Formats: - HTML - YAML - JSON - 2026-08-09T06:33:34.916885
  • mf_newforms • Show schema
    {'Nk2': 2304, 'analytic_conductor': 11.245860917428383, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 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': [36, 1, [19, 29], [1, 1]], 'cm_discs': [-3], 'conrey_index': 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': [[5, [0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588260, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3]], 'is_cm': True, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '36.8.a.b', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '36.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-508q^{7}-14614q^{13}-57448q^{19}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.1.d1', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '36.8.a', 'trace_display': [0, 0, 0, -508], 'trace_hash': 836609634761879736, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.946', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '2.786', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.163', 'prec': 14}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 10}, 'traces': [1, 0, 0, 0, 0, 0, -508, 0, 0, 0, 0, 0, -14614, 0, 0, 0, 0, 0, -57448, 0, 0, 0, 0, 0, -78125, 0, 0, 0, 0, 0, 178916, 0, 0, 0, 0, 0, 279710, 0, 0, 0, 0, 0, 1035224, 0, 0, 0, 0, 0, -565479, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3535546, 0, 0, 0, 0, 0, -385072, 0, 0, 0, 0, 0, -6274810, 0, 0, 0, 0, 0, 8763044, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 7423912, 0, 0, 0, 0, 0, 12245198, 0, 0, 0, 0, 0, 8026220, 0, 0, 0, 0, 0, -16824022, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -19487171, 0, 0, 0, 0, 0, -45125620, 0, 0, 0, 0, 0, 29183584, 0, 0, 0, 0, 0, -55325104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 77038916, 0, 0, 0, 0, 0, 82011398, 0, 0, 0, 0, 0, -87366376, 0, 0, 0, 0, 0, 150820479, 0, 0, 0, 0, 0, 39687500, 0, 0, 0, 0, 0, -39803374, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -96518014, 0, 0, 0, 0, 0, -144784612, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -220580656, 0, 0, 0, 0, 0, -90889328, 0, 0, 0, 0, 0, 262896956, 0, 0, 0, 0, 0, -201186238, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 57587054, 0, 0, 0, 0, 0, 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  • mf_hecke_nf • Show schema
    {'an': [[1], [0], [0], [0], [0], [0], [-508], [0], [0], [0], [0], [0], [-14614], [0], [0], [0], [0], [0], [-57448], [0], [0], [0], [0], [0], [-78125], [0], [0], [0], [0], [0], [178916], [0], [0], [0], [0], [0], [279710], [0], [0], [0], [0], [0], [1035224], [0], [0], [0], [0], [0], [-565479], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [-3535546], [0], [0], [0], [0], [0], [-385072], [0], [0], [0], [0], [0], [-6274810], [0], [0], [0], [0], [0], [8763044], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [7423912], [0], [0], [0], [0], [0], [12245198], [0], [0], [0]], 'ap': [[0], [0], [0], [-508], [0], [-14614], [0], [-57448], [0], [0], [178916], [279710], [0], [1035224], [0], [0], [0], [-3535546], [-385072], [0], [-6274810], [8763044], [0], [0], [12245198], [0], [8026220], [0], [-16824022], [0], [-45125620], [0], [0], [-55325104], [0], [77038916], [82011398], [-87366376], [0], [0], [0], [-39803374], [0], [-96518014], [0], [-144784612], [-220580656], [262896956], [0], [-201186238], [0], [0], [57587054], [0], [0], [0], [0], [485556092], [5850962], [0], [-447604384], [0], [-179002672], [0], [-1084883206], [0], [-1247843488], [1275706622], [0], [-695221114], [0], [0], [1265997092], [608468654], [-2103854248], [0], [0], [1908239222], [0], [-2127270058], [0], [-2237031742], [0], [-1115656414], [-3251541412], [0], [0], [4067093510], [0], [1022729420], [0], [0], [4346058068], [0], [3551478368], [0], [0], [0], [-6168327976], [-3687820966], [5985186440], [0], [0], [0], [6077201744], [4239333458], [0], [0], [0], [7416536426], [-2361308020], [11282581790], [0], [11616687968], [-11701693036], [0], [1049453960], [0], [0], [0], [6618596078], [-4999175950], [0], [0], [-15210422632], [0], [3033183362], [0], [-8015953132], [-19773242950], [19040428496], [0], [14595726548], [7127874962], [0], [-6300532222], [0], [24831169832], [0], [0], [8581794536], [0], [31862264564], [0], [6330170906], [0], [-24407273074], [0], [-18748577176], [0], [-36275909578], [0], [-33165692776], [0], [-41875963960], [0], [37771539572], [0], [-3585136438], [0], [0], [0], [-42243180820], [0], [0], [0], [46701574964], [56143662110]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588260, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '36.8.a.b', 'level': 36, 'maxp': 997, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [0, 0, 1, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 2, 2], 'ALdims_old': [9, 8, 8, 8], 'Nk2': 2304, 'analytic_conductor': 11.245860917428383, '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': [36, 1, [19, 29], [1, 1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 3, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217764, 'hecke_orbit_dims': [1, 1, 1], 'label': '36.8.a', 'level': 36, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 48, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 48, 'trace_bound': 5, 'trace_display': [0, 0, 108, -228], 'traces': [3, 0, 0, 0, 108, 0, -228, 0, 0, 0, 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0, -15074829216, 0, -61177899414, 0, 0, 0, 24530809500, 0, -5247740136, 0, 0, 0, -13019866560, 0, 35773913736, 0, 0, 0, -749149344, 0, -25623383712, 0, 0, 0, 29228557536, 0, -2577260478, 0, 0, 0, 44221110300, 0, -27077865816, 0, 0, 0, 48852374400, 0, 6206964528, 0, 0, 0, -5947369920, 0, 24724390752, 0, 0, 0, -13753108368, 0, 64775539944, 0, 0, 0, -40749195960, 0, -69583629000, 0, 0, 0, -3991635936, 0, -45536839200, 0, 0, 0, -7852546080, 0, 8745284076, 0, 0, 0, 28318226400, 0, -31023152994, 0, 0, 0, 33171320556, 0, 55994809032, 0, 0, 0, -35559150336, 0, -8308009218, 0, 0, 0, -3959797860, 0, 42433515360, 0, 0, 0, 3718457280, 0, 42852108180, 0, 0, 0, -76942413540, 0, 35193460608, 0, 0, 0, -67785688944, 0, -39453415245, 0, 0, 0, -42481936296, 0, -66363618540, 0, 0, 0, 45868341744, 0, -615820128, 0, 0, 0, 9686090700, 0, -5154204960, 0, 0, 0, -51064361280, 0, 21530676744, 0, 0, 0, -49337572608, 0, -40679417460, 0, 0, 0, 86889681936, 0, 88381770810, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
  • mf_twists_nf • Show schema
    • id: 29340
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '36.8.a.b', 'target_level': 36, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 29341
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '36.8.a.b', 'target_level': 36, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 29342
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '144.8.a.e', 'target_level': 144, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 29343
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '144.8.a.e', 'target_level': 144, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 29344
      {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '324.8.e.c', 'target_level': 324, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
    • id: 29345
      {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '324.8.e.c', 'target_level': 324, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 29346
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '576.8.a.q', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 29347
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '576.8.a.q', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
    • id: 29348
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '576.8.a.r', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 29349
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '36.8.a.b', 'source_level': 36, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '576.8.a.r', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 128925
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 2}
    • id: 128926
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 3}
    • id: 128927
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 5}
    • id: 128928
      {'charpoly_factorization': [[[508, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 7}
    • id: 128929
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 11}
    • id: 128930
      {'charpoly_factorization': [[[14614, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 13}
    • id: 128931
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 17}
    • id: 128932
      {'charpoly_factorization': [[[57448, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 19}
    • id: 128933
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 23}
    • id: 128934
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 29}
    • id: 128935
      {'charpoly_factorization': [[[-178916, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 31}
    • id: 128936
      {'charpoly_factorization': [[[-279710, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 37}
    • id: 128937
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 41}
    • id: 128938
      {'charpoly_factorization': [[[-1035224, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 43}
    • id: 128939
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 47}
    • id: 128940
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 53}
    • id: 128941
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 59}
    • id: 128942
      {'charpoly_factorization': [[[3535546, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 61}
    • id: 128943
      {'charpoly_factorization': [[[385072, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 67}
    • id: 128944
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 71}
    • id: 128945
      {'charpoly_factorization': [[[6274810, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 73}
    • id: 128946
      {'charpoly_factorization': [[[-8763044, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 79}
    • id: 128947
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 83}
    • id: 128948
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 89}
    • id: 128949
