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mf_newforms • Show schema
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{'Nk2': 720, 'analytic_conductor': 3.207676396259613, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 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': [20, 1, [11, 17], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 100663316, 'hecke_ring_generator_nbound': 1, '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': True, 'label': '20.6.a.a', 'level': 20, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '20.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+22q^{3}-5^{2}q^{5}+218q^{7}+241q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '20.6.a', 'trace_display': [0, 22, -25, 218], 'trace_hash': 1839064002017365337, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.916', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.710', 'prec': 17}], 'trace_zratio': 0, 'traces': 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [22], [0], [-25], [0], [218], [0], [241], [0], [-480], [0], [-622], [0], [-550], [0], [186], [0], [-1204], [0], [4796], [0], [-3186], [0], [625], [0], [-44], [0], [5526], [0], [9356], [0], [-10560], [0], [-5450], [0], [5618], [0], [-13684], [0], [-14394], [0], [-370], [0], [-6025], [0], [16146], [0], [30717], [0], [4092], [0], [-4374], [0], [12000], [0], [-26488], [0], [-11748], [0], [13202], [0], [52538], [0], [15550], [0], [-11542], [0], [-70092], [0], [-29532], [0], [33698], [0], [13750], [0], [-104640], [0], [31208], [0], [-59531], [0], [-38466], [0], [-4650], [0], [121572], [0], [119514], [0], [-135596], [0], [205832], [0], [30100], [0], [94658], [0], [-115680], [0]], 'ap': [[0], [22], [-25], [218], [-480], [-622], [186], [-1204], [-3186], [5526], [9356], [5618], [-14394], [-370], [16146], [-4374], [-11748], [13202], [-11542], [-29532], [33698], [31208], [-38466], [119514], [94658], [101046], [-143434], [-57054], [-3118], [-54534], [24698], [236640], [-22158], [-193204], [448554], [-140860], [-335878], [-101650], [139242], [-265014], [-142812], [109670], [294948], [1003034], [-823998], [-906712], [506384], [-542050], [-1448574], [-478786], [374106], [169416], [-353746], [1255200], [-1128774], [-263082], [-1187742], [431300], [743114], [1921926], [-1630714], [71250], [-1617622], [-682788], [-2704438], [2603466], [-661432], [1717058], [131370], [3509510], [2219922], [4397304], [-2298238], [-1735606], [-5391148], [3272814], [603114], [-749422], [5313570], [999326], [2037396], [-5114614], [-3304044], [-2016382], [6583208], [-4817826], [-6203994], [2843834], [-1756050], [7668566], [-1359030], [-2027064], [2464274], [10384800], [6494156], [-10356522], [5873046], [2172954], [1073606], [7090334], [6697634], [11900850], [8756358], [-1156770], [-7078072], [-3134038], [11383266], [-15865518], [-15099840], [-8087050], [-710398], [5964338], [14843226], [-18204220], [1094612], [7440462], [-10791514], [-9629982], [-10001862], [-4010604], [12033818], [2012306], [16240962], [4629102], [11679368], [19954290], [-4883314], [-13577784], [6424106], [9085562], [20245700], [-5448306], [-1140724], [19015322], [22355082], [-10070398], [-4059630], [-17225566], [-21079302], [-18787686], [-13245616], [-7669254], [-8827858], [-30692310], [32841362], [-8421168], [23512610], [-11305038], [10007756], [26142894], [-1920406], [-25659378], [-20564314], [31686762], [3969626], [-13794468], [8081264], [29995638], [-20762038], [-3476418], [1867002], [-38550054], [16487522], [-23697624], [-57758958], [-11010282], [37080716], [4529354]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663316, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '20.6.a.a', 'level': 20, 'maxp': 997, 'weight': 6}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 720, 'analytic_conductor': 3.207676396259613, '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': [20, 1, [11, 17], [1, 1]], 'conrey_index': 1, 'cusp_dim': 12, 'dim': 1, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 100663316, 'hecke_orbit_dims': [1], 'label': '20.6.a', 'level': 20, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 18, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [0, 22, -25, 218], 'traces': [1, 0, 22, 0, -25, 0, 218, 0, 241, 0, -480, 0, -622, 0, -550, 0, 186, 0, -1204, 0, 4796, 0, -3186, 0, 625, 0, -44, 0, 5526, 0, 9356, 0, -10560, 0, -5450, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 15008
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.6.a.a', 'target_level': 20, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 15009
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.6.a.b', 'target_level': 80, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 15010
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.6.a.a', 'target_level': 100, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 15011
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.6.c.a', 'target_level': 100, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 15012
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '180.6.a.e', 'target_level': 180, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 15013
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '320.6.a.c', 'target_level': 320, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 15014
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '320.6.a.n', 'target_level': 320, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 15015
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '400.6.a.m', 'target_level': 400, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 15016
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '400.6.c.c', 'target_level': 400, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 15017
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '720.6.a.l', 'target_level': 720, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 15018
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '900.6.a.b', 'target_level': 900, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 15019
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '900.6.d.h', 'target_level': 900, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 15020
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '20.6.a.a', 'source_level': 20, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '980.6.a.b', 'target_level': 980, 'twist_class_label': '20.6.a.a', 'twist_class_level': 20, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 77900
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 2}
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id: 77901
{'charpoly_factorization': [[[-22, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 3}
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id: 77902
{'charpoly_factorization': [[[25, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 5}
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id: 77903
{'charpoly_factorization': [[[-218, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 7}
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id: 77904
{'charpoly_factorization': [[[480, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 11}
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id: 77905
{'charpoly_factorization': [[[622, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 13}
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id: 77906
{'charpoly_factorization': [[[-186, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 17}
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id: 77907
{'charpoly_factorization': [[[1204, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 19}
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id: 77908
{'charpoly_factorization': [[[3186, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 23}
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id: 77909
{'charpoly_factorization': [[[-5526, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 29}
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id: 77910
{'charpoly_factorization': [[[-9356, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 31}
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id: 77911
{'charpoly_factorization': [[[-5618, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 37}
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id: 77912
{'charpoly_factorization': [[[14394, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 41}
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id: 77913
{'charpoly_factorization': [[[370, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 43}
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id: 77914
{'charpoly_factorization': [[[-16146, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 47}
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id: 77915
{'charpoly_factorization': [[[4374, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 53}
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id: 77916
{'charpoly_factorization': [[[11748, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 59}
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id: 77917
{'charpoly_factorization': [[[-13202, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 61}
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id: 77918
{'charpoly_factorization': [[[11542, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 67}
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id: 77919
{'charpoly_factorization': [[[29532, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 71}
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id: 77920
{'charpoly_factorization': [[[-33698, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 73}
