Embedded newform data - 14.10.a.b.1.1

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 1400, 'analytic_conductor': 7.210501706294224, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 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': [14, 1, [3], [1]], 'cm_discs': [], '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': [[3, [-170, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142670, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '14.10.a.b', 'level': 14, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.10.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{4}q^{2}+170q^{3}+2^{8}q^{4}+544q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '14.10.a', 'trace_display': [16, 170, 544, -2401], 'trace_hash': 153877743173548182, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.950', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.847', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 16, 170, 256, 544, 2720, -2401, 4096, 9217, 8704, 48824, 43520, -15876, -38416, 92480, 65536, -21418, 147472, -716410, 139264, -408170, 781184, -2470000, 696320, -1657189, -254016, -1779220, -614656, 5556826, 1479680, 5799348, 1048576, 8300080, -342688, -1306144, 2359552, -3894430, -11462560, -2698920, 2228224, -6360858, -6530720, -18701296, 12498944, 5014048, -39520000, 56539068, 11141120, 5764801, -26515024, -3641060, -4064256, -59894682, -28467520, 26560256, -9834496, -121789700, 88909216, 165629662, 23674880, 51419016, 92789568, -22130017, 16777216, -8636544, 132801280, 93546508, -5483008, -419900000, -20898304, -95633536, 37752832, 306496402, -62310880, -281722130, -183400960, -117226424, -43182720, 496474152, 35651584, -483885611, -101773728, -371486962, -104491520, -11651392, -299220736, 944660420, 199983104, -165482550, 80224768, 38118276, -632320000, 985889160, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.7071067811865476, 0.0], [1.2117227871881036, 0.0], [0.5, 0.0], [0.3892547135231634, 0.0], [0.8568173997389718, 0.0], [-0.37796447300922725, 0.0], [0.3535533905932738, 0.0], [0.4682721129909059, 0.0], [0.27524464754105576, 0.0], [1.0054634169568153, 0.0], [0.6058613935940518, 0.0], [-0.15416862706613454, 0.0], [-0.2672612419124244, 0.0], [0.4716688063963943, 0.0], [0.25, 0.0], [-0.06219547200139102, 0.0], [0.3311183865364227, 0.0], [-1.261160717783083, 0.0], [0.1946273567615817, 0.0], [-0.4579881646928235, 0.0], [0.7109700003651611, 0.0], [-1.8404401167840834, 0.0], [0.4284086998694859, 0.0], [-0.848480768, 0.0], [-0.10901368164468365, 0.0], [-0.6443067972723004, 0.0], [-0.18898223650461363, 0.0], [1.4589345440652788, 0.0], [0.33352021147705524, 0.0], [1.12785052976421, 0.0], [0.1767766952966369, 0.0], [1.2183429340105862, 0.0], [-0.04397884001128165, 0.0], [-0.14712445266314017, 0.0], [0.23413605649545294, 0.0], [-0.3416143800514484, 0.0], 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[0.22010446711311119, 0.0], [-0.25439221873729, 0.0]], 'angles': [None, -0.1464142982972816, -0.2188251232242986, None, -0.16616418459660706, -0.26228053187402955, -0.25495015647949965, -0.3585915370912054, -0.4359952060979603, -0.11988402176360594, -0.1546452971517651, -0.2773187613755124, -0.2781216409547771, -0.3184756606382745, -0.08978768083201566, -0.3372828919092475, -0.07543497202195848, -0.2117960396442299, -0.20424050986219064, -0.2858439067061671, -0.14119914227990035, -0.12274772615108753, -0.32067234864622685, -0.27232091220535976, -0.17842961883164413, -0.32115047422313703, -0.08289984170556726, -0.2254657238603865, -0.3208507410862935, -0.4024372455078771, -0.060644980799917855, -0.26522847940225774, -0.21747124520274322, -0.32861586538410875, -0.2561399847671043, -0.15291836941556564, -0.2969918902236498, -0.38292979006046957, -0.3562518701797471, -0.17683768859238091, -0.2735143977217137, -0.17891784536815677, -0.2665549000758372, -0.3575817856366771, 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'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [1, 2, 1, 0], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [2, 3, 3, 4], 'Nk2': 1400, 'analytic_conductor': 7.210501706294224, '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': [14, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 16, 'dim': 4, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772174, 'hecke_orbit_dims': [1, 1, 2], 'label': '14.10.a', 'level': 14, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 20, 'mf_new_dim': 4, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 20, 'trace_bound': 2, 'trace_display': [-32, 150, -1626, 0], 'traces': [4, -32, 150, 1024, -1626, 3040, 0, -8192, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34457741
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142670, 'target_is_minimal': True, 'target_label': '14.10.a.b.1.1', 'target_level': 14, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34457742
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772286, 'target_is_minimal': False, 'target_label': '126.10.a.a.1.1', 'target_level': 126, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 34457743
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772272, 'target_is_minimal': False, 'target_label': '112.10.a.a.1.1', 'target_level': 112, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34457744
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510936488837470, 'target_is_minimal': False, 'target_label': '350.10.c.d.99.2', 'target_level': 350, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 34457745
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 99, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936488837470, 'target_is_minimal': False, 'target_label': '350.10.c.d.99.1', 'target_level': 350, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34457746