      {'charpoly_factorization': [[[-12245198, 1], 1]], 'hecke_orbit_code': 4503599761588260, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '36.8.a.b', 'level': 36, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEC0V+tfn6AAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCTXdd+Lfneo0OnkMHkGk5BzJACCALNI0SRFkZRJSZYVnX3l+2zL0pXTs55kOsiSLV1bWVQyo0iRBAkSIEHknDGYnGfOzImduyvt/f6oqu7qMwPaV5YuJNv9QaHDDNChfvXbv7XWb60t+N+3P7PbZ7/0MFKK+ZcPnhy3ibWbph1cR/LssTZ3XTMlbruiuvLQcwmbplenb7z8jH3x4GZ8VzI/3aVaSYSRexpgz09vejPARqAO9IQQb/RX+0t702/0B/jLcjt8/BzAJcYk8xZhur2Qz33+j9mz6Sw7Nq7iK5ejpz8frdkb/nmvs/bdWtjozDmX+SlB1O3TbsTumTPLv3nqjEAk/R85NdYJF84vs3EaTvZDxqqJ04+Pf/mXf3f/P993+gviP/yLH/3X588c+4wfv/hsp3FAWTwQQirpnAeOlaqb3uif5C/F7X9Tw+vcXju8hBX+hGOP3dVdewklZHRmbfwn2335DiksYRTz3HMvUC3V2b2pSb2tOLVYAhMQRzGTNcuBUy5XXpKwsCSZHIupVTyOLGgSEzFTFZxdibhqp+HQKcnUmMF1XXxfc2xJUu/A3rmYPdsmufTya7A4aAXdUH9j/7H+LyY2ce658yp279j8EDaoCzn3Rv9kfyFv/xvg2a1eX8bCu6qVYNex423zL3750+bj7xq7pBPM/VSndYSK73L81DlarRXCSLPWlSTWxXcsNc+y2Io5tNBn05TPeEmhRMTMmMuerYpuH4QMOLOk6YdwdkWgcOkFEbu2WuYnO0gklXLIhtk2B05MsVovUfETPB3R7RuaHUUYx0xMzlCpbkLpgCv3XMKLB1Z+4da9545t2fODMhTjctOsPgLcN1abfqN/0r8Qt//lAf7ay48ghbhrtRG+85UjK997+SVLlwYdl9/8/EFuu6rO8pLDyeUum6cVZQ9mxg1n1jyUtEhh2DiRcHLRp1K2PHskoBsIfBdWGnDJjKZc8pifibnrqhb7jo3x7H7Baydj3nRlwqZpQ6Ui2DpfZ7mu8D3oBZbnD0xTLUmOLrpsmOwjBbgq4dyqYqwSI0nYNBexvFKlZw13X1vh5NoV+NWEO68ZP3B+bfazYSy/LgQPvesdb3mjf+I39Pa/HMDbrSa+700uLi7//37jD77h7j/xWvLj7/NuWKuP3fhHXz3P/OwJ3npthQeeGadnGrzjBs0jL/rs3NKj03NYWFMEkcDTMZdvSZibDFhtS148OkYUC/Zs6rPYVly9s8eh4w6tviYM4ObLOxw8XaZWCtl/RnPrXkkYBbT6mhdPSK7bntBsO+zaHBJGkpePCVbaPhsm4NKtbVwtCSM4t+bQDmJ2b3T49ouWt97YIeiN89Unu7zlxgbX7tzC04c2sdLrPvvRe1aem5m8Vs1tf3dYrU39dByHaxMTY2/0Kfh/9fY/PcBPnjyB62jx2S89ilGh2jxX/tUrtsq9z7+8cOc3Hz+jji6u8LF3Npiv1njg6QovHO/xtz+0Rqs5z31PG7Zu7jJfLbG4FrNxFl46oogsCBSbJxNu2NtmrS3o9H1eO6a5cmcLx3VpdyVSCC7dYnjpsGG5VaIbtbl2Z0inN8ZaS/DiIcnebTFGCBpdQ8mzXLNd8uoxTS+MqLcUN+yxzE9FKBETJw7PH3XZMmtZWlFMT7bYPlfhG085NMM6f/sDiuf2jfPVp/ps2dLmR96tWW1s4VxjPilPbH7kjhvCg1q0/la/W0tmtr4Za2K7cePWN/oU/bne5Bv9Af48bq36AkF3SR4+fKT8U//XP1VB0P9HSZK8/OWHjj7dXfvjH+itfv0tnfohVXG79LuS5w/B7HSHq3YJ5sd87n/WY/N8g2t3OrzwmsvhhS4lz+XEguTmS0Omq3DJfITrwqsnyljjsVrXPLYv4de/Dg+/ZOn3JWeWJL/5DU21LNi1QbF1ssrpc3McP+3R7sIPvrvOpmlBzRXcfV2fH/3uM9xxdYuZMYXA4fLt0Aslx897rDR9njzosGMD9HuSvdtWuHGv5KXDLidW+7z1BsPiSo39J6AZJFy3K0QYh0Mnujz53AH1m5955C3/6ffv+4Gk/erTiUleDvr9f/Tvf+HH1ZnTB8snTi7KEyfPvtGn7c/l9j8VwK21WGtluVKebDdOv6vfbx78yPe878iffPEzP/PUU09duXBq6bpf/3LirzTOs21DxJY5zc55l2deHeMrTxm2zDe5ca/izMI4n3xAsfeSFnde4XPklMtqt8uGKUWzbdk0EzJRgZWWRFjBwQWJdLrcfGWXSilhcdXHdft4StFclRw+5ZPYkLJn6IUWpQ27NzlMj40RRZIg7rFxXNPpWZ7aH5HQY9fmCGslU7WEeltxdtUyWYHFFcXURINdm1wee3GMV0+HfOydHbZOj/Hsa5oTK33edXuLWy/zOb5Q4/yK4cyKxagV3nXjot9u1K975aXnrvzsZz/1M3e//QeOrK01Dx45ee5dyh+btNbKILRv9Gn8M739T5MHP3Z6laOnlrefPnNy84ZpPivbXx07tL9RWViMaDZcKj5sGre8dHKCR147zwdvq7OlqWl2NK2ex2e/WWGq2uLqPZp+WOHRVy1feKzLh+5s4vtVnj/ssHGqw1TN5fSiptVL6HZ7VOYcIqOZrCg2TkjefGWPFw7HaCnw3BivHPPsMUWl6rB5OiSIYdMUXLd3mWZXE8QTREbzygnJS4e24Skfz03Q4wG9AMZqPXYArY7L6aWEqfEuM2NVvv6UyyunQj7wlg6bx2s89pLPy8f7XL6zzl+9O+HQiQmOnhGcWYo510x471vaXLGlxP5jFVYbgrNnl2uv7D9Zi8WLyOrmz/yfPxw1bTf43k2bdp6xydIJoWbf6FP6Z3L7Sw9way3A3j/+6sMbfUf/l+dfPbD78eceVf/qR05y6dY5XDWFADp9TS8w7OjDJ78+ycapVW7bo+n2pwkih15Y5qnXQsKoztV7wHPLPH1A8fmHm1y5vcGdV1c4fLrGcqNPyY2ZmTDs2aQ4t6pYa0pa7YRqKcBzHTbPhBw/76Bljw/crnnuoMNl2xqMj7e49/kyrZ7H9FiF5w+5XH5Jm6kxhxNLgk0zDr4fMeEnOFoipeDZ/ZOMVbqU3IBdWxSuLPHoy5ZyucGH3gJVZ5xvPeNy4EyPqy9d47qdcHphnv3HHE4sROw7Y7nxqjo/9PaIM0sbOL/ms1yHeivm7LJk/7kurvdY5UO3PFQJt979EEl8OEmCn7DWLgAH/7JXUf/SAtzGLVDO7uWFZ6+pN9t///SJY3c998IBDpxocmRF8+8/XeUffbTJhimfbk/RC1z6gUMvsHQWStz7VIU3XbHKdXsVMIG1Di8emeB3Dnb40D0tbrssYnq8wrP7J/jGU302TPe5dJtgdkxzdMGh24/odKHZEWht2TSdgJJIGdLrSs7VfTAlZsdCdm3q8tjLHgExH7wjIgnLHDkjmZnQbJoSGBOzXNe0+gG9yKXdcdkyHTBV66OURGtBFGmOnoGZiS63Xh2zcUJz6OQYjx6AhbU2N17d5vveknB6YZ4XDnocPBnzwrGESLR57819+r1pziyWOb8qWa5HrDZjztYlwuvzDz/e5JpdLodPPKOOHz156fT83gcPLzzykNS1Xzp1pvtSFEeHd24ff6NP+Z/qpt7oD/CnuR0/dpY48bY/9+JL//61A/v+2csvPLb9tX0naLQi4lgQRppXTzlsnmtx+xURUeQSJRpjFdYKNIZT511OrBi2b2gxPwFlz8d3NArNi0cV5xt9arWQK3YY9m72aHd8ziwLXB0RWcVC3WFh2dAKBVpr5sZjFuuGE+dcJqoSgWZ2MmKtbblqex8py5xbLbNnk8ehkx6nVyyXbw9YXJNEsUMvVOzdEiGEpd2VzI3HzEwGzE6GOBKaXYXnwZ7Ngnq9yjefK3F4oc/kZJO7b+hx616Po6dmefGgy75jMceWQ6rjTX74XR2u2DbGyXPjnDrvsLCcsLgacWpVcGjZ8v47FvmRdyW0O1M0u2OsNgT7DpzjpX1Ht09Ww49Oj0fbNm3Y8sQ/+Mm/2/jEv/m3b/Sp/398+0u1/pxfOMlYpTTz4sFTf/+FV568qioaH9h/8BRlv0yrK1htRKw0YhbrluN1wdR0k3/ykRVu2VPh+MIUp86XObOkWFhKOHU+4tiyQZc7fOjODu+92eXU+Sn2H/c4csaw/1REIvtsmQ1501WGbbOSU+crnF6UrLUM/dggJUxUYWYsZq2laXUUE7UQLTQTtQTfi3hqv8cl84aZiZhzKyUcZTi7apidsFyyIeTJ/R6uq5iqglIR0xWodwSrHcFszTBZi5ASglCx1tKcXNScWo7ZNt/ntqtiNs9oSMocOF7m6BnLaycTTq4GvOv2Ot9zZ0BJTXDi3AQnFjQLSwkLKxGnli2Hli03XbHMP/5wi7mxCc4uj7O44rNYd1hpQL0Z4Oomc5v2sHtH9QtXX3X7K9K95JdM0l3evWvLGw2F/+7bXxqA/9KvfRGEUxO2+WsiPvqRmfJpOTfe5/zKBO2eZrkuWWsmrDZCVpsJ5+pweFkwP1vnZz++xk27q5w8N8XpxRILy5qF5YSzyxEHzhi03+Ndt7V4+3WGkh7jzFKVEwsOR8/AmdUER/cYqyYstRTdbkwSxwgEnl9iy6zD7g0h42MR51YFzY5m18YILIQGTi76tHuWWklQdgWSGM9LqJUTWl2Xk0sQGBdjLZduDGl3ExZWNBNVh0s2xmyd61ApBwhpCUNBs1tiuekyURY40mFhyeXIWcGJ8zGnVmO8Upe33tjhPTeDJ8c5eLLGqUXFuZy5ly1HViw3XLHMz368zsaJcU4uTHJutcRy3WGlLllrxqw2Ito9w8nliD07fO6+ecbcceOuT89Pj/14rx+1Nu/9wBsNif+u219ogC8ut5mdTggD8fMvvnLsTY8+8inZ6oRv8vRR/eG7HdaaVZbrZVaaLmtNzWoT1poJa82I1UbC+QYcXRXMTDf4Fz+wyk17ypxenGRhqcLCimZx1XJ+JebMcsJSO2Z8ss/tV3W45VJwZQlPeSyu+Zxb0ZxfE3QDiGOD7xoqfsLEWIwBTp6PaXVg25xDpRRgrQDh0ukZts4HrDY02FSKNDoQxGCxrDVDNs06tHsKoSzCBNR8h60b+jS6gpMLmsRopmqSqi/wHIhjQTeQnF+TnFu1LNZjPK8PTsytl3d40xWCmVqJ1XqN04seCyuwuBKzuBZzdg2OrlpuuHyFf/kDdebHa5w6P8n51RLLdZeVpmStkVBvRdRbCatty1JLcL5p+eCbl7h029YYp/L4B979QVOb3PEY8NMz0xNvNEy+4+0vbJD52Le/wNxMlVNnVn9u8dQ3fvLpp170PvvNVUqlOt91W4vZGUUUa6JYkRiBMWCMxlqFzVK5QiQIYTm2OsG/+APBz/3wItftCKmWJqmUqtTKHtWyw3hNsbiqOF/XfPMJn68+FrN7S5dLL4lZq/e4bEvA973TEMUKgeXLT/osNX1KScCJc4pOp8rVuxKWWjH7Dzrs2SI5vAC37oVmG0Kj8XTIdAUOnS1RLkV4KmasKmi04ebL2hw947Fnm+H4QsC+o+n/z9nS5+iiZawasNYK+co3y1ihSJKEu67tctt1lvMNh+t29tm50SGOanR7JfYf8zm/IliuJyzVYxbXDKfWBIudkGv3rPJPP9ZhpjbByXPjLK6WWG44rDYl9WZCsx3R7CQ0upZGF9b6knozxPfa7Nr8mh7zp9/8+5/+AtabD+65tOv/18/ca7BJ+H0fed8bDZmL3v5CMvgTj/wBV1yq1BPPJP/0tUPLP/Pw80fVJRubPPR8mRfPGi7buswv/o0Vrt1ZZnF1gtVmmbWmz1rTYa2lqbeh3kyot2LW2jErTThdF+hSn9uuWOMjbw7ZMVuh0amxtFZiec1lpSlYaxpWm4Z629DqGVqBpduPmapFbJ0zgMBzLGeWHIT02Dar2LHRsnG2y2I94KXDVa7fbSmX6rx6ZJJqJSQMHaYmDL0+XLa1zx8+OM7eLTFBYJkek0RJj6rvse9En5JT4do9MS8fC1lcddk05bFjA2ydD1Eq4swKuI5FCMu2uZiJqqTd8+h0HVpdh7WWYq0Bq03DWjNhpZlwvgmr/YStmzp85K4VbrtU4zs1zq3UWKn7rDQ0ay1BvWlotCPq7YRGx7LagfNtxWIj5qa95/k3f2OZnRurvHZ8jvueU1y9TQaB2d1yylt/NR7f9C9VZzn5/g9/zxsNnQtuf6EAvrb0Eo5bKnWbp7fu27fvw488f/5fra4u0mi4vHbS0OoLVnuShXbM9Zec59/9xBpXX1JiqT7BaqNMveWz1nKotzT1FjTbhkY7pt6OWWtZFpuChY4F0eEDdzR5902GSzb4hGGZetOn0XFpthX1jqDdFfQDSxhbkgSUtHgOlDzLeM0yOxmhnT5Hz4W8csTDxBXeeXOIdho8t3+M7Rvga0/H3HGlx1Kzh68VcRIxOQFx5KCdmNXVMrdf1+JrT1TZsQGePRzgUOYdNxli0eOVownHz/ho6TI3oZmoCEqewHUFSkBsIIws/RDaXUujY2h3DY2uYbVj6SUJ2zZ3efctTT7wphBMldXGGEtrJVZzMmhCo53Q7MQ0MnCvdeFcS7HcSrhhzyKf+IklLt9aYrkxTrvj0+x67Dvqs7jWYfOWzaz2t/1f27fv/czle7ec6nR6vTfdePkbDaXB7S8MwL/y6CFCOe+OJa/9UNTa/6unjr0oXjoQy5PnLb4Dnb6l3oFmT7DUk5xrR9y0a4l//aOrXLfLZ6UxzmqjQr3l0Wi71NuaRlvQbNt0yW3HNDuGesey1Bacaxomxru87YY2t14as21OUSs5tNo+niMBRRhLjBEYC90+IAwT1T6Hz1qMDbn/2QpBt8SuTS63XdUlMg0efn6ca3c7HD7foVmvcctVXb75nMfcpGX/Scvffn+L/Sc85iYlDzyvuO0yxVq3xbHTk1y7J+ThV3rEQZlbL3fZuaVPL+7wjecUJIKjZzS1skYL6PYkxgoSY4liQBq0a2h2LJVqxJYNAW+6rMvbro+Zqvgsro2x2ihRb6W/Tb0laHag2Y5pdmKanYRm17LWlZxvC1baMTfvXebnfnSZq3f4LDfGaLTLtDse9bZHqyvw3YijZzTHFh1z281X2ztv2fW3du7e+juEa6Hwrn2jIQX8BQG4tX2Jab93/8uf3fWt58Y+8czTTzjVSsymyRLHzlg6vZh+aOj0Le2eGIB8oRlz62VL/PyPLnP9TpdGa4zlepVmx6fRdml0NM22otmFdsfS6sa0OgmdnqHZtSx3BMsdiJKAq3f3mJ9M6HQt77olYPu8IU4kWlrCCB56yefUks+GiZhXj/pgyly6WXHdXoPnd3nucJfllQpXbK9QG6/zxMsON+72We02qNdrzM9bnt6v+NjdHZ7Zr9k867DSaVJfm+S6y7o88WrCZGmcK3Z1WGo2efq1cUq6wg17LXu29kF2eOm4YHYyYnE54uGXHPqRQkpIjGX7hpC33RLS7ig2Thiu2w1hWGatWWat6dHoOLS6imZH0upAq5vQ6iS0uwmtrqHRtaz1JGdbgmYv4LY9y/zLH6lzw+704mi2S7S6Hu2uQ6ur6YeKVldy7EzCzFSTsqu4+uoboycPq3/01z7yPUcmxspfqZYc80Zj6w0H+MEzHaxJ/tra2Wd+8dyxP5kMgg7HTo1xdkUwVpb0A0u7F9PrJ3T7Gcj70OoLlnqKc62Em/au8v7b1vjo3THj5QrnV2vUWyVaHZdmJz0h7a6k1YNO19LtJ3R6Cb3A0AvS/99aR9DpW8LYMD0R43kWELjKoqWg20sdftNjmu3zgp0bLVs3dQmSNvc9ozhwpMrbr/e45Zo6n7zP4IoJ3n9Xly8/EbNpvMbmjV0efK7Ed98W8sCLsGPGZ8PcGvc+Wub9dzg43gq/e2+NN11e5q03t3jpZJ9vPa0Jgwrb51wu2SjYtiFhZiJEyohOP0Epg1YWsJQ9y8w4hJFDu+tSbzt0+ppuT9HpSzq9dBXsdA2dXkK7l9DpWVo9S6MHy13JYt1SHmvx/fcs81duC7h6Z4mVeo1mx6edgbvdU3Sy/2erK+gHhrGqYWEp4dj5Llu3TvGh73rb2h23X/eTWqvfFWLyDcXXG5pF6fe7IMSPPPDQEz9/+NVvTp452+WKnX0u2VTF0R6dfuo1MVYhACFAiLSTRkmLkgmulLx8eIYXDlU4vLDE+9/U4U2X9xmv1lhrlqm0fGo9l05XpyenL+n1Nd1A0w8s/dAQRpYossRJeoSxizUglcDRAt8VjFcFE1WYnzZsnusyPdHk68/BIy84SDPG2693uObSNo+9FhH2a9x2jaDZ67G0WuHWPYbp8S4l7dGPFcutCGUE1+zRlKsBzx/0ufO6MW65us3zBxXYMa6/3OWH37PGN18MeeCZCvtP+WydUcxPlpiolhmrQskDR1uUBGNh/3FBkgiiWBDGEESk3zFIL+Z+YOj2Dd3A0OlBK4DljmSpDYHpc8+1a7z3TU3+6lsNcVzj/EqFVsen3XPp9Bw6PUW7p+j2Bd2+oB9awshycsGysJxQrhgmnDrfuP8bkyXP/Jurr71Td7ud3yyXK//rATzsNXEcfvhzX33k54++9pXZzZNtvM3jLK9V2DQrqZUNUkiUFAihEEIgJRm4QSmLVhZHGUqOYKVb4lMPbuZbL7S448oGH7+nwZU7OkyNl1ltlGn3PLo9JwO2So9QEESSKBbEcbrU5ylGJS1ag+9CuWSYrEZsmu0S0+Hw2YhPP+xz7HSFca/EjZdrbr2qxdOHmtz/ZI2bd/ts3dDlDx8UKOFRq0Y0OgHGghIwU+vSaruYuMR771jiU18rs3PR5903dwmjVR5+ZYoo8bnp8lnefWOL3VuafOv5Li+fLvPScZfNk5LJmqDsCVwnvQhldvEbC8ZYoji7WCNLEKUXcj+EXgjtvqAeCNbaIHSfa/c2+PjbGtxxecJUrUS9VabZLtHuenT6Dp3ecCXoBpJeH7rZhdMPErq9lHDmqj5nFxWr7TWcb31ttlJKfn5+8132/GLjt+bn3hgvy//rAP/N3/tdgnCW3/yjb/1g1W994vzZA9OPPNvhw+9octUuxfnVMnFs8T2DBYQUCCEQQqKkRsoEpUS2PBscZfG0paQF9b5itTnBZx+q8NSrHW67usHH39rg2p1NppIScezR7ft0eg69QBNGiiiWxIlMc+lWILBIYfFcQ9mP8dwQ1wk4uxpw77OSI2dcjp+ZQBmPnRtcLtuhuP7SFspb5pWjVTaNl7niEpifqbPWqnHlJklsLF9/xiPoSsYrMe+4qc9XHo44db7K3l0O5xp99h1z2DI3wdU7lnns5TZP7BMEoculOya5dIvHpZvbHD23xpGz8MyBMoePVShrgaclFS8NxKVMNae16cUaJxDGECaCTiBo9QWtCEITY2yfG3a3+PjbWtxxZcKGSY9+f4zVpk+749Hpu3R7mk5f0e0reoGg15f0grRvtB8k9MNsZQjTTNOxM5ZzjYht20Iu3VDni195ZPbm6xY/sX3TRHzita998tDxk7z9u378f16Av/L0H3DVe0/wG/9W/NVe69QvB/3D41dukyTBGPMTXWrlgChWdPoaFSikACklUoJSAq1Udm/QKsHRAlcbXMfiOZaymzDuC9qBQ701wecfqfHgS33mJrp8+K4ml27p0+91uGKHZcu8IogckkSRGInNwS0Njk44uWg5fl7Q6Bm+9FiZsysT2NBhwldsnNJsm9dcsgmu2NnCyBV+/SsV1tbGuPlSzRU7m3zrJYGIHWYnJJVyTDdykVaClSjt0uwLFtcEl9syd13f5vHnS2ycdrn5ikn++ntW+J2vtXnmYIVO32G1UWXHxhJ7N3S5aU+bD97ZZmFtjS895rHa9Th5zuHsWRdHCaSUCATGWhIDkbEksWFiKuKqy7sEQcSlWwI+dFfA7JhisuoRRT7nln26PZdukK5yvQGwZQruQNAPSFeCIKEfGoIwSSVQZOmHlm6Qxkbnlis8/bLmmaNNXj7+zPSd18798hW7N0Zve/fDf/Qf/u9P83/8zY/8zwfw//Kbn+YHf+5ucd/vfOV7Xzt85jcee+5U+bLdfa6/rM+7ZhKMcQFL2Y8AUMKmkkRapJQoKdFKoFV2rwWOTnC1wHUMvmMpRZZyaBnzEyZKgm4oaYcVjp+p8K//aBJMjIhjrr+qy475kDgGYw3WpkUcKQRSCbTjcvCUy/4jPhVfU3Ul02XBzJRkdlKzcUaxbUPC3m0NErHKf/xCjZOnxrl5j8Ol2xN6cZsnX/EYLzlMjVnGqyHlUiqFjJE0+4q1jmW1mdDslLj9igbP7u9y4JRivOZz0+Xj/Oh7V/mVL8LzRyp0epZGW7O4VmN+uszsRJ9tU33+P9/bpVZu8vJxOHha4jgWpSxCGMCm/1iIY9g+n3DblTFJ5BDFHtaW6YcO51dcekG6ovVDNZBvvVDQDwT9MGXtILT0w4QgMAShoR+Z7LX8gG4kEAjW6oJ7nzUkuseNV4WUVH/86An1G6f/4B3x3/8b3/XZO675nL35jg/9zwPw5unfora5r67Z9eUPfP2xc59sNg76d187zqcfnmexfoZ/8L2L+E6ZXt9FiLRSp6SDUhYlFUqpTG9LHJ1qTtdRBI4kCA1emBBEllJkCCJDGFpqMQSRIYghjAX9SBIkHlHic+BIhZcOQGItKbRTbexIcFXq+ah6cMUGqJVgrCKZqCqmxjWzk7B1PmDDTIPIrvEfvzDG0WNjXHeJ4pLNkp2b63x7X8zi6hjX75BM1Ay+28OTHlYJ4kQirCVOQuodn8VVh+suLXHNnjaPPe8zNyEo+1Wu22P4Ox9Y5Ze/aNh3tkqjY2i0Fct1zfR4hYlaiYnaGLVyxEwlYtt1IZ4T4+gYpRKkSIMJS3pRRZFiaTm1NkSxIowUQZTdh5IgkgShpB9KglCkAWooCEJLEKa/axAmhGGm6aP09X4I/UjQj6AbCjqxoBUKfL/DP/zgCpdvnOVzD9bYunFf+cq99pO/9J+/ZL7w3OQXfvL/++nkF3/2z5/J/9wB/tUvf5pHXywr+eLyh5qtM797auGsPzGRcPOVS0S2wjdfNvTCDhumEqQso5QpHA5KWhxlcbTC0RYnlLiOSE+CIwhcRRilQI8iSxgnaVYkLhwJxIklSQyJYehdycAtBCgJWoLjgKcFvicoe5JKWTFWlkyMCWYnY7bNd6lWGnzh8ZCHX5mksVLjqq2KbRscdm/pk4gGX3+mTMXRzEwoquU+rxwl7bjfYukGiqt3R1y103L+XMJy3aXXL/POG9s8+nKPw2cVlZLEc2tceYnhX/7gKg/t6/GVh6ZZbVm2zSbUm5rxmmKs4lAtO1RKacziuQZPJ2iVSi2ZddxaS1qwMoLYSOJEEMeCKJaEsUj7QqM08xJGgjCyhCEEUUIYGcICcQRR8UjB3YtS9m5FkmYE3V7EFZNNts12+cJj8OShDtu2WE6cOOQ3jfr9H3qL+Gtb5qY/d9cffyH54Ac/8Jcb4GvdSCq5/FGCs//5Kw+e9188qTCiRKPdZKK8yPaZPo++DFtmukzUDG2ZoKWX6exUDzta40QaTyv6Tso0gSMJXUEYifTkRIoohjCSaQYhHqb94sSQJGl2IbFZpmRgyEqzM0qmssfVAs+V+J6kUhLUypbxqmFuMmBmok1sG3z2UcnvfG2KWd/nqq2CrRsctm80bNtQ5wtPWtbWfC6dV0zUoFqOWDwhWap7uDsgiAQzY5LxcTh83FJvGc6v+Oze7nP39W3ufcRnqgqe66LkOFfuFPzYu5dw5BJffmyC1876zLUiZsdjxiqKaklRLklKnsZzwXNA6zTDJAVIUQA56YWdGEgSQZyQAR2ixBLGEEVJSgqRIczvI5OlHfOsTJaCjAW9SNCJBK1Y0o4MYT9kzGvy5msanF6N2Lz5PD+yW3HbHoWxiuf3H/dPnFK/MVaNdaWs/yspz/zlBPhzT3yVJDE/eP+jr/67tcbh2nfd5