUBYgRUgrShZvHRQ5LrrIQpWH4F9TJLmrG3siLzKUurcEUozSRwr+tLDWrcjxmqnhu+lTDVcZ5FrfJBEiebYmYCzy9P0o9BNPbtx94BaCIdOGo6dtWxvpiR5c0MZzQrXFlZ0pxczRTxd1F+PUuVlwX8uKUT1w1aso9InHnNM1gF9LEVPWT04anywY7p7BHZbvhfMXcwL1yWoRxNola4APJcovk44fF7woc81iRIP6l4uTyhb05SoZg4rscYocnp5iWLHgV6VKcaIcT1+kRbXNALJd72lz6cfanDwrHv4MqPoZ8pVGWZ58gdHryLLx3KMBZ2jcLP05vOAsmBPlWt0aS3WuI2qrBQO4KZyzywlc1/KNpU52KsrnRQWI9yDYsVI/4vc/hPCIFOZB8seJhMkiWKoPTd7Pa99KQa9ppnrVDp+AU4tuTZD/aY3ftfGvS/u/xcnH32YRuBAU+yrUnKPKJoKioygyG23UWNBsWVfqZXXBY3jAB8H8ph7UrB2ha2rm5UW23eM5IkdafBiL3ZZBJhVcNvKzwrWzr+WZqS98+Aytimf+HKD5w7XXCQtNEpIx955DXa1ubgqU6jc2K/5GtPgolKRmQ8uNcYBewzkEmM08dDjlqsGfNPre/zC7/kMjAajSYRkYFyMIE1OJlkRI4yclfVyqQh4sY40qudWXHcrC/DbEtzS5mRkx1cxacflq7nk1zkOTB6g5qvCaAqtzC1MldvUgjg1KKVR1c6lChlILBunYq6++q5/Mbfh2h/UFxZOTg6HvbemsWF2QlX2rhz522Mau6zYG1Xu6bHkCyOJcQlwy6/xfTXJM7YDb7U1a0x/2wp7j1i7lCdj4C62M7HrJElRKZiV4PZ0wqFzko98qQ5Sg3TsXXbuV7uJROVcx5yBcdeo/KaUJet0r6nWhowyedq6EWxZPuvRZIpM5Vo803zLG/r80QN19p/xQMZYIYmMxyCXJ+U9yPLALas4KKUOL6SJdXIpty5VocULNs8rRaUdgVha9zusyf1xkweo6/IbX+trKRxry7xiscim2jyj6wr9XG2KG2dRuDEjSVXutWoE0TCjvdZ+6yA+PKmPn4lYXEmoh24PmDQzZdeOrbL4RV001c1Wx4PAKhtfCtTrg9D1y1rB/moM7OPzRtaDu7qr2vgGVCPW9vLRw1rnw/ILv1ulbvxyzuCZSvnUww32Hx5pbymk877LDprKw7hOd4+V/17UjTleI7++AflSnnjR+W4ySSYLFndS5ZorI97xyh5HPxIQZwqEJs00fUQ+DdaW7C2xJGXwezGTF2JlBHLXyG1lEXC6YFJZsMKOUvwCjHTANyKXKpXrYioEZi4FcFkEqUXjh3W7YStX8JUZ4Rqspa20zY2u4VhHUl6MNRdkTLRi9I5NPjUVMD/rl9VbbhdaO17uWi7F466GUuv0s7y0/LhIjzGu08bYuwr2PJnifk9VnhT7YVbALSsMvk6SeNqUqfdyixNp0LIYmu8m1XpewrHziv/yiRZD6eUMritd85XEwpjVVTC14CJEX0qdVNLRxY5zxVI7lravpO5HEkWRGU2aeQRZyg/f2+MPH6hz9JwGleRSxbG4KuXJSI+PTrAK8vxnFlThz0sHdplrYyltKSGUHAWeJmdzWzgk0v03VWBXgX4Rm5vR18WkrkyCyvdeldmoXENVrnlx5kX9TpoK4lTQ7hi8pqITa/TcVIxNUyabiv5QEatsBHAz3iw87llXK/0qkkTmhZkVx0S+3Ae7aKmqMGKlFFOt+7rcLKncUc1eJFP0mL9tSlArtc41UcV4shStYzqx4Vc/2eLsQgBK59agLAcMVX3v8mvGP89InoxvH/gyMrzC3kXjQdVFKVL4sjzKZgipyFLN1rmIH3hnl5/5kE87cVOPrJVERjnbMBMlyKvBJmIE8sIHL2Z4W2sr0kSMvpcjdi8AL/O6lZKYrGPqEbAvde/F2M8LfGUVgssEeSHXutU9v65F6GBsUUIriGJY7WbU2ymJSNGwhjFdssxQCzyUgiQxpNloW+ZyEROiIkMutvfGb7C4CMiXAsF65h7vEhnJk6osGe2oNmqlGgHcjAHcgd+gdDWgNGOsrQrtHSR8+NMBH/x4i8h4Tp4IVcqTsqn4UgVWVRJgNOn1a9H5xRWFld3JGAWbrizUXJzCN24r8FCn/NC7exw66fMbn3JaHBSZkAxN7qZklSCz6o2PMXmOmGJLRwo2Hz2A0loHeJFvCSjcLtZCOPuwCnRbKfYq3DNzEU7GsVRl83G9LsZkT/UaFi13UeJKurUSSM+SKYM+fnaaQc+yYcql5ZfbEnBPp7Wjp3uMkdYzcv5nXHTSlRV73Z+NfYjyxO06/V2Z3nRJcNuKFjdjIB8BPXdLpBtDVtaZVGxB53snrKzCH36pzmpUgNsB3JPk7sl6eVINhEXlWqxzB8UYfMaaQarvY1V9xV6iplpKW9SJOy2ujMIYp7kn/Ix739jnjx6us9xVIBMwigRNJERZp7L+YRzVMdvKOTomVwXepdu+pGBua/Ng0BY4KQBdYe91Lsro3ufJp7E68eLBG1/1Lpa24zgqr6dxfcJRbFjtpAyjjOvqHls3huitmyJ63QEmatPtCawJS/lhi9rton63klq9FGip3NyqDXwp4I89nZVNTZ2HXp2HUmmTkiPNLdeDvAgwC4aWI3CrijWoLjpy9q6nfPorIU/sq2Eq2ltJWSmsGq83eVnAVI4xDF30csAa3yPUjpXQjluHedBpJarii6eZhzYpd14f8/bb+/zOZ3xQMQiJFYKh0S5eIn8AGWU4LzqXimgpEk9FRlMVCSDLOomSrz4VGWErADdiBGwnX0cTAEaFVsX3lUmFVYBXa9tFBZMVJneyJWVp0OfMyhDjRegXjksuzEueeU4y1zJMNgy+52qr14ORsadrBOix+1f9vnIC40/wywN95IHb0fsYc69j8UpgWQV3sZ2gUiPtrVSWS5Rcnkh3BF7C0VOSD326yYWu7/a7lm7QuxK4rpkxYPMy8kuMAf5rqJMR+xQsWWH2sd3pSjZ3vritMLnKS2mVdNufbGxkfPfbezy8L+DovASRAAqDZChkuYlUQVaM+eLrmNxS9gOAqw+3OFtQyYqcKjS5yC1EIcr6lCpji/x3mhKc1brwimQS42fD2IMwwqDMf1jEflIK6qFk20bFnTXLjssMzZZBb58JUEnIkaABVo+SOrraREtpy4wVrF9i+S2/qIK7CvxL6qtKm9XYUMkRaxed3FJVXBSZl/VW9XcO7vGA0lQA7yxBLZ008f2EKDP88kdbPPRMzX1wqZ32ljLv2mE0f0TY8Qdw/UpWYXKx7mZVsX5xBnNUZViApzrSrZxhYmU+77vQ4oosM6RSo1LNa26N+cH3dvg3v+wTpdI1ohpJmrsqozoR8TWZvHo/LbYsn3UU7OpGysDUgi0CP2kR1pbfO5vYVu79+ENVsPbFIKowY/Ua5v+qllS7JmmJ1QJrfbrtJvMLIZ2+jz5ybo1+t8/spMT3PLQW+ViFUfq7YKyR1LDldRifFDpio+q5jkmWSzB5ARhRAbZ70KqNrbYiTwqpYsbY+2Jwm/znVb/bjIJLmeL5KV9+yuOPHqoTxR7UtNPeUpXsXc4+LCTURQ/p+PJZBXS1Tn49fVevUzlKeAzcrpOmLKXNvV6VM7g0ElUBeppqavWUe18z4L6HBtz/lHK2oXBdC4nQDKg4KnZ9t88ISoUkEcW9zS3D8nxFlcFds7mTJhWgFxKF9Q/VehBX8FPFEnbs5yPVMMqtFHkYay0IydKqIssE11zXZstmi/ZkDcyQYWxp1PN9aYr+RTXKHFb1ZvVBN0XBfiXyrm7+Wf0QY3KlAPo6xi4YfZTcGZcoUtpLBJpmJEf0yBIcSRNT+t9Ocztw+17CWs/y6YfrHDwfOmkiXEmsKBM7VCZIXVzzXb6XD6+oAP1r6JPqzcxT5GPls8U1LZpxy+73vNKwUkYrhUJmBik1SaTZsynh7a/q8cR+n3YsHcBxejxGkQ+9Xsfg4/LEMZr7vti1oUz+FEaLHP2sCDILoJsi2ykLKcQ4uKtRIutXtPG97qtMWTB+tQhPlztWuGvZCCXWNoniSXSr5pFFHo1QUQ/dXpCe