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772510, 'target_is_minimal': False, 'target_label': '350.10.a.a.1.1', 'target_level': 350, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 34457747
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725730, 'target_is_minimal': False, 'target_label': '98.10.c.a.67.1', 'target_level': 98, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 34457748
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936488837218, 'target_is_minimal': False, 'target_label': '98.10.c.d.79.1', 'target_level': 98, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 34457749
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725730, 'target_is_minimal': False, 'target_label': '98.10.c.a.79.1', 'target_level': 98, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 34457750
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936488837218, 'target_is_minimal': False, 'target_label': '98.10.c.d.67.1', 'target_level': 98, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 34457751
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599795142670, 'source_is_minimal': True, 'source_label': '14.10.a.b.1.1', 'source_level': 14, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142754, 'target_is_minimal': False, 'target_label': '98.10.a.b.1.1', 'target_level': 98, 'twist_class_label': '14.10.a.b.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 57425
    {'charpoly_factorization': [[[-16, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 2}
  • id: 57426
    {'charpoly_factorization': [[[-170, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 3}
  • id: 57427
    {'charpoly_factorization': [[[-544, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 5}
  • id: 57428
    {'charpoly_factorization': [[[2401, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 7}
  • id: 57429
    {'charpoly_factorization': [[[-48824, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 11}
  • id: 57430
    {'charpoly_factorization': [[[15876, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 13}
  • id: 57431
    {'charpoly_factorization': [[[21418, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 17}
  • id: 57432
    {'charpoly_factorization': [[[716410, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 19}
  • id: 57433
    {'charpoly_factorization': [[[2470000, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 23}
  • id: 57434
    {'charpoly_factorization': [[[-5556826, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 29}
  • id: 57435
    {'charpoly_factorization': [[[-5799348, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 31}
  • id: 57436
    {'charpoly_factorization': [[[3894430, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 37}
  • id: 57437
    {'charpoly_factorization': [[[6360858, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 41}
  • id: 57438
    {'charpoly_factorization': [[[18701296, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 43}
  • id: 57439
    {'charpoly_factorization': [[[-56539068, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 47}
  • id: 57440
    {'charpoly_factorization': [[[59894682, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 53}
  • id: 57441
    {'charpoly_factorization': [[[-165629662, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 59}
  • id: 57442
    {'charpoly_factorization': [[[-51419016, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 61}
  • id: 57443
    {'charpoly_factorization': [[[-93546508, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 67}
  • id: 57444
    {'charpoly_factorization': [[[95633536, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 71}
  • id: 57445
    {'charpoly_factorization': [[[-306496402, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 73}
  • id: 57446
    {'charpoly_factorization': [[[-496474152, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 79}
  • id: 57447
    {'charpoly_factorization': [[[371486962, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 83}
  • id: 57448
    {'charpoly_factorization': [[[165482550, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 89}
  • id: 57449
    {'charpoly_factorization': [[[-758016742, 1], 1]], 'hecke_orbit_code': 4503599795142670, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '14.10.a.b', 'level': 14, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECwIgMq6cAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vGznWd8Nf++yyrTd9z69F+moF6tbxUWysY1t3MF0DDxAgPA8yUtC3jwQAjEQ8uaBBEIHG2MwGDfZcpNk9S4d6ej0vk/bvU1bs9p9v3+stWZmH8kk4SGRTbI+Hs+cfY72zKz1W7/7d13X77puwf8+/sGOT9/7KFKKNS8fPTNoU2vXjzq4juT5U03uuGpE3HxZdeGRF1LWjy6OXr/nvH3p6AZ8V7JmtE21kgojd62AnRldfzvAOmAZCIQQr/VX+7Y99Gv9Ab5djmOnpwG2GZOuAWHaQcTffuaz7Fp/ga3rFvGVy8lzn4mX7HW/FLSW3qGFjc9Pu6wZEcTtDs2VxD1/fv6Pz54XiLTzI2cHWtHUzDzrRuFMJ2Kgmjqd5PQXf/tjh3/p4LnPif/n33zk12fOn/obP3nx+dbKEWXxQAippDMDnCpV17/Wp+Tb4vjf1PBNjicOzGMpDbn25B209lJxVHxmYejnWh15txSWKE544YUXqZaW2bm+znJTcXa2BCYkiROGa5YjZ10u35YyNScZHkioVTxOTGlSEzNWFVxYiLliu+HYWcnIgMF1XXxfc2pOstyC3RMJuzYPccmeq7E4aGUJIufrB052/qOSgXPn7XvYvmnTI9BZFmLza33KviWP/w3w/LDpEsBbrGjuOHisYX7qVz9t/uV3l7dNr6z/F0lwguGyy8kzMzQaC0SxZqktSa2L71hqnmW2kXBsqsP6EZ/BkkKJmLEBl12bFO0OCBlyfk7TieDCgkDhEoQxOzZZ1gy3kEgq5Yi1402OTI6wuFyi4qe4OiHopNRbkihJGB4Zp1RZj+e2uGrPFh7Zt/JrH7z1+Cl//EflUjAhB6vlE8BXt22qvdan9Fvi+F8e4P/5kw9jjLhjohrfkyaN9126dfKSVt3h1/9skrfdtMDMjM/kbJuNY4qyB2ODhvNLHkpapDCsG0o5M+tTKVuePxHSDgW+CwsrsG1MUy55rBlLuOOKBgdPDfD8YcGhMwm3XJ6yftRQqQg2rVlmflnhexCElr1HRqmWJCdnXdYOd5ACXJUyvagYrCQIUjZMRMwtVFlJDe99vcMLpy9H+HDHFSNHRoaqn968LvlamvJIefydr/Upfk2P/+UA3mysoLQ/3GnP/LuXX7rPff7lqXTj+ui6NCpd/5dfabJ53XHeen2FLz8+SmBWuOd1mkdf9Nm+MaAVOEwtKcJY4OmEPRtTJoZDFpuSl04OECeCXes7zDYVV24POHbaodHRRCHcsKfF0XNlaqWIw+c1N+2WRHFIo6N5aVJyzZaUetNhx4aIKJa8fEqw0PRZOwSXbGriakkUw/SSQzNM2LnO4eEXLW+6oUnYHuIzjzd5882L3LhrIy+cmMCI1vMVT72gyzvVu7/j7mjD2rFfCIJwaWh48LW+BP9Tj3/0AJ+eOQrCEWblq3zhiWGlnervDpXT3b45/voHn5lRi+1lXn/lIttGy3zu4VH2ngr42Q8s06xP8JVnLZs2tFhTLTG7lLBuHPadUMQWBIoNwynX7W6y1BS0Oj6HTmku397AcV2abYkUgks2GvYdN8w3SrTjJldvj2gFAyw1BC8dk+zenGCEYKVtKHmWq7ZIDpzSBFHMckNx3S7LmpEYJRKS1GHvSZeN45a5BcXocIMtE1W+/rSmHi/zM+8VvLB/kE890uHSnXXuvNoFu4b5xob0DbdsfGzbhvTo0kr7J//qGzL9P77nDsIosVs37XitL9H/0OMfZRbFpqdBKrmw0PT/9S/8avjP/9W/+Gc6Sb8vXD4YGz1z6aFTvr97fZtOq8yLhxW+q7j6rTHX7ILZZZ/7n3d5z+tXuHr7CA++6LJjY5s1g1UmpxJuuCTiyDmXwUoMSA5Mllk3bFhc1jxxMOWJ43DlZsuejZKlpuCxQ5I3XB4zWFEsN6ucm9asNCzKifj+ty5zZqbGSlNw7e4OV+6Yx2GImYUxzs3Dni2GIJKcnvEYKmsOn5fs3gjNpmT35gW2rvN58DmHyaWA995hmJod4eVTkjA1XLsz5vJNHk/uC3nyxSPKJifubEfxTetGJ26wZosTx50//7Vf/uXffOngMS+VQx1sYq7bs+61vnT/4Mc/Kga3NgWkjML6YKd++Oa5Ff7w8NGTyRPPHh8ZGzhRGx1I+OxTgv/jO5YZLK/hyX3DPHsw4fhswFtvXeH1l1Z56dggj+yLGBxp8V23SvYfqfLYgYBLtydsGC6BDRBa4EjNiWnNeC2lHlqqfsiZuZSD51Kqaoi7X9dieaXKM4csl28V7NyUkiaCs/MOaWrYuUFw2baYZw4Kllpt3ny9pFSZ4uhklcnpIcqeoNl2GB1IODnt4uoQJRXWaDauWeKyzYpHXxzi+VMx77qjzkRlkEf3+rx4us3NVy/zjhscTp4b45kDlicOxTgDDX78O5p8+ckR1o3BzZdtbJSGdi5u2LxbLzTcH71017anNk5UV1oBZqj6jwcW/2gY/NG9Mzy2d2bLePn0hlpVf/qFZx8a+OLDC5XRwUW2jpZ4aG+ViIBnDmmu21Hnvbe12ThRY6muaXU8Pv1AlZFqgyt3ajphhccPWD73RJv3vr6O71fZe9xh3UiLkZrLuVlNI0hptwMqEw6x0QxXFOuGJLdfHvDi8QQtBZ6b4JUTnj+lqFQdNoxGhAmsH4Frds9Tb2vCZIjYaPZPSvYd24ynfDw3RQ+GBCEM1AK2Ao2Wy7m5lJHBNmMDVb72jMv+sxHvvrPFhsEaT+zzefl0hz3bl/nQXSnHJyc4ekZyfi5kuWN4zy0r3Hl1ihYRJq7ylceWauvW3F+7bO55zjU3/U2tdEd97kL0vuuuHj9v7elJIba+1pf0H+T4tge4tRZgd2fp8+ueOlD7/QOnju989Jmn1EApZN3gMBNjIVvWOmw6V+XQacVY2fBHXx5n7fAiN+1ephmMEsYOnbjMM4cioniZK3eB55Z59ojiM4/WuXzLCq+/ssLxczXmVzqU3ISxIcOu9YrpRcVSXdJoplRLIZ7rsGEs4vSMg5YB775V88JRh0s3rzA42OC+vWUagcfoQIW9x1z2bGsyMuAwOSdYP+bg+zFDfoqjJVIKnj88zEClTckN2bFR4coSj79sKZdXeO+dUHUG+cZzLkfOB1x5yRLXbIdzU2s4dMphcirm8AXLrVcv8sP3pCwtjVNxBjh4VnF6Nkb4Gk6ECPVk5ZlH91Ym1t76iOdtPf7ki+mPW2ungKPf7lXUb9tPn51/vXNp7vRV+49GP1uvP3dHVH+ZxXnF155zqA2u8P13t1k/lnJhdg37jg1y4lzK5HTE0WnYsW2Zf/tDdZLOOC8eHeLwaXjpRMzZxRbvfUOHmy/1mZ6r8PxhxdELHdaOhlyyWTA+oDk55RCnMZ6GestBK8H60RgUSBkTtCX7zpTACK7dHuE4IcfPS0Ja3HZFQhoNcuK8xNUOV+9oYgwcnPRpdAwIF0dKNo6GaGVYaUu0hjjWnJqGsaEOl25NWDekOXZmgOeOwNRSwPVXNvnQnTHnptbw4lGPI5MJL55K6NDkl39ohUvWD3H87CCnLjicPB/z0umE88sx60djPnxPi2FviHsfE+iK4I03Xcqtr7v+kRMztd/atmXrviRNjl9zychrfcn/Xod6rT/A3+dYmLuAsANbjh4/9P9bnH3xF5944qktf3XfOS7MtxkeMrQ6mi8/L9i1aZ7XX2lptsuEsYsxDiBwMJyZcZlcMGxZ22DNEJQ9H9/RKDQvnVTMrHSo1SIu22rYvcGj2fI5Py9wdUxsFVPLDlPzhkYk0FozMZgwu2yYnHYZqkoEmvHhmKWm5YotHaQsM71YZtd6j2NnPM4tWPZsCZldksSJQxApdm+MEcLSbEsmBhPGhkPGhyMcCfW2wvNg1wbB8nKVB18ocXyqw/BwnbuuC7hpt8fJs+O8dNTl4KmEU/MR1cE6P/yWFpdvHuD0hSHOzDicn02Zno+5sCyYnLO89eYZvu/uiAOnHBpxwnW7GgyoBR544sKWhUb8wbVDZvO2Deue+omf/OmV3/qt//BaX/r/7uPbisFtdAQcf+zUyamfffKpZ69otpbfrdL9bBqr8ZUnh3j6cEjHdGgElvN1j53rl/nXH17g5kuqnLowxuRUhXOziqm5lLMzMafmDbrc4r2vb/H2G1zOzoxw+LTHifOGw2djUtlh43jELVcYNo9Lzs5UODcrWWoYOolBShiqwthAwlJD02gphmoRWmiGaim+F/PMYY9tawxjQwnTCyUcZbiwaBgfsmxbG/H0YQ/XVYxUQamY0QostwSLLcF4zTBci5ESwkix1NCcmdWcnU/YvKbDzVckbBjTkJY5crrMyfOWQ2dSziyGvOXWZd7z+pCSGuLM9CCnpxym5lIuzMdMzlmOzFluumKGX/yeZbas8VlYkdTbZaJwkGf2V/nCkwGjow3uuXkno8Ojn9u0/ab9Rm/8LWuC+Ttet+21hsJ/8/FtA/BPfOpzJMarld3lP3DtiQ+8tH9RPnuowY6tLd51q8OxyQn2HzccPx8xV7fUQ8FUHTavXeQXv2+JG3bVODM1wpmZMtPzmqn5hPPzCUfPG7QfcM/NDd58jaGkBzg/V2VyyuHkeTi/mOLogIFqylxD0W4npEmCQOD5JTaOO+xcGzE4EDO9KKi3NDvWxWAhMnBm1qcZWGolQdkVSBI8L6VWTmm0Xc7MQWhcjLVcsi6i2U6ZWtAMVR22rUvYNNGiUg4R0hJFgnq7xHzdZagscKTD1JzLiQuCyZmEs4sJXqnNG69v8bYbwJODHD1T4+ysYno+ZWYx5uy85di85frL5/k337vI5rEqs0s1WoHH/FKJo2c89p9IODbT5Dtvr7N1vMyxcyNEaszceeP2v966fuDHGu2occ313x4V0m9pgM/MN5gYFLRD+9ELFw7dsnzhE/KJFyq3SDGpR2vD/PWDHivxCj/93g4lMcK+42XOz8bMLScs1Q2zDcHksmXN2Aq//P2LXL+zzLnZEabmKkwvaGYWLTMLCefnU+aaCYPDHW69osWNl4ArS3jKY3bJz/7tkqAdQpIYfNdQ8VOGBhIMcGYmodGCzRMOlVKItQKESyswbFoTsriiwWZSZKUFYQIWy1I9Yv24QzNQCGURJqTmO2xa22GlLTgzpUmNZqQmqfoCz4EkEbRDycySZHrRMruc4HkdcBJu2tPilssEY7USi8s1zs16TC3A7ELCzFLC1BKcXLRcu2eBf/v9S6wbrHFhfoj55RILKy4zi4rzswn7T8XIUoufeU+HdmOMv3wAqrUmuzauTQ6cjZ/8+Z/4gNm+ddcTwC8MDX1rV0a/ZbMof/u5L7JmrMaJswu/ev7Ewz/33PMvehfmWsysrHDd7oArdjocPl3ihTMKR0cMV0LGh33i1EEIgaNiHMfgKji9OMwvfULyqz88yzVbY6qlYSqlKtWyR7XsMFhTzC4qZpY1Dz7l8+UnEnZubHPJtoSl5YBLN4Z86B5DnCgEli8+7TNX9ymlIZPTilarypU7UuYaCYePOuzaKDk+BTfthnoTIqPxdMRoBY5dKFEuxXgqYaAqWGnCDZc2OXneY9dmw+mpkIMns9/nbOxwctYyUA1ZakR86cEyVijSNOWOq9vcfI1lZsXhmu0dtq9zSOIa7aDE4VM+MwuC+eWUueWE2SXD2SXBbCvi6l2L/OL3tBivDjM5PcD8UomFusP8smR+KWVhOWa5Zai6lkbb4eAJycEzMW++ucnE0DHt6qHb7//affjVNeFPvOOE/8DXvmSkSKI33P2u1xoyr3p8SzL4xz51L02zWa3xDv/fD+2d+1ceB9R1W+DxF32eORpRGWjwf32gxZbxEkHcYnTAslIf5exsjZkFl7llwdJKynIjZrmZslCHcysCXepw82VLfOD2iK3jFVZaNeaWSswvuSzUBUt1w2LdsNw0NAJDI7S0OwkjtZhNEwYQeI7l/JyDkB6bxxVb11nWjbeZXQ7Zd7zKtTst5dIyB04MU61ERJHDyJAh6MClmzp88qFBdm9MCEPL6IAkTgOqvsfByQ4lp8LVuxJePhUxu+iyfsRj61rYtCZCqZjzC+A6FiEsmycShqqSZuDRajs02g5LDcXSCizWDUv1lIV6ykwdFjspm9a3+MAdC9x8icZ3asws1FhY8VlY0SzVBYv1lIWVmLmllDMLgqlOytiAIe04bF63wj97f4OaP8zT+4f4xosx110ehHddu7GxEl3yu++8c+KXn9m/mN50+/tfa+i84viWAvj89BEGq6XSSwfPbvrb+w+936ZnfmVd5Rw71hsGKy77Twyw77jlqSMxbnWJj/7wNDfvgXqrwtzSAPPLVeaXPRZWHBbrguWGYaWZsNJIWGpaZuuCqZYF0eLdt9V56+sM29b6RFGZ5brPSsul3lQstwTNtqATWqLEkqagpMVzoORZBmuW8eEY7XQ4OR2x/4SHSSrcc0OEdlZ44fAAW9bCV55NuO1yj7l6gK8VSRozPARJ7KCdhMXFMrde0+ArT1XZuhaePx7iUObu1xkSEbD/ZMrp8z5aukwMaYYqgpIncF2BEpAYiGJLJ4Jm27LSMjTbhpW2YbFlCdKUzRvavPXGOu++JQJTZXGlx9pLDc1yA5YbGRksNVIW6paphuRsXRJ1Qm67fIlf+sEWFb2Wp/cPse94yv7JhGoVNo4F3HPrKJfv3Pj/DeRNf6NLm8/atB3ceN321xpK3eNbBuDP7j2KdNe4Ijr8g6dPHfvdj3/mBXHgTF3eeX3I225qs22NIo1rnJ4q8amH4G+fTrl+5wz//scXuH63y9LKEPPLNZbqJZYaLksNh5WGYLllqTdT6s2Eesuw3LLMNQXTdcPQYJs3XdfkpksSNk8oaiWHRtPHcySgiBKJMQJjod0BhGGo2uH4BYuxEfc/XyFsl9ix3uXmK9rEZoVH