rNxwuepA5LPPuiy1gkgDhiv9FhqrPG3P9hlohYReCVaXR+tXBzt4GgHN0wIHY0bptIkjNJSeso4ImWijJXiGKIEkiTNJBiTBlzG2LyHMwN3CvA0cBU4OgWI70HZN1RLMePVmJnxHtMTDR4/EPL795c4eHyc7WMOO+dh87zL5jnYu7VFN27x9P4aJeUwM6EYr8J4NWBiLMZ1NUKkF1cvcFlrRTS6lmYnZqnusnW+yi2XLnH/M10Onq1R9iIc5SLEGDs3Kb7/rSvcsHeJ37+/ytOvjrPa0czWYsbLMWVfUvIVniPwHInjpLGKUmTpwxTllqyuYBgAPU5MtrplqcXYECcpuOMIwtgOjyjNyvTjlFS6kaAVC9ox9PsxJu4xVWrxt75njf/z+zqMVRRR2GGtMc7Lh+d46tUyzx8KuWLXK7Xmiv2P/dp17h9++v7f+dhH3v6XD+AHTjaRUv7IU4995udteGzquQOaK3etcsWeKvvPlJmtSqyu0Ip8GkGJf/cZl/1H67z3zg53Xdtmbjqk3SrRCzxcJ8ZzHYJQ47lpei8HeBRJwjhddqM4y2knZKk/MuaWGMsQ3GmRMmNu0CotmLiOxXcNJT+m6sdM1AI2TLdYbHb51S85fP3ZSdbqFXbNCLbOCjbNumyeFezY2Ee7DT71sObY6Qp75iQTVclYJUHKgLPLFk9LpABr05a6bbMtniGh1VXUW5bFtRJ7Nvt88K4mn/uWy4lFD0dHCOFgbIUolly/o86272vx9ee7/OHXJ3nuRIVNE4LpSkLFT/BdgecIXCeNVbQiDZylGJSsLelFZixppiVJAZ+DPE5SSZeCHcIk9bqEefEoFvRiaMeSdgy90JB0AzZPt3nzdXXed2eXd91ocESZ5RWfXlCi1a3QaFtePdHA8TvcernmgWdPTr31LROf+O73fq/6q3b5N4WY+csDcGvXAPHX73vgyZ+/95uvzU56ATYq8RtfqjI9mXBs2SCFYMI1KCFpS59mqPnUt30eernNdZe2+L63dnn3zU2mxj16fY9e4OI5DmHsEEZ6ECjFsSJKJHEsiRJBHEuSRJAYUfCJCwaqxKbMLUVaLFJZsch1DJ6bUPJiqqWA6fEOvajHt16xfPrbYzz96jgTrsOVmywbJiVzUy4bZySb50Iu2VTn5RM9vvToDGNKMzMmqFUEtXJEs5vwtSd9qq5FiBRYvUDz3tsCvvpU6olpdgxLdc3m2Srvf1OHpw+02X/YpeLFWaHLwZgy/TDV+t9/d5M9G5b41EMtnnhtnFP1EvM1wZhvKbsGXxtcB7QSKElWIEu/d+7OMJlUM2a4wsUZ0FOCgCgRREkG7ETQjwXdWNBJSGOeMKRS6vL+t6/x0be2uH5PwtyEQ69fodlxCcL0wMK2jS3+yl19Zsc1SVJh81yM7O+bffzxZ39+6+43mxMLrd/evrH2Fxvg1i7y6j7N8orzA8eOfPvfmvrXpm7eaTmxMMGGyYTTy5KTJw3CgK8tWoAWFk8K2tKh6yjOtDwWnirz1CsdPndVmw/d3eMdt/WZHHcJA48gdggjJ212yIAeJ4o4yQo2yRDgxmbMbYaWmzRLA0qmPg6tDa6T4LkRJS+kWuqR0OObz0v+6MFxXj0+hog8tk9YNoxbpscVM5Mu89OSjTMRW+dbnF5u81++UiEOSmzeLBivamoVqJUjhBPS6lUYr1qEEFgLUSyZ9BSxiWlHLu1uQr2lOLtc4vJLqvz4dzf4xH/1OLlcQasouzA0cezTDyXzUx7X72px1SUd9p08y6e/XeL+58ZZaJaoeIqqCxXH4mqLo0DLtJwvxKj5yADWpBddYgSJhTgRaf48EYRJWiTqJYJeAr3YEscxJgqY8nu8854GH76nzR1XRoyVHMKoQr3pEUQuUawJQ4cw1plpTbJro0ur43NuuYSJLF94IKCRfH32h7+Pf/u2298U23jx9w6d9di77c+u6vlnCvA4anPlFaX3LZx44lfuv/+hWqNT545rEjbNTvPqUQ9rQ1aagn5ks8AGVJJmL1xlKCWCrnLpxpqlwOfLT1V4+NUuNz3Q4e9+T5vLtraYHVfUypowcgljhzgegjzJAW4kxkqsTSXBsMMnK/UrmwaxOsZzYxwV0upFLLcifukLPseXJnh+/zjWuEyVBLPTlukxwVRNMTXuMDclmZ+K2TTTZWq8ztdfMDz32jhXbRZMVCXVcmo1qJRChBPgeRqt0ve3FpJE0gs0vX5EbATtnqHdsay1HM6v1rh1b4dbLm/wqQd8SmsKLdPagLGaOHEJI0kvcJge97lhZ4cbdnV45s0LnFyW/P794yw1ypxZ9XCVpOII3FyGyTTwHBB5LlVImTy2gthAZARBAv0YQmMhiSGOkCpg40SPq7al5+PGyxJqJU0cV2i2U2DHsc4ISA1W2lQ6SvqhZmnN5cBJwb7jIf2kyy2Xt3juqQenzizrX7nrtmvr3V77S3+WmPwzA/hjTx0mcS5R9933K7u85LXaxsmQFw5M8Y1n27zpui4iUigJZQ+kFITSomObBnfK4sYWPxGUlaCnBF3t0UscVsMS9z83xuOv9ah4AX/tXU02T8Vs39jj1ivaaKGoljVCpHIlrUqmXmlrC8yNRUiLEmnO3BKDjNl3XPLsAc29T1fZd6pKGJepasVMyTJZsUyUbZoHr2kmxzRT44L5yZiNMz02zNR5+NWAX793lg3jmpka1CqKWkVQLceUvIDHDyn6ocappKCyVhDGEl8rrt3T46lXxlPjUy+h0XJYaXgsrkzw4+9e5MzKKk+9OIMjARFhYACgIJR0epqJqs94rcIte7q8+aou3/eWZQ6cNnz1aZ+nD5Q4dKxCLDRBoOhGCiVkZn0oBp5ZTcAaYmOxxuCIhDE3xCfilus67NjQZ/N0xMffEVByJZWSQxiWabbdbCXVGeGoQa69CO4wkvRChTGCyVqfW66rc891IUdPzPPHD61ROfPlWlkd2PV93/MTqt84lPjje/7iAPz5V1+gMuG4+1544odOnqr9uwcfS9gw4TBWEszXyjz2PExXEqaracndsxaJSCVCYtExOFLgGIuXWHwlKCeCwEA/ceglDt3Ep91O+LefmsDGEXMzfS7f2mdqLOZDd/fYOhsSRSLT2xIKzE2mP6U0CCn4/EMlXj5aQWjNyYUyZxfL+CXFmCcYr1hqvqHmQ7UkGCsralXFRFUzNQ7T4zFzU302zbZIbIPPP1qj16mwe7OlVlZUy5JqyVD1Yxwn5OtP+QRdiTObDoLMJUqlpHjnTT0eecHQCSSdXkKrq2m0NedXy1y2o8qH7mjx/L4yJ9eqKGmAKNPLDlGiCKK0MNPpa5odl2qpTKUUcNnmPjfv7XN6qcmJcw20k/DSMc3nvl1GqNS4hlg3ltIawIC1RGHCtrmYD9/dY7qWsHebZW4KktghCKvEsUO95RBHiijRWRyUAjoHeBoTySyrJQZxkutYrtppmRjzWFqepNHxuPVKw4bpJhvHvH/34otPdK+8YuJ3Tp54Oty2/ea/GAB/4dWTGJb2ePbEr857j8m7rqqxXHcpueBoyWwtJjZkFUpQQqCkJTYCHac6MUosTpJqQE9b/MQSJ4LQWMJEEBhJkEhC4xAZWO7U+PbLBkvCnzwdIUSSniSbniTIkiVpLjBzJEqkUsSRRhqNoyVVD3bMWCqOoewZyh6UPUGlJKmWUjk0VpVM1GBqLGZmImDjTJuEOr/0xz6PvTLLzimYKGfsXZZUSzHlUkil3KNUKuMpiZKZBieVA1Hk0O8JekFCO1B0+oZ2z6QtcxWXM4tj3H55wN/53kV+8XOaUw0PIQzWRpjEEsUOYSTpB6mNtdrTVHyXcsmn7JXxvYhqKeT63SGuE3Hj7piP39NFqzgrAhmEsKOiPJN0xkiEkHiOAlz6gWa1rlPfTpLHPNkRy2EMlBnXcnDnma04EYPikrWwtOazsFKi2ZE02pYw9Dl4wuXEfU/Iv/fXo1/dNrfp0ajXf/XPApv/wwB/6tHPsXVjqfTNx49/4JGnXxVb5nvs3hKza2uZs0sVTp3XrDmCfpAQGzCJJZYWpTL9rdKIXSepIy3OI/oki+rzyN6I4XMjCI0ktpLEaCLjkWRpr+JtUKUUoIVIK5UK/JLF1xZfJXgOeBp811LyBCVXUi5Jyr5OAV4RjFcNk7WYqfGA2ckOG2dX+fV7DX94/xxbxhXTVUOtoqiWFZUylEsJ1VLEuVXD0XMevpvabyF3+gn6oWbHvGF+uk+r79Lr24zFJY22plryqZbH+fg9Sxw7d57f+NImtNRYDIlJiI0lijVBqOiFqSmq60vKfU3Jcyh5Cc12GmO4TpIWzJwELdNGCSnTcn5ujUitKwIQGcgFTZO5LE0a1ySJxBhJbIbxTgrePMDPHxfuY5G9LoiNIMmyM/0AVpuW04shZ9ciatUeV+yKOXfyFXFfnQ/EavfR3//Dz/e+/2P/Y43M/8MAf/WYcU+dO/FTO2cP/tTaVivve3qWB59vc/2lHa7ZrhivVOkHCiGy3GpiUEnaS6gTS2xAJ2m+OsmLD8Zmz+3gteHjoVMuzeWKQaBU1NxAVslLAystDVqSeVrAUQJH2zRvrAW+J/FdSclTlHxFtSSpli1jlYTxasxkLWB6osvWuVWePhTwqYc2MuF7zFUNtbJIwV2SVHxDxY+plgOePggvHSiza8ZmundYNu8Fihv3WnZv7fHMq+N0A0uvn9Dp6QzkDmW/RMkf5yN3rvHSoSWe2j8PVmFMktphY0sc2YGfpBdoyn1LyVf4rsFzHTw3wdMGrRMcnVaHlUr921Km1mCERTDUc8PgPLUQmzwjZfL0ayEVmwPbpCAePmcI7OxITFo5DWPoB2k/aJAEvPmmJjftgbA/yb2PKdkR5/7pD3y37+7aUvk5IHzDAL7a6Mh+r/fPP/+53/rJ51867V66dZxrdtZ44ZDgyZciTKAYL6e623UkUtoU3FlRIVEWbbLHJgW9SRg8TvKKm80rbxaTVeLyYoW1lkLlfWTFzUvVeUFHyaxiqSiYttLqn+cqfE9R8gTlkqBastTKCWOVmPFqwNRYj40zdZ462OOf/+4cp86Mc8m0YbwMtZKiUlJUfKj4CSU/wnX6NPupWcxRFimHnywxKcNFsUutFNGNDd3MZ93tJ7S7kmZJUW57+F6V7fMR//KHmvyzT0qe3D+HRWGsIUkMcRITxoYwUvRDRc+TlAKF70o81+K5Ck8bHCfN92tlM59PCnCVyRQh7Gj/YlbatxmJ2MzLkmSAT8zwPiUjmd2LIcCzx0kmPeOMyKKMzCplxeZ5l5svq9DplnjxkMtar8+OzUfc8wvyR9eW/X/zhgH8s195hCce+ZowcfC+EyeX/YXlOTSSqTHF1Ttdmh1NGAp6Ks2aOFqmWQxpSWQK7iQDt8kfG4ExdlBGNoMcLVhj0y7yzAJaPFgH8Ex2Z4FlKlGUFCiVSiKdtaI5WuK5EtdR+F46kqHkWSq+oVpOqJUjxqohk7UeG2caPHWgyz/7nWkOnppk22SaYamWJJWyTNm7ZCn7CWU/IkpC/uCBKlIpHGlRYpgmNDZfwh2+/+11vvFcSDv06AZ5v6ii3VE0PY3venhOjb1bYv7VD6/ys78jeOLVOYyVJCYtq0dxajQLQkPgp3ZXzxP4jsBzU3JxtR1UbLUySJXGQzKzJQ8APix5AhmJkNYS0mxLFsjnAM6mDphBcY2M3RmsuPnqHBdWamMsvitwlM++Iz6NNqw2YvZuVuzeNM7y+eXp8dkrvnB+qf6UEPKn52b+dHsL/akBniQJTTv1Ky8+9/lL77imRxSV6QXpKGDHUYx1Uw2W34wRKCNSYCc2zQYkFqNy+ZG+ZgZeiWH7VQp0kfVnMjBLFZk7v+UAzz0YeSUvZ2+tc9+JxHFk6t9wBb6XzjwpewmVUgruWiVkvNZjZrzJ0we6/PPfnmTfyWk2TwimKgVp4msqfupfKfkxJS/EcQLOrk7gKIGSJkvLDYPMJJHEsWLDhCWOI1qRn3XKGHr9hHZfUuoqfNfBdXwcPcalm2P+1V9f5qd/C556bZbEyBTgiSWKk4zJDYFn8ENJ31UDCeY44OhUoqU+FYvO/fYCRHZ/EYyncoWsKIQYFIdMVhzKq8VJUnjdDCXnQH4m+blMz7UFghDi2NLppx3+Kw3BvmOKftT3PvSOfW/z7GtC/A/0xv+pAH7++B8xt71Z/qmfffnKZ/Zbx9oeZb/LW64WCKosrpZZbTp0+8PK2MDgkwgSmTJ1ohmAfRTYuQyxA6DbXI7kj1/ns0kxNFGlDRNiAG4lZdYokcsT8B3wXEPJt5S8VD+XSxG1csh4pcf0RJPnDvf52d+c4JWTM2wcV8xUDGMlQdWXlH1FuSQo+enFkZb6Q57aL+j0XXxFdpGlGjxvQkiMIIo1FV9x6xVtnt5XoxulMqUXJHR7iran8FyF67iZfh7nsi2GX/jRJf7xr8ET+2eJjCQyJmuWHvZgBq7Ec03K3s7QR69VfpDJlKGMk1mV92Igz4tCNgd4BvhkkHnhoiuvyWIpUyCxnMGNSb0v/cCw1jacb1isDrn92g4VF7ZPl7n//m+6h6J7yr/0yS93//4PfvefP8C79cOUxneMP/bo7/6X266s3+lYzfP7pzm+FPHN57t89y1Nbtiduv0g3fquuGyljD28yo0SF2ftAqDNANjDpmAy7T04Gdl1LmQG7sxkpAYAT2MBR6dM5jqknUBuZrDyEkqZvKiWAsaqPSaqLV48EvCzvznBSydmmR/XzJQNYyWo+IJKSVEuKcoD9k7wvZhquc/DL7k0mj4TE8MyeQ4Yk2nTKFHMTinuuabDw8+atIsmNAWQS3xH4jsaR7toXUJKw2VbLD//o0v841+zPHFwlshooswBmNpeUyb3IjlwF7paonVmwpICpfPfhsHnyy/CXKqI3JXGsCC0/jCFe2MK92aUrQcrdAHgSfZZuz3LSstywzUNvuvWHpvGS5w4O8HDz2rOttp33nnn0d/64Hs+/hP3HDjTuObSzX++AD+zsEhpde0ff+Gb5z86WznJjZdP4+oSc+OKE+c1T70asXlKo1XqhZAiY3FVCBrN8IrP5UcykCEM2HskkFzP3BnS84rcQHvL3EE31N25Y1ArUn+GtjhO2ljsuwbfTSj5MWU/ouIHVMt9JseaPH8o4Kd+bZoXj80xO+4wW04YK9sM3Bl7+5KSl7K/78WUvZDYBLRDD6EkTs7gAw0uMnbL8sWRQ8Xtp3aB0GciB3k/oeumDO65MvXE63wDWsuV2y2f+IlF/uF/NjxxYI7IaIJEECYmY3GBHxk8x+I6ae+qzuIOrVKLsJIy+32yrvz8vmDMGlyYxVhnHbgHJFQgpiK4B3FV/jxJ/yw3dcUGNkwZbt/r4CRjPPNqmSNnLC8f6zM/d575kv/RV/a9fNSa8Kf/XBn8wJEFNmzYsO13f/+3r1o4tcqBoMrsHT12bvFxXYfNs5qSV6LbT0+4VgYh0+yJMWIA7qTgSc5Ho9k8mLTDQGzIFMOqpC2umTlrF4PKfLnNOnRUFkxpnXUGZSak3D3oO0mmmyNKfsBErctYpc1T+2P+ya9P88KxOWbGNDOlhDHfUs3AXfLTdGIO7pKX4LsxtUrI/hOWh56v4EqJo0wWxBXikey7RokiNpq7ro/YdUmHo6dKzJQZ9jkGCd1+xsJaobWTzYNJc9dXbINf+LEVfvrXDI/um6EfldJiWGwpZx5uzyEFuc5XLzPobZUqGaxwSooCwEUB5FygV4Ygt6MAHzgUhyvvxVbmYiIhsWnw6zsOL+wv43uCdtdwdilifKLH227StFYbCPHUVe95349s6zQXTlbGNv7ZAzzun0V51e0nDj/xHzyx9r6d8zG9cIx2N2DXxggloRdIIGPuLIBR1mBkBuoklyPigiUtzw/bQU57XZbkgmxJxtzrwS0sUuVpwRQMWmWsrS2uNjiOwXMMnhvjuzG+F1L2AybHutTbXR55FX7hj+Z5+cg00xm4x0uWaklQ8cUgV55mXkzK3m4K8JIXECYJ/Z6Pr9KLTAox4uTLCylpoKlTLa8DgtDSi0QB4AbXTXAdjePIdKqAdAYAR8DVOwS/8BN1/u1/jXniwBQLzRr9imQ8sVRji59NHPAcm+X+80yKHbB3LlVygA8+b/ahizgfKMTspOSr6hDco5IydXMWwD4C9PS5AMLIcG45zQj2Q0uza9g5ITlxcoJGy7B1e/19D3z7yeSyy678P/YfPnvist2b/mwB/tAzp9C6cvPi2Zc/4IlnuGJPma0zhrnJhHZPUym7dPsOYaRGQGltIZWkxECSpKAW2dKWF2xGpUgR4PlPXFSF+UlIxz3k7G0zeWILw4FSW6yjTTZmIhmA23MzcE92WK73+Pk/KPOlJ2dY6UwwMyaZ8TNw+6nuLmeBZcmTlD2bMXiqvX0vBEIefNGlHrlMeYz4sRGjK1SSpM0PNU9z93VdnjoY0o48xgYd6wY3SL3qrk4BrlXakC1kWqDBwqVbJL/4d1t89akeP/fbc5xZmaA3rhl3BdXYUI7Bi9LRy65KBxo5eaApxSAIzu+LgXrxwhRi0CsyOD+wTkIWgV2In0wB/MU6hslSYUGU/jdRDJ1AsNZT7F/wmZ+I2DBjeOX0K8zNjX3Av9T/g5jeiT9TBo/DDsop737okSf+3te/dZh6u8Ra13LLlV02zsa89dqALZUKq80q3Z5LODKUPq+C5WDPCwfDKqTNUoCDNNR61i7KkuyHzpklLzfnWQCVA1xZtEyBnfZ2pv2drpPgOjG+G+G5EdVSD627PPxSwm99rca9j80SmhqzNcG0n8qSNAWY58lVdoiMuYvsHaF1wOOvjdMNNRvK+edZz+B5kC2JYoXvKG65rEdsUoD3otRSHOSd64FJg0OdzYbJVkeRFdctgulxwUff0qHqLfDbX+vxyGtTnI9KdH1JLbZUtE1BrrM4RNksLrEZyPPfUAy94xIkQxZfv6PgQKrkIypYr83tCJDz9OKA0Qt/lheAWoFksWPRbot7bu6xbcZw8+WKpdUScesIi8vX/L1Lr7rthWard3isVvofB/jZM6c5tP9P8Pyxjb49/uZrdrTZd3yKbifised8Gn3DvU92+PjdTW6/QrJsBSoyA29CCm47YO1hIClGtTZZMWEE2IXUQzF9Jew6aZJX5VLHYDrazWSe7wzcKvVieE6E60b4Tki53Md1u/zR/Zp//XuzHF2exPF85quCSS+h5lkqHlSyDvuSl1Y7/awglPpXkmwlSOXJSiuhE7q4SuFKOwgwKXyV/MLOvRth7FBy+syP92h0q/QikY1bS2MFx0myNJ/K0p0qBfhI4Jo6H993R4cbL1/mF36/zx9+fYa1uELXc6g4kppOPTieBlcxaIbQedEnW/nkQKoMC0BFUhkVK0WgM7ICmxFWL2rzwjGwZ6SjKs61BLdes8rH3tJly3SVdrdMt+fRbjp860CXo61X33z52e7G1Xrz8NmzZ9m06TtLlf8mwI1J2H7Ju7c/8dxrv/65L93HHVe1eMecZv9xnzNLmqV6wukVh8V6gpIpiCzpD5UomZaUTcbgZuhvyOXL4EdAFCSJWCdNcnDbIZvIfBBnAeDSoqRBjjB3koE8xtWpJPHcAM/pcWIx5je+WuGLj05xbHGCWtlh0ocJL6Hq2az0noNbZuCWg6KQn2lvz00vnFol4AuPaw6fLOFnE7gG7WIMUT4Y42BTHR7Fmku3wXtubPNb903RKWtq2ewRL8ziBmXQWmZj6yiA3ClQaroqbJ2W/JOPdblqxxl+7d5Jjp0fYy0u0XU0FSUoZ0B3pU0vnCzLNFj98t81Tx+SjdAbMIy9ME+eE1NunRjkzS9MKQ66iHKplhWDwqzEPzPmMlOtcPR0jcVVxdklw/5TMdbtsaH8IldvvfzXJ66/8V1h0PxvSpXvCHBr+4DHscPPbl4999rOg0cCDp9W/PB3rXHd3gmmxn2aHcWNGHZvGKPR7iGExdFJCnBjshNpCuadnL3zI/8RxIAFhqyQ07Yd0YE5sNP7zDSUgTvNmuTsneDoOO3c0TGeF+DqgHYS8qufdfntr85zdnUco0pMjikmXcuYayhnzF0elO9l5lPJpEmWOx+A202rl0EUcviMRyf0mPCyLE5edMqzEnkV1hY8KZGmVtHs2ByivD7tsErPFZQiS5ADXCdZoUaleezBUNKLBa+KmbEuP/6+Lh+46zy//dUWv/H5KVZ6FXrax9eKshaUlMWLbcrmMpUqWg7tDXmV8wIm5yJyZX2GBUZjqTzALBDZAORZds1amClbTp+s8KWHHKy1NDshp5YMpbEOP/zeNjaA5148tHP7ztLmN91y3YlmJ2Ks4vB6t+8I8KWlZUql6kxi9WcPHXrZ2ThV4eii4uTSCu+5ZQ3XHafT0yhpGa9aYiPRMvU5WGlQBUeaNTlzF4CdAX7I2AJ70U9iC+lAOwD2iDyR+bCgJAW4TtAqwXUifDfEdUKa/ZDHX5b80f01Pv/oFP2kiuu6TLmCcddQcdM522V3CG7fk3iexMukSVoYyjITGcBdJ618Hj9neeS5MmHk4FXsBQHmYFUcaPDUihpGCsfR3HNjm099s8PBMxV6fjqaIXAsbgxOZHBCg1LpxN1URsjhcB+Gv2diJLGRlD3N3HiPf/iRLpdtDfjD+6s8u3+M5V6FvnJxHI2vBSUJXj5gKU+vSpvWEwQFkI96Vtabs4qMnhPU+oxY/nwYdA7/DqQXWrMNrx2P0ArafThVh3ftCRl3KxxdHOfQwivO5Vfe+NlGs3VNp9NZ/lMz+OxsVZ4/ffTmF555bGyiYrj7Rs17Swm3XNVlvCLw3YROz0sbF7KBmKnv2Y7YLdfLksGRAzuTKEUGHzH+pD06KZMPSspmYPdMdbdN3z87cjmidUSzE/HYq4Lfva/G/c+PsdasIks+1ZJi3LHUXEPZsZRdS8klY+2UuUuexHcVvivwXTKHnsnAbfCcVH8rHXDoDJxt+mlhJdO3o4WToX8m7YNMQR4bSRhq5mqC3Vt6vHIqphs5BNmMbzckBZ/KJ+vmhRqQ6zpz8osnT0NGSeoP//A9Pd5xU51vvdDmk1+v8ez+GqvtMk3p0nE1rhK4UuBJ0h5OadEij2uyKQQis/1ehMEv8K+sZ/ICoRkKgec6gEdCEFlLsw+xTYd5Lncsn3uoytmzLjUXtA759kOPjLVuuv3mTVsuuY/vMDzoOwJ84ex5r91N/vPZ5WOVKOlg4gaEMc8ekrhOwKVbAzbPKfqhRxQripGUGQB4FOh5h/sIwAs/yAgvjEgTO2LQT2WJyTS3Qck0BnDzbIaMWG7HPPyc5muPVfnSI2MstSoI38epOtQ0jDlpJ0/JIZMdUHJFdsjMcprpblfg5eydA1zHuG6M74ZYG/Hg8x4nz5WYnhQ40mQ6VgwbfQtsZ0fspope4LBtTnDPdV2++GRIJ3LoRQLfSftV3Wyy1HCVUoN8NUKOyJT0kMNGBZPm20tewIff0uNtN67yJ4+2+epjZR5+ucpSs0xPuPRcjXYUWoi0hVBKHGEzqWVRiII0HE0fXoTMR7JgQ+YWgwA01+DGQpJfCAgIU8tBP4rYMNHl7l0BSmkqZUXZSyXVuXOvVcreTf/Z9M9dBvT+VAB//KnDNFod/vhbXeodSxgJYuOQ2Gl6Cdx+VZu/8qYGH7xjjSRxCSMHY9Q6KSJHQD5yEiDtnbyIJ3AkoCwAWwiTpQMNIgO41gmujvD9iH6QcPAsnFhQfPqBMe57tsZSvQKOj645lJWk6liq2lByLCUHfCcFt++kMwlTm6ksHCL7c5uB3AxA7jppe9rRBcMrxz1wnGyZt4USvRhBQTEIS/3SgjhJxzlfuSPg8s0dDpwt0/MF5VjgRZZAkaX2TMbeeTYlT0EOtcogz56lIo1R2fQBh37oUCoF/OA7A957a4NvPNfhM98sc2LB58DZMmHDI/Y0fa2RKp3qqwCd3edMPpAuDIP/C26DbMoQ1CZ7nmSPkwzo6Z9bjEmwcYxnu3zwzjp/5baQN10hCGJnEGP0A5fF1SZB6yhr/ep3gvDrA/zs+TMiCvp/74Gvfmb6pl0VluolGp1sC4wQGj148OkqT+2r0AtP8QNva6OVR5zoFOTZzG2LyEY4iOEVOgLuwiU/wgi2oPnSokYqSUy2y0OC56WTVOMk4fwqPPBtzdEzJR56usTZeomjCxXwPFRZ42tFRVsq2qRZBCcdnO876bi2FMT5IbNDZQAn09wZuJ0Ez0nZO72wQo4vw/4TZRw5mh4cSBSGfvBBRiHPpJisrzF2uHxbj92zXV49FtONHaqRINDgxulMQFUAuJQitUIUmBxGU3ADGZTIQR9llDgEjkutFPL9bw+446oWZ+stHnzG5dhpj288X2Zh1SfpORipiVyFkDJdKbKufElW8YSBbLkYyEcCTYpV6jzbkkWg1oBNwERo2+P737HKT30MfGeC8ytjtLoOvb6m3ZM02orFVUgOH5v+ge//0N87d/70JzbMb7lo+Pa6AP+dzz2CFPFH94wfqnz3mzVHTldZWnNotC3trqHZMRw9Z3jmRJWf/41J5sb7fPedXWTfxViFHcwmGUoVCqMchu1l6wNLW4jYh6w9kCIqwfESosRy7LTglWOKB54u8+pxl9eOl2gFHkHogeOiag6eEpQVlLWhVMgDezr3aeS22dQX7mWyxHUVriuzC8AOtbeTpJVFJ9X5vhthTcjimiSwHlpLXJkONcrTbOsIfADyxI72O4axg0AzMxkiVZ9O5NDVIs10REPDmFZmpAIp8yQ1QD7sCJGdg2FrWT4YyUnUYPxEN3CZnwjZOhdx/SUBvbDHXzve5NUTLg885fPKcZ9jp/xUgnoKKxUISSIL1aBBkeIiWmVEnOd54Pw+bxBPMr9Ggggi3vuWBj/9I20m9AwvHJzm2JkKjY6g3Un39FyqGw4vxMzOHq+8f/mhj4au+sT/Iwb/xrfuo17vqCeePiIOvWrZtbXBO67vstoY5/yqR6ur6PY11+zpMjO3zMPPRRxd0CQ2wC33sSb70kYSR+mckjyQHGHw4iVvU0CTzS9xtAVhENIShZZuP2X0E2ck//V+j26kePE1nyOnPVY6LkHignZBOaiawpWCkoKysviKdJyZyoxHKmVt1xFp0aMIbkfiZrLEc8FzybImacnc0QbXibOKaETJD1mqJzzwRJVm22NiTKSZpLwyKC887wOQm0JAaCRBoJieUrzj1j7feLbHqWaFniNTmaLBiS1OlOessxy7TNJ0IcVZJ3LwHsbqwnukQHcTRaIVsZOOfYgiJ02lOhEVN+KOK2NuuSzg/W/uc+i05KX9Dr1Q8YcPlDl+3gEh6fY0Sahy+yZW5wBflzIqlm9HAA5Yg0gswmSbENh0GNPOTSE133Dfk/D48xphDb2+od1NON+wLHdi3npznb2bfI4eOSem53aqJx77k/i22//Kfx/ArYWx8cqvJqZ99fJymecOOjS6dX7k3afZMD3BWssnMZLZiTbf87Zljp3v8cufq/LkPpfve3s/67mEmTHDtVeGVPz0ZGLFoAZ24TkXg+E8za7gpZc1qy1JyZc8vd/hK4/69CNFP1KcO+9ihCayDkY4oDXC02gpcZXAlxY/A7anLJ6yqQdcZzlfPWRuN+/LHIBbZT2aYsDermNw3dyglQzY23UjlAr59guKLz5ZRbk6TbeN6O/XZ/A8F54kecZD0e87vPe2Hl96vMUfPjhGJ/apZDrcyXV4lBdl7KBbSAg5AFj6VrKg9QsAN9loB50yuaMVsdboOEmBrhKUSgfpT/gxt+2NuXVvhBUBH3pLl36UFmS+/KjHM/tdSp5gpaV46VWXVldmKknwuqJ8sPNE2hp47bUR0+NJ2viSWD76jh6uY/nen5nm0NlJag5srIXEBlY6glYU8CPvqfOemz1OnKnSbCxdvWnbVb8KXHTznwsAfvp8m41zldrvffpP9rY6kdo84yCF4quPTSHkef76Oxe4ZKyEkpKS1ydKAv7o62Xue6RMhORrD9fSalZiGZsw3Hx1SLWU+oAvWp4sXupZ1qHRUTz7ikurqZBapjNRrE6ZSWjSucAapEZKiSNFCmZp8aTBlSkQXAWuGs7oS0Euhg0POm0EyBuPi+BOGT6z1To5gyeFI8bTEdaGnF1xCQMfb0ziqnz2C4M88qCKKRiSVyF1OuhON4owcpioKrZMh7iiTy/26MWCkk670XMPSV7QUrJob5WD90rfQ2aBmRlWT43Jmk+G0iiOk6xuoLJ0b0wUJ6gorSVolSBlzOZpk60Yhsu29gltD6kNzabg2Vc0ja5EDRTLaFA9cqYzH0rFN9xydcTYhMHG6X9TVpZIwHLD4Wd+LeRUK2KhrVDSUil1+eH31PnumyscPzvN6UXF3EykXBXsve7m761Z22wJMdq7eQHAzy2tsLRa/8TZs8fecsflPRzlUW9B8JzmE5+Z5+vPLPPB29tMVtJ9Kr/90hh/8u0qPalBCJo2O4vK0mpYzn27UviKFwN4Ub9lJ0cITL7lApnnVKhhkCNllsrKQZ2VnSXZxq153rhwr7NOekW29R4DcKdtXQo3A7erGVhMUwbPWFwb3Kw66jgRnhdxesXw+9+ogHZxpBgGmAN5Ii5g8GJ+OB8SmoItHawTRg4ff0ePP3m4x2uLVTqJQzlON6VNXYB22Imj8ppAMdjLrYu5FJIFg1d+mIEXRmuFk6TzUpwM6EoOi2apbzx7LEw2OChBC4uwCdNlw3fdbkAkmcwERL5/xkXO+cBjJMAoTKzJ57Ekcdrp/7F39qi4C3z7pToIxUTV8P7b+1y5zeWBp6d44BlFo5VebLWJE2+5+urjn0iS5G/+Nxn8mw99HSuEW2KB+eku89N1Dp22uCUPLWu8dmoDr/5ejEkSEmuwUmCd1xGZypI4BXBfFN85u+UAHw1ehJSDFjQlwBFptcsTqVvQkelzLck8FVn3eG4k0hTmoJDtzDbsqh8CXA5ki+faQUub65rC4JwYJ2NvV0dIGXLyvGC55SO0xpOMyBNZ/FqF012UDiPAyzIdYewwVQvYNt/jwPmAXqLpJ+AlAiexOHGmw2MGmaVhCV2NdCrksV06adcW2gVzaWTQiSFREqXz7ctVZlZLkMpkK4UZpmYzkIv8vUmnZAlpB1mvHOh5BuxiAB8W99YnHNJXvudOy4fuSmO6KNH0gipJAt24wVI74dAZj5kxyQv7zjE/80U3MRcC7AKAnzxxEIEgilY5vhhR8hK+9YzDubrHzimDAoLEoRe76ZzoJHWCJdaO2CaHoP5OsoSsK6dgrBcCybBEnE6lAkdYHJGBNpMA+ePBaxnZD62gDBpsXSVSsI+AW6b3bg70PPjMwJ13/2gzkCiOTvWp60bERHz18RKLyyWcMYVb9HAUMyisU6TF0nU+WKdQ9OkH6QTbd7+pw+Mv92nFPl2tKcWGMCunKzk0ROWGMyEMw86hPNAUg7RkmjrMZqpYSFT6ntoIYiXQicx2sUu9PHEG9GExzQwKbFKaQuEteyyL4M7SvIO9Yl7n/BeMdkXLRr6qpdme4cRaISw37+2zY0ODrz9bQmvJhrE2yysh1v43AH7glW8yMV66/T/+1rdufOTZDu2ghBCKqmu4Yj5168VJ2nHRDqAdpPuz9BIIbTYUpugi+064zo+8WCBA5ffComGQalNZyTidbzLUuCoHtkz3k89HIRSBPZiDotI5ifpiAM8Dzlx361yW2Exvj3rJXSfCdULONw3PHymBdtGZPNEFg1Je7RPrEJ6e0ILrbtCXKgc58ShyuG5XwNR4j2a9TDdWlBU4cfpdVGLTIyoCnBTkgzeS65yaIuubTKdUGWVIjMAxgkRJEmVIlCDOQF40r+V2CJmDvADq3DIhMBnIySzNOTcPi3YjZowBGYp1sUlahY1iTT906PZcOj2XXqCIjUSJ1Af0rusSBDH9SNCOZ29M/Lfe/vkvvv+x73n/cEuUEYCbJKbZ7H3XzZd519akR7uvCLM93NOxW2mXSaub4LSGENYy23C0OJiHC0EusvRJMZmUX+V5VWwIDjtg8PUWTp17IzIPeG71TJuL806VVJaoQffKENh5823K3pnm1gz0dp4STBl7CG5n4E6MEETc+6jH469WkZ7GlSKdvz1wEBbnsxR91APiGo5GG7B4GmgmRtHrO9x6RY/33NHmN+6tEiYenUTiJ5YgJlu5iq4/k8k5s+6Cej0mB6Nl1u0uBuBOlEQpkzK6lNloCVOwIhc9QHYI8pFqc87k+SJdkKkX2BaGdZD8YjRZ8BvFmm7PZa3ls9pwaXQU/UBk262kDcthZFmpR9Qm3Gtvvqn7XVEcP3ZRBm83T+B61XccPfD1j5Xcw9x+fUAQlllac+n20zG9YQi9ULBcTwiigGY3ZUxj08zrCHMXPCbFtGBx7kYO7hwAsgAKydDzUBxtkDN3ugVJ/pyMwRm0YY2weNYN46hRcKfjFNYxd9az6WbtbY7OGw7iwhEREvGZB2sk1kMNqpfFAHPY15hnNkY0OOva9YxMp0MlebCpETh8+O4uf/DVgIaJ6CU+vUTgxAxYXEqLjMXAdJamC9d7jyQXGJ5y7a+zUQ4qA7m2KJPKlURZVJI6GNPqsRxYk4cpyqK7c2hjHjSlDIA+lCoXyLXCuj6UbflGBoJuT3HqvGRpzdAP86kBhm4fFhvQDUJmZhbYuqf9sY+8720PHTp+9ht7dmwaBfjKmqVSSXY99Gy884/v63Dn9QFz4y1uvUwRRWVaXY9ekEa7y42Yfaeh3pOZRCDbYCkPEb6DNBEFJi/IkwHQ19kzB1p8nebMQV+c7aGUGGrxzHE3MuwmA7ZWYphJGaQD0477tDHZZsw9DDB1gb09J+T5I5LDCz5WOSgpcaVBr/dpFAT4+ixKfgw6nYwo5KtTkEexw86NEZdf0uHJQyUi5dKLBb4EJ7HoWGTyLevCiTMdjkzlwshbigKLi4I0Gvqx85mQWpkM3Fk7m7IFcOdeIJvZBHImZ7B6iAK4EfnErIuw9+vccq+SEJaxSshiPeHZQ2XWGmmtpBdCvQ+Bibn1iiZzE4Ybd8GWbZ2dimhX1U2+cQGDx0GLQESMlwwTXo2vPFRjpReyd3uHH3j7EtfuFNRKmiCAl0/ELPdnqPerTJXsIPcpvuOnH9Yui3ZLsR7oBXCrged7mHYbShaRds+LIbjTIFMMusX1ANxyBODF4T9ptz0DYA+qlQPmTnB1WthJu4IiLBGfe7DM6moJ4ek07168CNd7UIYENZIizJtviz7uQW7aKKJIMz0p+d572jx/pEaQ+HSVSylJtXhuZ1WSDNz5WmGynHju/khZnHV6fKSVsDhqzUiUyVckO3g83FY90+Ay3+8olyZy2ByxnsHXNa0M13U7+uMU/o4UhmopZLzWZSWo8dLCGGEoqFUirt/V4uNv73D5Fpd6c5LXjrmcPhszM79MEPYH/58BwFdP/x5KCab9Pjde5lI+Lji1KDlwxOMnD1W55coGd1/T4cBJyVeemGCtXWHSE4NWseJcu9cDep7/H8qTdfdFQBdZfGS82JCxZZHBlSiweC5XJEqPAtzV2QAgJ986MKtwaoszKMWb7HEycmiVdu68dhI+e3+VQLooqbLq5eiFuL6Cuf4nKerOUR2ea1BFnGi8RPO9b+/zu/d1eflYiUg5dKXETUyWPRLIxBZ+J5u2l4liBGSy9xrdt6jI5IkBPUghpqOtVWYJUIkdDusczGURg/Mer9PjQx9RsUFiiBEo6vKLrPBZRRuZbsG+dwv8x7+3yL1PrnHwpOauqyNuucwhDCc4dW6cE+d8XjqScOa5fXzxkRMj2RQNsO/gWS7fs7H8e5/89zvWlo/jOppdWzTVkqDkhpxY9nj8hXkeeCpdZjwtmPah7JhB5W6951lc5Pno4wu19+tLFDEAzvpxyLLA2HmQmU9t0jrf5DXT3moduPPyvZM3Jpt0ZsigRSzv6YyzI0I5IYfPatqhC0pn8sSus8euv3BHET460GhdLjzrxhkWfjQVR7B3U5+XD4ckxqNnXPwk9WzrTIMrkW7kmhaWcrY05EHmkMmHFua8w10PBpumrykDiUwBr7LdKaQZTgjIp2sleXf/IAEwDC4Hgee6851f3hfiYRQTQti02IfA2hpl1+Pj98QIoNsvs9Ioc+pcjaNnXc4tJ0SRYfemhOuuntrxAx/7O2X7yz/Wld7mFODLy4s822m9vW+3/ONeeJBbLotIEs3ZFcliQzJZjvF0uuVzWp8qLI15S9b6D11g7PXsXbwAhBwFwhDYwz5GVWBFNTJUMwc5Q4+0KoBaje5i7CiyXHgK7hTAw6FATlGeFNlbZX2dbsha2/Cf/rjKas9HeE4qT6QdWVWGg3O+s+YcmSaQz4kxwyxCkvm4a2XN3/pgm289X2M1cAmlpiclbtZDORz5kDF40U8vzMBGazEZuA0WuS6zIjIGt4MgPQe7kiJj8PS8J4MsCgOZMtThw3bCoUzJA89hqrA4A3FkhSsyfgJRrAhCTVv6CNKLMI4l3cCh2YOnD4QsrhgCA9eXOly+Y/Ifry4eeCwIun8yYPBe/QBJ10NGp6n4bSYneiw3BQcXqxxbqlFVMF62QwccF6/fiIu8cFFWX8duQw0uhiCX6yXK6GCaAbClQKrh+DFVALWWEp1JEj0AeK65zSCodLQZgNvRuf9ilL0dFeG6IZ9+0GHf0RJIByklXm6NLaQ2B3vEZ1/ydd2EBTYf7FRRkClxVsGLY4crd3Z53x0tfvc+H6M9etLFk2JQ9FFSEBUCuvVMLopMno9DXtdOaBQom64KxooU3PmUMAPJYH6KGAK8cJ+CW2QVzaE8GWRWRjAwfL6+oj/SQDHoCirO0Ek/x46NLS7ZHnG2IVhueqy2E55+cYET5/YRRQEDgF9/WR/Ps9S8Ll97JOKXv+Bzdsnh5EKZmTLUSmk2QpB1YCT5diI265C3F8+cFLIl6QfPjfn2goEyIznjQWAphmw+YMj/FsDlEOCq4KHWmS/FYSBFHDXMljiF4UBDzZ2yt6PTqVX1puHL366y0vTAz7InohCMvY5EYf2E60Ir1wVpuzxlaCQmybMpmoma4rvf0uVLj/dZ7XiEStNLZJaeFFn2RgybseX6wkrK3vlLZsDmw95InWdWVPZYZs8lJIrB714EuZCi0H2fD/HMpMmIHhfr5IoYAvz1Vjebj9ZgsOePMWkaztWGacfj+94S8KbL+5xe7vDyYcnLJy2bEkUUpd9VP/LcYc7Zqe2vPP3Y37n/W0vsPzpGv19izJdcuREqZfCdFDTWpkWfMDIE2WaucTIc4nNh41mG8eLJLgB99BAXlyh54WQE2KOzv4sdLulwd0bBne9skDO3KjD3BQyej5sYjpzQKq1cHj8hOHTSx+AhpB405w7dg8X4QRSyGsMvX/SiDJlcFOSJGGQyBu1miQaruXRbyM4NfVYPlLCJm7J4ksoUXcjiDNmzaPTKlt/cRgtZF40oBJ9g5HBuZDG2USa9aIwk0975eRmS0QDcRmSzVHJNLtZJFbEODxfyYjp7PJUjYSwIQkEQSaI4szkpqLcdauUS0+MhN+3qs3dTj9XuCa6+Zu/fueLqu1786R/bd0LP1RKq5d78REm9w/YSrtoynnaPO1lxxMlncKTDWfqhodNNkL0kXfpEWlUqnrT1kmX9LI0c0MVS9shrhV7GYWZCFILNIaBTBicbBVzMgxePbEtrVQR3AeTZfvVOZg3N2Vtlz7WOUCriq09WObxSAncoT5xC6nLkguXCcREXYylzQcCZFzlGtXgYai6ZDnn3rV2eea0MxiFOUi3uZLtFy2RUKg2Zs5iSy0Bui5MPCnJFZo9ltqrI/Eh/+yRbMaTIWN3kK6wdENOw4FN8TFb8EQWZakdwsZ690xnqgm4gaXcF7W5qE0myrJGWpNO+nBKe41P2xuj3O2zd7rxjcTGZ73XlCb1pJsT1Qq7Z1ce8JWCt7RNnAXeuq/I3jRNBqyM5LyCIDCpOAyShLtzCbwDwkS90YXahuHStD9ByQIuLAHvA5koUmnAL4M7mEw637eBCYOvhgKDBiDdtMpDHqTxREaVyyJMHFX/y7Qq9vgtljZYCR4xKk/Wfv/idX0/BjejvdSnDYl48ijVjVc377+pz3+Ndnj7oYisOvcTDFQwuNDV4/6EOLqylA5AXt5xKg8/sAlMpmycy1eOmwNp5UG+y4FIaUdDfohDojsZQQ909jAvS18QI0IvIGRSgEohiQbMDS6sR7V5CHGcbIWQYycFmDJxcBG+TpDonaDQFOo4jhIyBkLnZOnOzfZRIu6nzPd/zHbWsFbS7inbP4dT59M3zk6gKZ3Fk6blYYHmBRBmdaDoMLsUANIN5eaqwe4MSmTdlCO4hyHPbrEXr4QhlnW3CpNUo0J0BW6eHUmmA6bohUZhw3xNlXjtVBsdBSJWBKpsbUgguhRw9qeuzRjmyB6xNHrwXt+wbGo5MIV0YhprLtsa8800dXjpRIohdEunQMwo3Yd1nEYxYVteB3K77LKj8YjMYJbKhTaR2aAXSDvX4YEWVIE1hlqEZrhpyPcDXxyWsA/66LFz+yZWCsmfoBzEHTkW0+wXw22yQvkmt2VZCt5sQJyEi6WPjAP31+/+QaknxwsEun/92GQO87cY2t18VpTsQhIJaGS7dFnPwlObl4x7ffmUCFbtUS8Pliot8eBAjJ/YCzc3FQJ0zdjHAHO5AMJQmhVThgLFzgA8npw4kSsbcKWPbAVPrwf3wsZMFl1pFeG7IqycF33i8TLfnQsVBitw5SCE9eJEqZuF7FkVb7kVJ0SUYHSS/ruBTMGCFkUO1GvLO2wK+9HCfl455oF36RuJmWlyZdIPdojQQyVAekKyrIKphJkcrhtJFpmyeryp5kG9sCnZphoU2YYrZlOycmyGzr69xrAf4RSUs6XdwNEyNRcxN1+mKgBeO+xw7pdm9LWasnOa/kzjhzqv73HM9RBHsP/MAn/niC7hOjN5/yEUrSb1ZZuuYYLVtue+xcT79TUs3iOkHMZMTEW++LuBbz5UIuj5bJhQbxtO2I1UAZr5cjKQDBx9ajHyhi7K4LIC9qLkHIE/1drGaqVTmMMwchWk7V/ZYF+eDrwN3djj5FNrM4K9VnB46wnEiYptw72MlHnm1BL4GmTY0OwUL74g1tngUn7yOBh+dhy4GExTyjEpi5AjQg77Dm6/s8u7bu+w76RPHDlYoekLjJAw+k0iGLC5GLq0Lmbw4xD5NJpBpcJM9F0gjBjp8kO/PGT1fbTMGHwztXAfukYBzgJFcsogRgA9HxxmEMMxPKX7qowHdoM43n9fcdW3E7Lig2/dpd8u0u1M0Oz5La5qwVaJiQ2Rk0ZvmQyyCDTOGrXMOx88KlusxjXZCo+fQ7Du0gzIPPyWoeZZN04aal7ZOjaTuitXMEXYusrfItH0B4IW2ruLOAiPAHpEqxTJ94VDrwK0Khx5ugpoD2imAOs+cpBmT9F6pCNeJePGE5LMPVgEXpIMQatBFpLKNVOU6dhqerOyCR6wDGENPSlGHm4IGtyLdEUNlox8G+8RrrNV8+O4eDzzR59mj6SSByCi6icgMXxnokjwdV+yZKYqAdPVAMQL0/E9VBnojs/188qA4194yY3OR3g/OoSkM7CzgYhTcdvAbXShhbNb1k6ahw0hSb5WIY0XZj7jnWkMvkBw66dDuujTbDqsth+U1wdEzMdrtU62kElq/eCKmH0m2zQRctz2i7I9xdsljtZmw1oxodhJ6gSE26RtqOexETwO4fGD6hYx8AZtTmLK6TncPpYrIigXD1FMO8MGcvCLIs9a04WZT6c4OwwH4Q3CPsHbhPm+szaWKUjGOExMlMQ89XeKVIyVwHJBpcOmKYVfRIGc/WHUursHXQ8sWHgwaIKwYlSmFrU6MyjIqiSYIHa7Y2efNN6cs3ktSFg+ES9+ATsQw8EvydGFWPEkKFxnDXevWpy6VBKss0gqUJa1+WoGwAitAWjGUKoWgcsje2Xk1xQu/MNf9InWQoaN0feOMxhhJP1Totg+kW4J3+5p6W7PahNWGZWE5ZGGtz503JOzdJugFoDvtKlEiWVxR1KebbN8QUCs7LNU1ZxZdHB3R7af7MGJT4OWl3CKzrtfVg2pa/kUKX2yQvlqXMRndI2ad/0Qw2HtnsHtx3nw70vAw3LpEqXXgLgzFH2RPVILSBYBnEsXVEYfPCT55X5UgcqDsZPKEQWuaKu4SXMycjETVryNR1nnnizKluDlA0Rs91OKaiif5gXd2ufeRCgfPphdfYhTdRKUuwyQr/iBSGZBkgdy6lSQ3OBcBLu1Qi8tMo0tjsTI9R1aKFOCmECvlTG6KsdRFVrbiyl5g7KJsheEFEyeCKIIgkqi+Qor0syaxoN1XnF+xLCxHrDYSVtuWqQnB/ESFiuughUXfcMf755bOvvYzuvMgl27tU/ItM5OSzfMu/WCMRksh/FFT40BWjAQGYvDn+b9GtPZAkw+BLUdAPrqVXdGZt95kJQveDzVg7wKwZR5cjoI7n+031NvZY2mG2jsLLkMb84UHK7x4uJS2+wiNEmnlUmce7GJzcVGmFC/o73gb0eAF1sqyKNakmweMTMAyEmM0Yd/hut09Pnh3h1/+I5ee0WA0kZD0TBojSJORSTKUhazLrOQZlDzgxdqMvdNVRVmwWe7b2iH4c3BLm5GRHV3FcskyCvDXy6YUgJ3jLF/lsxflSNoz/Y2iWLDUSnjyWEQvTCvryz24fKnBu+65+WcuuezSH9PdtePjSdB618lT8IunXc7WQ1wpqJUkFWIq2fB3pdbtMzMIkoZ58pHFuKjHC4+HBYBi9mSdB6UInBEfuB3R3gOgFySJKmhvNdjpobARlbLrJEnuFEwG4HZ0xKEFyae+VSadv5Ky96Bzv9DkURwvPGzeGA00RfHJQJaM6t7cbDXcJKCwUYAZpmxNokhUpsUTzUfu6fLFh8rsP+OADLFC0k8cNJlfJP+tk+wEJXnhJ2fugnSyNps+lnZo5Z9NZhehtCBtKltyEEubvoc1WX7cZAHqyOo8CvYLpckFKm7Y6ZNd9CAGZXEp0lXbc+HGyyJuvbbOWKWNo2POr4zRbbmsrPXfpQ6fGdebJxtsrHS5ZCzm268pXjoyyYwv2DAG3rTEq0nKJYWjh+nA3DM82KbZ5lpuNGE/1FlFfb5OlhR1rBx9PMLiwhaCy8LjAWPbAYurdeBOJ7Ka7D5NByplUHm+W8UoGaMyBk9UzFceq7D/8FB7SyHT3Pegg+Z1GIr1z8XFzl3h8WgD8khOvDCRShuRelPksIQfRprLdgW89/YORz/lESYKhCYRmp4Q6CRL35EHunlGRRQ+hR2GwNk5tFag7DDQs7LA5vkh7LDEL8DIFPgmlymFPHgR7GI9uMXobzO82IpNGKn3yWb720uZzrSxFiaqDlunasxOSmqVDl9ZsDz8kqIyFbMj6KG3z7u8dFDwK38cUfZKXLNRMluFiZpivKoZq6bbdrhOelKtTbd6C6N00lIU5dtP2Gyg5lDfDZfp9V/wwkLAxZsbRlk7f56zdg72nLkHQFdFJh/qbpUHkbIgTeRwaL5SCY4Tceyc4v/+Qo2+dMgnaA275rMVpOiBLkqS9Wvt66mTvMAyKJPbQQvbsGRf1OBixJ+SGE2cOHhJzN/8QIc/fqjM0QUNKsqkikNPCFQuTzI9Pgg214E8z81bQOcXXPaatJlEwWasnefEzQib2+x9jBQIO1w9LkwmrE8+DH+2ImunVUxDlG1NHifpZrNSCBwnDTrjWNHu1Ti/WmJ6vMpVl9S5ducpTrev4Pi5GfThRcHZusJJqmyp+cxOSMarilpFUS1Dxbf4boKr0y6LJEkbkDs9QbuXD7S3A8vlgK9GrtZCcJG53C7GgEVgi3WsnRdSRsFthhJFjjK4Hslv5zq7qL8Lh0xZ3NEhrdDwG1+qcXbJA6Wz1KDM5IkdyXsPHq9npOL3Ft8Z6yNSZdB4UOzRzEv4cnAMmiGkIok1m2YCfvR9bX7hky7NKJ16ZK0kMCpNGyb557CQCIZpwyHIh/9O/0RlV2E2v2l4L4dkJqUdMrgtnLtMf9sBg79OwDnQ4MXYbcjecWKJIkM3SOj1EvpRyuSCdL6N58a0u4p6W7La0CzXK8xPecxPKeYmE6ZlG03oMFv2ePv1JSbGXColQaVkqfgxZT+hUkrwnJT5hEgHtnd6LgsrHr1ADbU0Nv1Cg0hYXLgkyQvBsJ65c2APWdsWgk07CCzzxlelhkGmlhalTcboZiBNUjliClIlZ+x4cK9VhPYiPn+vx69/rkZgnFSeCDWQJ4Om4nUpsRHdPfgNirC+OMTtkEALqcIi6AvbMOYbeplCCd+kW4H7OubHP9Th0EmX3/5KqsVBkQhJ36S9mzJhwOBDA1ZOncPSfTFdmYJ6KFmszdhcDI1iKenYNH04UvhJZczAl56RnCmS3IgeH/XN55/IWEurYzi/ZukE6b72UqTZMk+nAzxLbr5Br+TkOYXvTnHDdTWmpz30/JRhthZy6VyLajlCSoPvJHhuhKNjoiTPMCRIaUDCvmNVFtdm6AXpXph5DCDXSZEczFxw9a7PHxeW0RGJYgtBZrZFd3HLQDU0OyllClIlB3OByeXQHTjQ3YP7dNbgWh3++Ftl6kEO7hTgjky1txaj8mRk1cnTZQU8Xyx4KmrtgVQpLMuj8oTh1otmnU9cSpRRGKOJE82Ym/CBt3b54mNlVtsKZARGEZHq8fXuwtFL7vWZPK0DDYtCuT8lDzZtxuIDQGd5cmMvPOcyt8pmK/2Q2fOLoLjip75z31PMTQWc7/Q4uiCxQqIzW7QjBVEk8JSl5Bg8JxvxpwLGZmMSadEHTwukCZjxT+OVqySJICDBsQntBtz3uEsQZSVyle54cOSExPRjts8rfFcN3HziIrqa/EvCRR1mI21PA8AURkRIO6K9h/thXhhU5sNphuBORgLMPMjM97nRBfZ2yjH3ftvn6VdKmIL2Tpsacnky6jeRxZOy7mIeyfO+Loln7FlIFRa3wS42Q9hi0Gklyg7z4nHioE3MLVeGvOemLr//VRdUCEJihSAwGiVEugUJw9L40NK0TpMX8uAq75HI04e5d0YWjGIynfEywtw2veBtoSXR5CQmUh2TWzuGK2FOEnaAqZIn2LkZbrmmxYHTEa6bJg6khn6k+MrjJbo9lY7mU+nkromxFpds6bBn2zj67usjDp+0/NYXKjS64+jsGwkJ/VCw/5hLlKRv5ihJ2RFsGLNsm4UwSjcnlUqMpvfkuqs3+xKQM7YdSpV1jC3EOvYWo8AeZlGy58qisxFjUmYZE2kzXV2QJHnGRBYkikyzJ54TcfSU5JP3VjnfdtP9rmU66F0Jhjs2rIsXLtDdBc19MfZ+Pf1dHCWxvhm5GGzaka77zPGZSJRMtz+ZqyT84Hs6PPaKx9FFCSICFAZJX8jCJlJ5PjnT4yNX4VAmDf49qGZm56HI5iJ9nIM5ly0DsNvCqpHlyE22ktisGJj/HZl16wuZxQEqHYQaJx7b56e4aW8X3wtwdL51jeG23QFBNKAYXCdhca3D2WXB6VUHvf+Ew/HTFeorcwhKJMIO5mNYC1dstBkw06yEry2VElRLamBXHfqzR3PYF2ptOwKO4YVQcL4N/NUF5lY54NeBfDAje/3jZKC9BwWdfBywilEyQWdpQdeNCBLDf/l0jUeeL6W9bVKn2lvKtGtHDOevDD5rvrIwuiKtZ/IizsU6cI9WMIdZi+Ee70X7bNFGm7abmTyjkhhiqVGx5s3Xh/zYh1v88//iEsQybUQ1kjjLqkgjCp8tBfnICIes35HC50ufi0JskHXXZ0WgNMAUgwvAZmydFnuGTQ/SZq+LYRBK8bkdYsJkdYE4FjQ7ipPnK6w2PTw3Rqthn0LJAV9nk3JTBc1UeYypaQ/pWvT8pEAbzdtuKBHFDkGY7q4bxoYoTkcRJAmDL+GofLsPheeodJCOShMOusjg5CC260A+qsmGOvYi7F3Yf15eTJ5IO+j2TrfNNgWJUhj7m+vubMb1ILiUMY4b8+CzDl98pEwQOlDSA+09YO9BYHth5XJ9+quov9Pj4k3HxZFlA/vsQBoMzVdW5S7DUa94YiTSpFIlB3oca0rlmA+8ucf9j/R44FmVpg2RICSR0PTyVTT7lLnDb8DWsmDlLawyaYowB3X2OSWo7Pvlz20mTXKg5+fXCpEyN+nj3Ig1yLYM8u0Fy0AE/azanc5rlGjtDMr1cZJWM6Mo2zQ3tPRDS6uj2LHTZ3xSo7tRi7HaGm+/ZYWVxjQrDYdWV9Pppe1B/SCdBZdkzhcpGUyISg1X6VhiXWDvIngHDQBcnMVFUW8Xc8uykLHI9e9gP/WsVD4o7uRAHgJbq3VAV0Nw6wzcrhPR6FjufazMwXN+Kk1EaokVufYWFCZI2QvAPfi+OZPngH594T2Kc8ugRD5iny1KlXWFn/V+cSkV0iRIo4kCzZ75iPfc0eHp/S7NMCu/mlSPhyjyfSAkWW78gilTZIydFncGF6RMgaWylrYhm+dSJSv4iMxDPgD6aCfPgLntKOGl8iYLXvO9Pm1aZwljQTezRltS0g0iCAJLLxzu4bPaspxa6fKhLS3mKw767KJPxbFsrJ1jdiZhdqrGWrNEq6NpdxXNrqLbhyBMlw0hhrP/8m71octvlK0ZWb4L1b9BYDFaLBkGmENgD8Gd58GHwaUcDGa3I4w9ElDmhZxiFkWmnfKGhN/7aolf/0IVK3S6DI2wN0PtPRJfXAh0Ct+XQW3wdTBekCUjLDmiv3Mmv7CVzeRle2MwicTINC+upCFKHKQy/Pj7uxxZcPj1L2qieAhygyAQEmXyQRIZuIutbQNQZygkXQQG8Bd2OAIuB7pIgSzz/0xkUsUOR0yQxQA2IzkrhjHACGEYSyLTKbJxLIhiSRAOe4ONIRu+aeh0Yzp9S7tnWelYAhGT6Caz44YtUw76TVf0eOmQ4h/8p62869aQv/uBc3Qma7R7Ls22x7mVMudWHXpZq5AQox7skXxwdkKzBNPrlGZzDVuUKEN5kue4c2YfzsTLct/rMiYyB7daJ0/W7Vmvsr1nUg0e4bgRR85LvvhQhU7HgZK6kL0Hnu/C6iKGBZ7B9+LCx4M6wH8XgxdAX5AsxbklxuR+jwLQZQ50iZGpFpdSE0UJ1UrM++/qct+jJY6cy05YOqCaRAh6WfFeZICCTARnYLcDUGfZErLiz2DByTMpeek+Ze90xrsoyJNRoFtRXOlsIQ9eWDsGK33WuRWZQSeXEGnJvhcYluoxC2uWZg/qfUkrivm77+/ylqssh1YdHnnVQT/48jyNNcmdl53mmh2CfacarLUaWByCsESvp5HSwXOzk1ywphbbj3IuGHky+PD5nIxRkI/mvofBWz7MURVYvFjYkaI4mD3PnJiR7TZkQZZImWVMMibXOiaIDPc/VeFbL2RuQemkAF/H3rnJSwnBSDA8kFyjuf8c4eK/hex1P9UI0AuHMVn1MM+kZFuRpLrbDGWKkSRCohKJEYoo0Lz12pC33tLj9NccApPq8MwJRYymL0gdh5kgGegEMdx9Wg2WoaGpTskM5HmJX4gh2dv0nFqRBZ4jQC/aZYfZm8F6N5ivY/Pwd5BWHMzAyZys1lpqtYTYD5iIA7YIw2pLs+9wlZKtceftJWZnFPqem7c3nn+lc9/ho/FfeeAlwQuHZzl6VlP2JFVfce02h+t2Q7WUbobq6jygy/QUFGZcp/fFVW6UxYeMvb5qOQR9gbEHwM6BPtxlYDRzMqq/1aD8nhQex0iZdupIN+bhZ13+9e+MkVg9zJxIhRAy3QdIDMvyowxezPhcnL3/O4qYI4wwWr0s5JoLcsWQT73KzFhimFEZaHKZ5saF0cSxwXUTfuqHWhw8o3n4GYlxRQbZ9AtERtGjKKhsQZZcRJMPcuHZapt/3iygzHW4yC4Aw3CURO5TEaxLp4ohoBnIMZtlUbI8fT4nXmUlekdSKWtu35tw1e6AWrlHpRRw+KzLc/stNV8SJOX7WvHuhgrUWOf4qXNHhdA/1u9Kel2XmqPZNKbYMaPYNKUZqyhqFUu1lJbuy35CyUvw3XT82WB2IIPfjmHb2Wh1MveRFMvugzy3Kry23h1YCCgHhqrXAXdRquiRgk7aa3lmTfCvPznGYy9U0k15ZNqOhnTQUlCS4EmyTa5Gm4svPLJldDAkZ3QYkcravaRa1zBd0PXD56Jw0a+r6hbJoDAH8AKpV/wzC9NTMZ62PP2yS6Mn1y01cjBFfOg4TFEnRoD/33O1Fi6E/HIZJPqLsuvClSsfCZiYtBQfx+kuFv0ozegFsSXMsnnpBZRuty6FRxSVCaMS/X6Fbq9Kp+tT8kuI+PwP1pdfOKh3buunXziJiMMewjqs1V1mJxWTYw4zE4qJmmG8ElMtx5S8dKcxJVKGiZPU1dULFNi0qGsy1hkC3g52bBgpy49kUYrbYoxKE3kRzZ3vMHDRQxUDy8wKmz1O3IRPfmmMP/l2BesrECpFp9AIKUf6LfUF7P366cGRvTAvPOcX5MDtuucXAGJdt/36Dh+TzQ+0GXNba4YeFSGRRpEIjewlfOAtPV475vCJ39SEXjySqLfGIci8MyIPspK0WmPJ/eHZpxQpSJUkN2nnCaA02MwDyEy25JVsm5fts2SCtaMsnv8GxpJNTrP0QwgiQZQNlVIinWtTitJ9oqRIUEqQGE27p5ifilhp9zl8tkup5OJ6DsZadK+bUPIER84YXjio2DThMD+lmZt2mB6TTI0bJmsR49WQajmk5IX4bkTZjxFC0A9dFlfLxIlHFMlRr4PIvRnFYHR95sSyfgTvCNgH88czgBe09wiDy6SQSSmCO0EWvCcPPOPxO1+r0E+yKfgiTw1mVUthR7T3RUvzRaAXZdj6wFOsQ/lFVUqWIsyriEVWy+amrLfQWlmobMpCZkWo1JglM3OWNCRG4zmGH3p3hydecnngBZllL2SuETFWE5isgpiDfH3qMJMuAyklBIpcmhRAnjc9ZJrbFH6/IdBTnhcFoNvsi1sLUQKNruBMQ9HNrseKC2XXUnUtY5EhSmzmNrT0Q02SOMxPR3zgzX0On3M5s+pT0gm60Xbph4JOT+IpzaYpl42zmtlJmB6PmawFTNQCJse6lP0eZb9LEEd863mHsysOgoCbdoMxJaIk9S3n00EHoCgGkSPTSAsAL6YHi+AWw5291AU63IzmwNezt0yGAaaO6Abwc781xrGzHlYPd0se0d65RBoB9jpAcxEwDyAsRvH8HQR5MU04smQXGO1CPX6hN8XIzHEoiyyuEIlBCI0MDZdsivi/frjJE//Io93PvoyRg8+VoOkPXHMFD2x+4UnAZKC2DDIsKgsorSTrSsoKN5knJS/y5J4USfr3hr+nLZj0BA7Z711KeN8NSygRsbAieej5CmsdH8d1GHMVs32b2miD1E4bhA5xUmaiOkHVk0yXk7R7qxdtoJ8oKn6Hm/fU2bFZp17a8YDJsYDJsQ5adTi3FvDKy/DZRypExuPoqTLtrmLMM7znJsXVl7jpHMPBVtZ2IEmUHA0uh4xdCDAvKlFMIQ9e2MYuY/MBc49kTQq782Y5b60j4gR+5fNVXjjgpzlvmTP3MHPiiFFZkt9f1AG5jrnTFwrN1K/D1xcw+brMybABgqGZyaZmpgvchiJl8EHQaWQK8kRiRHYkmVQxhusujfhb39PkP3x6nDDJ4cYgKkxQBCbX4pmppADygUQRdvjRRbpBry2y+YDFM+KXNh01kT/P7tW6uE1JgXJgrKJ4517Dd70poVqK6PQTDp3ukNiEzz5S5qVjNU4uV1jqOMx2YKqd0OqYrHZT5sara+zcWkq9Uv/ob78X16ty7vTLnDjwJTbOCGrlPkL2KJc7HDpr+Pz/v703D5Pkqs68f/fGHrnVXtW7elN3q1to3yVAYHaDsY2NB2N7BgNjM8bjbbxvj8dmsGdsj228YQPGGNkYkGXELrSgBW1o36XuVrdard6rqyr3WO79/rgRkZFZJZCwQeD5Qk8qM6OysrMi3zjx3ve855wbff71llkSArRyqDqCmqOZGdeMVaDbdTi2YDFe1wTecAreWikyF9y7PMBomJYMAD88n3EQvdMBLy8ndYZu2cLST7nuDo8PXVllqesYDTDTvBGWiRxiOGtZtvKWefhA6lyhB+HQskwUz8UooEei9jK8DwFdU04ADaJ21hU2pyTlJJAwMmIqLaRWxq+SWNR8xY9/f4e7H/b40u0WhAmFcQQTOhMl6ZGvKQYg1xhrLIVsaTTvPCxrJYpMp1YDz0lOX0SmtOSDuYSkGEAhMrOVZYHvSsZqDqHjsO/gKsaqfSpBxPa1Eb7X5+wtfRCHueorLp+8scbep6sspQ4HFy0axyKeeDrm1F2Xs2Pj6Sw1W9jT4wmup9CdJof9pznc9HnyRMI/X+9xdHGchU7A/LxHw5eEriZ0NIGj8V0IPaiFFvWKUUvzoUqF1r1M5htO4hRN04fAPwDzgKYMJuwagKfDerc0UqAs5qqbhaWUCdJOeGy/zV9+osaeede0wMr0bnMvB9G7ZDcYAvlK9GSImgzPoxfAs4TwAa0d8aIwwrsHLsOSLXVUI9crGLG0KobKipyqCI2QNjLWbBpP+Mk3tdh/xGb3MwJtlwmWAOmQZiBnBOR5EsgqqFcGWsiiuCgWmsUCM4/aOo/uOovwoggMBT9nkAFfaFlYR32abYcwMOKG76b4bozvxbzxwh6X7OjS7DY5siT45+srdHouzWbCyW5iOtL2BXav7+G5Dk8+U+N/X7GaRw552ehrScURNDzN6lUaz06LOe+uDa4r8V1B6FtUQwvXyduolYsQSqaowtuth4A9FLkz8FsZDRmcFCXebans+WgyZwB0y0qRMsH1Eo4sCX7vAzX+9YYQnbvChFNQk5Wi98D3vTwlXwb3SkmdckQf8PBhwC9LiOnl+5Z7Uso8PAd0eQGaV/6YCC5F/jhbfKaKBIUjjaqy1Jf80h9bHF0U4JWQqAUau4jkA3qSnWj5fRa1LWkyi7laonNfSilrmb91vpgcaOeiYEgyK81LlZmB2epIBBb9SBJ0LDzXwXN0McPUc1JCP2G8ErF6POK8d0TYVpe7HwmozfkI4RC6DrbrOPh+9Ui1wjU7N1de0WpHTNZsKp7GcyiN4iuPBsmmBrsS35WEniDw8mFOpWLfwjNieHRBS0oR3qyqVYm2lKhIOZqLDNz54lLk0dpkKmWmmpjHxmsSofjMrRWu+2qYeU1ySVBmETyP3oOpweV+gyuaqUr8e+DKG+Hi5YAtVkL1crqyrE9hbk9VA5de2WkoMzUl5+OpEAiRJX4yZUVKidJWtk8itHEcerbmu87t8bqLOnz0C6bBPHbpw0vQOCRa0FMG5DrznxSe14KTm87COrtS64J7m4WlzK4+ZcqioLDagkCk2WIzyWmtQooUpSz6EbiOheNkrtWiqepgrpLnKKpBQr3SpqtC7H56jWUFR5TuYE/MbOHvrnj//jBw3jc+PvWKNRMHWTvjEHimAX7ePbY8uTdPm+azJj3HZDl9dzAGO2+6Myr7DTkNy5F7dKFZWkwOFpxZ5C6B20TrgXIiM593IhRX3xjwBx+scfCEA65lIndpYSkycBdZyxFHY7k4oCjMAMr1lkMRPf//qJBS5id6RYyP7CzXZ474w7O6yNxlqCUoZYa05oqKVjrj4SYwKGGRqmzaApq4r1g7kfBLb2uy1JN86uYKrnb0gAAATf1JREFUcV4/lgEaKdDKIpHSgLxEU3RmzNISrDx651y9fDHQZn+ulhRAzyK9zLKW+VVqcDRSlNbEiaLXlwMclgvVpcgGklk4tib0XSbrKas3zFIdP/6+E4f/ef/5F77TzOipuBUs4bB5VciE7RAGFvno7MKnzHDiIQekGctnZqa4jiqmBFtZ2dgQHWEwIHRI+xZmQu9KAJdWGegDKjIE7mxBmUuCjpOy74TkQ1dVeHyvB1WrALVJ7BjunVOTos6SEW/6aOQu32QO5NHs30jkHno+UFFWSvYY+KmRhM9ARZGFC3E4fS9FBnKhC21cFJFdZjTKAF1oo43Hfc22TTH/+Y0tvvqgy/7jpUtVseg0NCSRgl6OgayFW96jJKcjOS/PObjKU/lqkAjTEkQB8uwYZ4XKuUqUD6VNUmPTNt+tNP6WkStdebMtgdY2Z8YVTt0a0us7Zj/A5ZdsJQwq3HN/h0PBXWxZ7RAnLp2+TT8yZp58CFBuX1TZIsGSK0xMsFTBvweDQLMkbomiDIxXy4EtisWlYqCmqGKBWdCSYp+J3raVcrIl+NOP1rjxXn/gEswzlhm4LUk2objcBnlQY2mVwLySLLgS8Ecl8Oe6lavrh1yFukxfcspiAFXQFFECfynTKYWJ4kKZ70AJKysVs8xpJBRpR/GSM/q8+4eb/O4HGyx0B2qKEeJFBnKbJFtYFJG6FLHJAZ8FC41ppYzQgwoeBjmkoYCQrXmS1Kz/Eyt7bGcdjLOTM9WQJpo4NdnOVAkSBb1Y0Imgk2g2rW5z0fgMdv0snH57APCx8Rksb8OXPn7dNb9/3yNjv3T52Uc5e+sCW2Y1tdChHznEiU2759DuerQ7DlFsfAx5sx2naCZvbiLjX4ULraQNFzMcGaUvg0XlEC3JAW6l2c9KeneWhs+jd09q/vqqKh+4skordbJspTWkmghh2gznysmQqYrBlzCavRz9YpaD2YyzLjOS5wruoR7hpYzmkNoy4hfPR5/IYuFJEbmVFAhlIp/Uhq6k2dpDCEWqLEg0VSfmHd/f4ui8xZ99tEY3XzWrPJozALk0rSHMgpMM8NoMk83kD62ythIZD897p+TJ0fIhyf+ufOCYLUv8OjGPZfZv9WNNuy9Y7AtafUmUaHqJolrps3VVm5dsinjDpSFT0wd/P9i+5UvRsUMDgNv+Kbzvz36nc9qstc/qhXzqy1N86DNw3s5F1k62iaKEeqh542UJc1NVjp4Yp9VxTKSzzIQy2xrMt8kjt5G6BnMY8ygkij8sdyXmAM8TO8MALxaYohTBreHILWUCjuKR3S7/9KWQZmwb3k0ObLtYYAoyalLc9BD3tkqAfrbsJQyi9rLUfOl3ngvSi3R9DuZisTnwWxsg69JJMFBW8kZBQkoD5gzkRr6UKKEyr4mVRXYjHUqlSWJF1U/4oe9qc83tLvc9YdLrhvfk92VOnv0tqvwanY/fJO+AZeVXIWVsxjm4y6aronsAeYDRZmhvNnrGLCoNA2j2BE8vKupjbd76iiZjYUwcKVaNW5y/zefYgs/j+6e593G9T37l9zo/+7O/PgA4wHd91xsIQx99zc0cfOYezt8s+dKjk3z65gmEMDPdb3gw4i0v6bFrnfnSXCfFcxNcJ8F18rF7BoAgsglh+dx1kVlpRRG9xbMuLtXQ41w9kaKUpRxJxdtOygNPOrzrvWM8uNtDO3JAS4oILkuyoC4a+YxOanjWommG9w0ldgSUr1HPi66MOuzKIF8mFxq+ajKFg0VnTlmUML1BlJbG66E1SufANx2yhDIATzPKKCLN6Ztj/uKXFnnHewQP7skWJzL/MGJwOckjOVneI4uwKislQ+UHSRelaVoM6lLz30s0xKkgUoI4G3pmCzNa3bc0vm1s+p6j8TLAv/rcDj9weZddmxSeYwLSk4d8rrtzFZ6dsHbjDjadeglJ1ANGAO7649heSK1a5Yytgq2ntHhyySLtBoz5UPE0VQIe210nlJLV0xGOkxJ4MYEXEQYm0yREgtamAiNNHTo9j37soLRdnOXmUq9X5t9yOe+2ZIrItW9rAGyZJXRsR9HSkr+6qsJ9j3qkVilqi4HfBEqy4BCoh5WTPCqP9h1c1hZiCOyDqP5c/eCj1tEywnW5TnNofx7ZV/CMa9POWKmspbEwnWlVzsfRKCGz4CINH1eaFIUtNGdu7/MT39Pml/+vQysR4DDQ9/KIjQBlkQpBlPdMUQIn18qFkTXtLF4XV7/S35xq6KeCVixY6oPSCbZUWb8Xi4orqXuamquQQuDbmo1zNqetnaTfG+OJ/RGhH1EN++x5JuKau7usbtis3xyybtUk3V63OK4FwH3PpRL4eyqht7ed6k0f+Ay0Oj7b5sB3oBKYFOqqSbvoS+G7MdVKj0alTZz2OLIY88Bui33P2GxeF3PW1oiqD0lqIkY5xskywGV5EVkGeFraV1pcihQru9lOSkfBh/61wieuq9DPwTwSuRESmcuCckBNls3ZKUfv0YgtBsAeTuYMy4PDyP569GQ0eg/sqaM8PGcDoxG9TFkMuAdURWjDxZVUCC1NWlxr81hli05tZk+6QvOml3V49CmbD11VpR1jDljGw4v7rIAtVZJIDqhIUSihNJRAXqhRJZAnStBLFXP1Jc7etsip6yJ2H3R5dHfIoWaFo22fWFlYMiV0IU41zxwTaO0x0XCoBj6emzJZ7fKfX9Pk8afHCAJnLzLcY6ZujQB89epVXPHJz1zj2OEV/XTNr+9Y/QwTdYfDJyBKNNXAZrxhMTmmqVcTqkFEo9plvLbEUq/D+670ufvxOg8dqHD0iMPcTMLrL1vg574vxpGSJLXMTM28VAm+BrhHnpcUFClK0dtOaEXwoc9WeM8HahxbcEwfkCHOnd9EKXrrZdnKZT1bSopK/uWsmLIfidpDP3sudWsjRqti39BTUfKnUIrWA31cqCxiU4rmhcpilJViCBRZ9M5VFiQCmyTVzE4k/NrblkDD332mSisWRu8rQK4pCpExE5nzwmMyPwoYb7nIVuxC6yIgFFp2rJmsdviFNx3ljZckrJ5RHDza54mnm9z5hMOfXznJ4eYYGgvPVgRtxbwbI6UgTi3aoSSObY7MO4Sey9mnT7FmVXDF009ec832F33vcoAD7FhfoRJWPvf0PvV6b7ZzRuCm7DvcoOI5jNUtphqaqUbMZL3P1HibsfoCn7o15TO3j/Op2yex0oBqRbB5rUalgjse8Llxc5czNzmgBVJm1TgizUCQLyzVsy4oVwJ3Xl8pfc2nPhfyv/62xpGTWTJnWfQezlg6YjAdIldOhjRveBbtWwyBd7SIQeTXp+erEY5G8LLGW6IqMBq5S00ys2znENCzxb3QA01ciDxqk93noDdRHGUTR5q5sZRf+/Em803JFZ+tgp+Du6Ss5AcKo8FH2fNyJDdXiuJlSJkFFwm+o9m1VXPhtnG6HYfH9ioqQcy5p3Y5Z2uHU2aOctVtXa68eQaBiyXNLFMp4sx5KKlVIvYebxEGsGZB3xccnvlcHLeHjqlVfvLXf/N37O+MH9h3pH/e/Xvjs/YfBJW4TI+7zE4IZsdjZie7zE0uMVaf51++ovndj8xy1+PTTFY9Vo9pZquK6apm3YRm7YRH6FepeFap/CovYlADwEs9KBi20qGIbuUmqhK4pUyxfcWeZ2ze+6E69z7mg59r3CNWWJn5TaSxXOQVO/ls95XK0UYLHcxM9pGZQUPPh7O9xchDMeDCg1HkWUZODi9oR+cRFSeVZJg2yTzJVGrDUTRaWt7JoACXIFv35Av80u/kr8mlDqWp1xWBr7ntAYeTC3IEKSOLjuz0VuSprMGspfzvydtPuzYErmayBhtnfYRo0Ox4RLFLL3JodV2UcnnRZsX529qcWIq4a49HrBwcjMJmSYHnSWYnNDs29Dh/Z8S29dFnA3nPn1/28nc/O8AB3v2TP8bW9ZPfY6eds5YWYNWUy+ppyaqphFXTHTasWuDAsSV+76M+H7pmll63ztoxmK0qJkLNWFUwXhVM1G1WTzlMNSx8tzSbsqipLNVS5mn3IZdgmXOXKuNliu0q9h62+c2/aPC5WwMSq1S8IJyiBM3sMxlLT5ouVU4OZLESsEGOPM/rLfPZnMtALXLAiiGgD49AHDzPQTvUPEiWT47l2VKR/XvlrgQDdUcPFsUjPyu/D/kVaqhVgx6mWIUyZKjLulUJczOKex61WViSg7OlfNnKiVS2FlEZ0IvmQnmQkIY9urYmcKEaCGzLIUmNABEnlrnFNlHi0Os51EOLy3Z12bVpiUcP2jx5KDDSoVBmurXlUA8l8+1x3Mque9rR3Kc+8tFPD31EexTgP/iGl2PbdvQPH1tgafEAq6Ys1szErJttMzc1z75jTf73Pze47t5JJkKH1eOahq+o+ILQkwS+pOJbVCvGRuu5JulTtFwvovggOg+KhXMw5xF7kLEsIrij2H/M5rf+qs4nvhQSiWw4fZGGL9thTSMaW5R93iuM314BFKMKyRDHFkOBq0RRvsZW/uFKfpRcJx7h4ua+ZJnNn5c9HBkv10OZzUEhhFSGmysxSP4Yji5NVlSV52gaypIo8O2EH3h5h1TBb/x5naeOeUZZyT9cvuqFLE1poYVFIoTxlAuT0bTEwHNCdgJpBVGcstSWCGHTjy26fYOdbt+m17PpRS4TdY/vuWCRsfAo7/nHhCcPj5EoiRAxjiMIPMnkqjVs3vHaKE1TRrdlAB8bn8TxGr+4Zs22Hb3W0ks2rVpk89olKuE8H/6S4P2fW4WOq2yaEExUFTUfKr4k8ASBbxF4VmahFdRCTeAZe2Oevi8WjUPN6JMBFcmdgpk0WKTkRYplK546bvPLf1bnymtDIpnZy8RKt3LGstS8Potko5q3LEe10nNGwV7Su8ty4TBBf/7bKK6HMpqMpu0zKGaJnzyDOVwYwYB/D/HwMshlZqAajBcUwioKipNE49gpP/TKLrYFv/JnDZ467g5f980/BEKZmzRpnljJ4opgCbCVJlFmLEmiIEqhGymsdgIa4tRYY7t9Qadv0elZdHome97qupyxsc0VvzrP33yuwz99aYpO5NGPI2rVOmeft/nL69at/sWlpdbXB7jrj3HzTdc3Z6eqj1u9+FLHPm7tP9HmQ1dUuW93nUC7zI4rGqGmGmSd9bNJbL4nCTxJ6GlCX1EJFKGfmhEoTjYD3s4SQqWZlOUGPVKYBabIAC+EMotSK+XQSZtf+/M6V34pJLJGwL1MFjR0wZHDVTorRe8czOXeivnVZgi7JUCvLHXrQfLn+eBcL19gjurig50CRdl7wkBNIcNaGewlJUWUorrIM50YnbxICimNwMr8LhZJorG14k0v75Kk8Et/Nsbhk445kMtOz8wtJWy0sIix6OjsX8mCTWxpogTsyBj1BAqtzaCFKLLo9SXdnqTjmTrhdtei07VpVD0mGz7/5btanLXpCB/+QpVmL+DA8VraT4LHb7rh+ubll7/s6wM8/2J7vYV3zbfVeR/6bPXMxdYYUc9iVQhjFUUtEFQCi9CXBJ6F7wl8T+K74Lsa31UEviJwFYGXEvgJvpvgZllPxzaNL207MW2Mi3S7Rog0k+gGAJeWJrEFf3t1hU98MYvcy5QSezm4xfKMZVnrXl6xM0hMrNQeoqx/j2rj5cie+1WeT/QeymYuS+roIfVk8DMGMiEwPC1ZZ3ZUsSySi5yaZMGXzJCV6+Spyvm5RkmTDLJTxQ+8ssvj+2x+/0N1EjBWQJGNVBMKSLPvJTV0RTtE2s7KiqXpwlIct8zOoRRpqoliRb+v6LoSz7PwHYnvS5odyVLHZqntsNDyGKuGnL6+x+/8aMJiu88de60HllqL76pXGyse2xUBfsmll/N3H70y1c55etP0rbT9iCjRBJ6gGtgG3IGZvhZ44LvgecZ47jmm8MFzUjxX4bkJvpfgOzG+G+M5Ea4T4zixmYtjJXh+ghQpaZJdLjP5UKARFmALrrnV52PXBPTzVV5RtDByY0BNBnN1SoCmDHRdKA1DizsxAvJSpC5z7TKg8xcss8k+F3CXXjhiLFxeCFHyqBTcu3hdBm5l9G4D6NxSO6gG0iXgm3tZ8PC8SapS5vhKlfNykwh68yu7fPVRhy/e6qPJTN3ogS82lRBlK3MvAe0Q49LMGvGTtxrKPnuiTER3Y023b7DjOimeI7OqMTN7ZymwqbUtllo2gR/QjwTdSPGSc3ZoS0bpJS992YrHd0WAA7z4sguJ+t2PnZx/8NRHHz1W6UU2Ew2HesXw64oPgafwsiIHz1HYTjb/PRvb59qGmrhOgufGeG6E60QEXp/A6+O4MVor7t8rSZTmjFMTbFtDCjrBFKTagk/f7POLf1LnkX2u8bjKMhUZfTygJtayheVwIme4HcRw38EBZodH4Y3ylqHU/Qiovy64R9KYy+lJSQOnvLAc0cTzKhqtV9DJ9ZAmnoOejIcX3BxpRoxkZ5LQhosLaaiKUCBJ2LUp5o9+Zon/YcFnb/INH5cKEgGpaaV9xtaYWEnu3+uBssFJiD2PpuOQaolCk2pluHgCPVvj9MmG9Bpvt8GNadPmu0a8qIZmtOVkQ9GNUyLRaJ+6/eyP+X7wrMf4WQG+af1q/fj9n/jTS8/Z/K77HjhcqVcC1kzbTNQV1TAl9FI8Ly1AbNtmisKgLE0Xi0hjxjJelVrYQxNx+yNw2yMe7b7k+ts8+rHgNZd18T3FBTtjXnJOBAg+9WWfX31fzYDbGQE1y3m3kKPUpGSHZRTUX4NurKSqsPy2YrQeicbPGrrFs+wfNV8NAb0M4PJrSp5xckWFoSguRA7yjKcraQp48sp2JbIom68ljIecohpIoiPFaafE/P67l5DAp79s5ry/+NyIC3bG+J7iNZf26MeCa2/z6PYsbn0k4I5HaiRRSNv3SLVFpCSV1LRls2VJ78eIYkYzN7XAnmOaU1UCSbtjY1uSSiXCqe068anr9v7pO9/62mc91M8KcAAd7MKKm6yde4T1M33Wz3UZq/UJ/Qg/ox5u5kuxZYoQmiSV9GOHJDVZMmOnjfDdPo7b467HFVffEvCpmyrsPuKbQUqRQOuUr+4OECrhvG0Rv/UTTbqR4NfeV+WhPY7hG1JS9pYM8XAkeQmaK0xgGVJOSrryUAPNrwf2MmZHJMQVzIMltD/LZIcVAD1anVKefgzD9KRoll+8rhzN9QC8YqVonrsMVRHRKSK7cR+S+VQG/NzKorguojqxZtfGmPf8VBMBdCP47Z9scd7WCKHMBLRUSS7c2idVmiePdvjXm9tcfXOde56o01EVYuXQsyReZmiLUogShU5VVgRh6n9dW+C7ZvBG3VWMV2MW25KzdlR5zUUbCSv1r3l4vybAe3pd37Ef+4nvfeXYx5uL91YqoYnCtp0gbcUV13s8vM/CskAhCX3F6y7scOE2jad9UiWzCN7H8bt8/jaL3/ibSZ46VKWVBmA7BoWOAhWTJD1Ie3z1Ec2VN3joVPDQExm4h7IWsgB1AXg56jUZXVDqZbx6GSUZWjCOgHkU7AwXPuRnwOhrngO+CxCXnxfAziN9Bm6d/7dC78LBGJSyEUsXUbxcDWSitSi4OkoOpMLibyg5EHUO8owSJXD61oTXXtZHKzhve4SjNXHi0ur6JKmT0UXFlrmYd39fxBsuPsZv/E3EZ29VxIQk2qNtCD+ubHPpzgVed0GXwMtGdlsWD+1z+cT1AT0l0Imk17Y51repzG1uv0LLn1i1aqb/DQN83eQJNVbfcOdDj71i6Tf+6qnKyV6a1c6ZA/zMCWHK++VgCNU1d/X56e89yo+/KqYX2bh2hOt1+eKdFj/75zM8dbSB9HzCwDLZdSDW0E4cEqWxrD4vO7/HT725Q7sneGCvza33+5kstdLicgDucglaoZwwqncPR+8VEz3kYB9p81uq5hlE54EqPhTVBz9etm+EhZR+IIpwvawLKyNUpGylzfer0ltkdZyCUaDnA1tzbdxcaXMvC0OR3CxA0VbhQtTaOK+E1Nxyt8OHrgxp9wQb5lJeeW6fOHbp9EOiyDO9WYTGthJ8L2Lr6i5/+K5FVKr5/B2aWEhSPIgUb33NIj/9PRH10M8yxilSai4/PeX7L+qXRrak9GPJljMuXao1Nt25/2BLfcMAF/YqhG0fP3xs35tedsE5N9xx51edXmzR6pqauDUhJJ7hUK6j8Wxw3BCRzDC/1MRzu9h2whdut/jZv5jmwIkJvIpPw4Gao/EyH0qqBSd6gvlI8OJzOvzxTy9y6roEacN3X9bj/ic82nGOqhzkg+gtMkCvVF+ZV4qsaINl5Ug+DPLl+4rjM/K68v7nu+mRW7G/tHM0wVkAW2fFvqxAVTRFywedc3FJaeFJQVv0kOtQlnI4Gi0stFaGnQtBqwufvjHgjoc9sCU/9ycWf/qzC1y03aLdqdDqmCu4JRWOk9CPXaLYZna8wx/+1BL8peTTd3jYtkujIrGSGQ4cEngOeK5Zt1mWJkkkKrFJlaTVkSwsKbbvPDceC9WbZmfqxyH4msf1awJ8vOGwe89+tm3ddHBmrLu3YT+w7Z5HElzbJUpS9h1KSFIIPAg9QS20TFfaqs2JBc3cVESUJPzeR8fZf2yCMPSZ8DQNz3TI8rKTQgio9uD0TT3+8L922TTnEnUtPD/izS/vctW1Fe58zDUoLoBtfCZCmOxxPjDKGrnJshRYtHEedgwWVs4hoC9vu7YioMvAHz0DBi/5uuBeKX1v6EmpjfEKKokB+YCqmC4OOVXR2Vwl0zhfSL0CJweyBShKIqXKqn7MpzBW2ly6lUhthgI/vMfhY9dmNNNzePxglZ9+X4U/eHuLqUqNpY6PFJnC5ib4XkySWCglWTOl+eUfXuKL945jCc3qmmbhpMMdD3nMTkC9kvehN/jae9ClH9nYVp/9JwK2nrVj79T0loPHjzzN9Ny6bxzgAJZl8egjX9pfq9bfUZ3YfuPU2EOcsVXxwFMdHnrKZiK0mKgZ70mjajMzIagGMaDx3IR9RyQL3Squ5zPpaSZ8TdXThJ7OdHTTHWtXTXLpWT7jlQkWmz08t2tqPTNVZuA+GlZN7IyauCVqsuI0hlE1pExPGI7oZXl72WJzJJIPg1cPCEtJZvyawM4flF421DaivI+cIRu/qiYDsDV4TbHwLEVtrTRYg58VnDzn01mjICNTy6G/yxwbXRRHaJlCdmIkShpDmxUgPZ8jJwV/e1WDS3aGjNUsKoEm9FNCzyJMTIEECGxbUfMVW2Y77D1UR2lJp5dy5ERMqhy6fZtaaDHZEIw3lnjmZIuHd49z6lrFxRdsx7J677jhK1/ef+auc78efL8+wDeespalZodaNThkWbfeJHp7LvOCwxw6aVH1fWYmHMaqFpVA0qjCRD2hFsZUgghkj/d/tsYzxxpMBoIJX9EIFFXfSD6hL6kE5sRYNSUInJATiykTDZAyQWsLSyRZv7pSjaU08+RskbkES9XxhWoihxeZYnSR+az7hmnJ4FsunyArRPfSySHKBjuWP342sBeRPHujoaylGAB/SCYUpQWlyE1X2djsfF85+ovB76u8PlbLjL6oIZBnn4K8vFBkA680Wds4JUDYCMuj6tqsraREPYcnD8LspKRRg1oo6QeSODGttcEUqs+Nx7zztU1+/QNjLPWrNLspC80EKQVJatPpC+LEwbYDZiab3Ppwi8XeOJs2brvprLMvPpQmXWwn/LcDHKBeC3nokZt2j0+Ef7p244bLPvnZQxw/1uCsrQ5rp6EfmwPSqJpJEPVqn/F6i4/fILn69kl812YyMOCuBYJqKKgGZs5KNbQYq0qqoSmCyIuUlbJAG97VT6ySRGhaP9gCfAleBu5y5M4nEpcLGVZST2AF9aR8UpT3lUE9Es7LC85l4e/rwFuXo3cGwBzn5XtGno8qJUNZT0HmOKQ4QQZR2+jkSpuhrrkpEGXsvCovZhjxxqZZQFDS0AzP0lRDBSdNltSTGltqtNa0uwknmwKFbQrPUzPrMtdnpNA4dsIrz1/grifn+cQNAZOhIPTMfoCllmD/M5LjJ31O3SC45PQlJue2omX4pzfd+pXdL774kucC3ecGcIDTtk8DlTubrR1XbT2l/cazNz/J9GSTB/bYpEmNemhR8VNqlZipRocjCx0+cs0Yx09U2TSpGQsUtVBkALeoZuCuhYJGxfSW89y8Ij+bsmYprvmqy94jbjYoysywtEU+R0dnnalKaoksce38NuJ7Hs1c5nx8CLiUgD+8a9nPVhbCv/FtGaiXZSaHTwSdS4CyBGh0toBkQEfyk0Hk7SgMxZHSyLxkHhQzRlAPL3rTjIOnFklss2k24hXn9nlsvypek2roJ9DuaSMlC9DKNuqHHmj2UpgovnYm4sde0eKWB5scbTaoeZrA0/ieol4FP5jnhod87n3S4TWX7eK0M7Zf1WTDnbjN53wsnzPAhdjO3icP7X/RaZf/92tvftR6Yp/z+tZDPZ56Bnas0zQ2aAI/pV7tMV5f4jM32DxxaIy5umQyVNQrgnooqYZyCNz1UFGrpFQCkzhysrmWjm2699+722Wh7WDmGDrYliSQ4EuNK4eLhsvekmdVTVZQUYYfi6HfK3OR0YzmkKJSOoGeM9pHuXfxTgMJsBzhR6N6AW6RS4IlJSYD/IpJoPw5omg5KNGobEGpC0nQZDuxBj5rgSZKHBphzIu29HH8mDhN6ac2/UTQi6DTV9gWSJFkVw8LpaWRGDWZg9PHd2psnE546ekLfORLIROhTS0wa4dVU5LTNsOGtW0gYOsGefXF51/63xdPHH1qbGrDcwa4fM6vBDZtXMV9D93y1GsuP+fBqfHV7D/gMdsIqFctAl9Tr8RM1Ftcf3/KX39mCkv5zNUUjRAaoaRWsahX7OwmqFcVtWpqOLuf4LtR5leJCcI+d+y2+OpDIQgPLBcpLQIJoWV6Z7iWKcN08jbNYrjGcogXMwza4n4l/l0CbPl3CyiP4Fd8nefPBedDiZ4RJJf35dnMPCKTKSb5z0Yr7odPHFFa2Ipl75ePI0yVGUeYpBZJKokT05U2SWyS1CaOHRLlct7OmIu2dqAb0U0VrUTSjQXtvqDVU7S6imYnodlOWGorFluChbbFYsthoelxfLECus7bX9vnpWfPc7Stafag109ZaEoOH5tg/bjP6tlTmFh92YP33nvLU2NTs8/r2D7nCJ5vZ5++Gqw1v//oY/s3BbL15uMnO4xVBY1KzOxkm6eOd3jPR8c4dKjBxinFZBUaVZmNIrSpVSxqoaYWKqqhohrGVIOYSpj3VomohF2eOZrw/qsqPPh0BbwAadlUbKha2lCTrAe5GMHbSgmU5SDXz7KoHETvYTo9zE9GrwQrbSvp5s8G7iKS55y5iNjZzoJXD/A8ZKkVo5w8V1FGQc/gxaNXjgLwg5PA/H1GOtSZTp7v7/YU29ekvON7l3jyhM+Bkw6Llocj8rn0ArTKmmnq7GabK8JQJK+xfi7m19+ywM//pc8zJ+pMVDWLzZS9B1P8cIZzz9n6sa513u/H/SPPF67PH+DC3sTnvvC5xbVrNr9t99771hxb4tK1U4rZiR62s8iX7rV5+tgY68ZgugZjVUmjalGvOtQrklpFUw8VlcCMJawGRnGpBH3CoEst7BB4XT5/p8Mnrh9DyRBpO1QsQc3SBJbGtfJpDAM45wsppb/O5x8B5/BCcnjxuSKdeb7Ha4VH+efV4tnfb0geHKEoA6CXOfnKOvlwJVCpJfMKoSA3ciklCjADSGk828oeXBWEMEa6H3hph5vuX+T9V5u0ezZGCp35yhOlSJUgzYCeKjujLBYaF4TAscdYM664/Mwl/uEanyMLpqhm1TQo1755/dpNb5uf/2Ln0ktf9Xzh+vwBDvCaV72GO+68r/PSF/9A5PBpZiaOEoaL/MO1Fh/8zDRzFZs1Y5rxmqRRs2lUbeoVSb2qDOcOEyphTDUwUbvq9wiDHpWwi6bLtfdI3n/1GLGuIhyf0JbUbEXFBs82AM/bPkA+GQASpUuOuhXANkI5hpvaD+Y6rigVLsOpGInog+FTX+cce9Zt6HPnT0Rpf5G1LEVnSoAmV0uGCx9EcVUYXCZGFNDi31TKtNxLlBxEbGEGGqhsnHi+T0pNzUp5x3e3efKZE9z6oKLTrpOkDr1U0k9V0Q02ThVJYkb/qVSTpjZKWVl/wgpKw9tfPY/mBJ+5eYpD87CpM8Wbv/sNkRCys2Pn8wf3NwxwgM2bN6K1umPp5Isuihc/H1x5c8o/XTvF2prD3JhmrGr07UbNZqxq+HajklCrxBkt6dOo9qiGPRy7C6LPvU+mfOZmj6tvqfPQUw0IfHzbomZrKjYEjjYAtynGougM3FEiSPVgNZ9/eXkn4CF8jsqBgmULyAH1KZuq8i93Bbwvw33pBPhaYb+scRcgHgB78DoxENjLv0cpQg9lO4drNSnZa/M3EAyuggJTiqCBJJVEsUnMaE3WB16R2qKYjEy+qEdx+uYuf/juRa7+Sp/P3NTj7n11jsU+Sz2HMU8yEZvZllGsiZKUJNHEqYnmqbJIU9OSO4ptfuzlJ7HEIg88Ns3pLzqzu2rNpjukfF5LxdGv4xvf0rgru73O7/713/3lz37sM0/5q8ZCxioa3xVUAptGzWKsBuO1lHoloVGNqFf6NGodGtUO7W6PxW7MVx60OHDUDBLae9hH6QCCAM9yaDiaujMYfuU5BuBOJo1rII6h1RO0ItMvOs0Sn5bIWvJm/U9syzy2ssfD7SEGhQ2FfFhqD2Gem9dY+f783sqfZ9MvssdClvcP904pWlDk/07exrkY2JV/vsFI7/zx0NBcMeihOJiBRDYwd3AbjDYfvs/7zwhhlJde7NDpurSyFtlgGjY5ti6arXpuQuDFmSjQx3P7VMMuiJj9RwQfuy5k/1GPrzxQ43grpNkJmAwkE6FiPFQ0QmEUtKq5uo/VzLrM91LGKjFj9RMcj7b2Ln/ZT/2x74W/3mgE6hvF6DccwQEsJ1A//bsf++2KvTb+0deqXxbpMffIiYAogUogmKhrJuop4/WI8VqP6bEOlaBFrLrc8rDm6psDdh9scPfukGbHzppnmPSvLS0qlqZiZ1Pd8psLnmN8wnYG8iiGTqw41raItMDOspuulfUNKZ3NA+CWM50rgFvksTv73WcLBaMKDYNF4tfrdFXWs8sReeg1+f/E4Hfyi8kgepvobvRvQ0PKGnj+WOpBsgXBUFGK6b0OgZfSbLsstFyi2BwXA27DpfOrgDmR8o5kmlYHHNtl3ZTil/9TQrMTc8/uLo8/Y3HVzTXufKzOyZMB9bbNmrpiItLESWy4vYJ+ZPqiHDyh2HXqzugtr2/8wUz4yd8T1Xd+w+D+NwMc4N3fo6NKdfa9Rw+1oocfPfk7Tx9NpW05NCqa6bGE6fEes5MtJhuLPPpUxLX3Wjywr8H9+yo8cyTAxsELwPWgkwp6qfkCPAmBrfBtQ0sMuPMaUIHvSjxX4jqSwIXTt53giw/E3P5EFSk9QltQFRpLCJQcATllijLovrSs+ebXur6t9DORt0Mb/Pzrlh/rEaAz7EVh5GfLfj3LRIrMSyIzY5ZSOe0wf0fRhqIMUJlXXJlaWdvuc/duh+u/GlKxTTG552SF5J4YjImEYkZp3rhJCps0tWm2beLERgjBGRsTztwccfG2Fg891eL+/R5furvO7n01Jro2a2NFqhLTqcqVSBGhpKNO9GZ+5/N3bfyjhesWo38rPq1/6xv82V9+grf+yFuSoLJqPtbBT+zbv1va0mJuUrB5bYu1syeYby/wkWslf3LVGF+4a5I9T48hU5+5msWqhmKqoqk5mm4k6UYgJPiWoOpoKo4mcDWhaxyLoScKD0sttBmvW6yZEZx3Wo/vvvgoKm1z7+M+sXRwpcDNKYpF0aZtqF2bJYoFax7d8wUjMLLgFEPRfVhaLA/pKtMRUXrP0j0D3l+2BQydZCUKM3rirSxTivycGDJ9FbYFmber08UkDsc2Xu3Q63DFtYL//dFpnj4S4orB/E1dpEvE0PtYUmPbeR1uiusouv2Ao/N1FpohC62Abs+nGrhsXyc479SYS3Y2mah12HsMDpxwUamkEUK9KlCiz7lnn6O2bz3lZxyr/8zbfvj1/1Z4/tsjOMDs7HpWrZ19YqkXvOuUrfovTz5zv9y8doFeMs9ffEZz3T3THDhawcVmdVVQdTWBkxK4gsAF3xNYUrJqpsuhpSb37a+jbd94vC3MXE5HmPYUviT0LSqBTTWUjNU0k40Ez7HYPOfyunObXPGZDl3LI7KsQjY0YNAF383bpVlDIBJDVKPEHrLIpxntGDuksZfjdekEWSnc5+8pGI7gyzwoJf27bPgaoiyFDk42NgTTiz3795UwUxuKmZoF+HN+noDb49N3TvPIwTFOW6WZX4oRElQm66FlsWi3rXzomPGlmAEJfR5+SnP4mEOzVceWgsBTpmWIl+K7CRU/ZqbW422v6vFd55zkuvuafO62cR5/JmRmUvDqV5yj5lZveldP7XhC6kP/HtD89wH46nWnc9NXH4vS7Rd94EXtfeGxqvfHV9/xDNffW2d+ISCwLTaPmSb6eeW06wgCVxIGknrFZnZScu5pLWq1eX79wyk33DOHDEz0NZ3+BZ4jsgprizDMNPVKSjU0Kf5+ZHHaxpRzT+9y00MNlGNnoGSIY5sFmxiK5HkkLgNwCJAZkIaSKyNAXF7fOUiMLIN4+T1WyESW8Z0rFjko82RVvqlSVlJkz6XQxkzF4G9TqTCTGPTgcwuh8ZyU2x+0eXCfh3QFSapp9zR+JzEWfAFSWCYgWBLHlniOyXIqJfC9lBvu1fz2381SdcY4Z4tgdsKmXoVqYBP6Ka6tsmFlFUI/oR5E/OClXV5+xgKfvb3JYmcbe54Ofv4Vr7z4A73WQ2lQ2/XtA3CAy87dxsLJZ9Laxa/Z87nrppuP7bumVhNt1q618BxwLDM81tg7NZbMpiRXLCbqglVTCbUQ1k5Jzt3S5fo7Bw0bHbsE7qw1XMWHSqCpBGbKhOvEWFaCY5uZnfmXxwi4hxpuZi0KytbaHFxqBGzlxV6ZCAxvWRwf6rEilkXc4qW5ji0ofN1lP8rwu5Zp1EDHLp8UKkvdi8xApUcALtVg1n3RND97n34kiGNIlaKXCLqRMKYpK8UqhgFLU/Fum/VPnEjSVOJYint2O+w9WmHjuODwiRitoR/Z9CsW3cAEk3wauBk1qfHclNDr8+rzPGY3XtYcn71gz8FDh9K1q/99wP3vCnAAyw44+Ezv6kvPP/+/Bbb1f2/48g0TOl2k17exbItaAFGsOL6Q4tiSWsWmURVM1FMa1RjPSej04NBJq2gd4NgDiuK5MmsPB6Fn2sKFfkLgJ8WsoNsfkdxyVwCeLGaoF71RcjnOEliWOenyxzl4lAaV6gIwKq9syWS0Ypx1mfowwo1LSZ9hvjw4Nco+E5U1hyqn34cuDxkfH4x8GXBvlfUsTpUgTQcauiUEyjJzN4WQJEJldthsnr2SBdD7scVlZ8ectaXLtfcoWrFFLQKvr4u5p6bXjQlSniuJ4syjkpoRk7PjisBP6cXQbCs8O86uJjZKSxxbc3zBaOHV0BSqN9uKVTOzXHjRi+dP2XTuz/S63avt2tcuQXu+2zeuoK+w1WrjrN+wCmnJj1x44cW/8PrXXnZs1eoQIRUb5jRnnNpCOE0WOwrfk9QrgrGqol41RRKhH7H7IHzixipBQJHUMeAWeG7W/9DXVHxFxU8MwL0Yz+1jWz1uecghki6WtPBKurdVLDCNvOhYZky5m908R+LaEtc2oAczNz1VZm5jqiDNkyi5cFXiJ6K0ACs08qGrQw5uXSRj8qGn5ZOpyE7m71xegOaLu2zUnmlmmiW7UogTQT+WRJGkHwuiRBDHkjgRJKkgTc19kpriA5V579PUwlIWl+3qIFWfVixoR4Ju3zgDu/2UXj+h11f0IuhF2b+TgbzVdfneF/fZvLZHMxI0e9DsKJZaMc12Qq+vGasmIE/ywJMdDhyJUGmM7bts23XpsbPOvugXVMpHJiZnqNfGv30Bnm/1eo0w7HzovAvO+5WwsfPY7ETEtvWL+ME8d++OzMq5KpmoKxq1hGqQJQ68CMdNiFKPwBaGe9t5dyOr1NjTWHNNBI8JvD71SpdHD6R89Jo6ifDxZG7Cp7hZFoWaYtsSxxbFlcHzTC88z7WyqbkQJ6bzkkk3kxn3B1N5M2wPRe5CU5cj/cFlicMrc/IYb0b2nmqYFpXXAHkCx4A7G7FnKzzbcFspIE4lnb6k0zf0oh8J+rEgTkQB8DK488hr3II2aerxw6/osuOUBTq9hMVIFiDv9jXdvqLXT+n2Nb2+oBdJ+pFFP7bpRw62sEnimHai6WT0ZqmjWGjGLLZSpIQzt/VoJhGPHuhzbDHiJReedmz7rgt+5eCx6EPVWu2bAcVvDsABhJjg+mtv/8C6mYlf9Ooz8+1exO2PWnTbNU5dZ7N1XcT2U5pMjfVMmy47RcqYg/MS23Ko5EXJriiae5r6TU3FN/7xShAR+gbcjtvmw1/0ObZUx3JcKrap2netATAKkNsCJ2sqY/rfWQS+TTV0GKvZBL7NYkfQ6prFVj/WxIkuwF1QieE/uIjUlsxvA0kyzzbnlEQp05cvB3oxxlqPUJX8ixJ5ytyA23fNMahXIhrVmE5XsdDUNNuadpcC5FE2mTpO5CCKZ9w5SS3ixCaKHXp9j8mazX9+1QIibbPQ1Sz1Je2+oNPTdHolkEeabl/Q6xuQ9yKHOPFYN9Uj1Sn9LDAcX9I88rRm98GEJ54ShG6dc3ZEeF7KqVsm5uN0/Bcfue/GD2xaV3/OuHq+279ZB/9a24f//h+Y3vGG+9tx/cD8kn7lV+7peWdtDrnsrA6taIE7H0tRiUc1kNQrfRynyZ/8S4U9B8dZU1OMVQS1iuHqtdCiXoVaqKhXEurViFqlz3i9TTVc4oOfk3zws9MsxQ1qnqThaALHzFo0NIeCjuQ971xX4LsWvmc65VZDk33dsKrPwcU2D+z3iy7BRVKokBezW8bjbcsoDJYlsbMsa36zcnDnprBUGZ6vBieLqakWhf49vBDORlvbmMjtpgReSuhHzE62eeRgn6/c5xD1zbQ0rXPRciB9lm0AllVK6+ejEjP7wimrenTjiDsfC0hxcS2Rad7lzyTNFdAxx9VzUsZqEZ7b5bq76niWw3gF1s1JTt/W5mS3xxMHHALH46zNXc7eNde8/II1/23j6u5Hz7zgzd+oN+05bf+ui8yVtlqwqLSUH0vjVcnLzq98eN34Y/7eY12uu9vhxIkql+3ymWokRpO1ExZaLqElCD2yqvtcORFUfNMXsRrG1IKI8VqbwG/ywc8J/uAfpznUHKcRWozlvpVsWm7Zd5I3dzT0xKgBgW+aidZCxUQjZuPqFok1z7UPOuiOz2SYFhQhpy/Dnuk8oSNG/p2shbnQpKn5vbRvWgWrNEu+WJk1NWvYLwVYeuAFL9eR5hHcdRS+F9Oo9rCsBa65t8qDTyo2zyjGqxapyhv0DGYj2ZbATgSJNaArcSqRsZ1Jjx4CmKhpfvUtbbQ4zAc/v5qj7QBbylJiSOA4KZ5rvhvTqN6hH/k0wi6WSkBrAlewfsbhkhd57Nq4xLV3L3DLQyHr1u3qXbjTe/v0bO+TS0v9f1Ma/rls39QIDnDDF67ml/7bj+oXnbLxUTfsP7z7sHzD9bf1bEtVWD/lsnbWYqqRMD3e5p49ff7xhgkatsN0TdOoSuNIrFo0qjBWSxirxjRqPcbrHWqVRT56rea9V0xztDXBWMVm3FdUHTMp10Q8XUiNzkgE91wb35NUfKiGino1ZaLWZ3KszeZ1J7n2XoenjlepOqbAIj858oWqJcVAQrONjGYAYK4anqtxXTNRzHUNxVlspjQ7CXHmwTBnScbdM75uCXNiWNbgZHFsk1zJW1IHfsxEvcOeQx3e94kxkjQgcFRBw8qmrzxba64GeqAayTzRJIu+hWlijvX529ssdRPueDxE4WTlgbr4XLY0eribTyN2FZP1Dg88JTgyX2GioglcC4FP1ffYOJewfduanu2vfivq7H95eI9ML7jkv3yz4ffN4+Dl7bWvfxN3HdiX3tafuXLt3IYf3bVjY0dZiq0bNKum8jHgMXuesVla9BnPpkdUAotKYFENoBam1MKEWqXPRL1DJVjkiusU7/noDCfak0zXLGYDxbivqXrGP+FapbbJlFx7UpQWmQaIgacIM1XGsVNCJ8URMUmiiVJBosuz1QcaYVFxL0RBJxwLXEfju5qKp2hUU9bN9JmbbHF4oc+hE4pmW9HtK/qRIkkUSZoVFaSZojLCwc15oLMxiybV7jgxmpR+BL2UbIGp6PUVUWSuFHGiSZJ8IZuXpZlkUJqVo/Uim3bXpdX2WWqHHF9oUPWq/PpblvjRVz7DYtTnSEuy1BW0uop2V9HpJrQ6imZH0uzYLLY8xmsem1bH9BLT8/vIfMzjT8VEcZtKbV1nanzDj771h/wr/er96fd93/d+K6D3rQE4wLt+9Ed4abWp3/orD328Wlvz9u++bHZxevwkTx2JiVPBfDPlX24JGa9IMx6lKE6WA96dgTv0l/jkTYrf/YdZlnrjzNUtZkPFeKiz0SqGf9tWKXlT0qJzDm1bg0hrbgrXTXCcxPS8xiSl0nKNYznLmIF7YKvNFpbZ1cN1TOObeiVm7Uyb2ZljPL3U5cBxaHZNw3ezgFWmEEDpQqHRmb49BPLihMq5s/lAWil6qRmP3Y+hH2fgTs37JrlSM0KtjFIk6fZtWh2XxbbHYjtgsRVy7OQYgVPnN9/S5IdecpjFOOZoW7LUEbQ6pt6y1UlpdWCpbbPUcjm5VOWNl/RoNBIcS7B6RnGs1eNYe8Pi5o1r3/76N9z+8X/+uNYXX/Lj3yrYffM5eHl79evezP9534f5+Xed+McTByacW++b+6P51sFJxzqEFgmHT4yxupZVAlVt6lVJo6KoV1LqlYjJRpdquMQnb075nx+Zod0bY3VdMB6kVD1NxTPUQ0rzJbe6RruGwZdb6MkZrXCyrJqb9aF2nQTbilnqQy+WWcJm0HaCUsQum7BkoVPnXg1zwgReSjWIaVS7LPbbdGKf+a5krJeaS37B18uKykhb5Oz4jVb8aG3cflU/4lBX04tzadCMvk4Sc0vT3Idiftv8/Tr7NyWdrk0/kkip8d2UXt8iji2SRDI9IfmdH1tCSPjEjauxm3Zp1pLAsbPUvetQr1RYNbGEJSI6PYup8QkuuWTziccPWz/3vs/Kf3xnfC5v/sH/9K2E3LcW4AC/8FM/xi/8FPS6S3//6lfb9j133/reaP6z048fOMRk6LBqXDI97jJRN1ywVjFZzvFaF99v8i83J/zPf5imG42xZkwwGShqQTYQyzM+Fc8xl+qlQzFLLUHFNYDTaqAs5Gl72x74nV3b9Dv3nISbbnN4bL+P5eTdsoYLlWE4CSPkyiB3XYXnJbhuhGPFCKXox9CNBYGjcBOMfFcU5prondtgh/wpeYo9c/n1Y4tT12suObfNP9+g6KUWUWJGr8dZeViavWfO9/PqHM9NCP2IhabN4RMunZ6N70LoW/Qyb3actVubnhD81luXgCNc/ZU5/I7MAoPCthKkNPORPCfAsutsnWuRxLNccMFLjp13/oW/fHmS/P3M9Bjv/+1vNdpeAIDnmx/Uabc7H9x5+sVi8Wjvf73v6mR6IojZforD9Lg0l3dPUQtT6pU+c1NNbnmoy+/9wzT9aIz1YzARptRDQdWXVEJJJTBy4nhNsGqqxeoji3zkizVSZeM7ymjYDKpz8kWXYykcW+E4KY6T4LkR801J1PGojpEVOJdm/ZSyk6P9VXK1w8oyjY5tRlCbMdQp6JRYkUVZimLcnJ7knm1VokVKm26+qRaoNG/rIIlji/G6ZLoWQxzTSWyi1Lx3kmYAz6hPXl8pJdi2ohpGeO4SV97ksme/x+w4jFUtahXL+FISSZQMkkFzk5Lffusih+dtbr93hooDvqOwpKFYiy2LZlvi2iFve53DseRlx176kkt+RWv9QT8Ye6Fg9sIBHKBSCdF66QP26ouS73tN8MdPPf6V8XWTB5lspCy1qvRige+mNKpdji+1+MA1DeK4wYYJmKooA+5AFkOxahWLsSrMjCecvqVLbWyJ93/OQycu46Eqolju0S4rFI6tcOwUz4k52Uq45ZEGeA6BBW4mNxq9O0/clH3gosTxB7qymdpsqmakVOS901KlSTJNPC2l6xmlJEUKX5isZ0ney3uV9PseF57W4++v6dJJfPqJMPQkpQB3Qc/I2qZZioofIe0Wd+we59BBhdARaWqTpGY6R5wKolgQx6IwVa2eEfz4K5bYsz/geKdOPVAEiabdVZzoJEwtSCYn1/I9rzvvZDBx/v842dIfnpv6+v0Dv5nbCwpwACHq9LrJR179kvPmb3OPbm53Z//ggT23OpKEiu8zNaaYHG/ynn+qcPdjU2yYFMzWNfWKpBpYxfDZSmDss+M1xXjdTHSLY0WcJAjM8NHhL1oUtYp2Bm7XMc2Hji4pbn6ghu1ahPagBjQH+VDqneUebhPRc0qT05vcu5dlLcs8u/S7owbF3LNigC2IUokTm+gdJTbdvsfFOzvUKl0WTzToJrn3RBdeGlUynOdt0xw7wXJjHAc6sWChZZyDZuKDTZzmWUpBL7Lox5JUS87arPmxV8/zB1cEbJiwCX2L8XrE9FSfy198UaxV5RdnVl+8p1IJPiPkCw6vFx7gAH5gq2tu3n11MPs6NznxcKc+7f3FLXc+JGp+KjetSbjuXslN906wripZO6EZr5kmQmFg4bki85ZraoE2LSmCGM+NsWSaqSC68ExDeaFZpiip4eB+j49fHdCLQqq+ILCVyYZmWTvHNlq4VYrceUfXvDeLzvL4ZaCXt3LLh+IzUaI4Oc/PuwQoQZJCHAtsKYksi35s0Y8c+pFLveLyQy9p8ocfG6ebBiWaMvC8DKyzOYVSpl2b0nRiQauv8bvmOAggScxA1nZX0O5adPse/dgCJXjJ6Se546xFjh+fYtuGmDVztlq74Tx92o5Tf2pu3al/R/+pSMidLzSsgG+hTPj1tldcuoVQPBVtWDv9kQ3rTzlt9ZpTf3PrKRP0kwWu+GIVN/XYukqwZsZlbspldtJm9TTMTWpqoZH5Aj8lDHJ3YYy0TGFiOV2WLzKtopTN0BPXSakEffY8rbjylhqpcKlm5XK+q/Hz5JAjcR2jwADowjQ1WMwpNfBalz3Xo1vZTpvLjPnaIPevaG2AGsXG4NTtS3p9SS+ys5tLqnzecHHEpnUtWn0ymkKJgy+XCHM6hVL0kkxDz0xV/VjR7qYcm484dDzi8ImUZ44JDhx2eeLpGlpN8JaXJyCaeOEcO3ds/801azadVqmt+sjxI0cj4X97gBu+TSJ4vp1z5k6A7t9++KrHf/fDb3rvwX/9qHvLvTt+reqctGbWC2YnHcbrpvA49BVzk11OthX7DobUQgvPyS20pr+hJF1mXCqcflaJfzsK10moVXp87quSpw/WqbmSqqsIHE3gUjTr910LyzKSm2loo1FaIYUgsUVmQ815dV6yM1wEl1OXQRo+oz1Wng01GrplmfeJE0Ffg5NkxcRZptOxFJ6T0PV9Tlnd4dwtLfYcGKdTtUsRnOLkG5TdUVAmgaKbaJqRIOybIhIpBdVQ8+TRiKWmZHZM0WxJ5hclJ5ckC80q0xM+b3zlTHq0ve73zrl023vvu/NAWh9/yQsNoWXbtxXA8+3tP/ZGlg6+P62teddvvfTYcbtWv+3nn37yPk8li6ydWaDZsan4LsiTfPImB5n6XHa66TE+0WhTr7axZILrQOgldDuD6CVLLj/bHkTvwIvo9iNueahKD585V1NxNYFH5ocxi9nAt3FsQRwr5hdjerHCsQxdsW1BklgZsLJ2ZeUmmZj7IdWlbKrKU9+uaSPs2JpeJFhqGXeeYxubK2TFw7aN5zh0uh6eG3DRzj6f+EqXZr9O5ItCTUlTPbyYzdpTd/rCRHstONoFgbEjz00IztymeNHORT702YDjixXCMGLxsGLjnE8qxtiy4+z+a7/voj+sN6Z+S9j/xHt/4YdeaNisuH1bAhygvuadnFxoMRGkv/biy14sn9qw9qJbb/60PNLqXrR/f2S//rIFHjvc5cDRkB1zUA1SQr/FvXvbuB6cszlg+7qEV53b5WPXKdMjpJDxREZNsuJZO6FR7XHXbrjurjF8y6bupVSy5JGp4jeNQ/PMqm0nPPJ0StTT1EMTim3L0Jgk84+rVBSRfLSp5VAJXeZGNNUyEHqm1rRejen0Yu561MOWUAls0tSMT8zXEK7t4Hku1YrPy8/ucf7WJnc+WqVbFSZDmpRsuZmJSwjjAPzXW33u31djvKY5d2uTwIOjhyp0epp+ZLFlFdSrPfbs83j1ZkXqBMlkdeLW737d69SG9RtvbfXSX+t1W/hB9YWGy7Nu37YABxgfKw7cr/zmn15FrM+sVazu+7ds3veDC50H5f7DPpXAYbwmOWV1hwf3t/ijjzfYNFej8v19dm02jffTRKGxshR3DiZjPXXclDCI6UV9Pvj5KgcXK6yvGT9L0aLCt0w/84pkvKaYGY+YmTzJX31BErWrrEcZsDkpUVIq5cpaEQ+iOEM1okPOw6yayHM1oa9oVGPWzDRZ6p/k3v1rWFsXTDWy3t3CRkqZFW87eG5Ksx0wM9Hhba9u8uCTEzT7AROB8aKkSR7FRVY8rXGcmIWujdQeZ62Bd7/aZuOGk/zhxxP27pnk9CWbZttl9VhMvApWrd6svu9V059Yv9p5Z6v9YLMxftYLDY/ntH1bA7y8/c5Pv5HjR/c3wyB49979G3c/8rC/q1ptvbFi72fNdEI7bnP9fQEbJ6uct8mh1xNEkcf2U5qsmomIktAkOQpwZxPAnJSxWo+H9yvu212lYtnUfW2Kmn2Rtagwkbte0TSqCRONPvVKmySxON6pMRFC4JoFaRTnWURI0+EiXzKfdjFmJTN+5RE8b7IT+ll6v9KhLzrM9zShBMdOi8p2aVnZTHcLz3EIPZd+NeD0zYts29DkkT0BvarIMpsqS9mbz+JYmqePwcP7PCq2JLQFdz82gW37vOxF8zx9qMu+QyFT45IzTzuNC84av+qsM859UAWn/Mnuo53mtlM3vNBweM7bdwzAAaZmNgAc13r3b+zc+f0bbr1zD9Vw7RvXNe7kX26MaS1OctZWl5lJyVgtwXc1Z21N2DATc/RQHi3zMjVjPQ29GEGfe/banFgKGfehVlATi0qY3QJNNTCOxoof4TmmcrwbmxKtXpQZp2KVRXBhIngG8kE/kkwtybpuWYU/3RQQeI6p1vH9GM+NEF1FlCiafYdqV+HaqZEpJdjSyiyrNoHn0uoETFTanLW5w4N7E9qRpB8bZ2E/Ng6/NDX+m6eOSO593KcXSRbamqPzCXc/GrBjY52XnLHAVx+p893rXsrcus1Xzcen/cxi2tp/xsbpFxoCz3v7jgJ4vgmxhX1Pze9fs/qM/1EPxz4yN77qvz96ZO+Lt67ZzX17ljhllU8vXmSpLWm1A5LENOizs4rwwNMEXorvJYaexBF3Plyh1/dYO62oBlAJZTZLyNh1q4HKWlQk+G6CbScILBKl6CWSfkzWPdVEyzgx4E5zi2oO8MykVfhWLGPdNZUxuasxxXMSbDtFoIhTo1V3I4Hf19h2WiScDLWxCDyHxZbPeM3j/B09rrixz1K/wmSsMgut6RsTZ4UXtgOV0CbqK7ywR5IKquE8d+2e4xWXnsP2M069cf2G8T/ZsfOU+0mS/cJZ+0J/7d/Q9h0JcIBT1k8A7FZa7xbsenDbFnfVri1b/nr8pr1b6Nxt/eOXHF53QY3JyRStVTaUNKMaWY9yA9YIIRN6yiWwJQ3fTIKrhVY2ckVQr6ZUw5TATY133UmyrF82eCkV9JMsSmZW1aRUA6nyXtuZZJlPXx5U+ecVRllBg5NmdESZGfGpoi+MktKNjMdFCJOQsS0bx5YEnkMYuPSiAFdGCB3TjXXR36TVTWl3FL0ocxVKcC3Ji9bZvPriPjc+EHLKlovT9eHO3VMz/NeXnnHxIeDx0U5e32nbdyzA802aL+BxrZ9+PEnSV118Xn2NbZ/9icOtm+udZF/l1FrEy89VfOFmhedKpscUq6Z6jNX7+G6MY6d8/i6Prz4WMFGBWgC10KJRNaatiXrCWDUh8ExKP286adsJIhug2kkE3Qh6WZFB4eZLRCYXDiYmaDGQB+0sgueFF76rTJszzzgapVBopbBUYjzd2oB8qWMWj3nZmyUdfEcS+g4LTZ+zTl3g5Wd3+eJtDTqRQLcg1UYtWjNjs9gWfPFOj6MnLc7eZLFq9bntn7nk8qU0Sd4UTqw9KKS1/zsd2Pn2HQ/wfBNiLVqn+7duW3+g323tPPvc9MIkveBv7MrDydT4/RMVP6pN1CVrZpvMTR9nvAaLrQr9yOPIfEq7Y0ZM10MzlWKsJploKKbHIybrHfoJNNsBtmVhW4qb7pccnK+QCsliX5s6UtdE2KKSJhWFcjHSx2cA8rxTlGPG51X8mGrYJwx6gGB23OLCM1rcdn8VzzaddRd7moWOoUMIMzzVdWwC36HZcZmcsJmdEISOQGnF/gXNQhSjBKxfZaY3zE6tbr77hy+Yf8sb1toK+Q7HOfW2sTFvMVEox/qPAW74DwRwAGFmWqtb7n3yZH1i9gtLi+1Tu8/8U//yl/7fX9Dinh+pW/vj+w8k27/y6Jz/vZfs5+iJMXwnZLwSs2kmpe4Jxuo2k2MWMxOK6bGI1dNtjiwu8Y/XVlkz5nLxLgEi5c7dFdK4zoaJPpvWtTl4pMLxtks1MGVoUQZwpSgGfJdhI6BQRExjUdOla7zeoxs1eezRmC2rHSaqHmdvjrjt/pSKb3PBaYLZuZNccb3N08crgELrGEuC79o0J10OHPFoLlpsndEEbky6lPL214TESvR0MvXo5KqznbdfduZH5s7+/f/zrh/5Oc9ygx48qYTY8UJ/hf/u238ogOfbJWduBGNB6Tz02B4c2/4Dx7b+YInNVmXq9L84bXt66p37HrvUT45b7W4CVkDdS5ismaaRa6ZT1ky3qVUiqmGb6x9Muf2hgFeeaTo67T8iufvxCi9aLbn0RZI3Xt7h/Z/r86kbZ5nsmsG2UaxIUsO9hRiUlwmth3zpliVwbVMTWgtjxiotrrxV8YFPT/OmS3wuPV1w9pYjrJmNcR2Xauhw0Q64e2+HLxwMOLwk6cQG5I4tmGw4JMqi5lqcvc1FOnV+cEcj3bphy81nbU8fP3q8+65mx0oDP2T+gd/Qtre180J/X9/M7T8kwMvbzm2bYcAOkkf2Nd+pCMbPOPPs9xx98ir37vuOpwcWJ85et0acs3N1k/UzS0yOxRxa7LLnGZut61we2idJlU0/Nv6NXqKZnw85c53FKas86kGLl599nE/f2uDwYshEVRFFijTzjTiWwvVjbC+ByBQJx8pkNm1L4HtQDRJmxrskqs3191Rotao8ecBj9QTs2lohcBI0xqMihc2LNnR48LGUDWsUnU7E3kM2C60Y1xtj5/btvOKi+K6H9wZ3q8p661WvvjxaMzP+qxCdrM1NvtBfybd0+w8P8NFtxyk1gJPATwJ84J+/zJY58eKzdsWv3LFu6U0Vd3FbFHX48uce59BhC9+d59gx2LKqTZyGpAp2Pw1zdcHaWYuJekqcwtGTNnMTbbodm/m2w1TfJHssS9OodTlyssvtjwjO37XE8X7IiXaVtRMm0RN4ivFaRD9tsbAYMTce8KitOdlKOHDEYW6qws51Cxw71gDR5/49CRXPZvWU4jXnBBxrCo50zqYSBqyfqTzWmA4/sXW7/uKlF3Pj5JpX8Ws/9UIf9Rdu+38O4KPbj//gSwBuTOPjNwI36TTa3GyeVI3aMTVWn9oYTJ3+y6+8+BlWTwm++sASSh3ls7d5VF3N6pk+S92Uh5+EBx4f422vSHni6Em+dOsUJ1uSJFEEXsxSr8df/OsYew5YvOe/LnDGtgXed6VDN/Jx7GxIV7XNZ29L2XdwNTu3JBw62sN3fPYdSVk/K7hkZ59/+HwPrAmeap7CdD3iHf9pFtVvvrcVH3vy+y+/TE5NTUjftvYAXxhbNfFCH9pvi+3/eYDnm+VMAXwhf37LvU/jee7Y0wcP3zpHwJb1Km5MTvzs2pnoFWoCag4szX+FW++LGatK2l2b9TMa4R3ihrsWOXQy5JSmBjrc90TM0SMznH1Kwi33zrFpVcqOdS2OHgHfEYzVlmh2j/Pk4TpL7TnWTja59HRF6NvsPVpj664LqdcjxFjAKbPWNY883f7jzat6zqUXbcYJ5m6EaEGILS/0Ify23P5/gD/LdsmZawEWgE8BnDh2mNXwqOdGs8G4ULaI+cot97HY7mI7gkRLFtq9+LStr/ntt33vke/u9nQcWmO4tZjjhyP+y/e5zIxFfPnBkPlY8I7vX+DuR0K2b3BJveP0rFOcS89b9+nrb37ot6sVx5lqKBoVm5NRlXUbdlKtWoTjlqwH1pGt23hy9aq5F/oQfUds/3EEz2+D7eEHbkMIObvnwAONTj/SndYka2cTbn1I88pzTOesa+4JqHiSV567wK0PVlg7bdPsHcNxHOF7L1oEdeTFL77khf5T/sNs/x8rRtBfFJYltQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo0NToyMSswMDowMMyorz0AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NDU6MjErMDA6MDC99ReBAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 19530666
      {'hecke_orbit_code': 4503599761588260, 'n': 1, 'trace_an': 1}
    • id: 19530667
      {'hecke_orbit_code': 4503599761588260, 'n': 2, 'trace_an': 0}
    • id: 19530668
      {'hecke_orbit_code': 4503599761588260, 'n': 3, 'trace_an': 0}
    • id: 19530669
      {'hecke_orbit_code': 4503599761588260, 'n': 4, 'trace_an': 0}
    • id: 19530670
      {'hecke_orbit_code': 4503599761588260, 'n': 5, 'trace_an': 0}
    • id: 19530671
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    • id: 19530672
      {'hecke_orbit_code': 4503599761588260, 'n': 7, 'trace_an': -508}
    • id: 19530673
      {'hecke_orbit_code': 4503599761588260, 'n': 8, 'trace_an': 0}
    • id: 19530674
      {'hecke_orbit_code': 4503599761588260, 'n': 9, 'trace_an': 0}
    • id: 19530675
      {'hecke_orbit_code': 4503599761588260, 'n': 10, 'trace_an': 0}
    • id: 19530676
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    • id: 19530677
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    • id: 19530678
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    • id: 19530679
      {'hecke_orbit_code': 4503599761588260, 'n': 14, 'trace_an': 0}
    • id: 19530680
      {'hecke_orbit_code': 4503599761588260, 'n': 15, 'trace_an': 0}
    • id: 19530681
      {'hecke_orbit_code': 4503599761588260, 'n': 16, 'trace_an': 0}
    • id: 19530682
      {'hecke_orbit_code': 4503599761588260, 'n': 17, 'trace_an': 0}
    • id: 19530683
      {'hecke_orbit_code': 4503599761588260, 'n': 18, 'trace_an': 0}
    • id: 19530684
      {'hecke_orbit_code': 4503599761588260, 'n': 19, 'trace_an': -57448}
    • id: 19530685
      {'hecke_orbit_code': 4503599761588260, 'n': 20, 'trace_an': 0}
    • id: 19530686
      {'hecke_orbit_code': 4503599761588260, 'n': 21, 'trace_an': 0}
    • id: 19530687
      {'hecke_orbit_code': 4503599761588260, 'n': 22, 'trace_an': 0}
    • id: 19530688
      {'hecke_orbit_code': 4503599761588260, 'n': 23, 'trace_an': 0}
    • id: 19530689
      {'hecke_orbit_code': 4503599761588260, 'n': 24, 'trace_an': 0}
    • id: 19530690
      {'hecke_orbit_code': 4503599761588260, 'n': 25, 'trace_an': -78125}
    • id: 19530691
      {'hecke_orbit_code': 4503599761588260, 'n': 26, 'trace_an': 0}
    • id: 19530692
      {'hecke_orbit_code': 4503599761588260, 'n': 27, 'trace_an': 0}
    • id: 19530693
      {'hecke_orbit_code': 4503599761588260, 'n': 28, 'trace_an': 0}
    • id: 19530694
      {'hecke_orbit_code': 4503599761588260, 'n': 29, 'trace_an': 0}
    • id: 19530695
      {'hecke_orbit_code': 4503599761588260, 'n': 30, 'trace_an': 0}
    • id: 19530696
      {'hecke_orbit_code': 4503599761588260, 'n': 31, 'trace_an': 178916}
    • id: 19530697
      {'hecke_orbit_code': 4503599761588260, 'n': 32, 'trace_an': 0}
    • id: 19530698
      {'hecke_orbit_code': 4503599761588260, 'n': 33, 'trace_an': 0}
    • id: 19530699
      {'hecke_orbit_code': 4503599761588260, 'n': 34, 'trace_an': 0}
    • id: 19530700
      {'hecke_orbit_code': 4503599761588260, 'n': 35, 'trace_an': 0}
    • id: 19530701
      {'hecke_orbit_code': 4503599761588260, 'n': 36, 'trace_an': 0}
    • id: 19530702
      {'hecke_orbit_code': 4503599761588260, 'n': 37, 'trace_an': 279710}
    • id: 19530703
      {'hecke_orbit_code': 4503599761588260, 'n': 38, 'trace_an': 0}
    • id: 19530704
      {'hecke_orbit_code': 4503599761588260, 'n': 39, 'trace_an': 0}
    • id: 19530705
      {'hecke_orbit_code': 4503599761588260, 'n': 40, 'trace_an': 0}
    • id: 19530706
      {'hecke_orbit_code': 4503599761588260, 'n': 41, 'trace_an': 0}
    • id: 19530707
      {'hecke_orbit_code': 4503599761588260, 'n': 42, 'trace_an': 0}
    • id: 19530708
      {'hecke_orbit_code': 4503599761588260, 'n': 43, 'trace_an': 1035224}
    • id: 19530709
      {'hecke_orbit_code': 4503599761588260, 'n': 44, 'trace_an': 0}
    • id: 19530710
      {'hecke_orbit_code': 4503599761588260, 'n': 45, 'trace_an': 0}
    • id: 19530711
      {'hecke_orbit_code': 4503599761588260, 'n': 46, 'trace_an': 0}
    • id: 19530712
      {'hecke_orbit_code': 4503599761588260, 'n': 47, 'trace_an': 0}
    • id: 19530713
      {'hecke_orbit_code': 4503599761588260, 'n': 48, 'trace_an': 0}
    • id: 19530714
      {'hecke_orbit_code': 4503599761588260, 'n': 49, 'trace_an': -565479}
    • id: 19530715
      {'hecke_orbit_code': 4503599761588260, 'n': 50, 'trace_an': 0}
    • id: 19530716
      {'hecke_orbit_code': 4503599761588260, 'n': 51, 'trace_an': 0}
    • id: 19530717
      {'hecke_orbit_code': 4503599761588260, 'n': 52, 'trace_an': 0}
    • id: 19530718
      {'hecke_orbit_code': 4503599761588260, 'n': 53, 'trace_an': 0}
    • id: 19530719
      {'hecke_orbit_code': 4503599761588260, 'n': 54, 'trace_an': 0}
    • id: 19530720
      {'hecke_orbit_code': 4503599761588260, 'n': 55, 'trace_an': 0}
    • id: 19530721
      {'hecke_orbit_code': 4503599761588260, 'n': 56, 'trace_an': 0}
    • id: 19530722
      {'hecke_orbit_code': 4503599761588260, 'n': 57, 'trace_an': 0}
    • id: 19530723
      {'hecke_orbit_code': 4503599761588260, 'n': 58, 'trace_an': 0}
    • id: 19530724
      {'hecke_orbit_code': 4503599761588260, 'n': 59, 'trace_an': 0}
    • id: 19530725
      {'hecke_orbit_code': 4503599761588260, 'n': 60, 'trace_an': 0}
    • id: 19530726
      {'hecke_orbit_code': 4503599761588260, 'n': 61, 'trace_an': -3535546}
    • id: 19530727
      {'hecke_orbit_code': 4503599761588260, 'n': 62, 'trace_an': 0}
    • id: 19530728
      {'hecke_orbit_code': 4503599761588260, 'n': 63, 'trace_an': 0}
    • id: 19530729
      {'hecke_orbit_code': 4503599761588260, 'n': 64, 'trace_an': 0}
    • id: 19530730
      {'hecke_orbit_code': 4503599761588260, 'n': 65, 'trace_an': 0}
    • id: 19530731
      {'hecke_orbit_code': 4503599761588260, 'n': 66, 'trace_an': 0}
    • id: 19530732
      {'hecke_orbit_code': 4503599761588260, 'n': 67, 'trace_an': -385072}
    • id: 19530733
      {'hecke_orbit_code': 4503599761588260, 'n': 68, 'trace_an': 0}
    • id: 19530734
      {'hecke_orbit_code': 4503599761588260, 'n': 69, 'trace_an': 0}
    • id: 19530735
      {'hecke_orbit_code': 4503599761588260, 'n': 70, 'trace_an': 0}
    • id: 19530736
      {'hecke_orbit_code': 4503599761588260, 'n': 71, 'trace_an': 0}
    • id: 19530737
      {'hecke_orbit_code': 4503599761588260, 'n': 72, 'trace_an': 0}
    • id: 19530738
      {'hecke_orbit_code': 4503599761588260, 'n': 73, 'trace_an': -6274810}
    • id: 19530739
      {'hecke_orbit_code': 4503599761588260, 'n': 74, 'trace_an': 0}
    • id: 19530740
      {'hecke_orbit_code': 4503599761588260, 'n': 75, 'trace_an': 0}
    • id: 19530741
      {'hecke_orbit_code': 4503599761588260, 'n': 76, 'trace_an': 0}
    • id: 19530742
      {'hecke_orbit_code': 4503599761588260, 'n': 77, 'trace_an': 0}
    • id: 19530743
      {'hecke_orbit_code': 4503599761588260, 'n': 78, 'trace_an': 0}
    • id: 19530744
      {'hecke_orbit_code': 4503599761588260, 'n': 79, 'trace_an': 8763044}
    • id: 19530745
      {'hecke_orbit_code': 4503599761588260, 'n': 80, 'trace_an': 0}
    • id: 19530746
      {'hecke_orbit_code': 4503599761588260, 'n': 81, 'trace_an': 0}
    • id: 19530747
      {'hecke_orbit_code': 4503599761588260, 'n': 82, 'trace_an': 0}
    • id: 19530748
      {'hecke_orbit_code': 4503599761588260, 'n': 83, 'trace_an': 0}
    • id: 19530749
      {'hecke_orbit_code': 4503599761588260, 'n': 84, 'trace_an': 0}
    • id: 19530750
      {'hecke_orbit_code': 4503599761588260, 'n': 85, 'trace_an': 0}
    • id: 19530751
      {'hecke_orbit_code': 4503599761588260, 'n': 86, 'trace_an': 0}
    • id: 19530752
      {'hecke_orbit_code': 4503599761588260, 'n': 87, 'trace_an': 0}
    • id: 19530753
      {'hecke_orbit_code': 4503599761588260, 'n': 88, 'trace_an': 0}
    • id: 19530754
      {'hecke_orbit_code': 4503599761588260, 'n': 89, 'trace_an': 0}
    • id: 19530755
      {'hecke_orbit_code': 4503599761588260, 'n': 90, 'trace_an': 0}
    • id: 19530756
      {'hecke_orbit_code': 4503599761588260, 'n': 91, 'trace_an': 7423912}
    • id: 19530757
      {'hecke_orbit_code': 4503599761588260, 'n': 92, 'trace_an': 0}
    • id: 19530758
      {'hecke_orbit_code': 4503599761588260, 'n': 93, 'trace_an': 0}
    • id: 19530759
      {'hecke_orbit_code': 4503599761588260, 'n': 94, 'trace_an': 0}
    • id: 19530760
      {'hecke_orbit_code': 4503599761588260, 'n': 95, 'trace_an': 0}
    • id: 19530761
      {'hecke_orbit_code': 4503599761588260, 'n': 96, 'trace_an': 0}
    • id: 19530762
      {'hecke_orbit_code': 4503599761588260, 'n': 97, 'trace_an': 12245198}
    • id: 19530763
      {'hecke_orbit_code': 4503599761588260, 'n': 98, 'trace_an': 0}
    • id: 19530764
      {'hecke_orbit_code': 4503599761588260, 'n': 99, 'trace_an': 0}
    • id: 19530765
      {'hecke_orbit_code': 4503599761588260, 'n': 100, 'trace_an': 0}