54qqigCuOnNj/OaMTywdG0dWpIDzE61q9UKPFYxdyB6Vf10Ft1inu6WwlfNymUpZgLsKdDXamaD6XoDb0ymGjN/+TI0PfqKJFdr53rlz4tjbyZMxS3BdcdVFzF2AnHU38hLsbSs3d9wLr8qUaitbYRnK3DZ0qXsjTa7J3RaBUhl+6F19jpzz+OAfaZI0rzEwEoNgKKSrUyl/u2BUSlt1U8YDT1UwN64sujxnafNnQlTkWaHLxTg5Ftq5VADu95WBtXE/Mxc97OvIURQYEaTKovPcTfF3Oz0PPwzQWzdkNIOMrD9q4RplASkZcz3Aq82q1V0DqnUs62ejlFJFVEDOuPYu96CvgLn4ecneVdaWuc9d7FVfzOguNoktwF1KkxQlEzw/4cgFyR890KDX86CmRuxddU6qbWliPMFzsZdbuYn/HUmegsHHmh5KsOdAzxsNrBlJlrGun2IyrXRaXEo307DZyHjXa/t87qs1jpzPM2T5ThyZEQwRo24YU2FyW2Hu/K6pyskVLkohWfKFO/e/XfuaHbs+Nt9UrwL+6kNUPux2bBhosRuFA/w4jqBqz1Zmw2tLnBiW11LmLiQMshS9deOAhj+kvZiAUJXddCtMWUwMXQfwIv9vssocuRLoI5tplCi6hJNCNXFSgNtUiquqsqTYPs9eAtzVRE/FBixZPS3BrnVKlBjue7zBl56tQaDywFJfxN7Feag8WKp6uoX/P+YsVVaq/6FXBd1jpbMVJ8WuB3XO4oUez4REZgopFEmkeOPNMW+8c8Dpz3pERoJwAScIUqEZWpcpHJ1A/qHMOk0uRkyuyr+TS4mcyYsYjdwuLILMKtCdGzh+ZcZWKlMMmmI0xdiMN7ZfDHBBuRGCckmeKDasDQV+LNEnlq5ZG6wd+5zvnfqbjTAu24Sq4KmOxwUqO/QWAxElMpGkQrr+v9FnHenxixi8miypzLer+s3rNLdURaHTpcC9TpZUgssiqJTSdepIP+XBp3x+9jcnyKwG7eUVgxohJZ4YFVUpsZ7BKyAfSx9f7KKU2Pga7D3GYuU1c7PDR4kfi2E0I9sYgRHjIDdGYoQiMwZpNGnq9hf6se/tcPCM5sEnJcYfsbg1To+PBcNVoFflSg76sna8qEVhXbCZ63Jh3M+loOKm5Mc6pI5kmGNwN5YNkmw07DUrVEHlzAp5W5QtFxWtYJhoBty6Z+Zzd99+xZq6+46gt7R86mgtHP7gtrkhSgoCPyUIMsIgJfRTAt+9+74bJex57tDKlpLCXZp8R+PiNMrImVG2srILQpHEURUpVEqRSgwwntCppN/VCNxFICkrQK8md6q9lmdWBD/7oQkefrbhujekXwJcS0FNkm8oVdlJ4WWPvPCsHJIzfsi83Uuq6veUdqysvLutuauVk9VMbiXrm6+qQlbs1WLCaxmsO7tudiYl0JYnnvdZG6wPGpwmr9pu49WP5Y2tUtT4qjP2J+KiP7blszL6f13K+zeG0WDXfNvyYSIYJoJBKhkmgigRRKkgyideJSlufmHmprAlmWC1b9m1IyWJj3/3I08+fVA/sz9kmAh2blDMtYZMtVL8sj7agUTkmw4VsUixRCaZJoo1SnijgTVy1Ekt84VtLCkkxn3v0VYYIzuwOtyxuuFp+b5eg+dsLSuaW8sisEyd551/nfkZH/rkBH/8lQY2LHS3kycle49p73H9Pe6ejGfaRhpsHVWv0+J23R9WmXH8xlcSKnmDb2EXFlr8YtkykiqZ0MhBxr2vG/DSMY8P/JomDtIxo95Yj8iMhcUltdri/KrSFDe7MB9xWGH4PNg0Lti0ssiauj9zD1zB4iMVPjZP3jqJEmcwSAT9WNBPBcNMkIzJXXc/PEm+haTb8NdXlsm64LrLNFfvkvQHoF93Sx1rJVpFKBlTD/vUghjfS9AqZ+8gywGeF4hbgTGKKPFY7dToiBpJJoliddEyPJbsuAjYVTYqGH0c5C7IrAB83aZITqZkFTk1ylqqHOSyrDnJuP/JgN/8bINhlk/Bl8XhtHexm1upvce6duw6XXmJA8alyjqOW/8asdlI5xY6HDsCtJWjmhQrK/NTZKVORVhklksVYRC5XAk8w/e+rceje33uf1bmzb2FfSjI0AxtscNdHjFJ8hET5IXcI5CnuAIuW2rx0ul0/520CFOs4OWzlGcfnXwRue+//vJYHBN3Y8HiQNLpWdI0wdiKEC/2S/UE2ncbATe0YMIzNEPLvkM1TpwLSDODft1txxEIsizDGrf3uu9FeCpCeCn7j0se26fz5VCU4jrNYLqZ8cbbBmg1RX/o55rcafPiiRyx98tr7vL7AtTrtXfJ3uvALcfBXbUEpXS780rpbEGlE/oR/PSvT3DsbIDV44GlEAKvCC7Xp+bleua+BJjXL9OlUhMX38UKe40t2escFVPYrVgMlSmwY1lOgRHS7Z4mTW4lOlfFGENmNDI2XL414V9+f5tH/1lAd5h/AFNwrCSTiqEpVqIRyIXJ0zsVkNs8qrRYkBQjDivBp7u35BWAY5ej+LoAeb76KSw23/szyWC+B9K2ederV5lrxWTpyBAXeYPuV/eFHDgaMvQ8IhGwpj0WB5LT3SGBH2OsRT92aDPD2OfyTee5atMpzi9rPvO4x5efa4GUnF70OXPKdyKz2JxVuAvt1zJesWfID79jSE0pugNNmrouj1ERzXrGs6WXvF6OVHcLqG6TUZUpIyY3lWCyCDYr0qSUKU53pxn84h80efZA6DzvPB1ffK717F0Gl9iL670rDC3WfzYxGrp5MWtbLsnklSBzVHRVSXiMDQe6RENEHvBLIzHCkAmJMBIp8hY3oZHGcMvVCX/3m9v8x49OEmcFiwsKry81iiGUTF4EnyXV5m6KKj+CKBm5BLeoMLq0SOMeBjn6v4zlCCSU+9urfIJtKxPcsWGVv/POJW7dndCquwC02JMTabHScPxUl3OL7jZ+6bkan3qsxfkLHndet5Hbb2jS6WXoN7/pWwjDCc6eeoSf/OBpPvzFTaRZSJQ5TYqQKE+WdRcqt8886TJ8h4+2+KWPWu66LmDTjM57HguA5h5qxR68tNa+FIObde/2YnCrcXBXt5lWykkTpVJ0mPHFx0N+4w+atAdevvV4UVClx9j7og1WS6fErntQL07Pl4VB+d0bZ/aqJrm4nKH6x2X2bkyD59LEVqRJkfiRrn0sMxYhpeumMZJMKKQ0rl4lVbRCw996d5+nXwy47zEF9TS3BMvgiNTKkskLV6VsYSssRDmKC1SV3Ys2smJjifLdlvpEitFjXjhRLtB2KfcJLbh2l+aVNzXYtVUQxylr2WgzWlFuQGvYudFw+Wb3Z3dfm/Cj77vAf/0TzdTWv8kdN99Jt9dGHz3bYG66zueenOEjX95BoBvU/Xy4ZcUiK9/zJdxTLqXfCAQzDUm3Lwh9QbMOgT+SJeVTOyZP1jP3eCp+tJvueNZyJE1yMOdbSstLZCxVKU1SDpzQ/JePNTmy5HZodrIkZ/BLsvelKwcv0t4lNMaTOqL81yVeBSGur0WppOdtkT0sGbvYFmZ8Euz6ZJA0eYOysAghMdKV1Drm08jEcsV0yg+/p8uJC5rDZwVWVwAuBNZoEilduFUUklRT+dI9bKqoRyo+Q+GVV6QKuWVoKvQt1i1iQhTbPgp8X9CoaRo1xVK7iZQe9TAhyDcDc1ZxvstbsX14WT7hciDveWWP+mZDYxqyFLTINGmiaEiP3dMKIc14L6atgtMB0curDUNPUA8FzbpEityqSYuNWEd1zkUNwliTwDrmVpVAssraUo5vIT2SKeuCSZWN9LZ0nrcfJFxoC37611r80ZfrWG/kmDhwK4QAXzhbsJq1LILM9T73+s55Kn9G9WdVkK+j8THWtut+UA0ubTE+oZItrLa1lSn8kTeeGTdHxMrCG68EnZnBk4Z7XzegHUl+9Ocl82sCAlEUkjhtbQSxzMEt14E8z2KW+qLYBCH/wKXjUgG5smCNzQNlykblqtQbbVrgPkunJ5EiYBgpwiArNymQqkg8WipnBcIF491ei8tnJpjWHnEWoFt1xdxUcCEM1Re2bpl589rKGoHvXPwy5V49EUm5503gCWqBJPTdfjjFPVxfIFPo8aruVuuYewzcYn1waZCFHBFVoGfjgC+B7nR3jOFTjzT44pP1Ua1J7pg4oEu0qFQMvgyDjxVTXeIoPqeoIr0K+EtpkcrPxhh8HXM7YFR1eD7/o3BWiqRPLlncXkkF0AtwgxAGI9zOCIE2vOn2Ae+4J+B3P6eJU+Gqygq5IsFaTWKKHMYI5OKiTKdwtFwCuuK4FD/LvxbWlfzKdStYVfZZ6/zwQeTyB1mmiVNZznFXlZHellHSEchJbZI4kV8YJvULcRyhfuE//wL1LXesdYasJXH8bcPOIjMTHoEv8Mt93d0kq0ALQk8S+oLQl4SBpBYowkDh+4rAd/JW69GEV/dAjDcGl2Wvahzco/R7JVtZDSILoJfp+ALklf5K6QbWG2n45EM1/t0HJzh+PsibGLRL6qh8FMRYUiff577yXtSAj0p0R1sZlqPjRGVeohhNvZVifEi/m9QlxxM3skjcvPz31UK3izKp61ZWyciKHcUH66duOcadbmVcc2XC6QXF4VPagWS8mAYr3HayrlhufQFZNfysTBHO/+7YA34pOVc2KoxquosJaVJWI4BiUy5R7nCcpIo4UQxjxWCo6A6cwREnKTt3bmXTxvD/SnovPb7jyte7PXp2b7L4foY3kPhxQOD7RLGhN8yIYoOxoiyKKk6i2Pfd9xW+J/FzeSvVuraui8pgKywu1iVw5MUBpqzKkTGmdsGkzH3uUnPLFM/LOL4k+Y1PNDh4NIBGVZrI0hbU5Cn5ItCpyKeLmFpysTSpyBXW1X2vT9G770cC9NLBpSiri6qWYVWaXOyojGpVMiEQNg8y858JKfO0v0TYvEFCGNLIcPXlKd/7ri5P7vM5sVh5CooBJoCRirioV6nKlZzJVeXrUoOXf3f0KUXebS/ywUE2T+cXO8wZa8msG1mSpAYpJW5jM0GaWjyt3MzJPHYrJEkUS7oDiGJIU43xAlaGAUnsTkQD3H7rNfhByMwENNVJAt9wYVlw4pxbAosbNOqeyHcR1hJfS3y/MqdQjRhvPHAcFVWN0vFfG9wlY4tRQDkC9yV8b+H6K1e6gl/43RYPPJuPPM71dpnUEbLU3lpUiqpK7X2Jeu/1rDnGWCMAuxq9KtO9/Gvkf4syc1g6FoyDfHyshBuZVg08S2DnksXJE4s0xmlzIRFCkeEciEwY6Bted0vE3/+ODj/165OsDirBQhEYWjBcCuQ4N6WQKwXg8yxn8XdLH10UAHfZSiHc/EtZGZORZZZUGmQ6akJ2k3VdfKfS0Z5BQjqNM4jg9HzGhaUUT1muunYLW7ZdW+52rAE2bNzIxNSm+9KVP/lZf/faj55d6uH1fAZRC1dhONqer2gPGrF4LmE05STXkfOxvhrQ5uAsrL5LZyiLzGUJZFFo8MIKLMpfR563ylvQhtLyy59o8mt/0KSb5XsHlq5J0cwg8pT8qA2tZO/1TQ2MapkvTs9f7ItX8zx/Cr4rTD5ym6oDgYpHpprONrYYxEOpx4XJeyFzD94YN/2pSN8XG7S6ZoSCxS1klqb3/7f33nF2XeW58LPKLqfMOVOlGfVRtyxZxU3uuGHTCRhCIJBc7oULJgkQEkq4gVxuQksu9Qch9BIu8cUYx6YZY4psbGxjY9mSLat3jcpoypk5Ze+91vr+WGvtvfaZkSwbGxnut/07PmWOTtnn2e9+1/s+7/PEeMPLJ3DkOMWnv1lBw56a7KLTRHQJhpYDXFjNnDSlUdntNpDbhaj1HyaAWRfotxASRmYOSKheL+iAQaGMalUskDnnGf6Sx4FSIUFMxjAWx6iPV3DnQ0c+8po/WfqTvfsOZQCvdvXjU//2jrrn0d2P7yTY8OsQRV7A7E6CSpkYf3cCxmkqtJm+mQF36vnO8sKXLlFqyiQ8zYPdLjCpC243LaEO4KkwUV0vKilLAE/ise0+/uMnRdRintW7ia17azYdN4UD7rblXZDnqj1tbMG2ikm+JEhyV06C8gQgNxHcyVvciH0ioJP0mhjNQJpGeCmJBrMhXRGpAS4IBcBMbq6QxArlIMarrqrjHN50lAAAPstJREFU9nsDbNxGId1URZG0GqKmgBwOmEn+9gmGmVNwS62RkhCAGCtyIuw+VdC2hyrNvwUnSGiGOU/ps0VnGXjFpYDnT+CRvQzH63t3f+STf1t/99v+JQM4AKxc9ToUCyGGR+5CT3AfygWGQkAReHox6fHMfzJn9mTMVX3u2oaotFToSqqlI2RtfO5cWZBMA24mnOqJLQdmOTejCbgn8chOD9d/pBObtgdQHsunJk5ZMKPDZsCeVjfEqfVmM4VuSkJy0dtdSJ0KL1xNueGS+/MkrPaJe/tEO/Km83AjzUCsiL7mhBBCQYkyfzd1ccU015pIIJJYuSjGZ981hjd8kGg9dB9pHp5+iWlArgzIlbHWtoQrWxfPvp4T5aX7be0+dRyajUmWawybyIyhyRMC4enX9JoMw2MVUPhYd8Y6LD3jAsRxE1MAvnZZBcVCAcf2cex4TAGEoVykKIYMgSkDcgYnj3a8cHhm+OSlCq4yNXxi7hCFOyxM5dSc223H23SkHdwsAzklCbgnMKEIPvefJWx8LIBgphRI3PybAUQ7IHg296bIcb3d3HpKo2c6IBO0JePOJQ1eJ4G4muamyxFvLx0iq4dLBQNeolOPtvY9cXJxGy21IL0uHxKiIKDzcgIFJhTWLG/hTS+ZxLs/4WEigd5JVoNNIRfJo5R3ZxbNVJc001q4wyG3FjduJE93lxUCcsT57RpEKx1LMElAhdWe11UW7VtPoSSFVByTTQ9RsYz+RTPQbDbS90gBPtHwQFi4Y6xe3hkWKgt9JtFR9lAM9JS95X2n+Sh1QE6Nk0LqgyNzbmbplLs7RNEOcCdyU5JNyGf3bbXE5uAJKE3g+QJ1AXzlP0u48acltKgDburk3qbmHRiKgVWocifl8ymJyionxAXz1AZPblzNieLkZOC2eG4HtMtDgZOPqyxFAaZyU9LonQO6qYuDQqY0ZoCY7iYlDEKapa1Q8EmM6y6vY8tejq/cXMZkbKKBU8u2IJcG5Mp0NmU63eNcm7+l3wUZa9JtcFklLXc6RsE6LWsxf5ruex3xGSVoRhRRzBAnQF9PGYvmhDv7uviOZpOm+zflt378Yx/DxZdcvrNcKvZFzYlLqZxATydFpaRQDiXCQM9s2ro2p66DsI7cvutDmfrguEKY2aACNxGaO3IPWXR3wE7bwW3TEm03MhkDX/5+CR/8UhVHRny9CLDKVCRr7BBCNG/YdGI9mtEOUlkIp/ZsiT85PXJi1E3T+nSb1ThxzLKodbggUx936tuZvodTvZlyezpTL8uTaStpYurzsoMxa5LYEcT0tulSVjsE1q2IUatTPLqT6SZQ7oyUnZkUiBmYQJpq5A5zNd1tC/L0LZ0zl/ucfBCwAxFRLNGKFFqxRMtoaMaJQF9fP2bNGvzM0KEDX1yybM3UCA4ApWIA3w9/2NvJX1QN2OpKKUapIOBxhSShmGwwNCM9tEosL8WVK3bMnjJtkqlDwe2pCXVTE2IfE7kFJs3l3iaCBxK3/KyID32pA4dHuS6LuIvK9LYhU5FMQDOdKGqL3lNG0IgDAOJetVVT4DQ4TqV8Ml00tz9sezR3RTkV0hzX9fXJZN+cKC41AG09mSiauhALpQBJQaAgiJa6J4QhjhT6OxO897+O43iN4P/8oAyExOlKOrcphwJFJLVSrKQEvnREgYil+SKVYlbpYrpNOIhZ9mTbYpoh9WKVUnvV11uaru1xoOALVMscIzW1kfHCD1tRM7dPcxMKX/vaV/Hql8zdVy1F53aVa2vnzKhh7sxxFMI6QARasY9WzMwpAqmDgscVfNf33bltjZ/yoM+itL2ftunThahw8nEBSoQTyTVDcMchDx/+SgUPbQm1zQh10hLDFARlYKZbGRAbvaeOoeU6lTRfD0+F/9OInUVtQmxd1rVusbczX09Csutc6uOwFnPyFO0HW8pqJBndmDgRvD1yY7rbyonkbWsK50CFAioVgUKo8KtHPIyMUoOUtjzMCesSxPBmskWIKxQEM8WT/t2WQ0HQvv5ww3umYahTm0ZL4sikwv4acHBEN3kAiliyH9z7m+2f+Ys3/VkO4LkIDgDLlnQBoPDlTjy+9xh27SX47oYixsYJ1i+l6KtSo9aqI7OXmqsaG2ya2YVkUVumTLCMBehEb/c+cR8TTgRPzO0Y3BfYedDD+/61ip8/GAKhGYq0C0qHKUidqkkuFWmrnuSGMaYDmEGA29w50e+dW4Qie356t41cZbuYlv89Jaq7rELo0S+3wylNh5CYGrkuEToLTrPotItLHckt0KVuTpnFpq4cKZCmwuXrWvjA9WP4+89WsWvIBzzkS4PUPe8wCEnRIlrjO5bmrKmMJAvR8m/cMCMlIaklCmNOlE8X1wpgmWGZTwDGGZbNV3jtWcM4Xm/gpjtDHDnuY99IP85YOQ/CNZY6EcB557VgnEc3fv8wvvk9geHRIqjkGKgSDI9QFH2CSokYeqLJtS24U2NVkQ0Gt7faSRuQDbfXlggp0TOgWeR205UY3JPYc9TD+z9XwY0/KSIiXBdGXXDbbiXNqiYeORGRSk1JUXKLRjeHTW9n2WaebNUe2Z7a5qYcaSRU+UVn+6lcpySmWmJSFVtlcSsrhNCseqGoWXDqurStj9umTMATvOLKBoQk+PvPVLH3GNGIkc73JMqwC/UmoQeCEwLEFEgIga8UOCHwqE6NuNQODtx8TqaUXlAyV03AfHNCQJm+LgYMPVUP5bAHi2fVcO7iJoZGxnC0MQ9XXPGcSIgEn/5fTwDwhM5Af1/1na143Rmhal7WF9TRU6Ho62QohDRlBHIu4XsSnicReMLxndQKrlneLRwKrDSn1ixiE2Lt4KS5r3LRmxKbf+tB6L3HPLz70xXcdEcRETXcANJeNclH71Tb253SmQL0tgUb8kDPXdrXXU5oTlv1TwXo6Q+LXLkwP6PZ1spP83SXO05M9cQaE9hmkIncROlyof28JPV1yCI5YUiEggeFV13dAGfAez5dxd5jfpbYptHc9OCJMechTKcsBugRNZ1jC3QCcKkFe6xqgaBa/0QyKxltqudEV1GkBBQk6k2OXftLmKz76OxooavsY+Wq1b+YM2vBO4HhJ47gc/s7ccN3bqsN9BS3zpvhXRw1COsocVQ7OCpFikIgEfrag9D3RHrtcZECPG2jsxOkI+kkvTGLo5bAbgGfTeakAGcSh0YY3vuZCm76SRERc8HN0h1rk9W0oUPbwH2S6J2redv7QL4970T29gMg6+6QJ4Xvdv2YPH3WBbTOQ6UJmsrBVtrdNIoGaadTZpUcl5hFDDGLpOmNfhHNHTGRHAwJFDgErruygUQQvOvTVQyNAKk6vv0A1BTKFTNA17+FUnoiPiFARPJnVK4AT9o1kZ7WF0bRyrMKW+Z34FShGUnU6gKcMSTCx/gkRU93SfSJrq07HrujtnjFVU8McBuRGvXJ6+cNdJw7OtJaUy4yVDsoKkWJjqJAMRQoBHraXk9bJCZFSVJNElvXbh8zstFag8NMZcB53AG7bvJocCce8MVby7jxx0VEtpU6beTWbQW3oZPSXcnUlvxJJ+SnALg9gjtVk6eYoqgTPUiy2yfkiucuqi2S29w8m8bXH1X7rcn0QNbRHDb3VjrHh1Tp3yEUOCRe8dw6tu7m+MhXOpAAepIhZWQpGLK4CTICdoYXhEKBICEUCSFoQS/YuRl/DKg50zLAl4BgOpXRuujKNJDsKSOGlApRwtCMPXiF6iPjtfr1HeXStPt3WoC/8mXX4IYbbhTLli5U27aMo1qWqJYFSmGCYigzQSBPwPMS+FxkrsGOZJqOvm50VrkL7A4m0uzM7HmUCA1yJgFOcPvdIW64vYgWtV3JNlDTrCTIqZ6vnDqG1iaw70pCQKXR243isDRYd7GJDPz5GnD+YABOjvcplNnponh63ymxOX2SlFILy02BKQU6XBVLuEq5K1pghdi/2Xcgbk1DN4MgtfUxkYAvBP746jp+vYXjx/cUzXgayT48Ifo3UMQBd9vRT/QYd0IIEtNVbRIdwX1JEFKFQCgETItqCgnNMlRK17yFQhRrDUJCAqzuX6COjymx7vyrpt3H0wIcAC699ELEUfMGX+5a6qmhUuALBH4C36QkvpeYyK0juG28uFwRQqx9nwatMjpzGTcaGdBNBEln7YjudhIGfO+XId75qQoe2x1o5BKXZ+KmKBSUZnm319atdEt+Nv3IleEc4NK2++2dypOCmbTdP1WEO0C3r+CC2v4TDWZlorNTWUF7Lo7sOYqC6NF0ky5Tw/gwwwWmpU+gF52ax8IMdcSo/xKFlQtjfOxt4/hbBvzgrqJOVawxptWQIMQ0dtpKTYBu/adeJxSKMRPZGVqUoUEJfEoRCKDAFEKhECT60uTAZEshqEuM1BTKld7JpcvX3VAohCfcxSf9DR7beFNBJBNbxo/8aF5vhSBKNA0zs8I2LsG2Ns0EwjAG9wRgqiGNusJkXedTxYJCqcNUBhJAxpnLri3A2gUPYQDxCG7ZEOLvPlPB5p3WWqQtLaEMVvKYUN2tDKky6rC6Le+Z8mBqImWiNye2/u3Uve3oWtrFJMhJrFGSpTv2NnUmecx0uO1wMucxV7otrb0ztx7vOjk7DnI5br0VIG3zK3KFUh2+T55nn+f5uKS2lALhTEnRaWddBWggsXmXh/d8poLvbShkO9LKUMBEBtu1igmQ6B+62KFxoEAwUadoTZqWMQwVNbC9CwZuHDZCpvVRfUNlbiUKlXKM/3bdZXurHcXlr3/1SxonwvAJIzgAiHAFjo+N4du/2IBXX74fi2d7EJLCy02vJ/C8BMwTaCUSG7dR7D7MwD0Kxhnu2ehh46MepASWLExw5foW4ghYMjvB6qWxZiYkyLsqMwCc4JY7Dbh3mFk4SnPROqt56x3LnLw7XVhSJzVxpotc/smJ828n9XDCNTEP5NOU9tBx6gtN5UTn/B/y/PCsy0lSJmFWIjQTMiR7zK7/pNSRWqYLS5mmLjrvNrXylG5L04WntFwV0KzSEimsHIzxwbeMQyng+3eF+k2pk1NJAggdsM5aGmPJrBhRBFy5voWliwSEBDZu9vCrjR6Yp2cMdh3xsWlrgFbiQTAOwTlalGOSMjCi9R2hFJbOGsNfvIzimqvnIQy7TrpvTwpwUpjbGtrVeFO1svTbCvtLlfIEhscUhsczmqtQwNd+FOLAcAGRpHh0q4/Dhz1Qrlfqw5MUk3X9ej/fJHDLzwSSRGLeQIxFgxGev76Fa85roruisrMbI/jhLwO859MVPLrL12lJGiEMsMGy06JJTazVNncWk7nUhGR5dwbivLCPTVvSlrxbWbH5eBumifO/9jTmidGtnzwdyHP5OKC7gaStRAjd4rbpCLFe8aY6oiRS73fdmpcpyVfXv7UHsi1t65SxDdBEQSmWvqaUCogEVg3G+MhfjkNK4Id3hwCE3m8S6KwqXHteE89b38TiBQnmDSQQCcGMMhAG+sx96fIEr3leE0aoCgePUDy6jSGWBAeGfXz1h0UIZWjOjGGszjE2GkApYOn85ZP9PfRNQbmvdVIMn+yPRw4fAGGVXtHc+vDwrg8N3L9tFN/+aRGP7vRAudRNBFAMDXtoJRyKMP2BXNqdLSEpqXVxhQBUAqISECXQXUpw3qoW/vmvali+MIFUwI/vCfA3H+/AYy643UUl9Z4wNcl1Lk2ZKRsadq/zCq42PdGtdVf5FblhY9fpOZee0Hxqkj7nBCmKSxFIVXZJPkWxi2LL3tT3ZZq65P6No0YwZWSQON1kd6i7LVXJ0pI8RVkzOC1tItFrJB/YvNvH33y8A7ffE0BKguWLYvzzW2s4b2WE7qIABIUCNz5CDFJQKEXTtY9GoqFuKZ3axonC0HHADk5QTrBpp4dv/aQDv9k+C1/+0PWHzl+14Kxjo5PHBgYGnloE75sxAwA/dnBfdN19ey//+Ts//6A3Xg8RSQUlhY4rhvpGfJo2V6YXOVdQTOp8RERQMoaSMY7VCX58N0GjRfBPb57AoWGK9362jC27PZ1vWJ5qSuBw0xONPjc1cWWZbYUkL6DpkqqmNnzS6O2UB9NL+98Ipl1kPslKYT5kq/wLWA0RIGvl6yiuS2jEpijERHET6eHUx61wEGAiNtFePypNVVxCVlZ1ySgAKpe66P8opBIgMbBiQYKPvb2GvwsUhoYZ/vHNE7hsXRMsURAxgxAeYuFBCK4vkpr3T03FAWTrB1tWntllRF8BxMLDxSsolvW3sGV4RdyKout42HGsWC6edJeePEUhHoYO7kP/jDMOzJ1Ddi6fvX/Z0aM1HGlyjEQ+KNHStR4l8CxYzO/jVi6FooglEEmGWHJIwvTckqkJJIrilw/4eP8XShiboNiyk2veA3UADZIHtlnQUJJPTXJVE4d3kpdgyB5ziUwZaNvy66xmOBW8ZCrQ2//e/kenKJI9RqZ5TNn3dWc2HV44yZcPtcSC/j5pFUXaapUmQ+kad1YT16mK5aY4XXiTqlCSb/MrpaCINC12YoziFc5YlOBdf1bH+ATBxWdHYALakVlwxIlvLh4SwSAEM76fKfsl21W2CUiUs8hVqDdCjIwXkagSzly6dmehuuTAnj37sGDBvKcOcACglOHr37lzT2e14w2vvHLphkc234d7dsYYPeih02coc5VqiLgemtkEiibjCwW0JMFkQjAhPEipi/ZINEHo0vNb+OTf1LD/CMXb/3cFj+72UxHPFNxoy8OJln5wZyszAZ+p3jo21049diygnct0ETpj4Dkxuh3Rp1r8PtFmc3Hnrnudtuvbo3uaw2f+8enFePrAdNGpyc0hqe43GHdXImX2xZ0oruyYG5R5bemMzJkPS/XNzVs9/I/PlrH/CMUn31HDVec1QTggE4pEcESxry8JhxBMKxBLmhvRy3atTat0ObpcnMSh4wJ3PVjAOevOQ78n31A/dueeQtfaJ9ytTwjwGf2z0GrU4YeFQzsfD+9c2r/xkvHkMPYc7kJvSFHgRqin7bdKmxR2CFZpWwqfEiCmqAkGlRDM645x/uo6/ucba1g+P8bSBQT/8/oJ/MWHqhgapno20E0U0pRFR29X9iGN3rnO5XRc7zaBTfc5Nq5NSUPcH+AEGH7KuckTYD9NU9ra+A4nHBbcxC4o9W6ypwtiHiMwi9DUZY2k/BlJdMMr5bBYsCMDPSXSUAY00BmXODjM8b7PlvGzewNIRfC2j1XxD28kuGBVC7MqQL3JEMUeGq0ArchDImjqOZRNMMEZirA+qdLo00d4eLfE3VvKWHv+sjvnLl5/qF5volQq/PYAB4CgUER95GfbFy4qfmrPgQWX7Bs6inkVit6yTCsR6Q/hcijSyoDWOxSSwI8VEkUwMQksnt3Eu143ghde0EBvVUI2CZincMmaFl58SROfv9nLctJc/q27MBxTuSbtVZMcr7stXXnCFr0bsF1gT1NJefpR7VwT57a9n2qp2Il6J11B1tlMIzngDC3oFyHmdYipwEAa/RSTAlnJCSp1WmI6FCm47QLxlrsC3PWbANKMez2+l+Ov/sXDiy6YwDtf28RAF8HxyMdEPUAr5maW0qYmjh2hLXca4UICPTYYxxwDncdxxaULcGSy+KlvfPee7a972YWntBtPCeAAUOgcAFC+v1g96+ZL10Yv3bNrPwCg0dL5mKUjWGcsSxByZxOVUogTgslYYcmcOt77muO47jkRfMqRtABCJKAEZnQInH9mhM/fakJXLncw0Rt5Gmw6QOyojbYPLLSDe+rCk2Rpvwt0i+aTpSXP9OakMG46YkuMWl5Z62iDEh2Jbb7tfk6KNL0gRiZZwubjZvre5uUEUFJOWZRSE2kJAZSguHeTj6M1I9NBORTTop7f/HGIRlzDO14FBCzASK2AKKbIfJyyIKJMABQi0xqUkqDeoti538fs2Utx0bozb26wOfdTOX7Ku+2UAU7IcmzbfnDP4ILL33rJ2t1ssGfkRQ9uqSNO7FCylt1qxQpJYvXsnNlFas1DCfp7FS4/P8LVa3006x6ayrIPY0AlYCLCmmUR1p8R41ebPfMpTWpilrFWo9wdPWM0f51OyNA84KfXO8kWlnahfHqQfOJNt2tU+nEUTKUkrbBkgcQeCNI9Muwq04pqAnAniQmRmpRl0xOzsNRnCAmlKKBoGsmpB9yz2cPGx41BAvWyi+ehqShuub8CRQWuWVMEZz6gnMU/tVUTHci0DQ5BkmgxfN+TGBkT2HYgQOT13fq8P3rOWyfHDu8tdw6e8j6jp/xMAEsWz0Jcu3/v6jXrNl10bgBBx5AogmrZQ2+nj2qZw2MazB4z6rM+QblAUClSdFY4Bnp9nLUoxNzuTgyP9GFkvIJGq4Ao9pEkPhLJISXFvH6BRQMJNG3NgMwgkKS5d5aWpCAnWS2buQvO9tGwtsh9wlJg++VUsK5O4TlPHeUOb5ykWYshAOakI1KLE0Ob1TaENNMyTP+u/42QmjNu/26f7z4n02QBwBR2DDHsO+wo9rIAhBcQeD5mlDj6yz6ODBWxcauH/UcYhscZxiYZag2GepOiGVHEsZ7zjWOCkRrD0HGK4+MUjEokahijcQUrV63d9OOf3be33Nn/pHbXKUdwu3VU+1HpmvuRX2/auFCh8cd91RbmzvTQ1yVwcFhg+0GFkg8wo0breQSBR+F7FGHAUCroSf1Gy8doLUynVmyJiFIBKRmUFOnf9BPy6UlaNSGZI1rK53AB7C42zW2SKxe22RzCidduqRA4eSCfpoZ9IrCf0gL1BO+VVh1MauIsy6BXOwAkMRUTlUofu2VIpagmSNn3Sc1gDY2WZFRZSfJSFHaB6f4saVWLaktGjzF0egpdgURXUaHkK9QmBTxOUSowFAKCwFcIPAZfSsCTCJhEV7WFh3dSDB0l6O3koIRi0bx+nLFq4IYzlq/5yPHj+54sXJ88wKvd8/CFb906FhQHX79s3uHZPhm+eOGsBjoro/jZZoWDo51Y3KfgUYLAIwh8hiCgCDyGQkhQLigEvt65SaJX19pzU4AJAckScyoUWf86RRkFMemJS4NNSVROdSSL4A6BieTz7zTnbsu329mDJwScmv5x1f6Ek4A8vVbTvOdJtnZgZ7ILFuTmzGTsQyhUygnXWUm64tRVFCKNMKYzuympsUfRGoeKZopTTljKLsYGPaSaCRhw3UEGCKJYYrKh1QmlYsasTNN3GSUoEKC/u46Fg5P46cOd6B3x0Yo9+IWeu97wov7XHzh4Y3350lc88wAHgDf8yYuwZfN9dSy+dPO+bTee77HD3m/2xti4oxfVQOmo7RMEAUMYUIQ+Q+ATFEIgDBR8TxlxSKsqqu2orc+jmtL1yKcnHrG1b8dP06mepG1wF9x06mIyraQgSz2mLCxPArm0oKGmb9Sc6ACYFqmAQXn+4ZOlRCr9X4pt2ANKtlWCrH+8/YeKIQW5fl7GUxHElXujEJSmc57WKyj3wdOeOwMjBAG1vREdcKRSiBKFViTSz5D9zlSrHngKkw0fawfHsXLJCB7ZVkZXvR9rz7smenALqZ93zuqnAtWnBnAA4Jxh974tb6mzRRd949bjK+95OMCCbo6ZVYVygaIQUhRCA3CPIAyA0FcIPC0MRM1pUMKWh6jegdBfesrOI5rjQt2Kic2pabZwac+7c216u+B1F5gOCCyes+jq/IhtZChrwZE1X1TG9Ms9/sTAzk3fI3+wuX9IG9tu2dA8YId006qqyWGoqZUTQlJtEu2BCc3l1kXx7BsTXe+WBMbrR6XRW+sd2jydTg1CIEYcKVMmULCiPXpQwbbepVQ6FTUpDyEM9HgBM7p78d5XDeOBHRPwO1c0FixYeB8hT2qp+PQAfPGys7HrwISqTTZu9X/YXLxi5tawv5uiXNT5duDrnLsQAKEP+J5KL9zwlEGQEfWdnaR/XFteNNUTogXRMwmIzKM8XWw6vOoc55pk3O0TTs+3/VbTkV1txCROVkCIFbRpB96phG/nLU8A8tShIb978p9L2dI4MYxM/eEISBa5SZa/K6X3TbZRUyw0E/eQOopT6+SmqytKUihK00VsPv1y6jLE/T56kZsIIEo0z0SD3gwZKwqpKBJB0Gh5mKhTjI0TnLNiTnPBqud8gnHxPwipPFWYPnWAA8Dg7LL8wldv/ocLz5oZj8xqvJuK4z6lBLWGllsuFYCCrxD4mW6hln/L2G7TYsBSQtO2vC4PEuI2dqYBNslG0fKCPvmUxAW5/RHcjzFtEcRGcGLLcCQF+sna7CcrqEw3na+P6TYdSILUl17DyK5N8h/PcurTOjNJq4KpOlfeljubHSamXGjTExDrmqy0kZXUarQ2eitJU2