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id: 77921
{'charpoly_factorization': [[[-31208, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 79}
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id: 77922
{'charpoly_factorization': [[[38466, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 83}
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id: 77923
{'charpoly_factorization': [[[-119514, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 89}
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id: 77924
{'charpoly_factorization': [[[-94658, 1], 1]], 'hecke_orbit_code': 100663316, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '20.6.a.a', 'level': 20, 'portrait': 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3BqThF6PusnYfNMzLqpPrNTEeunIjavs2xdr7hqi0dF1Th+qsHjL/k8eyjlxZMJmWrzjjub3HO7paKmOHRynOPnNGfnMy7k4D6yaLnp6gX+5Q+vsGVqjHML4yyshMwve5xflMwvZcyvZIyPZ9RVl+de6l+199CF1758qrn95VPNr9z9zh+I7//cx15pSPwPPf5OM3jUbzO/FFGtqN94+cDx2//4zz8vZ2dO3/79dy7p0xdmWG55TDYSMuNxftFnflmwuJqx0kxYamZcWIWjS4KZ6VV+/UeXeM3OKqfnJjk3X+PcomZuyXJhMeXMQsZ8O2V8ss8d13a4ZTf4skKgAuaWQ84vai4sC7oRpKkh9A21MGNiLMUAJy+ktDqwbZ1HrRJhrQDh0+kZtq6PWFrVYJ0UWe1AlILFstyM2TTr0e4phLIIE9EIPbZu6LPaFZw8p8mMZqohqYeCwIM0FXQjyYVlyfkly9xKShD0wUu5dU+H268WzDQqLK00OD0XcG4R5hZT5pZTzi7D0SXLq/cs8m9+dIX14w1OXZhkbqnCworPYlOyuJKxuBozv5KRGcNEXbHYtOw7n/BPPkB69eaNj+65/t1mavaKR0OfX11pCyYn/u5WR//OBpm/8sE/IQjrdNoL/+6xRx/4pY9/9ungwNFlnj0acfcNba65AuaXx4hiTbuX0ahmxKnT2QAIECJDCMuxpQl+/b8J/t1PznHDjph6ZZJapU6jGlCveow3FHNLigsrmvsfC/niIylXbumy+7KU5ZUeV22J+IG3GpJUIbB87vGQ+WZIJYs4cV7R6dR51RUZ862U/Qc9dm6RHD4Ht+6CZhtiowl0zHQNDp2tUK0kBCplrC5YbcPNV7U5eiZg5zbD8XMRLx91/z1vS5+jc5axesRyK+bz91exQpFlGXdd3+W2GywXVj1uuLzP5Rs90qRBt1dh/7GQC4uChZWM+ZWUuWXDqWXBXCfm+p1L/Ksf6jDTmODk+XHmliosrnosNiXLzYxmJ6HTM8Sppd2TnF+Bsy3BZVvaXLu5r6XVr3vq0b9G1F5z2y233m7Wz87+897c71BZ9z+90pC55OPvpEQ5eeC/8Z7v2aS6wet/rTX/1V/1k5e85eWUVifjzILHQ/slN165yK4tiWNLJG4xcq+FlAgEUoBWhqq2LK2G3Pd8lUPnYrata7NjfUqjBrVQUAs1jZpisi5phIqq1rRaIQeOhxw9rTlxTvPyMZ8nXvZ5/pDH/mMBq60AYapcvtHnht09ekmXY2dCbrlKMDu5Qq9bIbMpzXZAvWrp9hVbZiOeOBSwYcqQpIKZcU3g90nSkMNnI84v1Lh8s+Dccp/nD0uypMplsx47Nii2rtPs2ia441rL7dfCbVcLrtrqs322grTjzC2Oc+J8laOnNcfPGU5fSDk1l3J83nKmlbFxY4tfuOcCP/EWSz2Y4PTceM7cHktNwUrTsNpOWG1nNLuWla5gsSs5vQJ7Llvg3/7EKtP1CU6cq/Pk3oTPP3BU97p777hi5j1qYssvPPhvfuc19mtf+PNXGjoXPf5OSZRDhw5RrVYq+w+e2Zp2n3zfw08v/tuTFw7z7rtiOs1p7ntCs++kYd+84Mqt8/xvP73Aqy6rsrA8xlKzymo7ZKXlsdzSrLSg2TastlNW2inLLctcU3CuY0F0uOfOJm9/jeGyDSFxXGWlGbLa8Wm2FSsdQbsr6EeWOLVkGShpCTyoBJbxhmV2MkF7fY6ej9l7JMCkNd56c4z2Vnlm/xjbN8CXnky585qA+WaPUCvSLGFyAtLEQ3spS0tV7rihxZceq7NjAzx9OMKjylteY0hFj71HM46fCdHSZ92EZqImqAQC3xcoAamBOLH0Y2h3LasdQ7trWO0aljqWXpaxbXOXt9/S5J7bYzB1llbHmF+usNTMz1MTB+pOymo7Y7VjWOkK5tqK+VbG9Tvn+c2fXuKKDWMcPTPDS8ca3PdUn9WoyTtuSZiYuob53uZ/8d2v3fOX1bHNp+K437ty585XGkqDx98ZgH/lsYP05Yw/LY78+OLZI7/71a89I06db8vTy4qYLm++ocvJ05OcXxacayqOr2bceMU8H/zJJW64MmBxdZyl1RorrYDVts9KW7PaFjTblmYnY7Wd0uwYVjqW+bbgfNMwMd7lTa9uc+vulG3rFI2KR6sdEngSUMSpxBiBsdDtA8IwUe9z+KzF2Jh7n64RdStcscnntmu7JGaVB58d5/orPQ5f6NBcaXDLtV3ufyZg3aRl/0nL//TuFvtPBKyblNz3rOK2qxTL3RbHTk9y/c6YB/f2SKMqt+7xuXxLn17a4avPKMgER89oGlWNFtDtSYwVZMaSpIA0aN/Q7Fhq9YQtGyJuv6rLm25MmaqFzC2PsbRaYaXlzs1KS9DsQLOd0uykNDuOuZe7kgttwWI74+Zd8/zbn17gmm1Vzi9OsbBc4/ySx/H5Re6+sU8ST3F6PmSlXTfjM9fZ667d9g/3XLPho1mvGevqja80pIC/IwC3tieztPfOr3z13itOL/Q/6Hee9A6cCDi/kLLczlhsQmosFd+xaSsSzHUVZ1Yzbt09x2/89CI3Xu6z2mqwsFKn2QlZbfusdjTNtqLZhXbH0uo6mdPpGZpdy0JHsNCBJIt41ZU91k9mdLqWt90SsX29Ic0kWlriBB54IeTUfMiGiZSXjoZgquzerLhhlyEIuzxzuMvCYo2rt9dojK/w2IseN10ZstRdZWWlwfr1lif3K37oDR2e2q/ZPOux2GmysjzJDVd1eeyljMnKOFdf0WG+2eTJfeNUdI1X77Ls3NoH2eGF44LZyYS5hYQHX/DoJwopITOW7Rti3nRLTLuj2DhhuOFKiOMqy80qy82A1Y5Hq6todiStDrS6Ga1ORrub0eoaVruW5Z7kbEvQ7MXctnOB/+9PLXPDlSEXFsdZbVdpd30yIwmDjDQVLKwGLDc9Tp3L2Heix0//0A3Jcqv2T2+547uP1KqVz2+Y8c0rja1XPMhcWemxspL86MrSA781Ezw1eXy5x4YZ2LxOIYQkCBLqYUY/hjhzSzJYrM2QKJ46vI5f/UOPd9++zPvfsMyOTTEXlhoEfoVK4FMNPGoVTbsiqfc8xmqabj+j08tYFxl6kaXdD1heCDlz2hKnhrMXUoLAAgJfWbQUdHsKgUfa1Vy3XXD5RsvWTV2irM2Xn1IcODLBm28MuOGqFf7kyxZfVNm+qcuLjyk2jSumG11CVSFOPObbUAs1m9cJnj8Qc8POCq+7fpE//kIP36vzxpstXtDla0/GfOmJGvuOV7hsY5XtGzJmJmJ2TCdcsz1DKYNW7nxUg4CZ8YA48Wh3fV467NHpa7o9Racv6fSg07d0uu67t3sZnZ6l1bOs9mChq5hbsVTHmvzC2xb4nltjrt1R4/xig2a7Qrvn04s0/VixuBrQiwTNtsuwXFgydPqCT37uRW+xP/lbojKxfM9b7/olk/b+WOrK/3MBvtrqIrA/9ZX7Hv+Nex+8f/Lttx7jLTfXOXVhislGShRrEB6+lnT7Gf3IEGmDlhYpLVpmeFKy98g0zx2ucvjcPO++vcPte/qM1xssN6vUWiGNnk+nq2nnF7vX13QjTT+y9GNDnFiSxJJm7ohTH2tAKoGnBaEvGK8LJuqwftqweV2X6YkmX3kGHnrOQ5ox3nyjx3W72zyyLyHuN7jtOkGz12N+qcatOw3T410qOqCfKhZaCcoIrtupqdYjnj0Y8tobxrjlVW2ePajAjnHjHp+ffMcy9z8fc99TNfafCtk6o1g/WWGiXmWsDpUAPG1REoyF/ccFWSZIUkGcQpTgvmOU0YsM/cjQ7Ru6kaHTg1YECx3JfBsi0+fu65d55+1NfvCNhjRtcGGpRqtTod3z6PQ8en1FL5L0YkGn5yTOcjNltZPS6Uu++EzGFZsPkC0vTJ48UvnfLt99h07j3h9p/5UD+SsGcGuWQKQ/+cxTT/7GE49/Y3b/wYzjF9bxs+9aZNeGpmOfSJIZhRICrQWezvBigVIGpSxaWbQyhJ5gsVvh41/fzNeea3HnNav88N2rXLOjw9R4laXVKu1eQLfn5cBW7ogFUSJJUkGauqXeebdcUKk1hD5UK4bJesKm2S4pHQ6fTfjEgyHHTtcYDyrctEdz67UtnjzU5N7HG9x8ZcjWDV0+9nWBEgGNesJqJ8JYUAJmGl1abR+TVnjnnfN8/EtVLp8LefvNXeJkiQf3TpFkIa/ZM8vbb2px5ZYmX3u2y4unq7xw3GfzpGSyIagGAt9zN6EUIITFWDDGkqT5zZpYosTdyP0YejG0+4KVSLDcBqH7XL9rlR9+0yp37smYalRYaVUda3cDOr18JcjB3e0Len3h2L+b0uqkNLuWs024+opVfu6diooS3P+1B2YPnbK/ccOrb7Mnzqx+ePvmV8ad+H8rwJfbFs9H1P3t9vc+8tAHZifnPtgQL09vnLRcsyNg30nFp76e8i9/tEs1yKiFhiSVWCsQUqGkQKsMrQRaGbQyeMoSaEtFC1b6iqXmBJ98oMYTL3W47VWr/PAbV7n+8iZTWYU0Dej2Q8dGkSZOFEkqSTNJZgTGCgQWKSyBb6iGKYEf43sRZ5civvC05MgZn+NnJlAm4PINPlftUNy4u4UKFth7tM6m8SpXXwbrZ1ZYbjW4ZpMkNZavPBUQdSXjtZS3vKbP5x9MOHWhzq4rPM6v9nn5mMeWdRO8ascCj7zY5rGXBVHss3vHJLu3BOze3Obo+WWOnIWnDlQ5fKxGVQsCLakFltADKV1QZa27WdMM4hTiTNCJBK2+oJVAbFKM7fPqK1v88Jta3HlNxobJgH5/jKVmSLsT0On7dHuaTl/l4BaOvSPo9S2dXkqnl9KLLL1IEJuE990lqPmT7Dta5aVjy3zjhS/PxvGpD169fSpdOfnlP/mLr57m537qp/7+AjxLI6QM7jx05IsffvaxT00++eTc9Ob1MRtnqhijqYaSajjG4orG2AJkBmskQgiUVGgt0NqB3NMCXxt8zxJ4lqqfMR4K2pHHSmuCTz3U4Osv9Fk30eV9dzXZvaVPv9fh6h2WLesVUeKRZYrM5DcRFikNns44OWc5fkGw2jN89pEqZxcnsLHHRKjYOKXZtl5z2Sa4+vIWRi7yoc/XWF4e4+bdmqsvb/K1FwQi9ZidkNSqKd3ER1oJVqK0T7MvmFsW7LFV7rqxzaPPVtg47XPz1ZP8xDsW+eiX2jx1sEan77G0WmfHxgq7NnR5zc423/vaNueWl/nsIwFL3YCT5z3OnvXxlEDmNQBjLZmBxFiy1DAxlXDtni5RlLB7S8R774qYHVNM1gOSJOT8Qki359ON3CrXGwBb5uAW9CPcShBldPtO9sSJRQpYX1OcOD3N3AWf84spy82M6clFXnz28elnnt/2n7dtn0pO7rV//pFP/C4/8f3/8O8fwP/gw5/ge+8JxD/+xx/eceLc0Z0NcZD33DVOu++TpilSCKbGJaHv0WxXkdLiaUMlyLDWIqTKmVu6Z+2A6GuB7xlCz1JJLNXYMhZmTFQE3VjSjmscP1Pj3//5JJgUkabceG2XHetj0hSMNVhrAIEUAqkE2vM5eMpn/5GQWqip+5LpqmBmSjI7qdk4o9i2IWPXtlUyscR/+XSDk6fGuXmnx+7tGb20zeN7A8YrHlNjlvF6TLXipJAxkmZfsdyxLDUzmp0Kd1y9ytP7uxw4pRhvhLxmzzg//c4lfucz8OyRGp2eZbWtmVtusH66yuxEn21Tff4/39elUW3y4nE4eFrieRalLEIYwLr/WUhT2L4+47ZrUrLEI0kDrK3Sjz0uLPr0Im8QQBbyrRcL+pGkHwt6EUSx0/JRbHKQO8kTpxYhYaIKB48ZAi+iG+VZqmaFJ/YLdl/x0vhll63/w1veuDN993f//CevfXidvfnO7/v7A/Bo7vfxZ1fUDTv/6J4vPrD0oY99dY7tWzRXbZvjyi1O89UqvgsqASndxcHP65MClAQv90Z7WuB7isiTRLEhiDOixFJJDFFiiGNLI4UoMUQpxKmgn0iiLCDJQg4cqfHCAcisxUHbaWNPgq+c56MewNUboFGBsZpkoq6YGtfMTsLW9REbZlZJ7DL/5dNjHD02xg2XKS7bLLl88wrfeDllbmmMG3dIJhqG0O8RyACrBGkmEdaSZjErnZC5JY8bdle4bmebR54NWTchqIZ1bthp+IV7lvjPnzG8fLbOasew2lYsrGimx2tMNCpMNMZoVBNmagnbbogJvBRPpyiVOdMZYHE3VZIo5hc0SapIUkWcKKIkf44lUSKJYkk/lkSxcAFqLIhiSxS78xpF7jy7967AFCWQZO46z6+6rGA/Faz2JIsd2LKpxfvftMLmibh6anH9n/zH3/2Y+ejDk5/+B//q49nv/5v3f+cD/H//3U/wv360rnZsPPferTPH/ni2Oh/umK7y5D6f3/hExq/96BLbZ3vUe1U6vYA0VRgjyIwkSRVKOVbylMLTFq0lvifcRfAEka+IEwf0JLHEaeayImnpyCDNLFlmyAxObxsG4C5uIC3B8yDQgjAQVANJraoYq0omxgSzkynb1nep11b59KMxD+6dZHWxwbVbFds2eFy5pU8mVvnKU1VqnmZmQlGv9tl7FPYd01yzxdKNFK+6MuHayy0XzmcsrPj0+lXeelObh1/scfisolaRBH6Day4z/JsPLPHAyz0+/8A0Sy3LttmMlaZmvKEYq3nUqx61iiUMDIFvCHSGVk5qyby10lpcwcoIUiNJM0GaCpJUEqeCJJFEicu8xIkgTixxDFGSESeGuEQcUVIcuOdUkGSQGUiNIM4EqxE0o4ydG1b4lfcvccuVNZ47uJ7P3n8ybKyL/uw/fmDzj73u+qm/+qX3/Hl21Q0/+J0N8J1bPNnvt9//7MuLv/flb5wOL18vEdZjY0Px9edm+ecx3HP7Kt/7uh5jtQqdXkCUeKSpCwI9rfG0e/a1wvdytvEksS+IE+EuTqJIUogT6TII6TDtl2aGLHPZhczmmZI8WyKEQEpcAKsFvhYEviQMJLWKoFG1jNcN6yYjZibapHaVTz4s+eiXppgNQ67dKti6wWP7RsO2DSt8+nHL8nLI7vWKiQbUqwlzJyTzKwH+DogSwcyYZHwcDh+3rLQMFxZDrtwe8oYb23zhoZCpOgS+j5LjXHO54GfePo8n5/ncIxPsOxuyrpUwO54yVlPUK4pqRVIJNIEPgQdauwyTFCBFCeS4GzszkGWCNCMHOiSZJU4hSTJHCokzXCU5wOMc0HFagBuiVNBPIcoE/UzSSV0Aqv0uP/imBb73ti637K5wZn4MBFyxPWb95KGw1wz+8MuP1LQV/l/geOY7E+D//D99iieOZR/YUT35H+lfaJhogif2ZkhhmKwY4kzx0AvreeLlkPnWBX7+e1aZnfDpxyHtXkCcaOLEw0s8fJ0Rexo/UUSJJPZcKd0xjnBMlLNSmrplM8tcJsEYF3AZY4sezhzcDuBKiTxodQAJA6iGhnolZbyeMjPeY3pilUcPxPzZvRUOHh9n+5jH5eth83qfzetg19YW3bTFk/sbVJTHzIRivA7j9YiJsRTf1wjhbq5e5LPcSljtWpqdlPkVn63r69yye557n+py8GyDapDgKR8hxrh8k+JH3rjIq3fN82f31nnypXGWOprZRsp4NaUaSiqhIvAEgSfxPBerKEWePnQot7geVmMYAD3NTL665anF1JBmDtxp4jT24EhcVqafCqJU0Eugk0o6mQN2mkZMVNr8/Pcs8kvvjVCMcXZhnGYnQEnBLbtDFlYaPPHshcbktPkvP/MDs373wkc+Wl3/E995ALd2CZA/9def+cxvdOdPTG3bGOJ5isWVlOVWykrLkBpDZiXnWxP873+l2X9sgXfe0eau65usm/Fotyv0Ih8/9ok9TZxogsQxe+w7gCeJJE7dspukeU47I0/9kTO3xFiG4HZFypy5QStXMPE9S+gbKmFKPUyZaERsmG4x1+zyu5/1+MrTkyyv1LhiRrB1VrBp1mfzrGDHxj7aX+XjD2qOna6xc51koi4Zq2VIGXF2wRJoiRRgrSBONNtmWzxFRqurWGlZ5pYr7Nwc8r13Nfmrr/mcmAvwdIIQHsbWSFLJjTtW2PYDLb7ybJePfWWSZ07U2DQhmK5l1MKM0BcEnsD3JJ4WaIULnKUYeDIs7iYzFpdpyRzgC5CnmZN0DuwQZ87rEhfFo1TQy6CTOMbuJoa0k7B5ps1rb1jhe+7o8sbrBSYbY25ljJVWhdW2z1LTY2lVsbBiOLcQc+TMyakdl2344K2v/X51/Nz7/mjHxvp3DsAXl5ssr/o/0Vr8/G+8avM3ZrtjhjPzAk8HBJ6HVAJjY+LUEKeG1Ejmuw3+8gGPh15c5fpdTX7g7i5vv2WV6fGAXj+gG/kkiUecesSJHgRKaapIMkmaSpJMkKaSLBNkRgy1thEMVIl1zC0FJX1v8D1D4GdUgpR6JWJ6vEMv6fG1vZZPfGOMJ18aZ8L3uGaTZcOkZN2Uz8YZyeZ1MZdtWuHFEz0++/AMY0ozMyZo1ASNakKzm/Glx0PqvkUIB6xepHnnbRFffMJlG5odw/yKZvNsnXff3uHJA232H/apBSlKCgdyU6UfO63/I29osnPDPB9/oMVj+8Y5tVJhfUMwFlqqviHUBt8DrQRKuhvZMTkU9iOTSzVjhitcmgPdEQQkmSDJcmBngn4q6KaCToaLeeKYWqXL9795hfe/scWNVxqmx31a7TorrSqdfkC757PS8pzffjFjfjnh/HLG8QXJwY++PPuPsq/9xo+/724T9VY/ElS+/cWgbyvAbbrCmfMJ9VD+6Oe++vB/+NBfPjZ1xaYV3vrqlF2bY6rBOIFfJbOKTk+59J4PjcxV4FZ0yOm2x9knqjyxt8NfXdvivW/o8pbb+kyN+8RRQJR6xIlHkniDjECaKdIsL9hkQ4AbmzO3GXrKhLB5UOl8HFobfC8j8BMqQUy90iOjx/3PSv786+O8dHwMkQRsn7BsGLdMjytmJn3WT0s2ziRsXd/i9EKb3/98jTSqsHmzYLyuadSgUU0QXkyrV2O8bhFCYC0kqWQyUKQmpZ34tLsZKy3F2YUKey6r87PfvcoH/yLg5EINrZL8xtCkaUg/lqyfCrjxihbXXtbh5ZNn+cQ3Ktz7zDjnmhVqgaLuQ82z+NriKdDSlfOFGHXXGcAad9NlRpBZSDPh8ueZcN6fTNDLHGv3UkuappgkZirs8ta7V3nf3W3uuCZlLPSI4zpLqyG9fkAv8okiTRwrOj3J/LLh9FzMmSXL6RW4cscqb3jVKa6ot2YP7PX/w8zm29OF+fN/Gtkam9d9+zqEvq0Aj6I2mzdV3vXyi0/9zqG9DzT8uM+9j23kS0+1+ec/uMgtu/pMjjfo9MY5cNyBT0tLxXNBkBTgCUU7aTAfhXzuiSoPvtTlNfd1+J/f0+aqrS1mxxWNqiZOfOLUBaMFyLMC4EZirMRaJwnsIKAEKYoyv0HrlMBP8VRMq5ew0Er47U+HHJ+f4Nn941jjM1URzE5bpscEUw3F1LjHuinJ+qmUTTNdpsZX+Mpzhmf2jXPtZsFEXVKvShpVQ60SI7yIINBo5X6/tZBlkl6k6fUTUiNo9wztjmW55XFhqcGtuzrcsmeVj98XUllWaJk4QFpNmvnEievxnB4PefXlHV59RYenXneOkwuSP7t3nPnVKmeWAnwlqXkCv5Bh0gWeAyIvpAqOyVMrSA0kRhBl0E8hNhayFNIEqSI2TvS4dpu7HjddldGoaJKkTrPt049dgiCKfKLYcylRYQn9jIVmwgsnM/oi47brlvjVH2xBNs2+o4oHn3lo6oab/d951Q03rvR73c9+OzH5bQP4y/sPElQ3q8996UNXiGhf44rNLeaXGrR7KQfnx/knH/K5aecq33Vrk6f2KY6cq9EIyEcDg/XcyfelJVSSrufTSzVLcZV7nxnj0X09akHEj72tyZaplG0be9x6dRstFPWqRggnV1xV0nmlXbdPDm4sQlqUcLlcSwoy5eXjkqcPaL7wZJ2XT9WJ0yp1rZipWCZrlomqdXnwhmZyTDM1Llg/mbJxpseGmRUefCniQ1+YZcO4ZqYBjZqiURPUqymVIOLRQ4p+rPFqDlTWCuJUEmrF9Tt7PLF33BmfehmrLY/F1YC5xQl+9u1znFlc4onnZ/AkIBIM5NkljyiWdHqaiXrIeKPGLTu7vO7aLj/w+gUOnDZ88cmQJw9UOHSsRio0UaToJgolXFV4NPDMawLWkBqLNQZPZIz5MSEJt9zQYceGPpunE374LREVX1ELNXFSpdn23Yqaf6440YP8urECzzPs3NYhFS10NeYdt3W48QpBEk9ybG6CY2cDHnjuHEeWvthYbh+54off8xPq3Okj2cYtV/zdAfjBAy8zMz3h733hyR8/cSr8j5+9v4sVKSbqI4ViU8Oy0g954VDIcwdhIoTZmiGzTh96yubpOuty0cpQzQR9Df1M08s03Syk3c74Dx+fwKYJ62b67NnaZ2os5b1v6LF1NiZJRK63JZSYm1x/SmkQUvCpByq8eLSG0JqT56qcnasSVhRjgWC8ZmmEhkYI9YpgrKpo1BUTdc3UOEyPp6yb6rNptkVmV/nUww16nRpXbrY0qop6VVKvGOphiufFfOWJkKgr8WZdY10hUWoVxVtf0+Oh5wydSNLpZbS6mtW25sJSlat21HnvnS2efbnKyeU6ShogyfWyR5K5bFI/lnT6mmbHp16pUqtEXLW5z827+pyeb3Li/Cray3jhmOavvlFFKOXAvXb+oDWAAWtJ4oxt61Le94Ye042MXdss66YgSz2iuE6aeqy0NWmiSTJNkmoX4OexUZLLRWMESliMEdy2R/OWm1IyM0az7ebMGCu44apl9ly5CjZhcmzPf3z66ae7V1y27aOHDrwc79x99d8NgB8+eooTp+Z2Li+e/d3Th5+RdRkwt+I5I5RvmahB1bfMZg50Wlk87Qor4J61ceBOlMDPLElmqWaC2FjiTBAbQZR5RMYjMbDQafCNFw2WjP/+pBvZgDX5UVTx8hSZEAjh/OVSKdJEI43G05J6ADtmLDXPUA0M1QCqgaBWkdQrTg6N1SUTDZgaS5mZiNg40yZjhd/+65BH9s5y+ZQrVTdqikZVUq+kVCsxtWqPSqVKoCRK5hocJweSxKPfE/SijHak6PQN7Z5xLXM1nzNzY9yxJ+IXvm+O3/orzanVACEM1iaYzJKkHnEi6UcenZ6i3tPUQp9qJaQaVAmDhHol5sYrY3wv4aYrU3747i5apXkRyCCEHRXluaQzRjovvqcAn36kWVrRzreTFTFPfqRy8FwE+wPzmhED89fCSo2VViW/wRVxqkgzQehXCCsh5xdDnrz/eXnLLcHvBqr3cK/Xf+nbgc3/0wA/9MKn2LhOVR59+sg9+/YdFZ7vs32jYWosdZF2EZWn7tlamzOqcIzG0P2mFXjGkhaFiPx1mlky494nRcXMSFIryYwmMQFZnvYqPwZVSgFaiHx1gLBiCbUlVBmBB4GG0LdUAkHFl1QrkmqoHcBrgvG6YbKRMjUeMTvZYePsEh/6guFj965jy7hium5o1BT1qqJWhWrFzSk8v2Q4ej4g9J39lsF3FfRjzY71hvXTfVp9P3foZbS6ktW2pl4JqVfH+eG75zl2/gJ/+NlNaKmxGDKTuXORaqJY0YtzK2soqfY1lcCjEmQ02y7G8L3MWY29DC1do4SUrpwv8sNZV1zjtgO5oGkKoLq4JsskxqgcwO59molSgC/cz3JwGyvyrJVERO5auJRkkc4VJKlPP5astiHNMvbufUEcO929R1Z3HP3t3/t07xd/7p5XFuB/fJ/0p2pnfuXaDYd+5cadbXluscpKS1EJJN1eRpSYvGRuBkUXk+fsisKDy8sKsrzkmxmbH5QOOyyz5045k/+7IlAqa24gr+Q5ba+lcSuFcpkFTwk8bV3eWAvCQBL6kkqgqISKekVSr1rGahnj9ZTJRsT0RJet65Z48lDExx/YyEQYsK5uaFSFA3dFUgsNtTClXo148iC8cKDKFTM2173DsnkvUty0y3Ll1h5PvTRON7L0+hmdns5B7lENK1TCcb7/tcu8cGieJ/avB6swJnN22NSSJnbgJ+lFmmrfUgkVoW8IfI/Azwi0QesMTzuLsVLGbcEinTUYYREM9dwwOHcgNUVGyhTp11IqtpS1SkfSs2IkyLe4xTUzLvWY5LaAKBZ0+zZvek559lAkd1x29F/9Tz8Y+7u3V/7dL/4c8SsG8IXljmx3er/2v/2XP/6l558/5f/4dxmqFcvJ81W0Vvie60yPEkOSGFdIMNaB3DjGNVaUUlU2r7CJQW52AOQc5CavxBXFCmvtMMfN6IpblKqLgo7zkwsH8IFpy1X/Al8RBopKIKhWBPWKpVHNGKuljNcjpsZ6bJxZ4YmDPX7tj9dx6sw4l00bxqvQqChqFUUthFqYUQkTfK9Ps29RUuEpi5TDT+bAIElSn0YloZsaupHbn6fbz2h3Jc2KotoOCIM629cn/Jsfb/Kv/0Ty+P51WBTGGrLMkGapqyckin6s6AWSSqQIfUngWzftVhs8z+X7tbKDhhEpLUoUK6odbdDNS/sF+dgctFkO+ALExpBnrhiAOzMuNZsZB/DMDsFd2APiNHcoxoZOL2W1lXJywdK3Pa7eesFPevV/qibe61nb/hdC1P/W5fy/NcBfevlh7r//K6Lbjd4VNefCs3OTfP25Fvfc3mWlFbgAQwo8T+JHkjh1TJ6lZsDQA5DnxQZTZuc14LbG3QxZbgEtH6wBeC6788DSSRQlBUq5dFnhJfe0JPAlvqcIAzeSoRJYaqGhXs1oVBPG6jGTjR4bZ1Z54kCXf/3RaQ6emmTbpMuw1CuSWlU69q5YqmFGNUxIspj/dl8dqRSetCgxTBMaWyzrHj/y5hW++kxMOw7o5gDv9BTtjqIZaEI/IPAa7NqS8m9/col/+VHBYy+tw1hJZlxZPUmd0SyKDVHo7K5BIAg9QeC7yqav7aBiq5VBKpcbl8K6RokC4MOSJ5CTCA6wLtuSs/OAiNwKmuX582IldsxPibCK4pGTq4UrsR9luTQzzLfgHa+Fy9fP8MLe5bCXPfSPr7ruTWJhqf2rM1N/u0rn3xrgcZxy5RWTv3Nm/xd3X39lwpbZCuOBZqkZE/oZ9SoIodBK0lOCOJHEKXkQUpSInflpwOim+FkO6PINYIXzURSgLk78ms9VALzwYBSVvIK9tS58JxLPk86/4QvCwM08qQYZtYoDd6MWM97oMTPe5MkDXX7tI5O8fHKazROCqVpJmoSaWuj8K5UwpRLEeF7E2aUJPCVQ0uRpuWGQmWWSNFVsmLCkaUIrCelFln5k6PUz2n1JpasIfQ/fC/H0GLs3p/zbn1jgn30Yntg3S2akA3hmSdIsZ3JDFBjCWNL31UCCeR4usFc296m4oF4WufH8+RIYdzKDvCjEcMU1ZpSdh6RUMHuxMrvXSeZkVeH6jCLnLe/0HeBn6oJes8ajL2jmlvs8sPeZyi9Ob76lvPr93wLwhZOfYHprWv2p/+XL19x19Unv5qvrLDWr+dkQhH6WZzBAKQeuSAu8JDdEZYI0tUPZURx2FNS2+NmAre2Qub/JZ5NiaKKSEqQUA3ArOfSTO3kCoQeBb6iElkrg9HO1ktCoxozXekxPNHnmcJ9/+UcT7D05w8ZxxUzNMFYR1ENJNVRUK4JK6G4OV+qPeWK/oNP3CRX5TeY0eNGEkBlBkmpqoeLWq9s8+XKDbkLeApbR7SnagSLwFb7n5/p5nKu2GH7zp+f55T+Ax/bPkhhJYkzeLD3swYx8SeAbx965N8XLb253kMuUoYyTeZX3UiAvikK2BPCBpyVn8bWrbgFy1z6XH6kZWHD7saUfWbqxcygqYTl8ymCJWWhbdu48w9LZj/lfPvrT1Q9+5Mvdf/oTb/u/HuD7DpymJTePH374T39/60z7tQ/u7XDrNW3WTdWIY59+ookSje57KGHz/SSVG+SuXGChU0iVKHmzh2C3A21eDkDtCMBzWhnV3cKlpITMwZ2bjNQA4KByx6CnwffIrQK5wSrIqOTyol6JGKv3mKi3eP5IxL/8owleODHL+nHNTNUwVslHvlUU1YqiOmDvjDBIqVf7PPiCz2ozZGJiWCYvAGNM3v2eKWanFHdf1+HBp43roolNCeSS0JOEnsbTPlpXkNJw1RbLb/z0PL/8B5bHDs6SGE2SOwCd7dUBKEjkwF3oa4nWuQlLCpQuzg2Dz1fchIVUEYUrjWG2a+0xAvQSsM1AhuYJg8wlGpLiJowdwLsR7oid16WXOEtAxe9z+9VzPHWo8dorp/d/+Gd+8L3/4OfvOb3amPw/tlHW/2GAi+wk9M/98v2PXHj/X91vOdPcRDdd5F23Nbl1t2FqIqDVdV3ZUgQg/AGzKimRedk4zVxZ2GSlBgQ7ZIIhuL8Jc+dILypyA+0tCwfdUHcXjkGtcP4MbfE81/MZ+obQz6iEKdUwoRZG1Kt9JseaPHso4lf+YJrnj61jdtxjtpoxVrU5uHP2DiWVwLF/GKRUg5jURLTjAKEkXsHgAw2ea1aTG8QSj5rfd3aBOGSiAHk/o+urfEsUmfviiw1oLddst3zwH8zxT37P8NiBdSRGE2WCODM5iwvCxBB4Ft9zvas6jzu0chZhJeVghXUyRZRWQHdWBzdmOdZZA247CPyHxDQAdzYE+GCVia0Dd2zp9AWrfcFCV7DSz5ipdbn12hbvurXLW2/SHDuzyNn2ifc/8tTzR00W/7P/Sxn82PELTE2t23bfvb9z7WrzLFvGFcJqvvToJr7xQo9b96zyo29a5eadEbOT6UgEXqBQSkGixMCxZjKn40w5oCz+3eAEDquStrxmFqxdDiqL5Tbv0FF5MKW1xVMO2L62A/dg6GW5bk6ohBETjS5jtTZP7E/51Q9N89yxdcyMaWYqGWOhpZ6DuxK6dGIB7kqQEfopjVrM/hOWB56t4UuJp0wexA11ZKFLk0yRGs1dNyZccVmHo6cqzFRxS3feA9nt5yysFVp7KGnzopHl6m3wmz+zyD/7A8PDL8/QTypEmSROLdXcwx14OJDrYvUyg95WqbLBCqekKAFclEDORXplCPLhyjoA+0Bq2kFmLMu9+UnuOY8TSz+BXgSrfcGZpkCoLm+4bpkfeVOHW3YpamGd84sNVtshJ0+fZjl+7Nqf+7F/sG1l8fzJiekN336AW3MYhN1+9uSD/+ng0f67Hn0hpqIFG8cMjUCw2KnwtScrPLp3jH/8vgt84I0txmoeUeKRJBmZEVhrBvJBqyJvagfppjKoTWkZvIhBHLfkDL4G3MIiVZEWdGBwlVN3+NrgeYbAMwR+SuinhEFMNYyYHOuy0u7y0Evwm3++nhePTDOdg3u8YqlXBLVQDHLlLvNiHHv7DuCVICLOMvq9kFC5m0yK0tJPUS3MiyKpdlpeR0SxpZeIEsANvp/hexrPk2ilUNIbABwBr9oh+M1/sMJ/+IuUxw5Mca7ZoF+TjGeWemoJ84kDgWfz3H+RSbED9i6kSgHwwefNP3QZ5wOFmF+U4cqag9yUrbh2WMPIC35J6jqH4tTSTwTLXYGlw4/fPc8vvCcl9MdYXKlyfjGk03WbGly9tctq0nrX5+59PNu1Z88/fubAmROv3r352wvwI4fOE4aVm1944eA9K/PHuP6ykG4vox8b6pFhrJKxri640KryB5/ZSKjneOfNKV5eVNDaYCwIJEoUlUtR0uBieJK+CbjXqsLiIrhxDwV721ye2MFwIC+3xXra5GMmsgG4Az8H92SHhZUev/Hfqnz28RkWOxPMjElmwhzcodPd1TywrASSamBzBnfaOwxiIObrz/usJD5TASN+bERZuzodHieaRqB5ww1dnjgY004CxhIzyBH7kfOq+9oBXCuLkh5CugINFnZvkfzW/9zii0/0+HcfWceZxQl645pxX1BPDdUUggR8z7pRdNoVuvQA4EUw7p7LgXr5xhRi0CsyIlXKBbtyzDRk8SGTF/2xJrfkWpnxnrta/OQ7FN3eNKfOh7R7Ht2eptuX9GJJu1tlfvkUe8SBe9ZNV/9b1O+d+LYz+MvPP4inJWfOt6mEFRo1Taen6EYZvb7LZ/Zjy3TDcGY55MiJGRZ2pmAUFgc8rSwCg5R5ztSIYb60LEnySL0UT5Z5gzzj5qaB56XmIgugCoAri85vLK0cuD2d4XsZvpcS+gmBn1Cv9NC6y4MvZHz4Sw2+8MgssWkw2xBMh06WuBRgkSdX+SFy5i6zd4LWEY/uG6cbazZUi8+zlsEZaawOPcUtV/VIjQN4LxH0k3Ku2LjgUIucxd35FHlx3SKYHhe8//Ud6sE5PvKlHg/tm+JCUqEbShqppaatA7nO4xBl87jE5iAvzqEYesclSIYsXt5RsHxJ1gJ8kFK0dphdsUWZ3oEbwFeW9Q3YvWmMZtvj/GJIP5JuFktf0oncVN9uPwMrefH5/WzYsPMfvf3Ntz+3sNw5PDNZ+z8P8LR3nEcf+RBjY/VrF+dP/utNU/NsnBpnYQWabUW7p+n2Lf1I5bO0LVvWC7ZOjTO/mFINXcpQirzAIAVqjSQpgsuB1i6CyTz/WqLtPMK3a6RJUZVzjkElyQdTmgFze8p5MQIvwfcTQi+mWu3j+13+/F7Nv//TWY4uTOIFIevrgskgoxFYagHU8g77SuCqnWFeEHL+lSxfCZw8WWxldGIfXyl8aQcBZvH5LcPvm+U+jjj1qHh91o/3WO3W6SUiH8vgYgXPy/I0n8rTncoBfCRwdc7Hd93Z4aY9C/zmn/X52FdmWE5rdAOPmidpaOfBCbSzKBfNELoo+uQrnxxIlWEBqEwqZbEyuD6U2XxUYpoSmxeHlFALLdVAcO7cGI9lGiGE8xkluDmKkaHbzWh1Mxaa0IkXmNn67OsS29q4srp6+LmXT3PD1d86q/I3AjxJDa99w/+y/eyp5z/5l198ZvfccpOffUfEeG2Cs/MVgramEgiiWJNmLnUXeDBedwzkADb0PRgrsLLkT1gDbsfWJatr6SGwQzbJq2+yDHBpUdK41WLA3Fn+GVJ87SRJ4EcEXo8Tcyl/+MUan3l4imNzEzSqHpMhTAQZ9cDmpfcC3DIHtxwUhcJcewe+u3EatYhPP6o5fLJCmI+XG7SLMUT5YIyDdTo8STW7t8E7bmrz4S9P0alqGomln1iCOI8blEFr6bIfihLIvRKtulVh67TkV3+oy7U7zvAHX5jk2IUxltMKXU9TU4JqDnRfWnfj5FmmwepXnNcifYjT58NK52hZf3SltRcBfC3wi/+MW01gtZVhjRsHYnEBaRQbelFGs2M4u2RppSkf+O55tHgSKa770J233Pq2Vmf1b5Qq3xLgcZTi+YrHn3x28+NPH738q48rTi/PMlZf4Qdfv8rspEQICDxFnIrB0uNpl1nwtBnq4sK1NugJZODZLoA+YG6GDE7B2AXIxRDY7jm/eXJwu6xJwd4Znk5d545OCYIIX0e0s5jf/aTPR764nrNL4xhVYXJMMelbxnxDNWfu6qB8L3OfSi5N8tz5ANy+q15GSczhMwGdOGAiyLM4RdGpyEoUK5QteVISTaOm2bE5RgV92nGdni+oJJaoALjO8kKNcnlsWViALxW8KmbGuvzsu7rcc9cFPvLFFn/4qSkWezV6OiTUiqoWVJQlSK1jc+mkipZDe0NR5byIyRmVK0Nwl7R5+WclYBf/Vub9qUkGnZ4hy2K0djdRlg8P7UWWxSasJhnf/6Zl7rlNcex0TCAOXE5c33z9nhtOpGmC1h7f7PEtAb66Mk+1VpuZbPifPH/ikLd7Q53piuXA0SlOXNVjw0RGtZKilSXNhsMrlXJLqwuOhu41UaqUDaXIkNUu5oYhRwzTgXYA7BF5IvPfozIHcJ2hVYbvJYR+jO/FNPsxj74o+fN7G3zq4Sn6WR3f95nyBeO+oeZbqoGl6g/BHQaSIJAEuTRxhaE8M5ED3Pdc5fP4ectDz1SJE4+gZi8KMIvHoMydW1HjROF5mrtvavPx+zscPFOjF7p5L5Fn8VPwEoMXG5SSLm8tBVLI4XAfhqthZiSpkVQDzbrxHv/k+7tctTXiY/fWeXr/GAu9Gn3l43maUAsqEgKZp1GL9Kq0rp4gKIF81LOy1pw1wuY5T5cBXzykcKtEIXKstcSJW5kGcxUzl2npJYLt6wXXbBln35EKc8ua+X2HvHdtuP2TKyvt67rdzsLfmsHbcUMeO3Xo5hOHHxjbc1nEuimfZgd87ZMlPr04peJn+Nrk9kgBwuYpOsfgKrdnDr3HoydlGKyIkZMwYvxxPTqOyQclZTNYGZzutmiVOYCrbCBHtE5odhIeeUnwx19ucO+zYyw368hKSL2iGPcsDd9Q9SxV31LxyVnbMXclkIS+IvQFoU/u0DM5uA2B5/S30hGHzsDZZugKK7m+HS2cDP0zrg8yt5kaSRxr1jUEV27psfdUSjfxiPIZ337sup48leUSpSjUgFzTmTMonedpyCRz/vD33d3jLa9Z4WvPtfmTrzR4en+DpXaVpvTp+BpfCXwpCCSuh1NatCjimiEoRan2MHKtLsb68PUa9naj8gQqDzqTNLcN5NXTgV/HukaZ0Coee76C5wlaHcPcUpf6N+4be/c7Xnfzth07v8y3GB70LQHeWp0LepH9vcdfPFB7/+ubLK1O0Op6SOlK057O0CUj/+BLSAagk9KMSBR3ci4OUC65m8qINCn9NwayxOSa26BkhpIZfpHNkAkL7ZQHn9F86ZE6n31ojPlWDRGGeHWPhoYxz3XyVDxy2QEVX+SHzC2nue72BUHB3gXAdYrvp4R+jLUJX3824OT5CtOTAk8W8kwMG33LN7YZ2k6zTNGLPLatE9x9Q5fPPB7TSTx6iSD0LH7qWDxKbGmVUoN8NUKOyBR3yGGjgnH59koQ8b7X93jTTUv894fbfPGRKg++WGe+WaUnfHq+RnsKLQSeFHhS4gmbSy2LQpSk4Wj68Js91pLW0AxnUWaYtSliqZKKA+tig3bXcvhUhBCCVh8utBPeKPbWPPna31uen78K6P2tAL73pZeYW+rwpUc63HHNEq/ZlbKwUiXNJDIfuyAvAdaBTpaFnDAj7F10kIyCee3bUkBZArYQJk8HGkQOcK0zfJ0Qhgn9KOPgWThxTvGJ+8b48tMN5ldq4IXohkdVSeqepa4NFc919IeeA3fouZmEzmYqS4fI/9zmIDcDkPuea087es6w93gAnpcv87ZUohcjKCgHXK4LRpBmbpzzNTsi9mzucOBslV4oqKaCILFEijy1Z3L2LrIpRQpyqFUGefY8FWmMyqcPePRjj0ol4gNvjXjnrat89ZkOf3l/lRPnQg6crRKvBqSBpq81UklXzgd0/lww+UC65NfqW4H80gB3u1KrQv5Qqvbaot3Q/Vk7AtGG2AgWm4Kbrl3llt19lhb2k9mxb/k7vynAV5fmRb/f+0cf+/gfTt+4e4Xnj8S8/dYLVMMaUrpWqSiR+ecRg36+UQOUHXz5wUkQpTthzdI1fO3u4aHmc0UNtxIYN/pBZgSBm6SaZhkXluC+b2iOnqnwwJMVzq5UOHquBkGAqmpCrahpS027fTNDzw3ODz2X9XEgLg6ZHyoHOLnmzsHtZQSeY293Y8UcX4D9J6p4cjQ9OJAoDP3ggyxDkUkxRV+jx55tPa6c7fLSsZRu6lFPBJEGP58JqEoAl1IgpBxhclhrfBKDYLboo0wyj8jzaVRifuTNEXde2+LsSouvP+Vz7HTAV5+tcm4pJOt5GKlJfIWQ0q0UeVe+JK94wv+QbBlJEkD+7530XJtfH3jQcyLIEshSi5Epcdznpl1LvHBc0ezun37bW3/qHx07PvfBy3asu6TB9JsC/KHHvgI2e/8Vm4/VIpvyp1+Z4sDphNde1+WqrV1mxgVXbjUIm48IMDIfkSaG2Y+Rb7c2fFzzvqS3hzfEkLUHUkRleEFGklmOnRbsPaa478kqLx332Xe8QisKiOIAPB/V8AiUoKqgqg2VUh440IVPo7DNOl94kMsS31f4vsxvADvU3l6WB9BO54d+gjUxc8uSyAZu+q206FKabQ2BD0Ce2dF+xzj1EGhmJmOk6tNJPLpauExHMjSMaWVGKpByyBxQDDtCYI0cMnlpMJKXqcH4iW7ks34iZuu6hBsvi+jFPX7seJOXTvjc90TI3uMhx06FJKmCQGGlAiHJZKkaVHBzYdAaXFB78eUtmeMuvhFcwGmNxVqDTQyajMu29dk4HrF7a5/XXdfn6u0JH/1yg6Onz9a2bP7q+z2tPvjNcHxJgJ899hecOtdRf/zXh8RqU/DMkc2cXQo4cs5w/wsRddFny4YO117Z40039nnd9T0woLVkvJoHm7kWTFIxyG1f+lECesH40qJ1Dm5pSGJLt++Af+KM5C/uDegmiuf3hRw5HbDY8YkyH7QPykM1FL4UVBRUlSVUuHFmKjceKcfavidc0aMMbk/i57Ik8CHwybMmLivkaYPvpXlFNKESun3d73usTrMdMDEm0EXcIYcgv+hbF76NgRaXRJFiekrxllv7fPXpHqeaNXqedDJFg5davKTIWec5dpm5dCHlWSdy8DuM1aXf4YDuZ4pMK1JPubEPiedSqV5CzU+485qUW66KePfr+hw6LXlhv0cvVnzsvirHL3ggJN2eJotVYd/E6uIuFlhxMXztJa47FkRauuMxVKoZnpeCzbj7NT3e9Oo+V1+Rsm2dwMOnVgmJ4wY//lbB3iMtxr194kJ0k/rwxz+f/uT73/k/BvDMSDauq//udCV61dEjDWYDycQ6SyuSLHdrnI+qnDw0xuMHYj75YI+ZsQhrUm64IuJ9d/dcW1pmmRkzXHdtRi0cHVl8KZAX50JKS7MreOFFj6WWc+09ud/j8w+H9BNFP1Gcv+BjhCaxHkZ4oDUi0Ggp8ZUglJYwB3agLEE+psLXec5XD5nbL/oyB+BWeY+mGLC37xl8vzBoZQP29v0EpWK+8ZziM4/XUb526bYR/f3NGbzIhRfd6Emm6Pc93nlbj88+2uJjXx+jk4bUch3uFTo8KYoydtAtJIQcAMz9KlnS+iWAG8fkqXZM7mlFqjU6zRzQVYZSbpD+RJhy266UW3clWBHx3td36SdunNvnHg54ar9PJRAsthQvvOTT6krE2pzoN7vi1rUGXndjwux4NsDM993d57orErJMMdWQTDYkaVohTkLa3Qqnzgd0ej5JqpmsCfYfD17V2DD+u0qKn/0fYnA3FXay8eA3Prsr9Gvqqu2u63k13w674mVUe5Jm7NFKPBY6FeZaKZiUQ2cSPv9QAibDZhljEyk3XxtTDzNXBPqWKBcDO+1qR/H0Xp9WUyG1JDKSyGrHTEK7NiGpQWqklHhSODBLSyANfj5MyFfO71DM6HMgF8OGB+0aAYrG4zK4HcPntlqvYPCsdKQEOsHamLOLPnEUEoxJ/LzsrQaBVKmKKQbENSivD0HudpSLE4+JumLLdIwv+vTSgF4qqGjXqFt4SIqClpJle6sc/C73O2Re/DGlIfgm758sjX5Is7xuoPLNvVKSNEMlWb7pV4aUKZunTb5iGK7a2ie2PaQ2NJuCp/d6rHadbLo4SX7x8mWMK9Xf/KqUsTGwqQQj0UIhCEkzTZp6tLse/cin2w9odQNWWiGLqz4rLUWzbUmRass2u+uNb3tH4w1nVltrd3O7COCLC0sI0fzgmLf39ddfscSFqSpLq4q5JYWSManJsMagpTvpvVTSMz6R8UkzS8tkWDIQGa1mxvkHDdisVNm5FMhHzcdWSEyx5QL5s1DDIEfKPJVVgDovO0vyjVuLvHHpWeed9Ip86z0G4HZtXW64fuALfM3AYuoY3A6KVn5eHfW8hCBIOL1o+LOv1kD7eFIMA8yBPBEXMXi50lcMCXVgc4N14sTjh9/S478/2GPfXJ1O5lFN3aa0zgVY1BpAqKImMAz2BtH8wKMtSwav4jADL4zWCi9z81K8HOhKDotmzjeevxYmT/1maGERNmO6avmuOwwIM0gIMHguL11FUa+QsJI0CckihbUKk0m6ecYnyzRJpkgSNza7G/m0OwHzywEnz0vmljKWWxnnFruc7xx4/Q03Xv/BJMl+/m9k8K9//X6wyp/wj7Jr2xLbNoyz2g44csbj/JL7zIHnJIUnIVSWWiaIDURG0M88YuOR2qKBOJ84hS09fzOAl59d8CKkHHjIlQBPuLJyIJxb0JPuvZbknoq8e7wwEmlKc1DId2YbdtUPAS4HsiXw7aClzfdNaXBOipezt68TpIw5eUGw0AoRWhNIRuSJLH2d/FuOZAcGZjNTDgQVceox1YjYtr7HgQsRvUzTzyDIBF5m8dJch6cMMkvDFKwaJYv8hnKTdu3AxTmURgadGTIlUbrYvlzlZrUMqUy+UphhalYUk7HMoOhWTuUihoW50j09iMtcAFzMWnFpzOIGT40iS4tsj5s3GaeKOFZYBEmWsfd4wvFzhpWepRlljM+e47FH7/Oz7GJ1cBHAq+ogIIizHl99PmHP9gU8X7LQq3N8bhyRORaUwjFjkHt8k8xtWRdngsg4wMdGkuRRfVZ0gKyt244oFDFgIZdvLaZS4QoOIgdtLgGK14Of5Q0GQysogwZbXwkH9hFwS/fsF0Avgs8c3EX3jzYDieJpp099PyEl4YuPVphbqOCNKfyyh6OcQWHNij3itBNrgkBFP3ITbN9+e4dHX+zTSkO6WlNJDXFeTldyaIgaFEmEYdg5VASaYpCWdKnDfKaKhSz342sjSJVAZzLfxc55edIc6MNimhkU2KQsV6fNSBGONXnxwY2dJxuKwahF5i0rAJ7moC6NgnOj4tzN72nDjk0tJqciDs1BY8Ly6m0JC4uGrz95aGT3jksC/BsPfJ1atXrHF7765ZteOLTMCyeqrJt0bsCVVR8bSabrjqFcOTXfizGz+bB08DMIMjdiLTHO/pjafDQvYpArL480Lk6CGpRxrSsuiKKf0Q7AruRQ46oC2NLtJ1+MQigDezAHReH6ES8F8CLgLHS3LmSJzfX2qJfc9xJ8L+ZC0/DskQpoH53LE10yKA0LGGtWasRwYFGRr7ZDXZxmiiTxuOGKiKnxHs2VKt1UUVXgpe67qMy6IykDHAfywS+SQ399UacwdjClyihDZgSeEWRKkilDpgRpDvKyee3iynQOalkq6DFkcFFKHAw+Tm6oM4PYYBgHZCYHdWl4Z5KqwdQsrIs7JscEP/rmlHfckuJrw+wEvHwiRoeVmy6/8o13fOA9b3rkzjvfdGmAL60ktLvd72q1wutXFwM21xTtVehZqPuW2oTNNxt1f78YE1D02iUlNk8z8jmCxZg1QcaodbIA+IBzSqCQl/BBSMFAe8oC7GJo9XTNxUWnipMlatC9MgR20Xzr2DvX3JqB3i5Sgo6xh+D2Bu7EBEHCFx4OePSlOjLQ+FK4+dsDB+GwEjf8jmurmXnDx4DFCzZT9Poet17d4x13tvnDL9SJs4BOJgkzS5TmA0tHXH8ml3NmzQ31zZgcjJaDlsEC3JmSKGUco0uZj5YwJSvyqPVClgAu1hT2LmVSsQWD5zn6Ijc/YO1U5VvRFAyeAxz3PeNUUq/4rBtzbZCLy5qqsnhecH2get/lkTxySQZfXDxNENbfsv/Fr/7Qrs0XkKnPwqprfM0y8qaFIbgL5immFSXKub9UalFCkEjHMmlpnmBRpSou8Ei2tCj75oBQJc+DFIzo2mJ5VqpgcnIGZ9CGNcLieTfMcJ9NmQ/+ceAeYe68Z9PP29s8XTQcpKUjISbhL7/eILMBalC9LAeYw77GIrMxosFz15wdDMqRrgE7K4JNjcDjfW/o8t++GLFqEnpZSC8TeCkDFpfSIlMxMJ25dOFa75EspSZFCeSCTOexkspBri3KOLmSKYvKnIPRVY/lANADqVL2Bw3cnqyRKfnVLq0mRe7fDeuUA3DHicqHRA0HdGb5VOICGystB6I0c9uLn18wzK/OcadZ/qHvfvubHzh95vRXt2zeMgrwUxcygjC9Yu/RlctXW+eYaGwgs8o1DGd20GfnPq67MOlgFADEyXB4jBQWmblyrpLFTMHhCS4XOoukVnEyZIn5yq/Xas6CycuzPZQSQy2eO+5Ght3kwNZKDDMpg3Sg67h3jck2Z+5hgKlL7B14Mc8ekRw+F2KVh5ISXxonqco+jZIAX5tFKY7hiDNRylc7kCepx+UbE/Zc1uHxQxUS5dNLBaEEL7Po1M3fViLvwklzHY5EYBj9laLE4qIkjYbj1dzh/C4O3Hk7m7IlcBdeIOu2DS9McAOXZ+EhGvr/C4cgJalUDPR082EKcMuBBSSKZb4lJPm02lHPucOf27C21bPE6QLrJ5cuH6v1r/Bl9NWLGDxglZAIEs3Jc1NMT2gmGm7D0GILvsEJsRZT7MiVGnRi3BDHwTJkh1/JiHx3sdzTeIlAoByMlYsjauD5HqbdCtmihHDd82IIbhdkikG3uB6AW44AvDz8x3XbMwD2oFo5YO4MX7vCjusKSrAk/NXXqywtVRCBdnn38k241oNSvpvL3S1mlFVHctPGpcimJyXfd3ebZ480iLKQrvKpZE6LF3ZWJcnBXawVJs+JF8bcXKqs0eMmn/dY3lbQHRJlihXJDl7LHNSq0OB525zKtXjB3gOZIi6+1oVcGtzMudEsSWU+QFTSi1S+jTjDXfNMaaRIMSgq3wLR17BttkGz6XHoaJM47l8sUc4f/0uEkKyrtrnzBvImYrcTrgN5AfThSK4ks8SJQUcGQZZPPHWypBhuL7AYIQYGmhFglwE+OClcBJLR8WJDxpZlBleixOKFXJEoPQpwX+cDgLxi68C8wqkt3qAUb/LX2cihlevc2XcSPnlvnUj6KKny6uXojbi2gnkJOTqUeiM6PNfimSLNNEGm+b439/njL3d58ViFRHl0pcTPTJ49EsjMls6Tde1lRS4aBiC3a/YtKjN5ZkAPUogWnRVjJYyTQoO+zWIuixjc0OnACFcyyJVkyqW++7BlT+Q7LztJEiWu4bjdF/T6Dl9J5gh1SLR2MA4uSV3vaqdv2HvqZcYfPo0xQ4mmAY6fPMv2rRurv/hrv7VjdfEU731tm82zk1xYrNKP3fZ8g53L8pPgBvcIokThaQnW7YpbaM9iLjcShC3cEcNvWF6y15a018qTQvuXgV7IE1li7CLILKY2aV1s8pprb7UG3EX53isak02+XXgB7qKnM82PBOXFHD6racc+KJ3LE7vGHjvqILwoi1KWa2tz4Xk3zrDwo6l5gl2b+rx4OCYzAT3jE2bOs61zDa6Eu9iusFT4ewwMznxx0cWwwpmXJvRgsKn7mTKQSQd4le9OIc1wQkAxXSsruvsHPZylIFO6rMpos/jw+g9AboaZNWMFSSLo9AXNtqXby3KAGzcBrTSJOMslcj+2XFix1Me7vO+uJjdcPbnj2pv/RfW3fv3numMT6x3AlxbniPutN99w+dZf/vMXjvPkPsld10GjlhL4kuHk0OHk/mI76DgVVEKXrF9ppa7x2NhBECkvcYFF6QuXQSBGgD3sYxzOzsulSWmOhwM5Q4+0KoF68Dov8ijyXLgDt5c3RA+Osjwps7fK+zr9mOW24f/313WWeiEi8Jw8kXZkVRkOzvkbK9bD0cSmpE1HUmeaRlXzD7+3zdeebbAU+cRS05MSP++hHI58KJoGxNBPL8zARmsxObgNFrkmsyJyBreDIL0Au5IiZ3AnibJBJ1UO6oE0Gw001/YAXIrJixYHmRfuhBC0u5bFlZhu320rXt44oZDJhZqIUzeb5rbdHuNeSKe/85ePHT38SBp3//uAwZP2y7T7PpvGTvK9rzNINUE/jhivpVSC4Q4MBbjLuhHr2PzMQsaZJeFm0VyiwbR4PZQkF7NceWxYefPStcB2QeZw/qBUw/FjqgRqLSU6lyR6APBCc5tBUOlpMwC3pwv/xSh7eyrB92M+8XWPl49WQHpIKQkKa2zpAg/2iM+/3Dd1E5bYfDiXcQjy1LiWszT1uObyLu+6s8UffznE6ICe9AmkGBR9lBQkxarJxUwuykw+qEUMd3GwFowCZd2qYKxrKStmOzpWF0MWLwWWIyOYYQD4IdDL/QCjDeTFc7H7RK0ScX4p5di5YADqweBVSoGxHeRmGK8qzs8F/MXJlO2XneHKKxRRFA8lSkKGxZKqHrsvv8CGySpRolypVtjSyZBruqPdHoi1apfPPyPYd3Y9WyfF0HAkLy1BXMXSDrIMRXpwqF3ztJcQiBFwg5BiMND+0gCXQ4Crkoda574Uj4EU8dQwW+KVhgMNNbdjb0+7qVUrTcPnvlFnsRlAmGdPRCkY+yYShcIjUqYuuHTarlThM1mRTdFMNBTf/foun320z1InIFaaXibz9KTIszdi2Iwti9VjqMOtHXb9mAGbFyMeBLpgSJW/lvl7CVke0Bcgz6TIgS1KMkUMgV70bw7SvaLE6vlnzD+bm0Lmzv+m2VVeOt3n+ROb8QNN1beoHMoj7siSGljuw8G5lEalyc5r+lQbID3339YHDh5mZmpy+9ceevIXPvXFVbp9zY+9fYE33WSQqEEg0I0UprRjsKct1UpCu5uw96Th8UMbSKwmSsyg+FCAe+2yPcLUogzq/H0+UWkwK6/E3MVI5PLs73KHixvuzii4i50NCuZWJea+iMGLcRPDkRNaucrl8ROCQydDDAFC6kFz7tA9WI4fhrYDUaKrshdlyOSiJE/EIJMxaDfLNFjN7m0xl2/os3Sggs18x+KZkym6lMUZdkKVjV6FF0iWeh7NwPQ0WEnkcMJvObZROdClJNfepdpE6foWQe7wRrMDwhpef5GPngOpHOCVtAR+ihCWm3b12X3ZBZ49NsH5pRAdSqQuyRoDWQw2cw0SUmS8/jVNfuSNEWPVOS7bduMvbLvsDc+//cyRE7oaZljbX791nX3L9Vs7zLcDnj2ScGY5Q1hXfFg3afjuO+N8VzQHlP3HFU8+rnnkZZ9HX5jhyNI466vD/syCvWRJJ18qgCzPDBl+eQZgLgDvWHwU2INnRT4KuJwHLx/5ltaqDO4SyPP96r3cGlqwt8rfa52gVMIXH69zeLEC/lCeeKXUpVjD3n+TNXp0QI4YSoby7maFjTbWXDYd8/Zbuzy1rwrGI82cFveyfMhnxiW0cK7HB2WmHOTWliRKSa7I/LXMVxVZHIJMkQebDvRZqSZRvr7CMGR2U16N3bPNpQwShLHYQV+pJYo1V231+O1fXOLhF1d5fF+Fx/ZVOXDcB+10iZSGd9/ZY8NkikktgozZKcOp8+s5fjLiXXXzlsl1vfXtdnZCn55PCcOMs0tdpqbPsmkr/NdPT/PysarznJiMWjXlw/dGCFKwjrHOLmpOn63QjCsYETJVEVS1S10Ny+sMQFmeEbKWwUdBXf6zYk7excAe6HAlSk24JXDn8wmH23ZwMbD1cEDQYMSbNjnIUydPVEKlGvP4QcV//0aNXt+HqkZLgSdGpcnalepSM/0uCrLK+ntNyrCcF09SzVhd8+67+nz50S5PHvSxNY9eFuALBjeaGpECRS5alGjHgbwc8rngM7/BlGPzTDo9bqTT5pkZBpxGFoGmGDB6YU8YxE4SpFkTSxXvLah8BcuQSGPyzJwiTjTtXpVNU4IfvLvH976uyfGzLc4vuhvG5lmg6640NCou86Qk7Dsu+c9/HWHSHhtnm2xZ16dd7aJnGjHjYxEnj8GHvzDFuVaFNJbUQ3fS40yw3Ld87TlLZs0wgBQuFVfxBQ1/2KXuFVOSlANkwaiq+NID0JaAe6nXYlSWXPQ6lyayKNPLUkCkyrZZ1/5WjFDW+SZMWo0C3RuwtTuUcgGm78ckccaXH6uy71QVPA8hVQ6qoivcjsirS7kIRzIqZdbOR53ZUiXTgVwOtHiRLoxjzVVbU956e4cXTlSIUp9MevSMws9Y81mKXDhrGFzk6/DoZ0EVN5vBKIEqkgn5mD1ZMLoZXZWltUjjQC9FztgFuItrXiaAHNzlRITMBImUyFQRxR5CWIyRhL6P7yfs2pKye+swl5/mNYJeT5MahTWwccryaz9mOHYWotjjyGlJHCn0b//hV9BK0Wy1qKmAHQ23pGXWkKaCKIV+6raXiDJNmn84KZz+DKQhyHsdA+XK3m4X42GQN2iOXSM9CrYeSQ3KEqPnDbXFvxEj0qSUKhwwdgHw4eTUgUTJmdsxth0wtR48D197eXCpVULgx7x0UvDVR6t0ez7UPKQonIMl89elqpjFSjUMy0s6vChrijWjh9cUfEoGrDjxqNdj3npbxGcf7PPCsQC0T99I/FyLKwMqG/p4hACR5dkLIZxvudwQrIaZHK0YShfp2LxYVYpV2OYgLYAuZeGDKV0/OwwsyyxeJAqsBVl87yJXL4obUWGtPxhppyN/YA8o5FuSqXxvUI84cVXQIj4UNqO79AzneocwWYbePN5ESsFkkNLQAZ0exInb5yWKcRuUxm7/mDhzvoDC+DLwZCuG3TOl2dOj86dHgT0ISmQ5uCyBuaS5i9dFeb5czXQrxdBR6Nq5imYHN0ZuyOIlcOeHV0yhzQ3+WqXu0Amel5DajC88UuGhlyoQapCuodkrWXhHrLHlo/zmm2jw0eGUYrAbeZFRyYwcAXrU93jdNV3efkeXl0+GpKmHFYqe0HjZ0EMvsiGLi5Fb62ImL8/4Vqpgbsfm7r3IWVo4OVJczxKbiwLIZg3YhUVYl/mS1v0bk183991dPDCc2ZinSDNJootGC2fBtfmEgCTR9CJNt6/p9l153/lYBM2uIclSpGy6eNEPWxgLszXD+knNmfmAOHYbGnX7Ga1ORrPrfkmUuDJuAfDBHpSFHBhUEgtGHe6RU2bn8rMos7ZgBNhSDDeTKoBd1vOqfKghuItdHQaHHm6CWgDaK4G6yJy4jIl7VirB9xKePyH55NfrgA/SQwg16CJS+Uaqo0HzMIYYmmTFGoAx9KSUdbgpaXArMJnAqHz0w2CfeI21mve9ocd9j/V5+qibJJAYRTcTueErv+mynLVLirusvMl96ShGgF78qcxBb6VwHpRSOnMA8jKb2/w6mnxFM8NrZvIbQuV/zxYBbPG7yyMu8jkuKh02WRTfIsur5+2ux0pb0+woun034i6OLafnEqanu8xOQZKAfvmYM7RMNwQ71sHspAAkaQqdvmJuMSFOY+I0D0fMUFMOXH3ldFKxbUcuUQZyolyoKYG3CC4LYA+lylrdPcxWjIA8Z+vhZlOOtYcD8IfgHmHt0nPRWFtIFaVSPC8lyVIeeLLC3iMV8DyQLrj0xbCraCQzJMWoPBkB1Ci0bOnFoAGiPC+97C7MXI+qs9Jqotjj6sv7vO5mx+K9zLF4JHz6BnRWpOVyn0ped0BQkijuA4w49EqpSyVdCq/4TNIaJ1VyNrZWDBi5YPNyokCaUubM5mPapBjcDCYvGA2KW8rmLXVF4GiHNoFiyxbcnk5J6nZ1XlxRXFjM6PSdBwog9OHKrZot6yGKQb/hhgmEEKRpgrA9xut9tDKDHObzhzIOnJIuL5qb7IcOP3ERkw637isFIuX03kCCFFq7vMOXGO6S9k38J2VXoSqAPdLwMNy6RKthQFnMC9cDUA8n0CpdAnguUXydcPi84E++XCdKPKh6uTxh0JqmyrsElzMnBXt/K4liR4E+Mi/dlDcGuJQW19QCyY++tcsXHqpx8Ky7+TKj6GbKuQyzvPiDcPo7c7HV2pWkSOyWGVzllUNlBTaXEk56ONKx0gHdgdhVr2WRJSliq3IWxQjMgJzsQO7IvGJqZOExcQFnqkTepVX2ng+NW1JaxmoxTyzGPH+ocFU6eVWrCF44UGf/UR9jDfqq6+9Zp7Ln/7mO7sUaN11VCIMVGZmN+MTDE1xYHWeq6vwbReZimP8c3U14xMp6iSxIsfuwKIO50NxlHV5i69Hf577gYI71AOTDDacKLb4W3N4A8AVr56+lGWrvPLiMbcqnv17j+cMV1+4jNEq4yuXghJbSnmWZQonFv+VjRIMPU4U2z6JYYxywR0AuMUYT9z1uuLLH976hw3/+c5+e0WA0iZD0jIsRpMk1eFbECA7s5cxKkUFxbJ5LFglWudfSgs2rpcO9SofgllYg7Jo4qszstkSINmd2USoWmaHdOTV2IHmVtKSD2S9uNXEgdm2E0+N9Lt/W5lOPVUmzEGNVzuAZnlrl595/5z9/22v3/IyeDJ8b339s7m2/+4mYxCq+57VdlpqSB54PsIxz/EydCc8O5ICnRxsNygCXZYDLUWCX2XotoNdWMQcl77XAFnZkxSi+fFmSlNm72PxqZCMqZddIksIpmA3A7emEQ+ckH/9aFTd/xbH3oHO/9BnLbXWF5WBtoCnKbywX6e+iOlcuvBSuTZu3d2VGutRhpshUrsUzzfff3eUzD1TZf8YDGWOFpJ95aEoFFgGi6DjPisJPwdzDu1DZYfApC6lSugll+RgA1g5W30KqmIK4TCk2WVMHKWRqYQGQWUGQFlV+rfLrnLlraHH7fRoreP11lq3rF7Ei5YEXfJaaiu+5M6LTEaymV77tvse8cX3qvMfKakAajfPM0ZAjZwxJBr2+pKYFkxVohGYwx0/roqlg1PQ0oq3XMvPaoHKN9h7xfJeqgiMuQjkEtyzYU17M3AXYy+DW+YxynY8e1sXc8iLfrVKUTFE5g2cq5fOP1Nh/eKi9pZAu9z3ooLnYAVmuYJZ9N6MKfNQXv7YBeSQnXppIpY1w3hQ5LOHHieaqKyLeeUeHox8PiDMFQpMJTU8IdJaTwiDQLTIqpTQhdhgCF80qVjiwWwHWDj5jAW5lwRZpO+EY2wjrZEspFz5SrS5r9PLqnJu4hgQ2tGKoHOwyZ26jnJQRAtrdACnG2LPZJ/Ajdm90rsOJeoXH93pEUhCECfqRfZa5eUGno3jVRjeM3RiQdTfJNPAg0G7Sk/NUOyNT2bIqLgJ1mb3LertUji9XvdYs8SPVsKL/siRJ5GAZK+RKKbAsAV2XJYkuwJ3vAFFIEzkcmq9UhuclHDuv+K+fbtCXHsUErWHXfL6ClD3QZUkysMj9DeqkKHYMyuR20MI2LNmXNbgY8adkRpNmHkGW8vP3dPjrB6ocPadBJblU8egJkQMkz0uXg801IC9y80W6sFhhDAJFPklhcAOWsia5jpYi95QXqUlTXrmLSqYYZfS1YC8V+woj1yALlwlSZd2UhrwTKIoVq50gjxldcWhuUVALO+zc1qPeaKF3b64wWwlJl32iVNHtG+LYdU0ghm1grkPddcsM9fWaVN9AboyC+lJMfSn2W/uFhRju8z7wPJfYvBhyWWRSBhtRjWjtss4umDwbPaRjcU/HtGLDH362wdn5AJTOU4Mylyd2JO89eF2SIqNOwtHtA7+JDC+xd9F4sHaLxWJwjxydgiUVWarZNBPx0+9q85t/4tNMXFHCWklklEsbZsUIOQtZOW04BPmoi2h4F5ZvQiWKIlAOamsHgaUZpAmH58AKMML5TQr77oAAvwnYBxgp5GxWztYJktSitSBOJJ6yKKURgjx9KOj0BCstj5V0iomJKXQiDNV6yvW7U5aaFS4sGrq9lCTNgxExmhkpXq/V02VmLoJHseZDs3b5HkmxlZhmhMXLDF7a5FUO+wQdwPPRBrpg9CGgnRwZBbzKh0wWz1ol6CDhU18I+NBfNYiM5+SJUAN5MmgqLmV21qYEC1lS3rr7m0HcDgm0lCosg74o2VtM7tcYWGnzrEpqNKFO+dn3djh00ucjn3daHBSZkPSNyzLIbGhTHhqwihVnWLovpyudBs+DyiIfXkiVnNEH2RHrxk+INcaqYYYpx4bJHZbF6g6lzFkZB8NiorgoWycGgad0KookFXR6cGEp48xCj5lNXaamQ/TxM5JW20Kvz+5NdTo9hRTkWwIOLZeF5CjnqQVD8I58iQK0XMzS4hIAL6fZhlkJWwpM7EgGpYimZQno5SBTDdi6xORy6A4cfU7zvHfC8gr89deqrEQFuB3APTmcrFWWJyOSqjg3JTyLS+C7rLWHupdcnrBGnuTdPqVOn4FPXEqUURijSTPNmJ9xzxu7fOaRKkttBTIBo0hwenxwTkU5Xci3ZPLiRpO4lCHW5hVOp9FNjgtbvM7PiWPt0u8bXOMS4I0okcGo+W4UR2IEY+X0cdkGkaTQ7VsuLGZctqnJnh0Zs9Meeut0wnlrOT7vs9x0oUgQKPz8rI/84jIDjCzFl1qev/XPivl1lwL78Mus3aI7D/DUKIsXQWUxnEYX24fLbCTAHDJ3wdpD9vaqKV/4RsiTeyuYkvZ2TQ2FPBn1mww8ziX2HkkRlv7s0iSes2cpVVhIlLXNECOd6Fai7DAvnmYe2qTcck3MO17T5c++6IOKQUisEERGu02fctgW8qloCr5Ik5fy4AMzlnQsL23u6surlkNwu3x2mbUNJUDDwA8jcrlUAHtwzhB5mlWUMFPC2sjPSz9jaDueaCjGqx7NtiYTCr1tI4xXDCtzCS8fy5gedzNDiupkGaDF/w3uflF6FuSju4Z/t/xhKH0o99pe9GEHgJFDAJXTgwVjF4xesLjOR4y57cKHO64V2ZKimKNUlmvxHOTSZU8CL+HoKcmffKHOhbbvdieVbtC7Egx3bFgTDF+8IokRwH8LdTKiv8ujJNY2I5eDTVs2YWVu/xz37LY/WVfL+MA7OjyyN+DonASRAAqDpC9kaRMpGLXRjt5wwzSmzWWKGKQJlSx0eJE5GdXgpixJSpMSYPgzyuBd+75MDKWAfWTFyX9eVhNKOtxefbnk2FyNfacUs1MWPVUXxH3LajdmtZ0xM+G2zPN98k2mShfJjl6QEZU5Amw7wlrlQEus/Vlpxy5ROvkDo44YDnsvmFyVtXgO6OG8bOvAmxt1BgWdAbBTlMzQeVrQ9xOizPD7n2jw0LMV19smtdPeUrquHTGcvzJoJig+T/lzX4LJy9Apn6+LK5hDl2GhxUfts2UbrWs3G0xmzQyp1KhU87obY37mfS1+7fd9olQ6F5yRpHlWpQju3GdzV3F0fonA5rMhC0OKzSVKEXAaaVHWaeNixxphrRvotJahB5jIV4wSYMvgRpTtvcO/P0oIw5tv+PdAaUmgJZ6nmGxkzHdj2n2FaProo+dSjp8WnDhXZ8c6RaMqaNTcdnlauY7pYfqqGL5y8QafI9mxNR3Uayt6oyAv38G5tmJ0zkdZpgwH0OSl3EEePM+oFLKk2Bi22GKwNON6EFzKFM9P+frTHp95qEoUe1DRA+09YO9SevKbWmJLsqQM6EJjXoq+y8am4UZeZXCTl8pL7G2H88SlcVKlAHqaairVlHte1+Peh3rc97RyaUPh3E6J0PTIb0pA2IJl18gTOarJVX5Ni6sqcaCWuSa3+fc3jK7MiPL3L4G5dNeL0gkZIQRx8XkqZIgxQw+NEK5inXjOcntuUXHFrEd1OkP5MTrLQhphhRuvCJmeVDQqhmqY4fu5TZFiDkoxUsyNjyjbPIfAvvh1QfWCS7D+CMuXvAZ5rnYoU0ol25IWH5Ul+TFg7jVZFDUEt87B7XsJqx3LFx6pcvB86KSJcJZYUWhvQWmClL0I3APJMrhhy4D+FvqkOD2WYUGlXLovS5WRwo8cyahkRiKlQpoMaTRJpNm5PuEdd3Z4cr9PM86NITg9HqOQDNOGF7e05YBe2xghhpJF5qV5W+TGi3Ftpe8/XLXtKC6+xeNSAC+fD7ftYj4TJR9xUSRAfG3pRoZuX3FuLuC6632mA4XeNNtnvNqjoduMVUOEcLV+Txl34xs3dShK8sGIae5uM8VyenEQVZ4sunYDqrWT24Z3+vAkFRuCDkaDrZEospAkYjjeV5VBXg4oy+xdZE+k65Q3ZPzpFyt86NN1rNAu7z3C3gy190hq8GKgl+UYZZB/C/YecfKxBtQDJr+4lc0UZXtjMJnESJcXV9KQZB5SGX723V2OnPP40Gc0SZp7DIzEIIiERJk1Ft5voslV8WFl/hkLoIv8+ucSpSCkUdkxegoGDsry+7VYWPsm//XF9K04dTsjRykkxfbxIt8UwbOIJYOUCWMbEvo2Qz+5z6PV1lSF5dW7VrC4i6+kAQFpqun2A5qdkE7PR8aKNLWDitvoJ7zEcBc7gPywaDD4s+HfLpaxchA0AmphL5IoQ81dliQ2LwANNfioNElRMsHzE45ckHzmgRqdjgcVdTF7DzzfQ+1dLvAM4gYufl2A/G9ircGOLuX8NwV5iJHsic1bwwZAlwXQJUY6LS6lJkky6rWUd9/V5csPVzhyPk8g49g8M4I+YsDkMi/qkXcYjaJQDDIoagDwYtGxWCEGKUIjuWjfyxEwX+LGXqup154wwZC909TST6ATCZZ6ktXYjewWODNYkM91ufv6jJuvSlk/m6F3bA7pdRRRs82+0xHdOCHwsqH2NoorN3eZHBsjSd20fSjAPbzNhhp8TWBg8zmnI8tuaXPx0l9fOxFpNKAbpgTL+9MPwT3U4qqcDhywejoAu9YpUWK494kaX3sudwtKzwF8DXsXIzCUEMPPM5BSa9NYDBAu/iZkr7n4I0AvL8vGaeJCpth8K5KhVBnq8UxIZCaRQpFEmjdeH/PGW3qc/pJHZCQIF3CCIBWafu7uG1xD3D2AGWZTUC4XrwtNLsnFdg7y/JxY4WyzZg17D6T92kzRGi96GdAjOC8pgdRAnArmOgLrdbl+VxvrpARCuq1oun2fla7h3KJG+QF6Ndu++szh5S/f/7D6nk5/jLmlkMDLt6XDzZz4oTev8sNvyEgzd3LcQB8zkvW4SHMN8rolUF80GSuP4vMvWd7LfiBVLsqe5IPYhR3qa1mSKWVQy2ykYiml69SRfsqDT/v8+4+OkVk9zJxIjZDS7QNU3lVihMFLIJeXZu//gSLmpS8+ZRKwI3LFUEy9ys1YYphRGRSAhCIzBmk0aer2F/qVH29x8Izmwackxh+yuDVOj5fuyTWZC5Hn/dw/SY2TK7aQK7lcKz63wCJsKbU3QnKMSi6cn2Vt0av4tYPzKdacT+FaE+uVhB94c5MfeVOU35EgpRt1fW7JkpqUHZcnXx6fWr+qjrcmOidOLx7N0trP+EazYcxjMlRMhpLpqmKmpmm2G/i6RqB9hCyceuVumdxvrcvNBGbYXVPykaytWo6AudC6pYByZGrUQJbkjF0Gt8zdgaU8tws+s5IV1vVanlkW/Ps/GeOR52puUx7p2tEKU1VFMthQypOjzcUXH0XZuHg9OozIHXIwfWvY4TTU9cP3hXenkGFrzUh5Eaw8Gq1scZCjc7qFtUxPpQTa8uSLPqu9tUuN0+QUZfKcbsoya/QeFd9cfpRv2NLNWsQQw9HMDMYhFzuBuN1A8lY1M5w7mJnhzS9ycNdCwasu09y+p0ovGqPdrdHu1mh1GiyujmFNnUZ1gjRa+sDK/AsH9d17AhDOcxz1Uzo9Sy92n1QrQSUQjNc8en1NN0rQnkvHFcCWyuT+DJvntPNcpShYW47sIibNMEg11ubyZXgLD/Q3eZBZVBClu0vLe8UMwZ0NpIrO32uZyxGVupy3dEye+Rl/8tkx/vs3atiw0N0uezJg7xHtPaq/v1l6cGQvzLWPNT+2jC7Lw5ikzOqj3fZrO3xMbniyeXfMMMNSSBVFJjSyl3HP63vsO+bxwT/SxEE6kqg31iMyTo+PyoMiJ+1YXRXSBGe2sm4Rd0xekmWC0S9X3jJlCHLhNsEybjvzUR0+nJBVkIhn86SDdngMtMeBE5rxhqUaOFs0QD+SrLYtYRgSBh7GWPSdN3RQUtDuZZw8Z5hf8uj1XTe170kqgaRRE0zUzSAd5ym3HDhmLG0xV5rwTyk4KvZhSaRCpLnrKl/nhB1O/y+C1PKOAaMBpnEGm8EuA6MbJRV7OkpV3AiOyeXAc5Jx31MBH/1SjX6WT8GXxaHybQrtiPYe8alftPqsWU4vEXj+zVolTxGW0nIjaULsRRZaK0ujJWSpuiksMsulijCIXK4EnuHH397hsRd87ntO5lttF+lDQYamn3O3KPnDR8M/m+vz4bVCMhjpmSuXka0xC/YtwO1YWww2LBtsb8MwhVzENsUeRFq6xmSEm1meZNBspwgB3UhTCd0O1UpCP7KcX+rQ7KVkNkAIiz6zsEQ1sOw7KXjiJZ/dmxRTY5rQl4SBoBJYahVDo+ry46GfEfgpgZ8OtvbQxYahOciLj1uUlNNMk6QKEgd8x0xOjJnSybw4wBwGlCOZk8HPzBDMg2BzyN5SpUiZl+R1QjeCf/fhMY6dDbDekLkRCiEEXh5cjrA3a5ibNSAu/2wtkP8GQV6uIwzgVNLjQ/NVWY9fwpQlpNs9TZqRrIoxhsxoZGy4bFPCv/jJJo/904B2P/8yecCJcDtK9CFn8iHIB1NhzRqQi9J7Sj8ufcuyTMnyLUfiYtZOJuhngshAaodnRwrwhPPe+9LtVh3kGQkpLCoCJTKMhSgxVHxFEEhCXzI9bnjHVW0OnFEcv1Ah9A16y4YNVENBp59w/lzMzIRmsqGohm5ybBgYKoGhGmRUwoRKmBL6CYHnHHhudnY20LrFpqDAYCpTnPj0I99dkEySCjlyoYuo+yJwlws7JR/KiBYf7N+Y78grCsCnOdCd7k4z+J1P1XnuQOhy3kK5Q7odlNeytxLD9OBaQ1ihVyn9PC8NMhi6KcqwFZd4PfzR2hTqwIcyMGK5gHwE2LbE4Pm4BWkkRhgyIRFGIkXe4iY00hhu2J3wD9/T5D99Ypw4K1i8yO8JUivp5+AV+d0nrHAIlSBykBfBdVGgKh4DJ2UppT6s1jp9HWXQTCStBHqpxZgMa4ejGoSQuG1SBKESVDKoajcMwOTBqjGQZBn92BD6hsATVEKFMQpfT9NNx/BqFYQ06Jtu/WEqYY3J2ZdR5itUQ5vvA2kHW+kFfkboZQ7YQULgJwSem/rkadfDKERGq5eRUdrGzgBGUav6eLrmBtfEek2lbkhyeQKypHNzKTIIukobkaphrvuirEmuuQv21mHG/U8EfORTdZo9D/xCe7vU4CXZuxTglbMow9FsQ+PS0FuxVoYUy/5aml5T5CgHZ7YE9hEdfilg515xabHWbQkopMy92YVUsU6qpIpGaPip93Z55uWAex/XUE1zZpZ5HKaJpXRW10FUMRyoL/IafZYD3i0zzvtdjitGrBh2lNV7qWChbxFZj5mgi7AJ1hauRklqNctdjxifWHl0lKLqCWqZoG4sSWaIM4gSW9oZD3wvY3FVcvhUyj3fcwvXXXcNnXYHbXAnIjYpYWWJK7dUsRTbxg2zI56X4ntul4PQj6kEMZmJiW3CCwcFZxYUH/nCGPNND6kKfQeeNPzUO9rcfnWPRhCwYiuDjT6HhR47clIo0oPlQ9ih7h5kT+yQuQcyaai7lUyRXsaBE5r/+skGRxY9F4qLoTS5NHtfKqBcI09GbspL7OggLob74B9corAzUicoSuRFqpVLlfHXlPKlM1LZQosLV+EUhSFLaGRiuXwy5ee/r82JC5rDZytYXWJyCdZ6JEYMrQdGjIKc/Ca3Q/C6nfPsyPpUnKfiXIIlSgW91LJ5apU3XLPET72jhVeMpRAW7Vnmm5KPfL7KqXmfg0er9ExIqxPS8z26qaDmKar///beO9y2q6z3/4wxZl1113POPr2n90J6AYJIk0tREfQqKteLelVUrFz1PlcEvXrxp1ioCgJSpARCgEACSUgCISEJKSflnJyc3nbfq845x/j9MWZb6+yTEAwE/f3G86xnrb12W2uu73znO973+36/kSFwbPriZKOLAgyaqfFF6rUetYq98jjT84KGkTyyV/LQbrj0jBZh0ENiiLVVGpVSE3gxgR/hOj20idh7LOHTX/N4/GCNT99e5+hcAMJDCAcpndI8puFN74y55oJ53vRfBL1+QK+v0shdlAZzlzYYSlOWAbssbSLzFCWL2EXk9vyYw4vwp+9t8JmvVmzerUobS2GHOzxhy4LlrmVhsLo8NbY4GY9Ps4/rYA7tOIdb1MtF9PL8o5HDeXjWTzAlhqGdh0y0tfZLhEQkCjuraOymM9G4UvPyKzssdAW/8w7FkXkBfpRGcptoJFLRMyIdHrbSa8KYHNQYkY6h5ZnZwOYShiaeSPfzEtb5mt/88QV+5DwDNNLP336ejoo5TcZcfeYiRxcM193useugx6e/WuPxo1UWeiFLysV3FYFr3S0wxtb+habqSa4+N2HbWkOzZpX2nBWjPmGldvicrd4NK5yxa259YB+H5gwbV/V43jk9RpsAmnZbc3hO8+BuyT27fG68q8I3HqjS74eI0MWpKFwp8ZTAlzYLsJsEgac8DhwY54u3S7at81KBzqJObosuJg8kgpKZUb7Z1AWwRdl1t9SKzx9bKYg+mutur3Djt8IS1yQjVNkj7gisDYlkqLEzxP9mKJIPATnPyYeA/aQdzeE2/bIt++HmTyqGWYraWpCnLFKbIn0xJo3e1j9TC0MSG5Sjef4FPV58cZsPfVHZfFzEtk2pbRkx0Qo7+CaQ2IFlewwMIp2EFzqtdpVOyPK+JBsadqQdWB+rCy7foFg3tpLdBzJT3YKvnwkvuU5MzY94/Yt7RFGLF17Q4St3L3DPzoAdj1c4MBcwO+sBkvpIn+edvcSGlYIDR10eO7Ka+3bWb3juVP3w7EKMs279Zj7wsQ89EQT+3z78xMprPnfjLAdn6whnicavPYFyEha7iu887POtBwIe2Fth35EQXA/lOQQVha8EvjRUlMEr3TJ77GoAozVFp+tzbE7RrCdUfHviCEEuQZB9woMd0uFUpQC6LG8ws9QkrX3HJHzuloA/f3+d/dNeLt5T1L2ljd6ymLUcyLXzrupgQ8V+yGIwXcnvxQDIj8e2OCHGB3Lz0kzkYBdQ5MO+RQVFIFMBy6zDKbREC2MBLaxnZp6PC02/57B2LOJ3Xr/AQkdy7ddrRCkFw5JK7H2sJT1hAZynJGnOLdJNn8xPSJG/iezzy5TQPFcQeIJGzSFwXXbtcxhrz/HK5AAASIFJREFU9qkGthpX2KRnpruWVtHuhvhuxHNO7nPFmX32H+3xwL4FvvGAywOPeCx1JTgJb389SMZ4bH9M1xllYmzxb+++7/onrr7ytdajp72kSPqSXrvCKVMjXHmGx8hIm4Ulhz//4BhHlyrMdQI6HRfpK/ymdfgKFATS4Ct7c1MnhSzx910IXEElFNSqCte1hlVRJIkyNSptrNroQAQ0pchdgFyVmjw5uFURuWXazHG9mP3HJO//dJVHdgVQzSomRWoihBWqdEsKVeXGjlgmig9XUwaYg+Xa91DkLjKUjMx0fJqSE6zQy0TyoYHktKoiS7m41oJECIRJN5npc0LKVPNPpamLrXJFPcNJmyJ+9uVLfOsBjyeOld6cTreXMsvHbZveCmumx8ZQSpMKoA+nKJnrtOtauZF+BPMtiRAu/UgS+grfS8123cI+JnPa6KqEVteaEdTDmKvOjLhwe0K702K6HfNnH2jyj9euYjwcpRr02bo1JEAQpUpXDsDzLjkF1wvYvtawb9fjrFmxhGaBt32swUMHJ0H6eJ5gdJS82mDTD3tzJbmTgpeqX3mOwPcg8GyzKPCsrR+i3N0qj78WZ39hODW4wcyid9HgyerdpdRERcwuCv6fD9e5+Z4QgqFNZVoWdAQEgqGNZVFByYQ1j6t1l0qE2etNYX7iXs6TZCjLhfOBqF7Ow7E8FCOH83EKYGdRXNgoLrQhyU4dIRFC2a+FRrQ1V57d41dfu8j/fp9krlM6e40EI9FG0TdWED+zL8ndrrMoro+rGA4cn0zjxBjbnu/0BEqqnIrdjyS+q3DdBM9RuU9p7nSnbKe63UtQLY3nJFT8mHq1w6ufG/P2DwvoxkyNCkZWr2PrxGm0Wp0C4CtWrqQxsvLLDz74hbdrd+l3Di5M8/4vVrjlO00mGy6hU2z6Mk3w7PLj5k4K5NrgOcBdge9JAl/hewrXKXgYx12888iZ3XTxP5Ue2FiW76UoZiuViuhJwz9+psZ7P1ljKetWCmcA5EKQE6ocWU5PBjeWw91LkYfnE2w2yQqDJ8xIlgd6CR3LdjQZKh1qW7XIUhahLYB0WoPXWuaCPCLddNqNpkpr9enXsaHqRfziK5Y4Miv5mw816ejsVJb5m0iEopeWDou5W8uutI5nlgxWLnEOn70mPSni2NDrW14OSJKsuxlr3FimHqUaV6mSGnBSdLFLGPHcKpec3Oa3f+Io7/18h2q9wczc3reftP2VX96z92AB8OboKt7ytje3A1/svu3ekAd2rqDieJw8KfAdjTGGOBF5p8pO06S+MCmwHZmaraaOwq4r8V2B51pwe67EdTM5tuP9EwuwlCN20ZYf7GYWIFcqQQnLFBROwkM7Pf71y1UWIzed0CmlJtIBYXffmc6JI4YqJ8NlweFNZfYzpYheAHmZRs5TgruI5eVyYZGTi8FcPAPSQNqSpSyyqKxomZ9jMm/+pOXDNIqDQUSGmh/xk89rc8MdAfc+KtBuFsHTey2IpaRvrA+USo2lksxgypReUwZ2GNgg5/bvkaanLOkMsvE7iy8vFkSOHHC/U8qCPSsNizQDiBPLcfLcOttW9fjLNyxxcKHD40cO7P6nf/7N9s/97F8VAAf48Zf8OLVqiOLrdKbvZrxpAWqModXRLHas9huisAtxZeYJb4Ft76UFuSNSUNv0xHMLI9bMjaHIdU3a4BnsXkpVNHZUHrWPLwdKFeP4Mffvcnnj20a4f6eP8co5d3azNW9flNyJRUmGbUgGYmA0rQzo46J2KW0Zzse/qzWYY2fAzyJ7AZaMOmvTBSOGN53GdgLTyCpM1uW0rUctbC6ed13T8iF9w+lbYv7ud2b5xT8b4/6d6SUuj+QCIxz6RqJSTRSprUiWNKnFYJq6Z2NshfRF5i8viBNNnAiiKDWmzfXP0+85MgW2SJ04ZJqmpEJO6W43jiULLZeltkIbCDxNxa+yYt25XHny5SRxBxgCeLUySRhWWD1R57SNLiPNgMAFqRLu29lnvm1y9zLHKZuspsBWAseRqW22fey5EteRaafJbj7dkoZJeUK+XCUppnkG8+6ccJWXB2OktGL1LQP/8Jkq9+4ISNRQWiKtz4lMI3fW1MlnLUVJzJ7yxnIwPRnmJw/n3QN8vOMK4U8VxZd5fiiqD244i3ud6gCaUm3cNmhsLp51h7XIqlSmlIunY4Gx5uyT+/zSy5b43b92WIqFvURnM2laopH0AZfUjDcVtk9EKgSUck6kzNRxTe77GWsrpBnFpU63kLnDXKIlcWJwE4MbZ1RsC/bIMSmu0uFyAUudhPsekygh0gzB45LJBmesGKfb7eTHMAd4rerhB/7ObRuru5x+bbMrO0yM9EG2uf4el1bbZ6xm8Fxho7GTesArUKkvfC7O6UicNJJ7jhWJ8lOxqMzpLLMcKUqAMDDQMMAFH2QH5vVuFeN5MR1teP+1NT5xY5WeHG7mZA0dkTZ0Um9Lufwgw0DVRA6BWwyVAXPAixLoB+H8pNA2xz8sX9azQeTsG3njR2TdzcHhEZEBW8iUD271u20aQNalsfKEGAS2dGj/q4sr4FVXt9mxx+H9n6nTimQaybNBCUFsFN00aiuRee8YknQTKqWwlTFRpsjaq38WNBCpY5omFxa1vHBBHKeAjlO/p8TgxhrXFRhj09Vmo8dKM8cdnxtDGo+xqmG0GXDSordLSHdnrPv5cVXZg7/4P3/Jz//0lbtq1WAyUIeumGzuYqa9xFfvj7nzoSpVV1IPUz6uJ/MNpOdauqLvyjzX9jyJ51pFWi+/lZ2F01tmClV2YsiUqLKWvJMJ1Wf2IhonbeS4TkQ7NrzvugpvfW+TI3MeuOnwgnDzIYaM5+1LWwGyGt+p1Jso2bCUKjiDfPDsZMgkozOuypDdoRiyXhHW2yZ/Pv9+0eU7fqiBYoghV/jKHme22eVNeWnDW3o+OwGz60rZjGo4zcrOWmNgpJZw7ql9FtuSB3c5tglUZpelQxIyBXc5lRsW0CwHhqKsWj7tS+5yqT9RkvkUpZHfPi/zE1lKg+8ljDW7tOI2B+c1j+7TbFi7iu1bNr3zgR2733PpxeceH8EBEu1TCavX33J/9NJd+5yz7nks4Mh0lbFAMl630xSBl+bWaQR3HIHrqNQfPk1ZnJKF9nHOwqmscWmOsszpzvPt0viZTEuBOfVV2YqJEyRc+4WAP3tvk8Nznj2TZLlT6eQlQV8WClUD4JXHf0DLtuZLAKIElOVa+N/ryhsmGZMwf77MLky/XxLJ1CnrT5RSFpDpFUbbK4yWQ9Udk0bvVCQi3Qf1eoZVzYg/eP08M4uSD19fLnvJPK3o6dTwKk1XpDAkQqQ8GOvWYAea7S1OsuNjoGQ8q7UhSQyOkjiJxVQUi3xfFyeCODHpTIFBawcIkGKU1161wNVnzXPf4z5jzfa9QVC73nVaA8d0AOAnn3E157/sd28D7pqfGzur4Rm2TQoaFQg8kW4eszxb5jn3YE6e+eRk+XrZ6awwX81s/ZQakn5QehDoy7ThlYrwgoidBxz+5foah475VrBnOXCn42eeMFbjJI/apZREDuskmsGcm6L8V4D9qdA8rDB7AlCbp/qJUoE5z8NN/linHUZbOhTHgT0DfK54m5UOGdxQJ6XTqd8zrBqPee2PLnHHfS67DqY7cyHzJlCMQ1ekDSBJak1SOqaJtSkRGkSS8csLHm2ZJ650QpxoVJLiSQmUkkSxKJWehZWL6As6PclS26VRCxhvdHjZRT2azZm7MP9828rT/uHEAAd4yWVbkEKwe+dOSNrUqw6uI4oPQ9ic282jdwFsq/Ba8s2RpnheZW7DGmdInF6pQXDneoJZM6fkneM4Eb4Xs+ugw//8+yZf/XYl9a90B2/pdLwvwRdZ3j1Y9x6soBy/sYTlI7QYug3B8bvD/xDIy6XB4huDdfBBXkr2O2WmYWnjaeyUe06HzV7c8Itd5rEA4g5cdXaf//Xf53nL3wseP1z+IXsy9bXCwYrsK+wxjUVhnRIn9k3YY3I8uB1tS40qEfl+K5IZwDWOkkRZUI3BibANLGPnTV03oBa6TK0I2Lxlg9W0H1rHAfxnXn0NSjn9z1/3GeanH2ekIfAdw9ySZHreHljberVlZhuZSz6V+ZjX0ODwgG+lLuXcaboy1KHMhhYKsZ50U+lGPHFM8Ef/2OATX6nRly44y4M7kBCk4Hay9KTUml8uJSkPNCyXejwpqJcD0dNYg7TZE7EORR7Fi9pzUY4TWRTXqShP2nkkTVFKdZ7S6x/8T1Yo3+6bXvW8LomZ5y1/J9mTt/MLEaGukIUfpsj6GIX51cD/SimHWdNHSxvpbZFBFHOYyg5tO1LjOJLYMbiuje7aGGYXYuaXrPtINYDqyBpWb3lxP4njpwb4iskJqtXqmy+7cO0pMwd2XumqY9zzmODowgg6Dgh8QeCB7xk8l9ImsQB0MZlj33BZLLNs56eG7svWfvlkfDktcSP2HhP87jubfPLG+lOCO6uYuKW0pKh9D+l8lxtQGbjLgCgDvZyXDyCjFOL/PSAf+rrMQSlrTJS7nVrY1CSrtGgpivlJLCYTLU/4f9UJXozr9vmJ53dwJPze346yZzr7ZlpV0S5dROlKWIrgZU3w/B9lVxhbR8+EVkm5LkU1TeR9E8/RJFrZrrgnmRjp0WeJb+0IWD1a53xvzdcmJqbe3Gq1nxrgtVqNQ7s/vzg55j5yYF/rsn+8PlYP7aow1TCcuj7BdRwC3xD6VqAzz6elGdjhF+MdaZ1VZD46Q+CWBddgOFo7+bCwTU0Oz8Ef/H2DT36lTt9xQZWrJSm4peWY+NJYpmAJ3I4cIlSVIzlDkbsE6gEsD0Xzfw+Yn3qVDmR56qfcyqeUsqSlOVQBdq1tIpxZbT8ZyMtvJn8UGxwDr3xuh1gLfudvRjk0n0ozC5v+RKgBkX3r3FDexxQyyUBOFJPH5XEZVrJgKHCdhNiV9qokBfUKnLZZ8MLJLueeusiN3w6SiOCR9334y4s//9prnhrg2ZvbtX/pje/6/JoL9j1x9OzNY5LVEw61iqIaGuqhJgzsPJydrrcAF6lYZ9aa1emOX5Qiedl9oSyS6ZTA7ZQ0BJWynvF4Ce+5rs4nbhgGt5eD25Fp5BZZ5KaompTAPWxDslzuXR5cePIU5fuI8IE6eWpUVQJ03tbPNp0pyAcieKZUJcnNo9CSon5S+jclKT2TfZmexQ59Xv38No/sdnj7Pyni0hlv8OgJJ+eMZ2VKWTafTefXshPTTgPZ121FjYq9tBBZgcLOFfhe4WS86MDOfRU6vSnOWNfigpOD7zx2bOGNrX5z2UO4LMBXbnwR737fx5IXXLDN7B1foFkzSKnwPahVNLUgJgwSQi/B9RJLhkndkY0RRLEkjlXOF7AvOm255xJryZCPTlK4oJU2la4TodyYL9wR8NEbavSUNwhuZf3jc3BnkbtMpCrRYTM+Q1lwZ4BfslzUHgb3U+Tkzwi2y237MgpLdJc8iosh3ge2eqFzmYe0fy5tiY4U5NnJotJuZSaLbYwFfz5kZWwjyJHwE89v860dLl+6o2qhm+ZqRkh6WCqESkRaHx+yLRElwfv0b1teSSEnoU0mG1FQr/3YEMUibxq12oonDikm941yzdXnmG2rSc6/9Jplj+OyAAf4sRdfRtTvfvTmrz22fWH2cNVzfHwXapWYWhgTBhGBF+G5MaFvpzCEMCSJotXxWWz7mJ6DMZm0VpGiqIH8O+X+Dllp28jdx/Eirrsj4M1/M8pDT4Tglxo5ykVI66ETCix9V5Q2lLJMf02jNoORe1Bda5kqyND9slW9Zxjh5kmeN8s9ziookEd565MjCj2HNIKbbDhCZtWXouSYR/QsdGc68CqrhcCpG/v81f+Y47clfP729OccC/QEj46QKeNQDF4ZKQWDkp5KoqEXC2Y7kvmerXkLAa6S1DyouJqwb+h5hn6kiWI7DO94EZX6ytbE6vM/GobhCY+lOtE3/uL//CWXXHX13Z24/vPfvGdPc9Woy4qxiPFml5F6h0a1w4rRFhMjS8R6CUQLVBdNDyUNcezR7ro2TRGZzFmWlhjclNDuuJnjcJKOMNnI7Xl9PD/is7cF/N47R3kwB7dXRO7UO74iDYHKupSF3Joji6HUfHMphyN3eUM8VFmR5edKfo9ZVzHbVOXPlwy7RDaTWupgDnUyByo5pedyXky54yko7RnK3jfiuI0x+RCGyGclB64GZbjl3ygLqhabZTEATYHRsHI84eztPfYeEjyy2yl1OiVaWM5K2twnc1IbMJEqXT0BFruC2X5EIpYQooWQPSJjp+SX+pKekfRjkbb7NSM1h7O2JVx56VmH+r3pnz7ltOdEJ8LxCSM4wOknn0G7vUhn+gHWrZhj05oFxpoLhH4Xz4341sOwb1ryyVurzM6HCNfBVYLLTk44d7NHr+9ZuqNjCZR5Hl6O4gM+8VEObsft89mvB/z+343wwOMZuP08PZFS4st0oigFtlNKTaQ8viRYBvKgPMUypb6BNOUpQvTTZ8k++Xq6eU8G4iziUlj6GZFZalsOuRCmYC4KK8dsEEijrTxyGrkz0KMKwaF8deHUDX3e+sZ5DHDdbemJkvZLYjzaGSErSW0gdeqzmWkNCds7CaRAOPDc53S4+NQFPMfKkhxbNHz21gpPHAv41kNVjjkOvqsYbykinTA+OsKLVp1Os1F/0kPzpABfv251b+boo7903pmTHz9y5NHqP35eM7Pk4zoSRMJdDwUcma0y0w4JpEM9gNHQcK8WuNpj5TjUwpjMKaLgdZdUqFK/eNeJ0py7j+NGXP+NgN995ygPPlGxTC3l2Vtqqx2m4PZUCm5RRO3B1GSY4z0IbBjaTIrvAlvDefAziO3sjx5Xs36K15Xpy+QR2hQ1Z1N6v1JkwxIpWzNNWTJ+tkllX/PqzIneXwryt79xHm0E199ezw+iEdLaFyYpyHURbHT6B6WwQzHVQLBlzOH8zSNsm/JoVLvUKl0cp8OVZ7Y4MrfAt3Y4aOMilcPMosMN32yQuFtb0/Pyl9asXd37ngG+sDijJ1ZsuPPw/NULf/7OndVDh2N8JZluC44tJWihaHiKtQ3DSKhpVmC0KhitOXT7Dr1+QuCljQZK3jpK5ymJkwoHOU6E5/ZRTp8vfNPnt/9mlIeeqIDnDYDbSSN3KAx+Bu6SAqxTAnf5cl/OszNQ5+CBE24s89Z4CpbyVf04tD/Ta5mSpMj/5/E/u5ybhkgHurN0xuTHwgoGSWOs2au2Rq8qj9gCo0odUyUGqi3GAF3ByRv6/J9fmcMYuOEbdZL0KGqgKxxkUvQdnNS1GbKNJJa05yqm5z0e2eMw1vRpVkPq1ZBmrcPWqTbb10TMzIfMLdZw3D4XbjNsOePyheboxjsXFmc0T7KeFOBBdQV+4Bw7NpO86urzzv3qXd/6lnv2toD6yAwfuEly4EiNNQ1NM9Q0QmhUJM2aQ6Pq4LkFaAo54MGNpd1cxrmNtnL63PRtjzf99SgP76mU0pIM3FbaOMwit8g6oSm3Ww7m2OURtPLGcbjsl0N0CKdl6A5GyOK5pxY5+Z4xPfSHjnfPONFpVXbVyHLwkuxMwfAzJlU0SD+fLHVRQxM5A2wVUUqFBHQF29f1+L//Y55f+SvBV++2/HAQJELSEQpXg5vYsm2iCx/Q7B32IsP8EjiOgzaCKLPLiRxWjMLe6Q4f/lKDsXCMkzd0OO2Ms6NGJXnVxHjjGJx4g/mUAB+puTz62G5O275+f8Pv7lpff/SkjauOcv++NlFUZ6KiGa9qGhVBvSKpVxT1qkOtIgl9M8D9dkudSjdNSxwnwnH6+G4P5fb48l0ev/6OMR7ZWy02lMpDSAc3BXegzHGbSaXKLsQF3TXfKDKYhpgTgFIMfZ3fLYMks0yaYrJ84GmCfNlm0olKlcOVCTH4wssnYg7O0nuxf1Okc5mCzGQg4+IPKGZl0TxjOKbFcaOGNp4Gtq7t8bdvmuXX3mH4yp1WSxAhiPFpC2WJbokNQrYkaDniUWzo9ROWOhKlFEZbF5EosbIVVj6wTzvpcuddHWZbTU4974xdo+Nb988c28v45PonPbaKp1i/8RtvQnTvmJ8Yde+t1Xs/95VvPcgHb6jRaVXYMAajdUGzJmlUHepVl3pVUa8aahVNNUjyenmmSJuJdnpOH8+JCMMejtvnxrt9fu0d4zyyr4rxfVCBBbdy8ZWgomylxM8m91OJCjeL4GUmY/p1OaI7Q5WL4en4UuFgEGSiDIrBXDZ/XOJ/CyEQMq2eyO+yiiIHb2qZ57KpJ1HibQz7umcnQAb0DJzZjGaubVgCsc4AXLRk8qMwaFOT/Uw5zy+BPJFMjiZceGqPHXsku/cpjLa5SYLCCImTcsgHPo+SggGUtBe1tHqLiWSyaTht0yIH53pMTp2PUKOvuOXOR+8746Q1vP3P/+pJ8fukERxg86b1tNotKmHl4K0Perd87OYnLu+3W5yyStCsQS2UVEOHaqiohpJaWAK3b+WWvVTcxcvA7fbx3D61SpcDcxG33+/zx+8Z45G9lQLc0kFKRSAhVMbOUaqCOOVmTMVy7j0MkKykByXqaolkb4qcsKxFkuWzub4kw1GxlJdnodEcn5ubE4X/oYg88HXpUlKG3WClJ7M7L2Zaj0uvcq64GPQ2Tf9yFv1lqlCl0yiupcjF9ZXSRYdUWa+lYtoojfBZymIkBsHWtT3++tfn+OP3aL7xHc2eWTCBoCP8FOAi3y+VxxSzz8BakyuiVE6i15d0+w6rJxW/8UqH5tott6xcd/nBfq9DEFSeCr5PHcEB3vqnb+XSq148M1qvLU7Wkh93o72sHHWpVVyadYd6TVGvSBpVQ72iqVUSqkFMJb0Fvm0K+V6Ui3fWKl0ePxzz1vfV+OuPj7LnaBXjB+AECOXiKkVFYSN3Kk/hl6K2m/HNyyXCrIpSnhfN7USy3LyIrGU6qi5dxoezi/Jo2rDDg02DRB7Vi0jN0P3xEfw4FdtSeXPgeVWyNMmjf8kNWh5fGTIU5rFJerNy1oPuyWV9ldLMTylly74uIjhDUb/4PYlOBCtGNVef12HVqj47HlPMzEqMkiQUYqeFoGcROIo5TjtY3I8F/Vgyt6TYe0gyPnUx45Obf2tuevetY5ObvhvoPnUEz9ZJW9fhB407m2Hr0xOVIy9/cMd+KqFLNbTybKGvCYOEShq5Q9/qiAfpve/18V2bb9eqHXYfifmT99T5txsbdAnB90H5SKnwlCCQFtieLLjcOe1VFZe5jGeSATvzwCmDJ5uZzKKtVXoqZhmNLiL6MKihaHuLEm+7vEkyuUPD8WfHkw40iOMfDiQEQ/X5XFKj5MVTsDeLTYE2ApHY15RoUhOCwgAse3/DVum2w6nRKu14Yo/VwMYzr6iU5JzLZrVpajFe7/G6F3Tw3Wn+5B9h5yGIK7CI1RTMuqjaQGIMcWKIYk0cG6JI0+0ZljqSdlfiOgljE5shOOXTk1Pb7lycX/huYfvdA3zDuin67T1PrDzzvF/79r33qw2rj7109cQS7a5PrAUVP6Ea2ra97yV5G99zY3w3wnN7+F6PWqXDE0cS/vjddf7tqyN0VQhegFAerpT40tiNpCiorhmQi1JgaZiiBO7MECqPhLIccYsCm9YgElK9l2KyRKebsgJMWFYopFp8mdJqBvbBTaVl+ZXSlgLmPFmqkm0UyyXLjOk9PD5X7sCWpaVF3sQR6YSP/VuJTjdssZVnMKX/IdMZzyQ9fsaAVtKWDVUG7Kx1VIA663qW7VOMyjw7k9xqPPQlr7yyB3qaP363YdcRQxwYFoxHoiWRNkRa008EvcgUt1gQRoZYw2IHTtpQ5Yyp5mfXbz731x585OCe00568o3l9wRwAK+yngN7v7bnhdecdv9dd+956cMP7ydQk0yMwFijR63SJ/QjXDdrudsyoJsCvFrpsudYwh+9u8knbhqlJy24pXIJpLC5dk5ztZfqcpQezrcLYNt0JP+Zckoi0+FYWQAxMSAjG8UtCKykmDbFRVkKK5EGthKDTkuKpVLh8LTNwDeOGyM4AbjL9+WInT8YVNkdlJLWefSVstgiWqt1BTHoRNCPJP2+nazPKyn5UIpAKdv4MdKkgwipxYzK9hrk3U+yE8FYdapCiF+iMhMsLdGOjeSBL3nl1T1ghrf8g+GJo4Yk0CwZn56WLCXSDqYoQ+hAxTU0YwM1GGtKwvoiXn2Csamz7v/2vXfuefHzL3k6kH16AAeYWjsOTL396NJjm3cfSn5i42SH8WaHVROLNKotfK+fbxoQVrfZcSKE6PONByV//5lRPn7TCH2nCq6Pl+baGbgHBHnKk0FZGbAcyYfBrcqP7WYmt+8rSTsYAz2piRJNnBi6kaCfFOlE9r+cskC/zOYfTSrFQK7olJ045S7Qd10lXK64PRS187JgKWLnkholO0UpdN6yl9JYVqd2aXclvb7IUzAhShUmZdWqtAatBE4avTPHHZuRSUzK2DKGtBlkUhln69WZSGtCm0iF48SFd6dOQX5VF/QMf/fpmG8/GtPrR/SUS08oWgj89Lg7jmC0K0kMrBqDK89ZzaZtmz7arZz2dj/e93Th+vQBLsTpvOuDn5vvmc2vv+zs/WtW1I9d1qwf4/Ydfe7bZdvoY7WYay7qcMbGGFdBJ0n4l+sD/ug9Y8y1K0RuFeH6hEpRcwyhsoZDmbDQwKSNKG/IhmQeZCE8lE31K1lM92ejT2XfygzoYWKIkojZw5rZjuW2ZbOajrLWdeVRRi0Y1MGmiNpmID05cT7+pCDPS5KDxbp8+1ZOTzL9mLLMRsqpz4zAaqHAUQn7j3rMLMh8ql2Wjp+j0u6itscrj9L2NE/vdelrjUJisBtBJW09Pck305pEaWItcRJNkqg8J/eN5FVXdfiRi47xlvdEfOjzDVpdB0/BGZt6PO85XUZrAoPi3l0hdz3UxOzxaYyGt/7M6ze9ft/OG9rrtr/s+w9wgDf89EuYPXRT25gLHrj/3u885y3/5LmP7p1gftGh1Rf0kx7vum6W33jVNC+7ps11Xw35n+8eZa5dBa+CcgIqjqDuaCqObblnHclsY5h/wFm+OfzhLANuJ43aTi5pIdNILvKZPicVBw0Dw+R4l5lojr27KswvhdR9SUUZfGPSEljGXbaiNhnIB2TJsOLw8BQbyuW768cBORsMOE6SQpqBTWZ5eCSTHLbpYEzo91loR+yd9njgcY9OR6SqCJkSgtWTTJRAO5mIp713B17hIMhF6cQ16ZXCljXTKX2pUHE2tWWdsRNdVGvwYKTS4a1vmMMVms9/LeSlz2/zq6/oMl4P6fXrdLo+LzzX8NDeo3zytvVc9dwf6X/xZtl+4dWXfy9Q/d4ADqCU4l+/eOSXZ+dfcCn9+06/ZEtMuwd7jxl2HA3ZczDhw1/qMrMkeNdnasy1AptvOz5VV9B0DBU39Vpxio1j1lbPy3Wm+JDLdNfyhtKWBwfBXZa1cFMdF9+1DdLQ1zRrCRunIl5zzTzvv2Gad/zbKmY7DSJfUE//sRCFFIISRd080wIsK6lmkzUDE+8Ztss18hN0KDPkDBTfxOCtoB6UtGRSiWHPsQPZ1bBDpNu8/4sh77t+kvVNh42TfRpVq/LruVacKdH2RC8aPxRt0IGTL1PK0mkLnnQcU6RT7DL/rOyVJuUbOQo3ifMIjsk205rRSsIf/uwCk2MxP3pJj/WrXA4cGmP3gTH2HQ5Y6sDaFe3eb/7k2ls3nLr9m2LIle8HAvDG5BUcm+2YqN/+7Kmrprcuzj4QLLar3Pxtwc5jMRee1eJP/usC6yZjvvTNCkcWHYzyCZSi6WjqniF0rQuE5xQVkfRztrZxJXJO0TUs1ZezTWR2uXUy+bhCOs51Za5V7nsQeppqqGlU49R7yOcNL27x8OPH+OitDi1VzVWbMlaiEpZfIVO6Z1ZSlEPgHY7geVltCNHLgX05EaHiClYMZmT5dyZx58hMLD7G93oEQYcv3Abv/tw4URSS1DWLHZBSp5rsJgWdyuvf+YsBe/XIurZJJnqflVqtOZnOauTGNn90ItKNbZbf63RYWKJ1nP8PkSoDR3GfXQc0H/9Kjdvuq/J7P91l/YTkiUMBX/u24NB8xNmnbJ2u7PVe/pbnNpa+Z3T/ewAOMDEa6n2PfuyPt21uRI8+Nv67rd6C16w7nLZxiV//8TaXn+7h+4bXvaDD/bvG6UlF3TXUXEMlBXiQSrs5yoIqG5yNYkM/Jq9Rl0FQyKuR590qSz9ycMtUR9HqIwZepkJqPT8Dz/rDdPuKFeOK517Q4qa7Wxzp+nSUS6DB1ZbinEiDKnU+yzomeRXl6W4uy+vJNpoMdizlQJpSjPs5Tkzg91noRNx4Z52jCyHjTVsa7PU1HSeblSw8KbNpq/L4Ut4pzcqImjQ9E2mVReTzlLY5Y5sxUSSJtf19OzBsiBxbUbEAt+D2nIheJPnQl0Ie2j3KQ/t9Ilr8xisj5pZ6RIlk48ZV/drYmvdUgmr/qQ/e9xHgALv3J/1mffXbcPr9I/OP/a921JHPPTNkvLKSPQd6rJ6YZtuaDq6SCCWoOxbcFc9Q8a3Fie8W6lgGC+52197r9PMwQ9HORtjSBjJVQ1IlhVsr4UyqkWjwPYPvaXxP47mWk24DrOLMzT2mJjoc2dMnShx6EvxUnSkHNpRKg8VmcqBUSAH8ZefLngLcg42dcjRPDVjLyrsZQzMdGnGdmAOHDPfvDMA4CGFVXfsJ9KNUmVXKVME3q/fbUZssNcw24QPaidoK82RALdImO2XTjyStjqIf2VxcKXBdTeAWkR3s//e9COUoHt4X4oY1pkYd5mcCvnZXjy1TbbasG9Mr16z6X2vXTv3V0tLcvxvg33tyk67LrnoNRiSdU0/Z9ulzzz7TOEqw+5DPrfeMsP9Ig3Y3JE4kQjrUHKh6mqpnjakqgaAaCqoVSb2qaNRcRhsuo3UXR0l6sbV+jtOdflaJk6R13PRWbDjthtKq22ayX1bR1hrb2pvrJnn1QQpDtyc5bXPCOaf2UCJGa02kBbERJDkh6fi6d1ldygLZHA/u5TCdReih50TWUaIcVE0KqhTkWaoiNaJsxqU0xiR8+0GH+3b5CN++7tiIlJ0HUWQF6KPIdgujWBfdw9h6x8eJraMnSdbiJ+9SlvNsx9EpgS4higXT84rpecnMomJ+SbLYUiy2HZY6Dq2OS6fn0em59PoeSWKl9TxPsWnMcMXpDusnJd2eZMvWc8yqqW2f7vb6nZ961X/598Lz3x/BASZWrGNqzcijRxbrbzzzLPn3137lLtnra7atc4hiyaMHA4zj0fANVQ8qAVR8QTWQhIFM/cYVYSoqVA01MRF3Pm6oepKqB8Kx+hxk4M6rKuUILorcO3UvcXM3XG3tMVydarnYCC6EbRfXq9CsJkgSEqOJjbJyBiVi1iCoh9r1DAfqrEUyzIIaAvvQTwy06EVZM9EM3RcpSwZ0gWahpei0JaKZdWgtNTWKIVIGJxbWCiQxyFiXxHpkSS03i9ykvJWifChSfRvfTQj8iNDv8cDjdXbsrlMJBIEnCTxBEEiiOKNEpL8nPUu680K2TMXc+5imGjictKHP1GSf0ZUX6YlVW944G5/0qM/BZwKazwzAV689m6/d+Uj/2ORz3nvlOfdUOgvh/929u0OjGtGJOnzkxjGqSjESaKqBoRoIqqGkGijCQFENlHViCw2NasLalR3WrT7Kt/f57Nw7xpqGtlrsJWadFAKphNW2z2vdMi8d2k1nSqd1spsueOm5x0/aINFZvm8/kTK4B/xxyo4LDKYl2f1w+nIcojlh2l38kWxCYSA1yxyhyz6ito4h0CA0QkqQ1kgkNkVUjtNurZuAig2xLJTI7FWgIIIpaX0wtQStLG88OwbZJtJ1E8YbbR49tMTn7vRpL0SsG4daRVIJHSqJSvkvMj0xyKe5Ar/CT1w9zxe+2Wa+3WBhydCTq3h0wfnN33rexe/tLX0nCepn/vAAHODKC7azMLcnCadeubMT3be4ceKGuu/v5x2fqnL0WIPVdc1IxVANBZXAgrsWOlQrklooqFY0jWrCaL3P5GibTdUltk9pvvOYoZ/YKGIPlBho/uR5uJQpc3CQG+6kKYqrBnXI8+5fGsWtGSQDsBxOoQfE6LOHA93M5dvzZZrqcUsUKctAB5MicpfRP5Cb5ydD8TdMRo00hsRArIW9JVhCU2JQ6cBBpguopCFOQa6kIE57DVaHxJYDy3RbKQyOTKiGPXYfMtz9uMOoC6GbpIMM9pYkCpNWbCDNh9PN1NSI4ddeOcc/Xy947PAqfvrKFyxuP+XsnXv2H0o2rH1mwP2MAhxAOTUc1fvscy664JdjOu/46w/Mjt31Hc3GUcVI1dI7Q0+m3HE7+VOrCOoVTb0a06zGjNR7NKttFrsRM4uDgBgom2UlwqGNZu4f5JQ9gWz0Vkqn2ohlC3BbhVhswfySFZQsk7SHAXtiUczyaTFEWCkG3wZALpbB+4lWQYUt//dSQmQs+XSkbqhUE9pJQqINkaaI5KnjQpzYaXcnFmkktxvWrAuptCBJ0iiurXtDYkRe0coOkTYwVouphn1mFis0W3YTaoxGmzglozmARApprwxG0Oo6LLVdnnfWEbZv6BGOXTyzafN5v3740OJn16+rPpOQfGYBXq2NAfDQ7rkPrtl4tXP+uertFW6dXFFrM9fSzMxrAl9QCRS1qqRehUYloV5NqFdiGrUejWqXRrXNV++Dm75TwfOF9ekpt+7TKZm8DS9l0c10StHb0bkwqJONzeUT/angvrBTRzfdo7j9bp8kkdbI56lWKXVZfuBh+LnlGYVF8B4cbBhITZb/98XjtFynlODSc/pcclqPL9+tiT1D32QR3ORi8koanEQQKeubY6M3yFik0bzg9sSJwNHG1rqNRBud5uXQ6TlcekbMhSct8vGbGzQDmfKQTPpzae4uHKRMm20eHJqGB3cFnHPKNq6++tyj1RWX/Q50PrhuzepnEo7AMwzwbJ2ycYTFhYX3//JrrpBfXzv3Z8niTZOfuV3T6Yes8hTVUFGvQLNqGy6NakStElGvdmnWWyS0eHhfQC8OaQSpOqwqSFZSUXBLVFEDt237rO1vBoBepCYmrx3LNJILldjGUpLK1aQ23wPgOkFVZDgXH6iyMBi7T/QXTCn9yB4MgHpgYrj8m+mpkY+fSXs8RAJJgjaaSDtE2hBrYb1ytOWf2CiOTUekrfUn0uQnQCIzqTTSioqx94kgSSRJYoeCG1WXU9a2CVSbo+06SghA2+FiLTAmtpUX6RB4kqmJPr1kjq/dW2Hj1vOPqvqLf6/V0u+v1Ua/H1D895cJT7TqjQYHHr/pvRvXhG+ujTRm5ucNK0c9RhoujapgpKYZrUeMNfqM1NPIXekwUltix76ET369iSc9qq6dwSwc3YpbxjPJ6bE5R4VcEDRPUVQhrJ+p2mZCnzrRHJ5RtGIHpEQgSiq0g/XoE9O6zdCuc/BbDGH0OE2WEnjzCqEwx/+Lso99NoqWDR4kkooDK8YicGJIEvoa+okoNptJlqpY65A8X9aGROvScxDHEMdpmTHO7EQkUSKJYkWv7xLFAS+/tM+Z62eZb/c52pXMdCSzLcHskmFuSbPQillqJcwuaA4dcxipSTZtmZhpR8Gb/+VjN7y3Vntm05IfCMABtp3xEnYeOPiBo63Nv3ruqScvXnxGm7FmTCUwjDUiVo53WD+1wOrJBZr1JerVFgeme/zFRxo8fqhBPRBUUq6KFds/HuhZYyf/Xg5o+1hluiklkJelm10nptfT3Ha3z8FZN3VGFrl+uCgxG3PwDYX1ImqbgQ1pIWS/fPw+/m+aAeAPXEJK9XX79wcnarSRRJFicgQuObdL6EeQxMTGEBmItLC1/XzDmda8k8IFzW4MU4Dnz2Fr5CnI7c3KOvQil8V2wPoVLr/1U3OsXzHPXDfhYFuya1ax86jD4XnB3JKm20uYXkz46j09lHfK4vMvWf+rjebcB37xZ58+Q/CHBuAAoVqhR2rbPnrpeeO/MLV6rHt4OmK8GbFuRYtqZYa7Hlvg4f2LVIIlwqDL0QXN9XeNIKRPw0/5Kq7Bc4ruZAHw5cGdGV0N00kLubhMgzzBdWMePyR5YHcAxgWpUFLgle29GapulOBtjstPeLJ8ZPk13LFM78t/ZyDdL4HaTtSodNBAIYXi9I0xW6a6EMckWtPVgijbYJY2m2WLvyQHtyZJNEmcyjokZXAXg8C9vqLbc2h3PaI45HnnaVY1W+h+j17UZ/uGac48dZrZKGLPtGBmUTNWj9iwaWV3MV75CzV3zUdNr66f5pF62uv7DvCrrnklI/WHkpO3z/ybG65/3flnre2umZymVpvmQzdpfu9d43zqq2O0OgHtruBTt1RJdIWGL6hlfBVPpEayJZBn3cpS3dvNuSlZzl62Jszcckv8DZXguhF37HC45/Egjd4qNYtNtcUzBh8MTLznqOP4vPu41v3ymLb3yxKuitLfQEZUHhDWxbiYzgeKFf2ew5mbNBed3IU4Ah3T14Z+FsHTDmUWsWPNQKoSl4AeJ4Y4thE8iqEfQS+S9CI76d7tO3R7HkudEEHAKy5vUws0VV/x6ssEf/ELS7zmmqNM9yJ2Ho7xqmu72zetfp2uq397YvZQ8tqfetX3G37ff4ADnHvR/+DRXeuTF/zoj35yIZn6mRbr21/5tuRzt46xcbTOZHUFB49N0Ooo7nqsii99Rn1N1dNUPEHgQuBK/NTC0HOlJVWl0Ttrxzu5TSGUja4ycyunrEOuEjw3Yn7JcP9On1bfyjErKdNB54xzPSyUvyzGh9KSNFkxJ0hOhvPvcuv+BHTawvA1nZQ3Mp99tFILDolWRIlD4EpO29qjUe9B1CfWhp4Wg5E7LR0mpXQli+RRnIG7aOP3U9pEry/o9iSdnqTTtRG81fGJopCztxpGAtjQlMwem2DfgbW89ALF5WfOc+VFU+1Lzhn7mQ9/5ZWfDHtO8sv/9ed+END77mQjnon1nvd/nJE1F3L1RTc8uHf69Me/+VDl+dFSLzhvm8vJm2DNijbf2NHlX24co+4FTFQ09dB6c1YCQehbs9nMHtx1Zc4UdF2Dn/JNXGXS9nzWmrd60q6T5NosmYJpGHS5Y4fgbz/W5Nh8DYIATypqDoTK5v1eyVwrG6UbFNwReQqTly8FeWcwe5zV62WpBFdM1pRd6crzp4UtjDyOYVhq55eGIAQa308YaUbcs8Nl96EAnEJqutBuLBpmhRR0ceLJsoBRNu5Xlmwj/T7ZNI9h5ViX+/crDh2u4CvoRz6Nqst5p62cn5hY+d/+5J+/9dG/e9MSL37JT/+gYPf9KROeaP3GG15D/SPvZvbI1Ee2rx93Lzy591f0doyvnTyI7y/wqdurmKjKqrGEZsVQC7Kup8T3Ze7R6SiZcr9Tm4vULrzIv8s2KSXJZll4ArlOTD9OuPGbIQ/trkDNQwpVzIYqMzDRn03qZ8Aqj6uV5zONMblAzkDHk8GUZRCkBUU155tIM7AJzasnCWhsqU4AQipkYlCJJk4clHLpdDxO29jn6gs7fGNHn3Yc01cOfZ11NtOcW6abTGmjuUgyIpflj8vYAl1Jg4hFKsxTELHyNyYMgiprVkS84pJFfv/BJrsPS1avqhKMnDu9dYP3pka1+pFaqDnrwtf/ICH3gwU4wC+85hcB6HfmPuC6rnPdTeNv6y5eP3nbg0e4a8ckmycEEzVD6Nkxq2qqnBX4EiVtBLEHPRX9KTkoe27BN8mALVXBtlMlsyvlRBxbMuzYG+Tinp6yk/1WGi7L6a3IUFklK1s6zUtE5kkkrDJU2QZwOQ/MIiUpE6cKvkZ+pShFVdK/lWBl0jQZy1AihULGaRomFbFySGKXk9dFjFV6tBcitOvR04pYmzxNyb3kE0MsMj8dMTBYoZQm0QKZ2PfYjwy9VF+QtAWfaEE/UmgjuGCr5sKT5lGs5adeeeHRdVue/7s6iT4wuuL7U+d+qvUDB3i2vHCEmfnO+y698Epx//3Jn73rszdMrgw6bF4B402X+aUEJaEWKpp1RTW0n/Ri226ChMjsni2wfVenqUipoSMNSmSRu5iAUSoGE3PTXR6f/UYVfBclFWGqyeKn0dt1ihp8Gdy6BGArJ5EO3pZzcGNppikBI3/fonQ/COyM+IRl++Wd1uKY5VETgdKFT6aNuooo1ijloBKHTsfjRc9pce0FbT5yU0iiA3pa0dcCvzS8kYkgCauWmQ9NW3k4bYeR07GqODG02gmgCQMFRuH7AtODA8c85hYl/X7CG17qIBpXHT33vKt+D8P7hPPsgBt+QJvME62xZsjhuf57x1Zd9Ns/8bKXzm7dPMXJGx22b+zTiWM0knpNsXLMcNKGDsJZZN/RPr3IVpcsbdOkSlpW5DMbZBjwh0klFWTqe+86CQuR5gu3h/S7Nkf1VDpwrAyesjm979hpI5vr2+qNTI9YUuJ15GW2tOyWjdrpEvPwRGsgh1blun3JT1Ta96t1Uaqzt0JmOIoUUewQp7d+5BL4ihde1GHcj9KSoa2J63STWWZLJhr6saHbT2+RoR/ZejjCjvutW9lHiwUe3R9xbDZioWWPc+C3eWhPm4d2K6Q3xfZTXjX73MvP/21k573CqT2bEHv2Ini2Tt7QoBdFH5wYOX9mz8HDW648rfXnX7j5y+6B6RHO26oYb8C6lT3WrDzK5+5U7D08QtUXUJW4jh1DqwYJlSDGURptbI5IJrxTGtbNXSVkxO69gnt2haA8pHTS6G1t67wM2I4Ft5tKwhlj6EeCKDbWEUynzLp0qy6ldTMY0L9eBuHHTeuUuqYZqN2UXiClbXnrvu0i9voKbezJ7SZWds5GWyeloyocxyFOHOLY5awtfdav7nJkVx9tfPpaEWdXmPT1GIoT1hiBE5n0vVnDX4DQN2yciuizwFfuHcFo8NyYuUWHjav71KotJta8MGqM8+bVGy7Yqalep4T7VB//93096wAH8F1XR0sPffbN//3F3r7dd7fXb0j+bvPjO8WqcS2nJiK2rJ3hgzf2ufnecbaM29/JwF2rxDRrPZr1LtUgYr4VcHSmYtl1UoMpLre2VJggVMyDj7ns2hOAZ7XHg9SyzlN2QMJ3IPDsJH7WXALBEoajC4J2ZIHqKvDTHWfGpS4iuH3elDadOS2WwTQlq4I40prrek6Cl1o0AjjSZ3bRY7Gl0vdvUzOT0k/t71twu0lCkig6XZdN63qcurXLvTsjoiQmUiqXqRPY1+umo4LTS4KZtqAeCMYSe2UJPFsyxEAUKa4403B4cZp//cJKK64aCtZPTegXP+9ik3hbf6XtnfNPt9+9v3/lxSc927Cyx+3ZfgHZcmuncN8D3+lXKms+ODGpv/qiq71XN7xD/3tl42GOLc3xtfvG8fGoh4LAV4Q+VMOERrXPqvElOvECn/uWi6tDqp5PrWIHGow/GL2VilnqaG68J6RvPIRy8JXAVxpXZtM/mbUGBL4kcO3/dF3FulURU1Oz/NvtFYz2GPG01SwUaVQtT8CUpSWAAfrVQPRON3Vp5cdNx8EqQZ9K0EfT5Wv31pmbr+C7Et8V1m061Z4TQuXNLTdKiBxF7DgkiUMVxfPO6fGZW/rM92Ni49FPdVAE9upT8QW1ULF+bYRxZ7nx3hp75kKUsGa/nV5Cp6dYaLvouM5Vp0/zhTsWeHhflQ1rV9CXq//n1s1bPx7UpvZG/d39NetOf7bhlK8fGoADnHnaGQCd22+59pH9Ry9920WnfNNrLfX/4B0fdNWxIy4bxg3NmkO9IqlVNM1qxORom4RZ/uITFW7+9gTnb/A4b7tk7UqoBEnKZEud3FKzq8Pzgi/cGWLczPMnjdxp9cRzbH3d9wSBL6n6impF0axJNk7FnLZ1kcbILH977Wp0z0dKbasuiSFRRQQfEONchi6blwkHVAJszT7wIqphF9dd4l3XST74pZCz10SsXwmNmkNN26l4ISlSE6WJHIUbW43tRCuiyOEF53cZrfeZP9IjSTw6iUOczrgqaUuxUxMu550KZ5+UcMFJh/jTD6/k4GLFKhGEmsW2Zm5RcmQmZPVkld98teEr929Jxleu/tNXvGDz2z7xlQPJ615zxbMNoePWDxXAs3Xx5S9j/yMfS1Zvf90fHTx8xL347BteOTtz17qGn4RjDcVIDUZqMZMjXRw1z59/zOP6OybYOuZQD0TOn4B0vMqxak+VoIt0+nzxGwGLLRerVS1saz4rCaZ1dc8T+J4k9CRhYPXPR+uaaiVGiZBf/rFDfOa2WXYeXEnFEbbRpDO5YTHIFx9aA53KUu07G+myTamYatjliSNd3vXptfheQLurmV+K0yaNSsullg/vKoPrKKI4SbubRZezVjH86HPavOczIVG/R1coOq60G0jSppMjWGx7HJsd5SUX9In1Yf78X9dwZNG1exw/5oinmBx1GNfjnHLK5b0fe/UVf1mvrvgjz/8kb/6VVzzbsFl2/VACHGDN9h9n/+EFlFJ/GAb+W/7bz77snffcedvprtN7TuDNOZOjXSbHFrlrZ8RtD6xg3HeYbBgqQUbI0vmlvlbpgmgz0+5x/06HT30tJOpIqIrcNjqzjs5kzVxH4DkS31MEviQMrAa6qwxJIpHG5exNLR7dF9FNvFRY3hTDyd/l+yxzUopqij0pPafH/U9IOiagqiBKDN2eZeZ5rsR1C25O3xV4sbRyaamFekbGqlThv1zZ4dF9Czz4WMJiopnt1Wj4IuWeWK5JqyM5Nhcw2mhy2anHuHb9PPfumCB0NL7bY9umehwxdvuGU67WMjj19n0H5B8YM4cQI882XE64fmgBDrBmZQNSpZr//c6P/5IeOaVeCbrvWj2x78d972E5t9Tl2ttrzC1U2b7CUA/ttFDo2w1o6EeMNdssdVt86AafB3c3OLrY50cua7N/psvD+2vWxE0UPPJcT8WROe/F96zIv+faGrsRNrq/7poWn7g5oq894qGyW75y7koRt4eHlgc2nKXOq5ARH/pSjXbfQVSMbajE0Is0vSjB69vyZd8RRJEkcg1xYkGutQQNjqN55HHFV24N+L3XLnBsvst9u1u87wsrOLLYYCQw9CJ70rS7ksWWy+HpKpvW9Pixizo8uruNCpts2bpav/ia0U9s2+i8YX5xx+LYxMXPNjy+q/VDDfDy+sNffjUzR3cvBkH4q3v37X3syAH39CNzR1++b/8+pmqGiisIA0UllFRDQzW0I3Azi23+4bqQj395JUnP56VXH+bnX9LC10v8/nuaQEkuOetg5qxFmYKdgoIrdarqJNAJGJMQD4F6uAQ4MHtWlpxIb9oMRfySYa5IW5rWraHE+otMqv4l8psdSigEL4WEWCf8w+ca/OtnVrBt8ywvv9zh8jN6TNSP8s5rFdPtKs2K3Ui2Og6tnmUKHj7WYLIOr3nheuq1VZ9+weXn3+821/71I4c7i6ectPHZhsN3vf7DABxgbHIjwDFj7n/L9pNfuuHb9+7h5c/f8/IdO+5h38EFPKfOWF1QC7MxuBb/epPkX7+8gtXNgK1TgtPXrmDhsOTqc49x6pYuD+1uoqoZd9zSb62mob1ZrnlKhlIF+QkyPspgM2ewrl32rC/hO+si6sGon2uP5POZhZRy2cMmp7PGOo3cxTBCHNsUJdESz4H7dypuumuMYLTB/Y9UGAk8tqxd5DVXH2L30Vk+8qWQxQ60Opq5xYTxJhyb73N4YYStmy9nw6mbPt13tvx6x7SfOH/TymcbAk97/YcCeLaEOJ2jR2af2Lxh5W/H/YkPXv6c9b9249cfu6K/uBstlvBcyYqxDrsP9/jU1+vUvIBNk4bNUy6rRl2WuiET44Kp8YQdj6eT+CLjtpBGbpWSu8q+myXZMjJ6q2UTFozCrK4tchZhWRI6j9ipJEOmJKV14aFTKNeKwd+hODFsFzWN4pFIG1CSKBHWYUFbJuDBGYfZWZ+xKhw55rNzn4ejoF7p8YpLZ/n6/W0OHKkz2dT0+0ssdsc5f+upyOrJN68db/715NTm+3QSP1FvTD3bH/v3tP5DAhxg0pJ3HjPGPAbcv2u/nDp9yyn/eOtdO7d2OnerB3cvIVzB9HyF1SOCsbqgUVX4XoyrEh7ardixr0roDzpGuI7E9yw113Xs8+XZyEJdyorziJT4JXOKa0nCIhfgl3kUN1iAxhprc51WfOJsoFenXjdGWkuVNJfRQ2lQFtGj2AqI2on1wosnSRStrsu2NbBlY4dDh6v04oS5Jc30vMfh6TpjjTYjYcT4hjkatSYvesF5SWP81MfWro7/24Ztlxw0hkccKZ7eB/NDtv7DAjxbqbnUIyY++kgUJz9yrFVZM1o76xM33/KlRnf2seqqumDE1wS+S60C9WqEUh2++K2QY9M1JivWj0YIS73107JgNRS5HblOI2wufINBygSpJEI4+eRPOY/3sjQn1SmXdiQo532YuHj9jrKNpbhERbWTOk4qvaApz3ZlewZjrEuwNraLGXiCKJG5VNpS22OyWeX557V5z3UxS22HVlvT7iqm5wNa/SbnbA85Y9vm1rnnXLPgO/1XuZUN+xHqCfV0RFt+iNd/eIBnSziTGKOfuOi8lXuXFlunrd/Wv0jrK971E/4Tte888MiIL+Zp1gyNSpcDs10+d/sqzpgSdJOYI4swoiWuso2delUw0UyQwnBoRqG1IPRF7mggpaEfa679eogRKrc3VCITHZJ4jiTwFL5nNVsExQykTuypkiT2byol8KM0f9YSnWSyw4qXXdrhjh0xifatOa2w43qBr/A9wZGZGCFsOz/0HeLYmkpVwxbH5jyOzk7ykguPcu1tS8wsNVhsawyKFSuri2Mrzpl586WbHaT4xVp1+x1BGM5bq57/HOCGZ5lN+Ewv60Qg9D2PHputjUx98SPX3rvxta9+0W/+4W/94gMvuPqCb69eNXHPyEjQ/czt4ziJywXbJa+4Mmai2aUTWWBWQsVY3bBxqk2zfoQHdnWZX9JEcSoiKQ1KJRhibr2/AsLBTY2ylAJXWTnoIFBUQkW1IqiFEPj2+zoxtiTXiWm1Y9odTacLvX4hzWCHCiRJ4nLJaTGetGNn2tiup+sIGjXF6Vti5nsd9hxNmFuMaXUN/UgSeAlHF/p8/CaX2+6rkUR1fu5FBrfW6I6MTt4ztf68B04++7/+6eHH/2lLrdbcPjGx8otBuGdWCPGfCtzwnyiCl9fl520E0IvtHlLK90X9/vsdR3HGKetVWNn+d+ed098uOHTZyauPqfHRNhNNwcyRGEcpmlXBWCOmXmvxmW/0ODyrWT2hiRMFKV/EcyMOz0FPB/iOxFO6sFmRNs2phZKRmqES2Lp2L7Iuw4uJptVJ6EdWC7ASaRAuvieoJ4XjcKIVvb6HEi6rRrvsm7PiPcakv+cLVo33uezcGT70hUlGFjX1SkJ3BHp9zXwvZPdRD8+tgb82ufiCFbeayvgj7aXWG6XUieOGnH7p+0xY3dR+tj+v7+f6TwnwbNUrfvYwS5/jI8dm3/DSF3ijV1w4+9Z9O7/sEc8ll5wxee7ew/554+EsI9Ulohhc1eGhveGApLDrGBqVPiONDu++PuDg4SpTDVsXn+tAPbQby8BXNGuwaixi5Xgfz004NufT63v0epoD0wlHF2x7f9WotT+rBC5xYv3hG5UeGJhdrLJ2osPLr1jirz40wazvsDIReZkx0ZJNU9COYuJYc2g6Yt1UE7eygW4nvssP2nevWrNJbTn9+f2xibHfP/30/qwfjDzbH8sPdP2nBvhya8XEKMAs8N8B7vjmrbz4R8QVj+7tvmBVfelVnpw/aakVcXDuDiqeS6iwIjomwVN99s/02HFQsnIU1ozDljFBtRbxwL6EVs9HSUklEIw3E9asXOSJIy3mupLT1rWYbI3yjQcls90uJ2+PaHdg34EarpPQrFkaazWI6MWLPPT4CPVKlUR3ODQd8dzz55huV2n1PNqdHsdmNcfmHMbHG5yzzeHyc8/D8QNWjFUfnlzjfiLywy/98uvMzVdc/jze9CvP9lF/9tb/5wA+vC668DKAm/udmZuBWxbb/S3t1qz+1Oce1lvWr9106ZlTv6v0HgLfYb6zm49cJ6i6K/mVVx3mlDV9Jish11ysOffwHNfdMobBJQwEK8e6dOJ53n99FVeFeFe0mKgvsRTV2LpW8oqLJZ7f4a0fVhyZq7ByzHZHu/2IT9zisPMJnx+5wGOx63PLPS5vfJkgDI/xjQc3s3ndRiBhasN6Vo/tettzTjvw+FVXXConJ8dklLg7gS9eddqzNyb2w7T+Pw/wbHnhGMAXs6+PHj2K6/gjszMHb58+rDHISKvNv/EiyTWrRz1WbZxhcux+VtYN61YlVGo+dz0U0qgpMBHGtPn8HYLJasimVYbpGclo2CZOHGqB4c77fTZOeTzvrGm+fIei25e0uyHtqMruIy6L3QqtnsfmkXX86s9ewDlbQtasaLNui3vDzJz4v1Ecues2ns7atS+4+We29ObGxsaf7UP4Q7n+f4CfYE1OTgLMAdcCTM8cANgxOWVWhg7ac1oEwT4q4SJSuSQmoNMT0c/95LY/3n9Iv6Re70S1EYdLzlRMjHRY7EgmR/pccHaFFU3DXEcR+4rnX7JEJAPWTIZuJILPOeobf1yteG6n5aCNQ7NR5ZrTz6JZDQgCLc9qysMIHl87tebZPkT/IdZ/rprQs7zM0qdAsvK2O7tN343MTff6XLBV06y3mV9yGalH3PIdn9Ga4FhLMhZKztne46v3uEyM+GI2GplHcPiNP/ncZ/ut/KdZ/y8Hsggn/G01IgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo0NDoyMyswMDowMLT11SoAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NDQ6MjMrMDA6MDDFqG2WAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 12494000
{'hecke_orbit_code': 100663316, 'n': 1, 'trace_an': 1}
-
id: 12494001
{'hecke_orbit_code': 100663316, 'n': 2, 'trace_an': 0}
-
id: 12494002
{'hecke_orbit_code': 100663316, 'n': 3, 'trace_an': 22}
-
id: 12494003
{'hecke_orbit_code': 100663316, 'n': 4, 'trace_an': 0}
-
id: 12494004
{'hecke_orbit_code': 100663316, 'n': 5, 'trace_an': -25}
-
id: 12494005
{'hecke_orbit_code': 100663316, 'n': 6, 'trace_an': 0}
-
id: 12494006
{'hecke_orbit_code': 100663316, 'n': 7, 'trace_an': 218}
-
id: 12494007
{'hecke_orbit_code': 100663316, 'n': 8, 'trace_an': 0}
-
id: 12494008
{'hecke_orbit_code': 100663316, 'n': 9, 'trace_an': 241}
-
id: 12494009
{'hecke_orbit_code': 100663316, 'n': 10, 'trace_an': 0}
-
id: 12494010
{'hecke_orbit_code': 100663316, 'n': 11, 'trace_an': -480}
-
id: 12494011
{'hecke_orbit_code': 100663316, 'n': 12, 'trace_an': 0}
-
id: 12494012
{'hecke_orbit_code': 100663316, 'n': 13, 'trace_an': -622}
-
id: 12494013
{'hecke_orbit_code': 100663316, 'n': 14, 'trace_an': 0}
-
id: 12494014
{'hecke_orbit_code': 100663316, 'n': 15, 'trace_an': -550}
-
id: 12494015
{'hecke_orbit_code': 100663316, 'n': 16, 'trace_an': 0}
-
id: 12494016
{'hecke_orbit_code': 100663316, 'n': 17, 'trace_an': 186}
-
id: 12494017
{'hecke_orbit_code': 100663316, 'n': 18, 'trace_an': 0}
-
id: 12494018
{'hecke_orbit_code': 100663316, 'n': 19, 'trace_an': -1204}
-
id: 12494019
{'hecke_orbit_code': 100663316, 'n': 20, 'trace_an': 0}
-
id: 12494020
{'hecke_orbit_code': 100663316, 'n': 21, 'trace_an': 4796}
-
id: 12494021
{'hecke_orbit_code': 100663316, 'n': 22, 'trace_an': 0}
-
id: 12494022
{'hecke_orbit_code': 100663316, 'n': 23, 'trace_an': -3186}
-
id: 12494023
{'hecke_orbit_code': 100663316, 'n': 24, 'trace_an': 0}
-
id: 12494024
{'hecke_orbit_code': 100663316, 'n': 25, 'trace_an': 625}
-
id: 12494025
{'hecke_orbit_code': 100663316, 'n': 26, 'trace_an': 0}
-
id: 12494026
{'hecke_orbit_code': 100663316, 'n': 27, 'trace_an': -44}
-
id: 12494027
{'hecke_orbit_code': 100663316, 'n': 28, 'trace_an': 0}
-
id: 12494028
{'hecke_orbit_code': 100663316, 'n': 29, 'trace_an': 5526}
-
id: 12494029
{'hecke_orbit_code': 100663316, 'n': 30, 'trace_an': 0}
-
id: 12494030
{'hecke_orbit_code': 100663316, 'n': 31, 'trace_an': 9356}
-
id: 12494031
{'hecke_orbit_code': 100663316, 'n': 32, 'trace_an': 0}
-
id: 12494032
{'hecke_orbit_code': 100663316, 'n': 33, 'trace_an': -10560}
-
id: 12494033
{'hecke_orbit_code': 100663316, 'n': 34, 'trace_an': 0}
-
id: 12494034
{'hecke_orbit_code': 100663316, 'n': 35, 'trace_an': -5450}
-
id: 12494035
{'hecke_orbit_code': 100663316, 'n': 36, 'trace_an': 0}
-
id: 12494036
{'hecke_orbit_code': 100663316, 'n': 37, 'trace_an': 5618}
-
id: 12494037
{'hecke_orbit_code': 100663316, 'n': 38, 'trace_an': 0}
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