9w5y9U6H4zMt6ss1bryizYMveEwMWw6fsfzUuxocnvSYGJY8sFdx86WKpXaDU+eGuXpXxKP7A5KwzE17XLZv7BAkLb7+goJUcPK8plbWaAHtQGKsIDWWOAGkQbuGestSqcZsXBtyy6Vt3nRtwkjFZ3ZpgMW6z3LdY7mpWW4I6i3LSn5uVlopy03LfEtyviFZaXV4/Z5Z/t2PL3Ll1gpfeGQ9f/NAlcnZhJCYjes6vOOmkDdclXJhfo1pcbPdsWP3T15zzaV/tjI/Gw2N73ytIQV8i2jwuaVENtvNt3/t/k/t2DoufuP8mcfVVVuGMXGFx18o8dxhl9ftafK2mxZIlUOHEsYO8OzhMf7lH8JHf2yR63YuI6VFCINSBkdbPEfjeYqSp6n4imo5oVZOGaka1g0I5ltV7nu8yucfCblyZ8Ca4ZRWu8NbbgzZssaQpBItLVECjx30OTvns3bIcOCkD2aYSzYorrna4PlNnjjUZn5hgMu2lEnEMtNzDtfvhMmZmNGKz9gweDOadsdjdknjaIct6+ocOj3MNZd6nJ5qcHZqkLfdmDJXX+TZQ4McnKxw3e4S331HB2SLfacN48MtZudjHt3n0IkVWoI2li1rI950Y0SzpVg3ZLhmJ0RRhaV6mQPTHisth0ZbUW9JGi1otFMarZRGK6HRtqy0YaEtudCQNIKA2y6d41c+ssgNuxRxanC8WYwbsnat4TtuDrj5EoHvDHJ8coDnDgk5tXQ/t7ei/9xuPlu+6eb3n7C2/SUhyua1xtZrzuCz8y2MSX/gzMln/+PHP3f/8C2XnuHyLTH7j2/iwEnBuZmYM7OWC3WDV4pIUkM9cGiGLqmFdhBz0yVLvPu2JT50V8JAucLMYo3leol6y6PRdmi0NI22pBFAq21pd1JaQUoQGoLQ0uzAUkvQ6liixDA6lOB5FhC4yqKloB0oBA6jA5otawTb11k2rW8Tpk2++pziyIkqb77W48arlvn4Vw2uGOJdd7T54lMJ6wdrbFjX5qEXSrzj5ogHXoKtYz5rJ5a47/Ey77rNwfEW+Nh9NW7ZU+aNNzTYd6bDN57VRGGFLRMu29YJNq9NGRuKkDKm1UlRyqCVBSxlzzI2CFHs0Gy7LDcdWh1NO1C0OpJWAK2OpdU2tIKUZpDSCiyNwLDSFsy1JTMrlmq1zve+aZ5339rh2p0OjVaJ1Eg6kaHRgSRxKLslZhdrTE77nJkSHDod8+LZFnu2GL7/O4YYWfe2pVtvufHnHEd9TIjya4qv15TBg6CFEOJH9j7/7EeffPLe4bgZ8cWnNBNDHTavadNo1xC4eE7MSNUyV/doJeB5MOoawkRQdxz2Hh/nxRMVjk3N8a6b29y6J2SwUmWxXmG54VMruzTbmmZ+sYOOph1qOqGlExmi2BLHliTNHlHiYg1IJXC0wHcFg1XBUBXWjBo2TLQZHarztRfgsRcdpBngzdc6XHVJkycOxUSdGjdfJagHAXOLFW7aZRgdbFPSHp1EMd+IUUZw1S5NuRqy96jP668Z4MYrm+w9qsAOcO0elx9+2xIPvhTxwHMVDp/12TSmWDNcYqhaZqAKJQ8cbVESjIXDpwVpKogTQZRAGJN9xzC7mTuhod0xtENDK4BGCAstxWwTOqbDG69e5O231PmeNxmMqTK7WKYTOUSJxhpJagRB4HLmgsvcksPMApybjZicN4yOJHzHzTHHT7ZoHfvisEnFv7/llpt1O2j9cblU+V8P4O1WHSXFDz/w0CMfnTv3hfHYLlAuD/ONpytcvbvBh+9cYqnhkqYeSrp4bkK1nNDqGDphlksOI0MtFgy6kqWgwl99w+Ube5vcdvkKH35Dncu3thkZLLO4UqYZeLQDJwe2yh6RIIwlcSJIEkiNJfNuZUGl1uC7UC4Zhqsx68fbJLQ4fiHmrx/1OXWuwqBX4vo9mpuuaPDssTr3P13jhp0+m9a2+eRDAiU8atWYlVaIsaAEjNXaNJouJinx9tvm+NRXymyf9XnrDW2ieJFH948Qpz6v2zPOW69vsHNjnW/sbfPyuTL7TrtsGJYM1wRlT+A62U0oBQhhMRaMscRJfrPGljDObuROBEEEzY5gORQsNUHoDlfvXuHDb1rhtssSRmsl6o0y9bZPp+MQRA5hpAgjRTtUtNqK5aZkoW6ZW4yZXkw5PWt5/90Nbtnj8cUnYGppjs9+5Yvjg9X4ozt232YXFpb/ZHR06H8NgP/FX3yc3TtHefLJB79/fKDxGxdOHh19cp/h7OIISw1JlAieP+bz9tc12DDeIowl1joo5eC6klI7IeiY7ILFglJkKUcpFVew0tEsrgzxNw9XeOZAi5uvXOHDb1zh6u11RtISSeLR7vi0Aocg1ESxIk4kSZqxk7ECgUUKi+cayn6C50a4TsiFxZD7npecOO9y+vwQynhsX+ty6VbFtZc0UN48+09WWT9Y5rJtsGZsmaVGjcvXSxJj+dpzHmFbMlhJuPt1Hb70aMzZmSq7dzhMr3Q4eMph48QQV26d54mXmzx1UBBGLpdsHeaSjR6XbGhycnqJExfguSNljp+qUNYCT0sqnsV3QMpMc1qb3axJClECUSpohYJGR9CIITIJxna4bmeDD7+pwW2Xp6wddumENRZXSjQDl6CTnaOMDCRBpGgFkmZbsNIyLNVj5pYSzi4KqgMtrtsR4WqP268K2VP3mbzQ4VOffWx8fP3cb1yypZJ86m+/8PGKU+cd7/ze/6l4+59qttr37J/w3f/UcMf14Xc/8vyJ35mZfW5457oOSVwjDjXCWATw0mmHKO1w19URaeqSGg1CIoVESYXWGWs5ChwlcDW4ylJyLFUXyo5mueWzb7LG/XsrfP5Jh9QGxCbg/FzI2rEGm9e0GKwFjAy0M4/1UIs1ww3WjtbZMLFCENeZnGtzcrbN737B4bOP1zh4vEqnWWbdkM+eLS6XbRNcvbsJeoE/uq/C0sIg1+5yuemKBg/vj5g8W+GyLS4b1gY8e0wg0hJX77RYFfHsYZ+q57FtnSERLV444lP1HHZucNi1uckLJwxTc5IkFrSDEq4qsXXC4frdhruuaXPTFcvUOyGqFDPdSDlyXjDbsMw0YLYBM/nr6aZlrp4iyyFX7FphYmiFN127yK/80BIfuCPh6u0eWtRYXBlgsV5hpeHTaHk02pmsa7Q19bZipSWpN2GlZbopxZllOLdi+PF3zfKOmyQzC8PMLVWZmS9z4qzi6cNN4ER517rwjVJVJ995x6n91W0/zte/+On/aZj7n8bgp/b9OVuvfJ148GOPvu/g0Qt/ND81XX5qn0vlzU2u3q1xnCqnLwh8J2a57fDoyxXecv0KW8YDgo6DSUEKjdYSJxC4jsRzUvzI0IkNvmspRZZKZKl5KUMlQTuSNKMKp89X+PW/HAaTIJKEa69os3VNRJKAsQZrsyKOFAKpBNpxOXrW5fAJn4qvqbqS0bJgbEQyPqxZN6bYvDZl9+YVUrHIf/pcjTNnB7lhl8MlW1KCpMnT+z0GSw4jA5bBakS5lEkhYyT1jmKpZVmsp9RbJW69bIXnD7c5clYxWPN53Z5BPvL2RX7n87D3RIVWYFlpamaXaqwZLTM+1GHzSId/9r42tXKdl0/D0XMSx7EolWWSwGb/s5AksGVNys2XJ6SxQ5x4WJvp65kFlyB06ISaTlRIN0kQSTqhoBMJglAQhJZ2kNAKUuqtlHrLMl2X7Nra5PVXpDRbo5ydqXB22uH0VMKhcxFbN7d4z21w6szc4GLi/9HBs1uTqnPFpz/6W39t/+XPfuAfD8D/+M8/wycf3qAuO/HUu1U69fGodd6/fHuV6UWXl082uXrHMjs3arAlhIC5RsLxeY9zc5artwUsVnySNEv4KKlwtMRzFB03i+79KCWMDWFkiWJDGGepvSg2hAlEiaATS8LUI059jpyosO8IpNaSQTvTxo4EV2Wej6oHl62FWgkGKpKhqmJkUDM+DJvWhKwdWyG2S/ynzw1w8tQA12xTbNsg2b5hmYcPJswuDnDtVslQzeC7AZ70sEqQpBJhLUkasdzymV10uOaSElftavLEXp+JIUHZr3LNLsM/efciv/15w8ELVVZahpWmYn5ZMzpYYahWYqg2QK0cM1aJ2XxNhOckODpBqRQpsmDCkt1UcayYm9fEiSJOFFGsCOP8OZKEsex7FnQi8mdLJ0rphCntIKXVMTTalnoAS224eSJg3bDk9LkqZ6Y1Z6ZjTk3FLAUx79gREXXGODzpMrU4Wb50d/LxHbsT8667tn/u9qs/nb7+rvd9+wP8d/7o0wjhKF+ceO+DT899rNE84X/gDZb1ExLX0Xz+aYcgWmLLepcklTiOQ4pgdDxg7UiCUgllPyZOJMZmOlMrcLXAiwRelF2gKM6zIUmaP/c9UkhSS5oaUkOmtw1dcAsBSoKW4DjgaYHvCcqepFJWDJQlQwOC8eGEzWvaVCsrfO7JiEf3D7OyUOOKTYrNax12buyQihW+9lyZiqMZG1JUyx32nyTruN9oaYeKK3fGXLHdMjOdMr/sEnTK3HN9k8dfDjh+QVEpSTy3xuXbDL/8/Ys8cjDgS4+MstiwbB5PWa5rBmuKgYpDtexQKVl8z+C5Bk+naGWRMrPzQsbixgiMESRGkqSCJBHESRbzxLEkjAVxAmEsiGJLFEEYp4SRIYxSgsjQCW2WauxYWpEkMoLpRcUzhzTTM5IT5xKmF2JOzsHAaMSujYZ7H1YcOdNBuSHj1f3+RE184vDp0o9ec9N3nQoi+0TJze/Eb1eAh3FDRvHyB5PO/O+dP3Pen2sM8on7G+zeuMJwzSBJefCFmB9+6wKXbDGMDJa59tKIDRNLVLws8vfdiMQXYLPshqNtJlEiiR+J7OLEKmdtmWUQkl7aL0kNaZplF1KbZ0ry0yqEQEpQUqC1yG4cV+J7kkpJUCtbBquGieGQsaEmiV3h049L/uwrI4z7PldsEmxa67BlnWHz2mU+97RlacnnkjWKoRpUyzGzk5K5ZQ93awagsQHJ4CAcP21ZbhhmFnx2bvG569om9z3mM1IFz3VRcpDLtwt+9K1zOHKOLz4xxKELPhONmPHBhIGKolpSlEuSkqfxXPAc0NpmIBcgRR/IyW7s1ECaCpKUHOgQp9mqF8dpRgqx6a6GYWToxJZOCO3Q0goF7UhgNTx0YJC9xxO2DhlclTBTh1Ya8b4b5hE6QriSm6+x7Nyg2D4xwIWz5/zZJf3n4+uPHnEd90og/rYF+C//58/SiM33z5w9+B+2jx+tve3WUV4+rjg4OchLhyK0FzGzqHn6+ABCz/OR75hhbMjPQKcAJEpljQPGiJxpTRfgfqQIY0kUC6JEEMWCJJEZYyfk4M6BbbJna3uEIUQGcKUEWgkcnQHE96DsG6qlhMFqwthgwOjQCk8eifjE/SWOnh5ky4DD9jWwYY3LhgnYvalBO2nw7OEaJeUwNqQYrMJgNWRoIMF1NUJkN1cQuiw1YlbalnorYW7ZZdOaKjdeMsf9z7U5eqFG2YtxlIsQA2xfr/jeNy5w3e45PnF/lWcPDLLY0ozXEgbLCWVfUvIVniPwHInjCLSSKEWePsxQbsl6WI2hC/QkNT0iSCxJYogTkwE+LtKM5KlGCCJBMxI0YkFkIEk1C4Gm3ZFIUnyvzY++fYGfekdIHPtMVBNcVeLC3CB7D3vsO5FQq+1nzdDi+DVX7f7w8rmP/dnQxh/49gP4kTPLCCl/5KEHP/vRhZNzI/smHT78pgbGDOO5DuvmBTNLDiVpmal7/MGXXI5OzvP2m5e585qY9UMQdjQ2D5QEWQCllcF1DJ6b5WajOPOMxPmSmySCOIU0lSSGnLkzedMFd1akzJk7kzzZTWPxXUPJT6j6CUO1kLWjDWbrbX73XoevPT/M0nKFHWOCTeOC9eMuG8YFW9d10O4Kn3pUc+pchV0TkqGqZKCSImXIhXmLpyVSgLWCKNZsHm/wHCmNtmK5YZldKrFrg8933VHnb7/hMjnr4egYIRyMrRAnkmu3LrP5Qw2+trfNJ782zAuTFdYPCUYrKRU/xXcFnpMF4I4WaEUWOEvRLVlbspusyJenJgN8JuEyoMcpXXlXFIzCRNCJoR1L6rFgJYYoSSCNoJMwPBHz+muafOdNHW7Z47Kysoa55QqNlsf0gsuFOcHJ8zGTCyEfusby/P7WiPWS33jjm9+trJ35YyHWfPsA3NplwPmhL331yY+++NKh8dNzMWeWXX6iusDmtWWipITnugxUE5YbCUMly+kFl88/sZbH97lcvWuJ735Tm7ffFDBQiQl0ipIGpRIc7eI5mjBxMlmSAzzJ89nZsyA1oqe1rchulBzcIl+6lcpuGqd706SUvIRqKWR0sEUQB3xjv+WvHx7g2QODDLkOl6+3rB2WTIy4rBuTbJiI2LZ+mZcnA+59fIwBpRkbENQqglo5pt5O+crTPlXXIkQGrCDUvP3mkC8/Y6i3LfWWYW5Zs2G8yrtuafHskSaHj7tUvAQlRQZyU6YTZVr/e++qs2vtHJ96pMFThwY5u1xiTU0w4FvKrsHXBtcBrQRKZjdyxuRQuDNMLtWM6a1wiemtehnIBVGaFdU6iaCdCBqJoJ1YkiiCqEOlHPCu2xt86E0trtoBA/4AZ2dGOTdbY3bJY7EuWVzJikLn5hKWOzFX7Qy4MAOzF46MP/fs3o+u23KnOTPV/NPN66rf2gAPgyXOTYUsL6nvO3Dkkd9cnv7GyLDXYUZ57B6LqLgGUQtZP6bxXM1AxWG4pqmWEqIkZqGjOFcf5MLTkmdeLvPpK1u8741t7r6lxUAtIoo8osgl9Bzi2CGKs6xAkmaZgYy1JWmSg9tmzJ2ly7ILK4TtSh2tLFobXCfFc2NKXkS1FJAS8OBeyV8+NMiB0wOI2GPLkGXtoGV0UDE27LJmVLJuLGbTmgbn5pv8/pcqJGGJDRsEg1VNrQK1coxwIhpBhcGqRYjsRosTybCnSExCM3ZptlOWG4oL8yX2bKvyY+9Y4Tf+yuPMfAWt4vzG0CSJTyeSrBnxuHZHgyu2tTh45gJ//XCJ+18YZKpeouIpqi5UHIurLY4CLbNyvhD0MXl2ZARAN/hOTKbNY5OV+zupoJ0KghTCxJAkETYOGfUD7rm9zvvf2OS2K2OGSoowqjC3VGZmscyJcx6zS+ROxYTlRspSCzqJZHJqCIzHgRMhD+/9xvj7v8v+5m03vD5pLc/8eduWGB8e+NYEeBK32b6t/J1f/tpTv/Pvfu/+2paJab7njT6XbathjMakVUp+xMSIoOS7DFU1QSjZsg7mOhHNcw5ohRFl5joOX3za59EDVV53f5uffk+TPZtbjA92qEhNFLtEiUMSa+JEE6eK1EjSVJIaiTEylzeiW37PmNt0pY7WCZ6b4KiIRhAz34j5rc/5nJ4bYu/hQaxxGSkJxkctowOCkZpiZNBhYkSyZiRh/VibkcFlvvai4YVDg1yxQTBUlVTLklrZUClFCCfE8zRaZe9vbSafglATdGISI2gGhmbLstRwmFmscdPuFjfuWeFTD/iUlhRaZnGYsZokdYliSRA6jA76XLe9xXU7Wjx3+xRn5iWfuH+QuZUy5xc9XCWpOAK3kGEyCzy7RF5IFXI9XgDcQphCJ4HQWEhiRBqjVMjaoTaXbwn46e9q8Lo9CYMVgTEendAhTiS+GzC7XOf5wy5RnNIJLc2OpRFAOxI4wuXeRxRpCstByPveeIwxFkZOnBC/Uxm7ddkkrXv/ITH5DwbwLz56jP9wZL16S/QnOxqzk7Xd4xFnFiu0khmuv2wFrTSeEyOFZaDs0IkcwtjBGEGlFLFz2wIPHpggSGqgfYR2SYzPQifl/udqPHloiKoX8f1vabBxJGbzuoCbLm+i0VTKGlA5sBXGCKzN/NLFIbAIaVEiJYwtlgRkwsHTkuePaO57tsrBs1WipExVK8ZKluGKZahsszx4TTM8oBkZFKwZTlg3FrB2bJlHD4T84X3jrB3UjNWgVlHUKoJqOaHkhTx5TNGJNE4lA5W1giiR+Fpx9a6AZ/YPZsanIGWl4bCw4jG7MMSPvXWW8wuLPPPSGI4ERIwBkkQTxQ5hJGkFmqGqz2Ctwo272tx+RZsP3TnPkXOGLz/r8+yREsdOVUiEJgwV7VihhEQI8YrAM7WQWpP5cYzBESkDboRPxI3Xtti6NmTDaMz33tOh5AlqJUWclGkHijRVZIUyQ2pb/Kd7K0zPJdS8bIUIEkErFnRSkMIyfzjF0xFX7WiwcazMQ087nFp6urZ5x/yOn/uR71Y2eTEV+ppvHYAfPHSAPdsHXefJ537wmePqP4RL07zuMsuhB33+xZ+M88Zrl/jgXUtIUowRxLFmdAC2rIVzs5Iz8yl//YhDu+OhlMKVAikkxmpSa0mNTzMp04hSfvOvhrBpzMRYyJ5NHUYGEt57V8Cm8Yg4znK9kAG8mzDJ9aeUBiEFn3mkxMsnKwitOTNV5sJsGb+kGPAEgxVLzTfUfKiWBANlRa2qGKpqRgZhdDBhYqTD+vEGqV3hM4/XCFoVdm6w1MqKallSLRmqfoLjRHztGZ+wLXHGQUJXolRKinteF/DYi4ZWKGkFKY22ZqWpmVksc+nWKu+9rcHeg2XOLFVR0gBxrpcd4jTLIHUiSaujqbdcqqUylVLIpRs63LC7w7m5OpPTK2gnZd8pzd8+XEYolYFbyNUX0RrAYI0hiQ2bJxLef1fAaC1l92bLxCiYRBPFFdJUU2+q3kpJ5uHROqXsJXz4zYv81cOw2PA5N6vZsi5i40BEHJvMpSksH7yrzZ1XSRaXB3n5dEjJP8e1W9f+h3Onnmgn8vI/O3n8QLR95+XfGgA/eeo85y8s7FqYPf+7zz/9grywbHCdgMWGotOu8LlHStz7eEKYpMTGEEcJV27v8JYbOzy2z+W5o2XiPPAc1OBKg8rS3hgLiRXERhNbJ8uMWMNcyzC7z2BFyheeTRAizS6SNdCXCsxzgQihEEIilSKJNdJoHC2perB1zFJxDGXPUPag7AkqJUm1pKiVNQNVyVANRgYSxoZC1o01SVnmtz7r88T+cbaPwFA5Z++ypFpKKJciKuWAUqmMpyRK5hqcjNXi2KETCIIwpRkqWh1DMzBZy1zF5fzsALfuCfkn75vlP/6t5uyKhxAGa2NMaokThyiWdEKHVqCoBpqK71Iu+ZS9Mr4XUy1FXLszwnVirt+Z8OE3tNEqyYtABiHs6o6AXNIZIxFC4rkKrEsnUiwvaVLTA3X2EKtiG6UMrqP58BsDPvSGGZ4/pnniZYd7boi4YltKJ9QkiUOcOEhZJkkdxGDM22/voESZ/S+9JNvt2u9u2pQ+3umEB/4hsPn/GuBPP/5JqtWodP78sXc3Fk6JHRscXD3A9GKVbcMpyUBKJ4Yg0rQTh04iSDyYPD/Ab38KtIaaK3BL4CuDsyrizwsUNreB2kwnxhYSq0hLirQL+uzf9V+sHNsoAVqIrFKpwC9ZfG3xVYrngKfJvCyeoORKyiVJ2dcZwCuCwaphuJYwMhgyPtxi3fgif3if4ZP3T7BxUDFaNdQqimpZUSlDuZRSLcVMLxpOTnv4blagKr5PagSdSLN1jWHNaIdGxyXo2JzFJStNTbXkUy0P8uE3zHFqeoY/unc9WmoshtSkJMYSJ5owUgSRIgglbV9S7mhKnkPJy1rRPDfBdVIcneI4KVpmjRJSZuV8kT+y1KnIY5ZsJaw3M5lXgNnknnBri1a+bLXM/luLkgapPFpBCUenXLUl5bodlk5UZW5BEaeaOFaEse56X+JEYmLF+XnN6QuGo+f2iu27mu/eunXbyY/91WeCH/jQe15bgJ+dKbnJ2aV/EbYu/IsNE+fkrg2DHDg5wNi8YrkhaAW5tTWyhLEhirM8dZKnpVYHgLYL7sL2absgz9mlD+zGiu7r7N8J+lRJ5jHJAystTdbepWzXhZi1tWXVS9+T+K6k5ClKvqJaklTLloFKymA1YbgWMjrUZtPEIs8eC/nUI+sY8j0mqoZaWWTgLkkqvqHiJ1TLIc8ehX1HyuwYs7nu7ZXNg1Bx/W7Lzk0Bzx0YpB1agk5KK9A5yB3KfomSP8gHXr/EvmNzPHN4DViFMWlmh00sSWy7fpIg1JQ7lpKv8F2D5zp4boqnDVqnONqgVdbSp6RFyswajLAIcjbvplRFL0g3gtRmgLY5sG330S0rdDNUUvZ+n83TtWkqiRKZf9b8hgwlzbZkuWGZXkg4dCbE89tyeLz6f++RVXf9lvKvAtFrBvDZ+UCGYfuXvvqlj/3cvgMLbiRKvPvOFS7bpnF0hUrJpd4ytDspQccQRoYoKcz4Wc61m6POGaS7YhagzQsTBZPbVYC2q/Lb/UeR65Z9BR0l84qlIrPb6qxhwHOy5dj3FCVPUC4JqiVLrZwyUEkYrIaMDASsG1vmmaMBv/SxCc6eH2TbqGGwDLWSolJSVHyo+CklP8Z1OtQ7NjOHKYuUPS2Qmsx0FScutVJMOzG0w2x/nnYnpdmW1EuKctPD96psWRPzyz9Y5xc/Lnn68AQWhbGGNDUkaUKUGKJY0YkUgScphQrflXiuxXMVnjY4Tpbv1yqTEkplAFe5TBHC5tmVHK5WZOeXnNEtObh5BbitFavPffe6Ff6XzPsSxZmZqxNK2iFZcN1KWawnHL+QIrwOb79N0mrOu0eP+x9xXOffv2YAt3YRa1q/+vijD/3ssH/K37mpzPkFF2ybidEmzbaDox1KnqTRlgSdzJXWM0VlVbOiktbP1jZH7Gom6XvAKmD3Y7swT1EUc7oAFyiVpct03ormaInnSlxH4XvZSIaSZ6mUDNVSSq0cM1CNGK4FrBtb4ZkjbX7xz0Y5enaYzcNZhqVaklTKMmPvkqXsp5k5LI34iweqSKVwpEWJXprQ2AzgSerwvW9e5usvRDQjj3ZY9Isqmi1F3dP4rofn1Ni9MeFXfniRf/1ngqcOTGCsJDWGJDU5wDPPSOhnllfPE/iOwHOzyqarbbdiq5VBqiw3LoXNm7V76cPuOpj7V7pkY0TuaemlX7urZk485NfL5CtVaiBJZO4Tyuy3ndBmvbDthEYrYbFhmK7DmnFFve5xfkYydejs6F2vv/xzpy+sPCOl/IXNa/9+u8b9vQE+c/4o1pobTfv+knQaXLdH8oZKxnphHDM2HCCkxXUcfE/SCiRBmNkwoyj3OySGNM19IrYP6NZexBD2FeCm/5n+i9NjbyF6lTylBDo3VGUAlziOzPwbrsD3spknZT8re9fKMbVKxGAtYGywzrNH2vzSnw5z8MwoG4YEI5U+aeJrKn7mXyn5CSUvG5l8YXEIRwmUNHlarhdkpqkkSRRrhyxJEtOIfYLQ0gkNQSel2ZGU2grfdXAdH0cPcMmGhF/5oXl+4U/gmUPjpEaSpJlvJElS4iQ3SHkGP5J0XNWVYI4Djs4kWuZTsWiZyQmZA72/ENRj8h6BFNfEfBPiKVbjrDqagzvNzFxRAmGU3YRBmGbfMUhptCwLTQgSyYGzPtNzhqFKQLVqvMf3Tb7pumuPC3lxxud/NMBf2vsllDblj/35I+6LR1wOX6hxxY46V+8KuOnSgB3rdHfZysrgDr6jaIWFiT73j8SZjsxYvPdcnKSePLE9YH8z5s6vTFfDi6xPUSrRlSZKyl43kBa4DvgOeK6h5FtKXqafy6WYWjlisBIwOlTnheMd/vUfD7H/zBjrBhVjFcNASVD1JWVfUS4JSr6l7BWl/ohnDgtaHRdfkd9kmQYvmhBSI4iTbJzFTZc1efZgjXacyZQgTGkHiqan8FyF67i5fh7k0o2GX/vIHD//B/DU4XFiI4mNyZulez2YoSvxXJOxd+5NcfKbO3vkVoUiqO8Def/55KJz3QO06Ga5ugA3PbeiMRAbSJKsoTszbmXxWBCmtDuGRmBZaQmmmpKVdsKODSvccEnEdTstezb7nDzf5MBzD7jb9txY/tvPf7793nf994+H++8G+P6DZxkd2Tj48FOf+v21Y/XXX5sqfF3i+KTDw3sNfrnJh984z/fdvcyEBK3KaG1xHY0baAJX0IkkUSRyF2Bu9DFg0otAbl8N4PZiuZ1dEDIACVmAO3uoLsAzFnd0xmSuA66TdQL5rqHkpZRyeVEthQxUA4aqDV46EfKv/3iIfZPjrBnUjJUNAyWo+IJKSVEuKcpd9k7xvYRqucOj+1xW6j5DQ70yeY6VjN1SQZwqxkcUb7iqxaPPG4JI5AAoQC7xHYnvaBztonUJKQ2XbrR89CNz/PwfWJ46Op6lUNM8vkltLlkMXiy77kJXy6wbSmcrmdLZeVF5fJIFh6KbeeqVgXpnuEsslleC29JnxSWXTzYHuMkbUrJkQ7tjaYWWlUAw25C0TMSPvnOK77kroqSHOT83zIFjPvtPGqS39Prdl5z7k+9454d/vLVybqUyuPF/LMDT8Bz1xdmff+r5Mx8MWud4+y2SodoIVd+l5ES8ODnIn30Zrtx1njdcuQjCoFWKqz1cbfAdTRBZOqHsAjxOMv9Dmoru3V9kS7ryxPSzSJ/lNdclhTTJmEis0t2FYzBrlMj85I6TNRb7rsF3U0p+1lhR8UOq5Q7DA3X2Hgv5F38wykunJhgfdBgvpwyUbQ7unL19ScnL2N/3EspeRGJCmpGHUBKnYPCuBhe59yMzhsWxQ8XtZHaByGeoAHknpe1mDO65EkdrHF1sQGu5fIvlN358ln/+e4anjkwQG02YCqI01+OxwI8NnmNxHYGrTb56yWw1y1e07PzkXfnFc58xq5/J+6XhqwX+xSqcdu23JnMk5r7yTpRp71YIjY5kri2ZW465+7pZfuQtARV3lH3Hxjh02uPlEzHnlwPuum4BwtoH976476Qx0S/8D2Vwa48B6zZ/5b6PXTFRnePlqREe2bfEm69bAQaZrwvGapZTKzV+74vDbBqdZ/fGJRydolWK1l623HYUrlN04mRe7qLLJO0ucX2Rex9zrAJ4nnURfRelyJrIvEOnWIa1tjgqA7arbdc96DtprptjSn7IUK3NQKXJM4cT/uUfjvLiqQnGBjRjpZQB31LNwV3ys3RiAe6Sl+K7CbVKxOFJyyN7K7hS4qiss6Z/r5vC3BSnisRo7rg2Zse2FifPlhgrk7eJZfNM2p2chbVCawclbV40sly2GX7tRxf4hT8wPH5wjE5cIkwlUWIpJ5lk8RwykOti9TI5wDOvfcbi2UPkDC7zlCarNDlFWqsvyLfYbvxkXwHwOP8MWdMEBFHWLFHvZIOGluoRV2yd54ff3mCoXGF6vsz8imLf8ZTT8xFvvCFibW2AB59cZN2mp69467t+dPOTL50/c8vVG/7hAb734AzPHhrdMu4+/P+k4fx3atHmjqs9jNBsmFhgdiXk8OwQSSooa8WXn55AYfnBty5x26XLjA2laG1wtMHRDk6o+0Ce+bnTNEspZR7uPM9tLs6uFGebVwkq86yAKtKCWWdL0QXkaIurDY5j8ByD5yb4boLvRZT9kOGBNsvNNo8dgF/7yzW8fGKU0RzcgyVLtSSo+KKbK88yLyZjbzcDeMkLidKUTuDjq+wmKwDTdfLl6bMs0NSZltchYWQJYtEHcIPrpriOxnEkWimUdLoAR8CVWwW/9uPL/OZfJTx1ZISpeo1ORTKYWqqJxXcsXv5wuhItPy85exdSpWDwHsBXf25yojE5jXd9LAZsAe7Ccpung4tmiSCCdihYCSWzbUEq2nznTXN871sa3PM6l/llD60N2zfM84WnNaeWPE5d8Dkz6eC6LWxp8TtPnngsfcvrr/qn1pydFHLTPyzAj588g+fP3/DAwdPvPj95mNuuVAzWBIO1Np99UvCVZwWnZ2CsJBhwLbai+eoLE+w97PGRt8/zk+9cZnQwzXOw+fxA5eAoSahV3jolul7uDNy2L+9q+wDepxOFQAjbl/O2uTwpLmLG3MXN5XbtsRm4PTcH93CL+eWAj/5FmXufHmOhNcTYgGTMz8HtZ7q7nAeWJU9S9mzO4Jn29r0IiHjoJZfl2GXEY5UfG7E645CmWfNDzdPcdU2bZ45GNGOPgbyBuhMZ3DDzqrs6A3h2wzoImRVosHDJRsl//OkGX34m4Ff/dILzC0MEg5pBV1BNDOUEvDgbveyqbKCRUwSaUnSD4N5n7dPir7bLmu0lAEwhU7odQrbrKS+6gYI4A/dyKJkPQIgG//S7pvnIdwRU3TILKxWC0EUIw9b1AR95Z8SGZ10e2VtlqJwwWktYz15G1NC7k2btL4JOe/IflMHTpIVU5Z379z3+M49cOMaRU8OcnwuJhSBOXY6fcUgThw01cLXBGPC1wFGaheYov/0Zh8RM83+9f4XhAZNXLG0OQo3WljiR3Y6c/kaFAuAXZ016IDd5gET3d6pCmuSFDa2KlSPFdVJcJ8F3Yzw3ploK0LrNo/tS/uQrNe57YpzI1BivCUb9TJZkKcAiT67yh8iZu5+9Y7QOefLQIO1Is7Zs84rhxQxepNEkcaLwHcWNlwYkJgN4EAs6RTYkykauObpIcaociFm1MFMOgtFBwQfvbFH1pvjTrwQ8dmiEmbhE25fUEktF2wzkOo9DlO1mUrQU+ecsSEKsykb19Um8KsCtyScU5BXqLG2ZTx+LBa0oA/dC22JtnZ//0BQ/+Z0xStZYqldptj2iWGMshLFm55qQn/iOiDdcERImKRKHkh7kuedOE4urf+bWm295cbkeHB8aKP2/B3ineZovfuUhhgYG1p2ePHL7WHWRN103wP6TPgv1lCiybB+xaNnrWElTS5hYfC0oO5L51gD/5fMSYy/wf76vwUClZ9CRMvMwRErhKEmi5UUAF730YJ6aLc61EMXvyM0+su/RBXgObpV5MTwnxnVjfCeiXO7gum3+8n7Nr//5OCfnh3E8nzVVwbCXUvMsFQ8qeYd9ycuqnX5eEMr8K2m+EmTyZKGR0opcXKVwZS8NV3zoLPuQB5ppVvCJEoeS02HNYMBKu0oQi25Q5joGx0nzNJ/K052qV5zpBq6Z8/E7b2tx/Z55fu0THT75tTGWkgptz6HiSGo68+B4GlzV84hn54tuRkWK/nTr6iJQcYN2b9Ru2rNofcvnlidZm1sQCVYiyUJgkaLOP//AFD/+jpQkGWKuXqUZeAQdhzBWJGlWIZ2mgpRQcy3aShZWHJ45KehEC2zYuO/2l/aG64L2yvEDR85y+SV/t1T5rwI8SQ3vfPsNWw7uP/qHX7n/MBtGYM2QAeGwVFe0g6w6GafZoPhucBFnAPCcFFdKppo1fu8L65Bc4P98f5tKSWW9lrluVsqSqKwjp0ijFUAgLyz0OuGL8nIvd1uUnQufRQ/chfZPcHUmSTw3xHMCJmcT/ujLFT7/+AinZoeolR2GfRjyUqqezUvvBbhlDm7ZLQr5ufb23OzGqVVCPvek5viZEr4SWcWwyKDQQ3k3Z2wzHR4nmks2w9uub/InXx2hVdbUYksntnhRHjcog9Yyy34o+kDu9DFrtipsGpX8y+9pc8XW8/zBfcOcmhlgKSnRdjQVJSjnQHelzdOGfQF591yuDty5SIuv8gkVZrdu21ve6hYLmrFgKYTEdviFD83wf7w9IUmGWViustLyabbzEXGRJI4FcVoMEM3ZP7As11NOTcWMDBkmJ/czuvbyP1y76fa3dIL6f1Wq/J0At7YDeJw49tyGZ/Ye3r68ssQ91yvSNGKrgaGqptl2aIdZ5B/nyfwoz3mWQoOfeyCEgJOLFR7bV+Nn3juL77nEscLm8wCVNCRKdY05Jg/E+kvBfbFl3sCQdeiIPHWmVMHgJs/apDnAEzyd4Hkhrg5pphG/+2mXP/3yGi4sDmJUieEBxbBrGXAN5Zy5y93yvcx9Krk0yXPnXXC7WfUyjCOOn/doRR5DXg6avqJTUejpL/YkqSSONbWKZuuGCOV1aEZVAldQii1hAXCd5oUalUuKwgL8asGrYmygzY99Z5t33zHDn365wR99ZoSFoEKgfXytKGuBryx+YnElOMp29bju+uf7Rk9cHGyyGuDZMP48O2SyYUtBImjEkiBOGXCb3HVliJZVppayGYgrLZdmoAk6WQEwzFeuKKZb8WwFKfVmykrLMtussGvzCktzh7YrXd5w8w3XTi7VI4YH3L8fwGem5/H8yhg4n7btF51bL9dUSwGVUpvBis9ivcRyI/MjtzvZ7l+dSPaVZLP0mecYEJaZhsRIF6kMjoxxdIKx2cRIqSwqMX1+456h5yJ85z4TmweXuStOFsyd5qMlUpRKcZ0Y341wnYh6J+LJlyV/eX+Nzzw+Qiet4rouI65g0DVU3GzOdtntgdv3JJ4n8XJpkhWG8sxEDnDXySqfp6ctj71QJoodvIp9RYBZHD2fRmZBjWKF42jecH2TTz3Y4uj5CoGfX3DH4ibgxAYnMll6T4pcJ8vecB8uyrEbSdnTTAwG/PMPtrl0U8gn76/y/OEB5oMKHeXiOBpfC0oSPGVxpMWRRebHdusJkv7ceC9j2F2NbF9fp83colHey9lKwZgETEyaKtqdMgsrZWYXfeptRSsQeXXbEkZpN+YIwswfv9KGxSbUQ6j6KS8drXLszD7nZ3/yhk+32ytXhe3W/N+bwdesHZKnT5y44dP3Pj7w9Esxd9+4yP4zCVEKl21qsmVdiZGBCksNn0bLodVRtDuF50TnmQBFtWxw3YR6EnHN7haezgITpVIcG+f62aBkDu7clpmxd19PZf5/GbCzYLXH3ibvvM+BrRN8N0LpiHor4YkDgo99tcb9ewdYqleRJZ9KSTHkWGquoexYyq6l5JKzdsbcJU/iuwrfFfguuUPP5OA2eE6mv5UOOXYeLtT9rLCSN/uuLpx0CRxDD+SJkUSRZqIm2LkxYP/ZhHbs5EEauFHGsI5Kc4lSFGrgYp9GcfN005Cpxvcc3v+GgLtft8w3Xmzy8a/VeP5wjcVmibr0aLkaVwlcKfBkNsLOEbnku1iT54HtxTdV169vBYmB0AhaqSDOL14n0rxwVFNyNGdnfOaWNO0OfcBOM1t1aGiHlkYbFlqCpY5ldCSzgJgEBjzBnVdKzh5/ZCBJ5Q0j4zu+mp/O/36AHzsx40Vh8nu71h6ruInDCwc28Pxxy3Sjw44NDX7gLQ3efG2bwWotn4Hh0upkjcRFfrsY6bB1neCeW1a