WstJbjlC9tANC9EaVF7M3Qg5QSSUIQCwUhKJTiiBOCoWHtZrxy+fxorDn/o7sef+Cflqx88VSxkyex/VYAB4C5M0iUYO6Hz1xQi0ZHDnzg9vsV5aqMOX0E1ZJEMdTiQHY5lCM9OT9yNqupKZsPbWW473HfyLFpgpVnON+ZnmA+WrPc4xm4mfOebg4+XUfS/XFy0g0k+w0tB1s3XNqGEmyqoJ5c9G7LRtLrKdIVrueO/cxOq9vllWepF4Gkuttp9ehZ+pntF5MmoMDMxdJUx5tSZSIuBZUUQlEwxZDEDOctS3DW0gh3PCBhtVukyp8tLPFLSEAlKgU65wRxoi0Pu2cQlEojeHBbUQ40ej7A/IGPbdk5Ev22+HzqyY3Zrn3+S3Dm4n2Ns9f13EzLZ6hHtmtdlHJRoacaY/aMBub0NdBRFE50mubigJxRif1HGLYfsr6WRjzTLjBpnt/tAj1TvUWqu2FTGWs2ahUn9OPZAdC+4IQFMlROkCZfd7Zgd8tw0++rkyYtbRUclzOTgdqxNWx/rTYgpbbqplqhbUC0zrYQ2cI+ex41C377b0jaWdTPtXV17Z4sFUUSMyzsl5gzI9GJtpJ6Ch5IKy1THCsUUGso7B8mODgMjNQEJhsCSaKwclDiZc8/Q3XOHLj5wR3HGi968Ut/W3j+9hEcAKS3EB19pW0dnf3X/+mLq/86eexhOrO7hQWzahibnMCeYx5E3AUlfQSeMOaj7o+pQIxmCqcCk02FvUestqBuIniUwKfKpCiOMqxZUOa0BpkBs65cpcqwuqtJ8lPzOnlNOdNSutFYZZHcLCQlCKg0p33qiEWmkVw/Oa1Xu2cBt+ppQU3aInP6uTJQ5zRcKFLuj37hTHwz87B3orORPrNnz4ykJXXGrbID0rbrCUHqtkCJsRiRFFQyMCEhqLFBkQxSEcztixGGAk0ptJmUzD5L2ucg2rzM5wR+oBBUmzgyAuw4EkLKGIWA4LxzL5dnLhm8fkx1b/PExNMBzacH4IsG12PH9m3R5Rev/FIgDhTrveWP95a2oSEm8PGbith/qIwLl3tYNp+iq0MhTPeoq4Wib3u+wLYhgtvuKQCCAyEHIQw+1cM9nCJn99c+wMudtCS7ZMPBGcnKijpaLoeeTbSzjhbXaYEhrVNrAFMgPShsxSIH7OyfTRvRT7S4tZG8XXHLnSd1zzDS0nilwwUSJD27AA4FQSpj06cPCJt/s/TtSXpNCDUg1/VwDXAFIRmYlBCCIhEMIaO49sImvntHhM0HBZSnkCgKofJnNUJ0d7ujyLB8kGD96lHsPVbDB7/Zjc37A/T1VbDrEH/Hldde9KVdu3aLhUtWPHsADgCLFi9BbXxIrDn3+TuaI9Xa44/t7PjofxSwa28Xlg4wFHyqp9XMKd1Gbs0C1KNRnAlACew9QHFg2NfGrYSDE62XkUbwFMhWgN8FOnGiuE5BsjEx4nQx87Z/0uhv6Ja1nmDRxLE8KK2uNizPOqWuIqWuZqfmJ66kTGUwqiyaO1P21BldSz+3YQHaA8imGImAoaPqx93FtVTGhZpRqCkgpLDya0TIFOj6YGOgRCEhFIwyCMaRCAERe5jdHWHOnCY2DyVQUiJSDCJ1gcuDnDGg3vSw72AvlsxlePvLRvD1O+bigosvq73ieet27Nt/WCxcOPh0wfLpAzgAeF4BQXjg1mJx3VsObkw+0Wps6F7aX8eCAR89nRyFwLo5TPXCZFTLvrUSibt+U8DeAwFQ8UAoSyUDPGrF97N5S+u4xZn1PHelGIyvC8uitwW7S65SykqcSR15YPJYoa9dICpbpje6JO1COzRNRUxEz+tiTAF3+tpwKybuoljvL7vOsNHcOvjo8S8tcimVtlKPkwzgOXk6ZhVdzQHIsk+WOaBRCJ2IQfOyrUsb1SCnWoCHCQbJGJotjvmzW7h0XRN3PxSjJhIkkiMygvU2SEil92ezJXFsNAEhHqK4iqXzOvGJd19xXBXPedt922q3nr1weoWqZwXAw0IVAHD46Pg3rrjoSu6r4COPPnJ3X2/HOLorLbRiCuL8WJlWuNb95izB0IjC/dtCwPcB6sGnFEWmEDBdIvSocpzcXJ1v0qb5bQyzmBvFiRnsddyH02aEAk2ARGh3r1gAcaLSCG4jP6PEyVlVWmvOePCO2usp77m8SwM1r512aVN9FKt1kpUKdYpEESd6MdiKCaI4O/PY78ioTlEk03Z8GaEFRnze/TS2w8lAhID1Fc2ATkETbkbKPCQtD+csjtDd2UJtOIZQAVqSIpEEidRlQm0mBdQaEkfHYhwdEWC8G2edc8nRVWed/y4RJ99YvWTW0wrupx3gdpvZV8HERO0rV15+EV0w49CH9uz8Sd+uIR8hq6BcoKA0MZLLmeSbxxJwGmPnIYqfbiwCgQdKuRZ9MemJz5wI7vglckbS2xbQ1tdTP27d4UhaSaGMpIZGNpLGiUQrStCMJOotDXKbe9sDRymVngEEDCBNDq8Xbw5YngDhbtUk7VS6EdySx2ibiZdxyiCmmeRxXQEZrTFM1PWBqaDbNrnJfU7g2cUzI+m1u9jNPhcBSaDR79TfbRSnVIEJjkR4aDV9XHbWJAYHmthzNIIUCVrMR1MQBELvR6n05ygVKbo669g9pEBK5x5dvHz9eyYm5Fc6OqrPBBSfGYADQLncgcbhf//S/NkQP7tv9v/+wV2j3WsWEawYBDxPIPRjBH4Mj8fgPAHjCZpK4Pb7y4DyNSuNUhSojt6+cXHzmYngNl1xwZ2W/Ui64OQW6IyAMercp9lzuM3fKcoFhccOCBwb16mRPZg8k+unp3UDCmkF52mWgyON5hnO005tW+09Byqa5eGu7bk1ELDGAtz6HxmTAa0J6eG+xyqYnHTUtsx3ZtbT1ERrrlz+uDtriixXEhkZS+sNIjsQ0nIuR8IEYubB8ziee14Tv94UY0ImiKSHSQF4MYHHCIqJ/i0GBzysXAwMTfYfP9QovvODn/vJV//xr1/8TMEwb2HydG//9C83oWPOax5utPr2VQr0uUhqwfxZCvP7J9DfW0Pgt0CZhM8ThH4L924BPvC1Low1KmB+gDIHOrhCgWsOS8BteqJBmfPsNJHa5uEusF1wc66pBB4HQk/TCAqBQkdRoacqcOaiCfDwOG7/TYCm9HKt6Cl1amoKa24J0lysjYm1LnE1UlJeDGtjPlLjeZTetgdYZvSlzb4EwiBBIYhRLjZR7RjD1+9QuGtjEUwKSCVN19GpQ9vv4HRvYRbb2bfThyOx9+3sJczzTPcoXSs4B6HvCSyc1cJ9W3zsPRJAMg8JKBoJUKvr79xVAmZ0AYsGF9TWrpj/lrOXyG++/KXXPZPs+WcugtutGArZSsIbFi+clfSW6NcW9D4U1qIJbN4ksXqBQF/VCK4zgS27OA4fKQBFDwGjKHGJ0AG3nzopWzDnc+50QZlzYzbg5gSevTbuzL6nEHhAGEiUQoHOjggzuiO87OIabr1b4eG9MyEUNwRUI1TpTumbengWxbO6uJ2XNJg5YbqSdSjzjaaMDalStwzOFDyuJasDP0YhaKFSmsSWA01855e9YBFQYhJCUYhAIpC6A6k8nbAoZWaVcget06a15UETubOGlpV0s/+Um4NDFwk442i2fMzsa2H5wiZ+uUkfZIlgmNHZwLrBGg4cDbBpf4jVZy5oFjr6/ltnV/E7x0ai36oN/6wA+Nuv/2P88uc3ijm9i7/z6L6WuHvngn//wYY9Yb1ewpte3MQlq+sohnq4YbTuQVEPjHIUmEKBAQE34PZMmsJ1SpKnwWb2fLrBo3NsGzm5SUlScHuAzzNwFwKJYihQDBMQIjCrh+CVzxnDw1/tQC2uwKMUnFibcQImdZSVUkHRvMNC1iCyoLEwdkDt1LunB7opFVJbKlS5RbnnJQi8GGHQguc1cOMvQhw+VkB/BahHxLA17Ssr6IkH+0YUWfQGqMh8cAhRoAIQ0FwUpQzZkBLD/jN8F2WjuP5MceIhSTxAcnQWjRIWIah4ChcupHjTiz2MTEzgaHNW0w+qf7rv0JKbdxzYL/78ta9+puH327fqT2W76DnX4ZYHHhUXX9t508jkotctHFhZXzm7AKKqqE2GIATYf4TgS98vQ3gBPMZQZAohVwg9pVMJDoQ+QaDH/TTQLYhZvqFDc5UUmqUnTFvPecyN4NqxIgwEfE97dSpFcd0VTZy1sIa4laAuCCJbEWgrfdn2eNauz4dqV9gmB3LnRm5MziGDpeVBgiyKc11O9XiCUhhh006Fm+4oIwJDIoFWAjRjhVak6alxomXQYiGRJFJrbQttw5cImO9EjKuwGfw1jwmp5yTjhKAVUzRjhmbE0YwYmhFDK+aIYo444YiFh6gV4L88v4n+GRGoAnoKCiT28fDjPeifcW79inMWvE7METctWvSQ+PPXPvnhhaeyPeMR3G5/+WevR234P9Tfv3ri29+8Yz73FfvX/srWaug3EXgRvnFbgANHiwD3ENAs7w49IPQIAh/wubETJ84ki8krs7pxFrltJSXLyzW4U/NaTxoKrzHRMhp9ShHNguQRlEjQEhyRIAgYyTkPSJUnFgFTuRcnI4bn13aGyZXjnai0Dp66Pzv6gR5PkEiJZsSgCIFQBLHQLL1IKHABsIQ4Kl6aEpE1b0g6JCKkXh8IW9O3i1Ciz0w2YidcN8CUsuVHadImjiThmNNL8F+uHceH/r0L460AB0aACTEwNhHPe/Mfv+H4t+/8cjcWnfWq3xXsfncAB4C/++tXYcncb+E1LxDfOnhkjkdU+WOi/uuee7ccx3fv7kKUhKAeTVOT0FMIfYJiAAQ+ge/pSAxYCiYyPT440c/NyW3zh9rcXaUOzZ5ZvPHUGU6kAvxKEihNf9MTKSay2cidLeDc7mUG5hO16Ns3WxoEnDQFDqmKZGmK6/ys5asTEKrrmLbzmkggSQgSrhAnGSmNJgagqZsd00FBWq6J/m62L2B7VZpwpZ9DQMCYQpAYSxRTSfE9gVgwSMnAmYcXrW/ie/eMYEIsxYUXnzFc7Cz89YZHybc+9a6u3ym4gd8xwAHgFa/4EwDAyMjE1wn1eO1o/4e/8MWf9B05FqNabqGpEnDiIeBAwQeKAfR0UKCHKLhpMbciiaYSEInz4vYUT0lbXp51OzOQmwuVme8nVRowboFPCQhl+RVtkVvlI/apgnq6zWULpvl5ataVURtc5dhUqsocVAmQglzI7DaTCkzq6EyFgjBNHyoBKgmEApj1wzFnxnRIIgaaEUGzpd+Dc4XYhwG4rvoEQaJZhkpidIKgs9iB9/1ZBUfkpUdf96KL3x1FydfL1Wemzv1E2+8c4Hbr6ipjZGziyx0zriYvvar8ofndd/QVwy349i8TjIx0o+ABBZ+gGFKUCwzFUNsYBr6eFRwZFxibSBALBc50WU43ZQy4mZum2Fa+MvXkzH6cmQu1bsvuBI0paCultRVzDLlpat2Y5vZT2XJVlbSd73BUrMeRnVSGzv2FjbhK59hCqCyfphrYjOozH6USVGgXaCn0eKadDLKVG48pMEJwdJRiZFyAEgLfpyiGumsKAJxJFAIORoGdhyVu+GkVy2YtwtVXPffoC5de9B4F9eVy4fSAGziNAAeArmoZIm5+6eUvWJ+sWsQ+Lmqtrg2PHkV9XKIYAOUCQbnAUC7qS0eRoKMoUe2I8djeJrZvIugpUZQC7bkIOBG8jVFo685Wg1s7L+eni1J/oGng6sqBtFf9nqlCbpZ6qazLiZSzOGXoIVHQB6KJxkJlSmPZAlJHbmZKiNIuKq1kGvSUlO9JlAsCXZVJbN7LsX2/j84SQanIECdaAhmgoIwj9CXimOHwaIhH95+F51525Uh1xrq/Ha2xr3V3hk/6ez+d22kFOAAwL0S9nnxjcPHZxx9+aM+is88SHx07+muvo0BRLXsoFznKRYpKCejsEOipRpg7cxyHxiexZ7gbAaMIuIk+OXCTXCMo52fTNnVvHZgz2q6ecLEtkBNtz2iHwmyZG90J3tWKDyqZW/ymZxxLdFLQjsKSGOakjuKJ0PvLVlEsQctjCqVCjDkzR3C0HmLroS7M7wG6hamtKw6lGBS0n0654OPMZVfGL7is+s4L16/eUa0E3yfU+90Dqm077QAHgGKRy9vu3n5rte/l/vo1j9Vndfif3bd7MykFggY+Q7GgUClJdJZj9HU10NkxhpYQSBQzg6uWL5JxTXguNWkXwbeVCYA6eW7m4SmRDQ1nAD9VQJNTfJ67Pfnc3VIbs3OKRLYAdgHrrhfsUIfOx/V4GqUUjGaLaKV0TZwzCUqA0G/gaKOKYo2BUZl2OqUE6g2AsZI8Y8XZqm/G4F/81X8d/CqaeyNCV/3OcTTd9jupg5/Kds2FixE290VnLur7xrIl81dccO6y982bO8PUe7UBbaUco6cyibF6HTduKMNnXOeJKdFKt+I50w0dj9vHM5uPfK05A3p7Wa6dCZVVOE7AI0FuvedM5pzkDGAmcdxWOuCkQWnzKP+czL6buE/UKQkyCTdriZ2v+JjxO6nr4SKRSBKds8cJ9Fib0OlMnBBEcYDrLqmjt2MSR2sE4w2FyabEZDPBZL2FcqUHpc6F7+vqXbgCfPY3jhwcj0jh2QFu4FkEcABYs3oFli8dbFTCka2XXLDkw7PnDH5gcHCRqHYQBF6McqGFQmES37uPY8veDvQUJQIP8H0Cj2tWnccpAo/oRg6HmeJ3rEnsm9nBBYfcRIz1IaESoEb2DFqugtqdlfp6TgW8y+jIvY177ySROldDd6aKTMbtuDvYfNkseE2LUS+GSRrF7b93x+bsRTd8JGKhECcCUSwRJbpRFCVUN3YijrGJAMvncFy7fgSjkUCtQVBvScSSY+GixWLhwsEPdPYt/PB9G4e2dvYuaMycvfx0wyi3PStSlPbt4stegjtu/554/guve3+zPsw3PviLdxzc+1BQLIxh+4EGbv1VH4rcR2dBoOhrgc/AZwh8htAnCH0g8JEKDAHIaZnYrX2ShjpAn2gRtGLNhqLQYjbtjmxPeMmFcyDl3roVGAewtsWf2ZIQB/TEeZ5WeJWSwucEpTABIjMPaQA+XcnSjukphdQTXghhpBtsmkfhMQKfU9R9jtpkiM5yB154/gh+8fBxTI73YvbMSuO8c1bue+Hzr/3O7IHe93/35v/Eq175stMNm2m3ZyXAAeDKq18IEY/j0Z3qvfOWXElnDiy4QI5/nr7vm/MueOQxypcMCFQKQLlITQmRoRBQhIFmB4aBgs+18nWU6NOtJLqCIB2w2GY6yXUMJX52j4dNOwOAa7J/anviXqh7n6SgJg5zyp3WAZDVy+EOSeSjq1JawD4Fqcqru1olsFbMcMbCJi6/oIl9P9TTSMKK8jjoTtMyw7gkyIR4AK1VkxdBpRronCHwPBwdLWDF3DF89E0y+cdvVu99xXUv2HRk6MBbCoWCOjo8jr6epy7M80xvz1qAAwDz0h33nrd95DvwvOd1zJxd//wVF+5/paodoh1BCx0lhlKRo1RgKIZaaKgYSpQKAqWC5pYMDfsYa3LjQCwheaZbkic36Va2YgLHxwPETQ8osUzg0+mUTgF2+jokL+3QlpjnyosOuNubR5DQ3VRJHM4LcS4UiaAoFoHujgREJlBKQkimZS7M69pSOTXceN+n4JRgpCYwPKatCIthNmidKnZBaw0mgiEMO9Eks+Ql5w7c+NNLim+E2FQjnW843fA4pe1ZDXB3+8S7Xo4HHtlVKxbDv9y15+D2zRsfWElV7aX79u5BteShVDQMQV+hEEhUSglm9U1gotnEPZu7MFkvoaeqF6CBIGlTQ9tkZOkJZxKjYwp3PxpAcj3R71ECTmTbnOTUiG554Xmfe+cAMN+lXRAnV+WQFsgqbSzltL6NQKkWK+VQMccFKyJ8tRrjWFMiUZYrkucyMqrpwsWAoafK0FVt4fGhCPV6gDldSDujUmovpVYLiCKFzp4F8Eqlm6v9Z22ilYFPNqNmrdC55HTD4ZS33xuAA8DZqwYB4FhtdP/fP+/yV86/777HcWRR30tHjjyC8bEGujoI4sQDpQrVcoRY1PB/NxBsfExicX+MUuihGNB0AZbTHqFam5wzgbFJ4M6HCpCcG790M9zc5hKRZ/6ZAQji0gSMmCXJJSm5lERKQBKtPGXNuvSwAslfUnATI9ijdUmSxMOla+qolCMcrScQyk9r4Pa9AP1ZOScIA4auCrBkXoRCZQT/fns3RusBOoq6Nj5cj1EKFQodHVh7xiqsPnPpzeXuRW87Ml7f0zVz7umGwJPefq8AbreOzjnYd+D4nllzV/zt3AH6jYnJuW89fnjXpXf86mEcOtTAumUBKuUW9g1HuO3+PnR7nhaUNAZMLu8jc1yTZtYxxsFhBgFtxcGpIwfsqNoSV6nWFfa06Ys7xeO03IEM2MQdmpAZ59qK91j+tZIZ0IWVmxYUScIgBAcUxeyeCDuHEsObsS4PKivIGKRTqu/4nOOaswVuu6+BoaEAS3yKFQsjCErgl87FurVLNgRB6ZNnrV7ycNyK9/iF3z9wA7+nAAeAubO7AWC7Umo7gE1DoRpYFS35t44dOxczuokJUcevtzFABOjuUmCMZbOazA4OuxFcs/QkEfjaj8qot0JQXw9eBFZ7hbgmV+2WKC4XPR/F7WAzIU5VxClbEpox+iwpakp6ktqO6PQkEQyJ4IgTD6UCx59fO4lfbY4gpERsfOXds0QiFIRQJgUhGK35qJaLWLNkEt8fCkF4FevPXyuWLJ27/c4H+X+/8tKLDgHY2u5a/fu2/d4C3G7mB9i6ddfo1iULxTUzuzpmL5i16sa77/tu5du/GCl1FRS6ynpAwvegF6ChgMdlWrmjRg+xXIhw+wMMt99bRkICFDhFyUz1e1TluqGsDeTZwAXNedPb60x/RTdfVMppRyqTZsHNBIFgSPNuYdvrBuBJojVKGNUAF9LHc8+r4+pzJ/CD+zoQ+wzCSVHiRKHRAgJPohVLRBHF8JiHcrGIN79EYsbAvMmLzn7J+EC3vG5gbv+BV81ne37fgW2333uA223pYCeUknuA7n3A8TO7Z79o/fvfyr5QO7otOXpgW/ehI+Mdvgd0dUQIgzoSESKOGWSQgBAFnyeA38Keoxz1ZgjCPZQYUOTaisNjjiquicZWSEhPFZFMmyU37Kz56IQASQIkSiFJJAjRZxN3mDlJX1cPK0jmLkJ1CUZKgljoWXFCAM4EothHMWxhQV8DJGkiEr62+6P6czMGTEYJxLhCZ4UDhEF6s1HovWB03tKZE68dIG9skYW/Wji7NJYkkIz9YYAb+AMCOKDrtwDkxq2HRnr7Bm+jbGzpl/7t/7Y+8y///DcPPPDgaxu1PfHgvH3Lb94gwkaNYO0y7RvEmECx0MCGByk+d3MnxuIAYYGi7CmUAz34LJ0OIWlLT/JDz3pEzkZvj+umE2dAs6UwURdoRlIPXXgMxHRKU7FLaiTYpEoVXm3Dx4oPJQlDHDMIScGZQOBzdAYMb3xJHVv2j+CuzSFaoQdGFEoBxZplQLGa4Ed3V5vdPV1blp6xUF1w4eW+F5Q+FsRf/Nrs/j9SUh6ThJRP90/4tG9/UAC32+qlA4AW9ajv2bMHnPOPMsY+evnF/axanf/ZiyKxdM/ukYsFOcxAEoR+jJ9vTPDer8zAY7tDozcCFLhCtQB0lgkmI4KhEV0/L/quZqDOvxklZqiZZumJiaAFX6G7kqDeirFlr0KzQdDVoVMZQTW4bZXFigxxTtJpfSF1d9PnCTwe49BwAY1miK5KhMBPtJ6iApbPp/hfr5/AO794FDv2zUIY+JjVX8KcubPF7Hm9d3nVwtao2bieUSo45/C8QNX5m1HyTj/r75na/iAB7m7z588HsmpZMjEx/sYrLve7jh8//sGHfv0zv+hvEcoj6+58fPBsIgVefslhlMuHceOdAShhqBYJlswJMHugju89kODggQA9DAiM+S2gKyacE3geg+9lOTegAet7Cv3dLdTiMRwYD5FMhigVFAoKAKzbmJWJI+CUQHoKUHpcrBVRBB5F4CfYfbiO234VYm6vh2XzgM5yHVJG+NwtFEWvG5eeVcVf/0kFX/he1wMdBA+uOnMBu/qaq6Lu7u6/O7cVjXR1nb7hg9Ox/cEDvH0rlysAMALgzQCwe+d34Xvq0vXr/OeuXSqvW7t4dFlXZSeGRg9gaKiAUkGguyJw2eoR7DhGcPBggHLI0NvJcHhUAIlCIQB8jyH0KUJfsxgbTYV6I5vRDAOBiDQRJRxxrB8NfIZSSDDZlGg0BTjXfjWMEhQLBMUwgYLA4eHANGIUNu6S+OG9Ca5d18TMbg7f59hxuIStx67CYP9sNLzw8aVL1I2vfan/Y87Uhle+8AWne5ef1u3/OYC3bwsW/hEAbBgfG90A4E5CokUMe+QFq74o985YNHjlOf3vDtQB9MzohCRHANlCKfSxbL7E3Flj+Mm9FfRWKcoFoKtDQkiCGd0JHtweY99Bgjl9Hqplpv0nYUfCtMVid4VgXn8Tew438NCWAnqq2jBVVPT0UqXUxPfvb2H8uMDaZQyzeiRm9VVx7pplmDOXY3DpfJS7tn/417se3/WnL72KLpk3QIPA2wHgtpVndZ7uXfus2P6fB7jdKtVOALjN3j927Ch8z+88evTwPUcOMXR2V+Pz1p3z9rUr6NUD3RQL+lsYOvh93PtoiO7OAN2dBLVGHeMTBMvm1XBkYhIP7y6DyBjVUohmSyBBgiiJQWSCok/R19nEkjnHcLhWx8GRWVizlCOBwOh4ByLhQSLG8WYBV11xGRbPDTCnL8aMRa3b946Ljy+Y5XlzB89Eb/9zN7x4Tmu0t6fndO/CZ+X2/wP8BFtvbx8AjAK4BQC27BjCeWuwhVMxsxhAlgsNHB/+BUoFH8VCgMCX2HZgMr7mOVf+g8eOvDDsbMSr1hSxuI9gziyOrhkxFDuOi84OwUQZqxd7WDwnwtxZvbi6uwH4A97cGb3fO3bkx/9Qq3d6Cj4S6aOnM8TZa85EX3eIUkHR0Mfh912PXX5xzuneRb8X2x9OwfNZsG1/7F4QQmbu3LezetM9LUVpgMFOYN4MhhWDCcDH8KN7AzBVwor5DPMHWhjoG4VCE3c9NIOExSVjCurw1VesP91f5Q9m+/8ArQ/15Rgd8hEAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTk6MjE6MDArMDA6MDDu1Bz4AAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE5OjIxOjAwKzAwOjAwn4mkRAAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 219430000
{'hecke_orbit_code': 49539595968185145, 'n': 1, 'trace_an': 2}
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id: 219430001
{'hecke_orbit_code': 49539595968185145, 'n': 2, 'trace_an': -1}
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id: 219430002
{'hecke_orbit_code': 49539595968185145, 'n': 3, 'trace_an': 6}
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id: 219430003
{'hecke_orbit_code': 49539595968185145, 'n': 4, 'trace_an': 33}
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id: 219430004
{'hecke_orbit_code': 49539595968185145, 'n': 5, 'trace_an': 0}
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id: 219430005
{'hecke_orbit_code': 49539595968185145, 'n': 6, 'trace_an': -3}
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id: 219430006
{'hecke_orbit_code': 49539595968185145, 'n': 7, 'trace_an': -24}
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id: 219430007
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