4/boAJVzCVGSsq9K+ZuC8BcoUwO6TJ/QsnaILbNMNUqVMUTLFLbIZMma+mfLoC4qvPFHl3scGmGtUEL6PU3Woahh0sk6ekkMuO6Dkivwhc8tprrtdgVewdwFwneC62Y1kbcxDez3OTJcYHRY40qzOSFy0ttsChLmkCEKHzROCN1zT5vNPR7RihyAW+I7FTTIWD+PC6ppmGrybr5arZEr26HXeJHm+veSFvP/OgDddv8gXHm/y5SfKPPpylbl6mUC4BK5GOwolBI6UaJEFoVqAEjZn8v5ooq9kDyQ2Y/DIQGQEYS5fkIJOUuU3P+PxwhGP8bLBEnfz5f2VznbHstIRTNclHRPy5tct80NvabJ9wmd2cYS9R8s8tg9a0enKP/up8Pdczl0KBH8vgD/+9FHiuMHpE4sgNJducTCJz9HzLqfPjPGbnyqx78Qi73n9MtvXxSwsV2i2XYJQZ1FxkmVEhLBUyymb10BZV2h3wqxtSmRz9Iw0SCnReaNwcZEuPkRuzM8yJyaXJimOylJ/nhfTCVOOXoDJKcVfP1Djq8/XmFuqgOujaw5lJak6lqo2lBxLyQHfycDtO9lMwsxmKvseIv97m4PcdEHuOll72skpw/7THjhOvsz3GZn6KZw+7ZpnUrJsiiKMHS7fGrJnQ4sjF8oEvqCcCLzYEiry1J7p+muyQLNIQfa0SjfPnqciU6NIUk2cZM3epVLI998T8rabVrj/hRZ/82CZySmfIxfKRCsuiecQKoVU2e9XFJJIoAq50vddiuJPaiHNgZ45Q/McopDg+qx0Kjx7yLB9PKLiZ5/b5GnFKM6mZtU7kumGYMumFT5wxyL3XCMYrAxxemqIo5M+h88GjI8FjKaCoH6CFfN3z1L5pgCfmz0noqjzM9/42qdGk3CMU9MJI7UEIWDDCFR9w4XlCh//sseBU3P8mx9cYdvaBM8tE4QuUay6waKSmU9DymxMgspzClIZJCZrEO5n7Ys6c8D2paxMnu9Ocb0UrRKSJGV6UfDAi5qT50s88myJC8slTl4og+ehKg6+llQ0GbB1XuHT2eB4zyEHcfGQ+UPlACfX3Dm4nRTPydjb1TG+H3F6Hg5PlnHk6vRgf4dS4Qfv5Y/zTIqRJKkiSRz2bA7YOd7mwKmEduJQjQWhBjevCqo+gEspEFKuYvKuTFllWy385/kMmdQhdFwGShHf++YOt11R58JynYee8zh1zuXreytMLXqkHRcjFYmrchdb1qvZK/5cfNP22z3z/tji3wmNktkNMN8QNILsHFmymzxMspFwC23B9k3L/NsfmOb6HSXOTI2x/0SZetPFWsHOjZrRWomT5z3uvf/U6A9+3wd+5vyFc7+xYf3GV/PgfXOAf/qLDyNs8sGyOVrZs9Ph1qs0B09WWWkJBiqWwU7KYCWl5Cr2Hhnl+RMrXL9nGSFSSp5LkmgSI7FWIKXFUVmKztExSiUomWbpvu7Smp2I4nkVa3eDyaxZ1vES4tRy6pxg/ynNA8+WOXDa49DpEo3QIww9cF3UgMZVkrKCiraUdAZqT+Vs7JCPOqPbHODlssR1Fa4r8xvA9rS3k2aVRafQ+THWRMwuSULrobXEzZd1KXv6+2LTks2X86zPUeYtXQ4CzdhwhFQdWrFDWwu8xOLGPcOYVmZVBVKKPtHQnSYgsEauYvIkzd7HSVU2fiJxaHdc1gxFbJqIuHZbSBAF/MDpBgcmHR54psT+Uz6nzrnEiQOuxCqJpc9je/HRnWzajzcJWDqpw3wo6BiFn6ciDdmQoU4KrdgSNQJu3j3P63Y4HJlcy+mpCkt1TasDUWRZaTl89YylWmuhndOVxenHPug56jf+uxh8/4tfYHGprR55clJMnqsSJAk3XBIxMWIZHlC0Q4hiRdAxjA6mLHRaxKlBiBZjwylJ4pCmmiTNfN9YkDIzXCmVjUSWwvQGtffg3AW1UkBejk4iSzvIKHByVvJX9/u0Y8VLhzxOnPVYaHuEiZvNPlYOsqbxlKCkoCwtvgZPGzyVG49UxtquI7KiRz+4HYmbyxLPBc8lz5pkJXNHG1wnySuiMSU/Ym455YGnqtSbHkMDAt2VTz2QvxoOrOkLCI0kDBWjI4q7b+rw9ecDztYrBI7MZIoGJ7E4OdBVPh5ZyjRLF9I/60R2tbGxelXQaXImT3XO5irrcne0h+fEVNyY2y6PuWlPxLtu73D8vGTfIZd2pPjkA2VOz2gQKpuHEmZsbqXAKl4ZaHTZW4DVGJPQSjVBnKU6BWATMGmKMSkmjdCyhadDZpZKPH+ozOySJOhktZYgyjqYtq6PuWa3JYo8Dh66ICpjl6rP3Pf15D1vu/u/DeCpEQwOlH93dGjhyk2jhoWVCkkiqAwZyn7YdftJaRmqtvmh75riLx+0fN+vDPHhuzskSUwcJ4wMwDWXpVQ9g81lBsKAMNk9LswrkqtCCOpteOklh8WGouTDc4ddvvi4TydWdGLF9IyLEZrYaoxwQDsITyGlwpOCkrJZjleCl5elvbxE7aq8XJ0zt1v0ZXbBrfIeTdFjb8fguoVBK+2yt+vGKBXx8IuKzz9dRbkaT9q8OsiqDMqrMXiRC890uCROFZ2Ow9tvDrj3yQaffGiAVuJTyXW4U+jwmG7TcNEtJERxJxV9rbJP6xc3kcl6JFNJ6mRA1zrJR98lxIlGR24+AzJluBRz0+6EG3dFWGF4751tOnGWAvzi4x7PHXYpebDQUOw74NJoy1fezN3VpWvWzz6bFVT8lKuuiBgfSEiThCQxfM89bc7MSD78q4PUnIThcpwPLc3suCUPBioeLx0RTC8n7NqycOXNG6u/C/zYfxODW7MCYqD2hXvv3f3IXpQULd56U53LtzpgBVrZbrDnOAlDtSYHz4Z85Zlhjp6p8PWnReZTSAy1wZgbr+hQ9RNsanIH2sXL16qzgVSClZbk+f0ujbpEKkloFaHRWCFBaFCq+yykQkuJJ8GXFl9mTO2oHMwqdxGqvNFB98YkO/k88Gw7lNXgzpjd4roGtwC5k/Y9EjwdY23EhQWXKPTxBiRubs9VuStvVRWz6OihV17vgTwLBqPYYaiq2Dga4YoOQeIRJIKSzrzz/R6SLPdPt2NfCNl9ryz4k3nxx6wegp/2JItOJUmSonUWiGqVxTVxkqJiFy0TtEqRKmHDWDFuIuXSzW0i20JqS6MueG6/w0pb5rpafJOrS3f2SmoEZQ9uuCJlaCBjcqyg7BmOnDV85tEO+07FDJUVvi5C6Ax/By8kXLoj4J5bAsYH1qhhL9x94x1vr83MrzTWjA3+3QBfXFhAyuXfqDlH7rxic8T9zw/yu/c2ePftyzgCrr0k4pItCUfOKF4+poix/PFX1nF8agBdcYiKsFBb5gLLl55MscZg82Q/Ju5OUXpFgjtfzqyQmKzfDFB0u4WFBJkN8FFC4kjwpO0+si1Ieky36lnT3bgq23oPXC1zJs8ajwtwu7rId9u8YcDmjj6Dq1McneA4MZ4Xc27B8ImvV0C7OFL0AsyuPBGvYPB+T3UxJDTT4dkYtCh2+PDdAV94NODQbJVW6lBORP7dRO4ozH0j+Z483ffqZ81uMCv7DF7Fw5CkAieVpFqiU5UDPUUrjVLFDBUnT0umGbilydOzKa40iCRlvGJ4260GZJJ9uVUd+oVZToBV2FRn6ctUE6fZTndBQ+XTsSAMLZvHQ377p5b506+GRLi8fLTE6TMOW7ekXH1JiCsS3nOrJQrH+OpTKaXhE3du2n7+N5Ik+Yn/KoM/+uj9CCHdydMXePF0RCN0qDdr/LuPV4CEHVsjtq5LOHlBcfK0R2o1vq+YGMgvrsgiZ2Oz4CE0Dp0UgtQjTlKsiXKQp30BCX3LlwCRgxmVgTzfYU0Ww3tEBmxX0q2+Oar3XAz40V1rKH1e6LwJN+9u6QFcdmWL5+ag1qYvoMxY28nZ29UxUkacmRHMN3yE1nmR5JUZlH6LQTcEW9Wk25sdksUtDiO1kM1rAo7MhASpppOCnwqcxHaDTZUU5XTT10up+u6m/o532W3s7gWefUDXBq0yoGexUvGcF9CKWoPqAbwHdtPNbok8turPg2X7BGUrRJJmk4HjxOkOTTWp7HpbpLRoWWZiMOHf/mCIFW0One5w6oJi6zrDni0Gk/rMLdVYbkZctbPDybkpHn30QdfYV9Z7XgHws+fOIwTMrlhaLYUyljU1GKsKOolLe8njxVmBUpbNo1m+V+ej1vp7DwtXYZRms6UbsWBJaIJUYlMFJqFXgCr0mVwFcCEFSgiUAFeAK3IQd0vKtmsUKoCt8wpiAYJiEHz/LJQeuGX27PaB2yn6NQuQ94CeufqyjZ5cNyYh5stPlpidL+EMKNxCmki7OoPCK+Ovfl+4uajo0wmzCbZvvaXFky93aCQ+ba0pJSb7nkmvStq1uHbBVbyT7LJnfzk9y9pk1tYiB+/oDOiOMiQqB7rKvEGFryeTQyqfXpWBWgmDkH2v88Jb9jkyGdudq2IUceIQRi6dKJtGG0ZONva6z5Yhi4FE0qKWMvvFSMUwfmm2Pc2Js4ooyUbIuTqlVk1x5urMTh/n1bp1VwH8K1/7OpWyf+sXv/7k9YdPLtLpwJpBiefk+cq8Ham7HUhxKvMr2NObWU40MRAn0I4sqiNJrCWyksTq1XwmZHZB8hyrFCKvomVs7crMjlv8rHhdjD5QcjWoM6DnwNZ0h/0UPYmvAHgRcBbA1rYH8Dwt2O8ld50Y14mYqRv2niiBdtG5PNF9BqWigikuQnh20XuN1D1Wld2ceBw7XLMjZGQwoL5cpp0oygqcJPsuUWpRqUXF/QAnZ8/ijQpmXD2kJ+t3FTjWrMqwpPnkq0QVE7CywlKSKpRMuy5NmRaM3ntOL2LzIrVLDnKT5+Cj2KUV+DTbLu1ONl+xAHhxSFnEeX2zZLr5/OymtIh8s94Wl26JKFfd67fteuOtdz9/1xPXXP+mVwf46ECC64TfsW6Eq8+flYyvdSh7meHGdLs1THfb66LhtN8EtaqEm/83zSCz0PbL7iKa7muFR+dM7Yie/NAid+VdBGot+tvSCrsn2eyTvgE/ugvwHntn3eUFe+eaW9PV20VKMJvp1wO3k+tvrWMEMfc97vHkgSrS07hSZPO3uw7C1a10ohdsdM9PEWj2WFzmAy4VQcfhpssC3nZbkz+6r0qUerRSiZ9awoSexVX0yRQpc3D1v1U/k4ueTDH51i46IyytLdpk50kpSZqDPJVF/6bMpEoBbmVXgVzJjM1VDnIpDaa7qtDV2EIIOpHD4opPo62JknzGoe0hpxuz9PnNi+lYcUK+71L2vaulAawNkC15taq0vyNN4ydelcGPnbyAcmp3z5/94vdcs+00m4YUiw0n75fM9kyM4qwNKcpHr6Vp1r1Dvjh0zVCIVR9wODakIuZMOyZtke+v3JMlxR6VvrQZwGUPxEXJu3gutvtT/X/Oga267N3bNU0XzJ0P++mxeDFO4SLmzns23by9zdGrpUn2iImI+ZuHaqTWQ3Wrl/0BZhFcim5mY5UGL1i823sqMXm6MAs2NQKH99/V5i++HLJiYoLUJ0gFTpJJLpXmy3kiehIFySu9R7IvNZntjtYr59tcoliMMhgtUKkh1RljKilRxqBS2afHbfazfoDnf2ekQVmDtCYPTLNVRckUt5TQ6sDM0gCTU9nU2tUV62K1s91si7V0x/xlPZ6mO2el2EdodlkTscAPTSx/z/e89+5H2o3zXy/XNqwGuO9E+H6wY/9CZ/veffPsWC943R6HoFNmueFTb2vagaIdZhuFRonIvSZ0mxIKBi8yCAX4quWUd71hiXPLM/zSnwxwfqkKjge5vvYklJTFy4HsyMzco2U/wHuMrSSrwK5VD9xKiS57K9U36KYP2FqJXialT287TtGYbHPmNl3m1n3s7TkRe09Ijk/5WOWgpMSVpmdK6kqUngC/OIvCKg3ea4Aoij5pmmnW7eti9mxr8fSxErFyCRKBL8FJLToRmeNP2LyiWQSccrVU6d5QoveettekYA0YDcYoUmPRKtPkaZGxSbOYSxnZZevua5WBOs0Br5XBqrS7R3yhxX0vZHY54Rc/XubctGb3REzJy1rxZNf+23eu8l7P1FjSriHLdOfGNNqw2IJmknL59iZbBiMc0dy+shztCIL4669g8EZ9CZMEnJ1O+OxDAwjXcuXONt//5hk2rSvRDmos1rMOjHYncwsW80yKZaTQ4TKf4urqbKTCyGDEtvUpV+2KeXTvCh//mguOCzlzl5TN2Fv19HU3WPw7gF1YRlU/yPOfFaBePdGqkCZ9w3+0xc07zYtxEkVzslNkT3RW2Mm6gmIsMX/7UJnFxRLC05mcEr1Jtq/woPRJuP4UYW9UXc/HXZTtE6OyjQKGJe97Q5O9J2qEqU9buZTSTItrYbvBvUxsX0rSABKxisllrzNq1QpS2F1Ft+0sNRJtsvx5mtqMKIzN5InqY3UpUAXLqzQr49u0NzMcsFKAsLg65hsvOnz92WEqjsIzCUO1lJKbxUSrbAd5ejEbItTrEAvyjWjnW1CPDOOjTf7Jm9tcs10SdyShDpmdWyKOe+bCLsC/9OUvIaWk3VrhTdeUmVqQHDpa4iMvVfjwmxf4yFs7lPxBlurlvM1IEcVZsaDYyKi//SwbTWyolBIGqx08J8Jz4dItCdqFBImWgpLMwO3l/YH9wO4yeF+/YAZu0fczsQrgSvWmWGXsLbNHrr1dnQ8AcsgHAJFnSSxOtxTfa1J2uto7K4CUvIhDZ+DT91cJpdOVJ05XD/d5UOgx96t1w0Afi/dlU0wfyP1U8743d/jYV9u8fKpErBzaUuKmJj9PApnavmm6NncvFmPYCvc53V0vbDGOQ4vutTMGtCmeRXfnNS0tKh8JoaVAmdy7b3JPuskyLtnqYLKSfd+3lTLFRdCJBQcnHVpR1uAy34TEGMquxXMLYsrivULKGdPrzg9iaHVgriVY6iR85O0zfM8bDMsrYxw7VePcrMH1TjF5dh5jzGqAHzl2gd0715V//T//ztbBwUnWjyX43iCO1Bw+X+ZPvizx1RQ/9NZFHGVwdAmv49CJNEmanyybL5GSbqNvNjEqolbpUC0HBEnE4/tqJB0HMSBxJVk5XWWZkiJ37cjVGZIeY/cA3X2t+gEv+qRJb4KTLrR3t+BT7IuZd5g7uSRR2Sazuqu7i9a3JH/EKCfi+AVNM3KhK0/69PdF5fluwPSqpfo+2dDnSSksrmmiSVJNxRHsXt/h5eMRqfEIjJvlxKXIsja5VImEzYf32L6Av7iVitFgxfYuGb9356wb250tWIxg00ZiVAZwZSwmB7tSAl1kYKTpuiJ1tzqbZIpVGtJUEycplark9qtC/uJLHeY7ZXwtMTbzgftRnu3qS68Wqc0kzXzwrVAw35IshAk/+o4L/NA9MDW3jqOTNc7OxBy50GHNWMJVl09sfcs7fq78wz/8kbZbWpcBvNWY5vDhlTdvW7Pm57/2wDHmG4LBqmDzGpfx4ZAvPOvxp18a4YbLLnDT7mWMzZZjVxviNLO6UmhPmQPFSfHzrflqlTYlr8mDT0sOna2A76KlpCwtnsqaX13dn8vuy4z0ZUeKaVXdabFdidLT271ZhDlr53P4nKLgo8lnJZIHkb2BQD150mNtR6c4KtfebshS0/CfP1tlMfARnoMrWV29FBfNFeGbH93UnRF9waZYVbpPEk2trPnJ72ryjb01FkOXSGoCKXGl6AbcXWmUZPmKXudNJlcyqOfWZGsyQ5bN37dvREfRQKy7qbl8voyxpMpmUsVYUiO6rkZjTQZuI3DyER+IBCF0tqKnijDwuGRjwM3XLHHvEz6zQZnUKsLYUHLz6983uqI4P7GBTj524vyK4ZbLZvmxt7Votyd4/KUKQSDYtNZw2TbJ3JKD9rb8/NkzR54IO50vdBncdl4mSjzW1E7xtltaSOnjOhG+l9KKAx45UWL/yQF+70sd1o0sMVoNSFKFlAY3zYozRd5TKZOXstNsNEOpQ8lr8aWnDP/q90c4OTuAqriUlaCsTQZwXXhG+vLZfdmQYlLVat0tusBezd6y+1pr2UsZFsydv0/WqV5MvDLZaDfd34WfjZrQReZEZcWdv37I4eDJEkgHIXvWWCXormD9jbr07Wj2quC2faMkuu5C2bXRxmm2r83l29t8520NPvZVH6M9AuniSZGtdtKihCDuzvku9HghUzKQZ1VNQ77/Qt8KInruRiXQNmdzBSq/ATI5YjHK5n9vMEZmDSu2APnFE8jo2pxbHcOmiYSP/vgKVijufWKCOVOi7UlqKZSVyWMwujIFsi79TiJYbMHGNcv86NtaDJVKnJkKeeClBmHgUjqscbVP0Am4evEEp6YMnTDsSRTHMSht0LpNKuZpmQoisqTtiAdf9Ag7gvU1wfFTI7x4POYt12d2Tc+xWKe4oFmFy8n3n3SdiGqpg+8F/M1Dkl/8o2FOzA4jSyUqSlLTJsuc6ALg+Uix/nx2IUVWSZPVrN3/vArguj8f3sfcigzAqk+a9KcEdZoDO8+cqEye+F7Ect3wxYerLNR98B20lLir5rFcJFH6lMmrOUlXTWYtAr3+TpycxeNEM1RTvOPONvc+2WGx5REpTTst5JHIszc9UAu5WqKIVUxesHlvN7qCwXX+WufFPKUyZs6kSdFql1U1dT6PUBvTW4HynHYv/VesJpZmy7B53PLrP76Io1I+/eAYy3GZwHfwlaSkwO/WOWw3m5JagTWW67dLdq8fYW7Rpex2eO8blnhob7YdpZSSyHZQTorjKVKbfVdt4xdBD205f+q5f/Lgw3Ueen6clU62z7vEslJ3WVsTDIzAUM1DJGuZXghypu75E7QsjDpZY0OtFrDvhOUv7/f4628McWZ+CFn2qWjFoGOy2RxOz75auOR0fyakD9Baia40Wc3eF4Nc9nZy0H0A7/pSDNrpMXePwU0X7AXInUJ7q6xyeXpScOyMj8FFSN0tRvXcg/0ZFLHaaNW/LyX9w3NWb/y0KtA0Mq8AarCaSzZHbF/bYfFICZu6GYunYlXBR6TF+9vu5N0C5BZTLCsZ5HJpZPMdoW0/uBUok722yvY+l7Jokw3QT20RmEpSC06e18f2D0wVqykdwYaRNh/9kTrX7Aj51P1DvHRsgLDi0XKcbuOzJzNzmc7txxsGLSIe4tkDmuEBGKgkXLO1w9bxON/IVrJSr3Hk3AJxIv/JjTfe8dI3ntw/qWfmXMplsWZm3rt7YSFhYnCYipuQpJmu2zlBNoevJBkZEHha0mynDNUCHCfuFj7cnOUcJ6QeJHz+cZf/8rlBHnlxkIgKTsmlqgW1Atz6ImmSG6JU7hvpBZBZ+qg/yl4F7G6lLdfhxQrQffT9/j7N3Q/unjRZnTHRqi+4VDFffrrK8YUSuBljeP3Zk4sDS145LuLVZIp5RcDZ283M9LF4FGm2jUa89aY2zx0qg3FIUkUgMg9Mt7K7qmyf6/HccdU/gsNa8oKbycewyV52ReV6XPa69JUCZS2qkC6W/HVW0VY5y2b5fNM3UzLN37PYnDe7cdcMBfzT93a4fucc/+XzbR56qcZys0SsPQLHRSlJSUuqyqIcw1DJkoRw+LRgeEBRKTuUvRJlPzN5JamgFUjqyy1GB5y7h8p2jTZqUp+8YKhULAdPW5ZbcOUOQZRo4iT7clJky3vZg4FqwvBAhO8mmR/ajfDdEN8LQYfsPw6fftjniYPDnJ2uMLVcIXV8Ko6kqle3jRWs7faBu+uSWyVD+lNI4pUMvorJ6fsd/W7C3v40rwruYgqWynYjU33s7aiEUjni6aOKLzxcIei4UNZoKfLRCn3pwYsCzP7pt69E90WGqz6Zsqrgk4M8jjUDNc277ujw1SfbPHvUhYpDx0jcNCeCFFT3/W2fM3w1k7/y/cFak72vkj2pIvPP1QdonbO57oJ7dWrR9AXL/buypf2GMiNJU03Jc7n1yg67N7c4M9PkqYMun3q4xoFjVULlkxqf1MkkZycWLLdSxJyl3pbd/LnMP2OcGOLYsGE85LKtIVvWRbTbEXrrmhDXc3F2BwybJQYqEdZkYwzCWHY7d1zHUPISauVsQHylFFDxA6QKOD2d8rGvlvjbh2tMLVToWB+hPDxfMVgAu09ve33BniNFn5RYrbP1q8gRKV9NovS0etdR2JU8NvNZ5AGl1r2BnKtHuxWauzc0SKsU14mIo5SvPlXm0NkyOA5CKhzRm+vXPwHqYhbv3xJE9DF3Ua4vKj+rZEoX5AXjKVKjiSLNpZsS7rmlxb7JEmHikkqHwKgM5HkltWcR6GPytN8ltLqraPUuDQar8s8ie9uSWEX3z1plVcZCwhjVn3nJ3Yo6/w66F1esvmkVcaLwYofBcsTrLgm57pKQ99zZ4TMP1/mTrw5yZqpGOy1jrYtAYslmXpbaCW4BbpMN+QwiSLHsP2fZegXIsmGlYdCf+uyDuI5men6Zl466vO6yJa7alrJxTFMrO6SpwpisadTRKSUvolwK8N027STiP/2VzycfGOXcdJVQ+0jHw1dZB3tZ5cMeVdE69k1YW/dMUq+UH/3jfVcDvb/go4vCT7fjpdDduROxyG/n45S7YO/LnGhVADvLnGiVTaA9cEbw9SdLtAMHKg5SCDxpeynLYtrrq+W/V2mU1Warnga3q+RKfzal6KNMjSSKHGoDEffcEnLvox32nfJAOYRSEqSiL5uTxU+SXspt9Www2/3/7ufIt/3rgtuKjMGV7GZ4lMrAbAo2z014yghUarO/U4Whq3CditxjI7rfI8k34HJ0ZkeIIgfHcXGdmInBkJ96X8i7bp/hrx5o8J/+ZoSVdo0LUYlGJKl1stQyFPsAWSrVmPUTHa7b1uGaHYpO/Xke+cZxIEGfm1pAK8FSPSEJB/jSo1V+794O119S5/vuXmbbGoOjJJvGMzCEUcpsM+HAKcHnHx3i848O04jLKN+lrBW+slT6gF1o7KLTphf0Zcxd7J+jV8mMV7J1vzyR3ZuhfyeHnK2zpp9s1p4y3QBTddOCeTFH5WzdlSfFLhRJN1h2nJjEJtz3RInHDpSzHaukypyD/fLkm5Tn+zKFr3L0LLP9OryfvVNret0+RpFaRSdwuP2yNm+9tc3BMz5J6mClJhAaJ81vtjSXSgZE2t81ZVfNpSqaIboMLvPXKn+WGaMblYM9nz9YrJip7AWiSvaNbzOQqtx6kFpSnUmarKFDkjjZMChHK5wkJXYUTuIQxUkG9Mhj42jIT783ZOuaWT7/aJP9p2pMN0qcXXFwFGyeiCmrlE1rO3z/3S2u3+UwNTvK3JJH2GkSxgFSWPTWtZlJft2IZc9mw+xixAN7XR5/cS0vn+ygdMjEYJvvfmMd3zGcmnb48tNDnJip0GqVkJ5LpZyNZujmtfuA3e2y0UWXTQ/QPb3dP4w968u8WHf3wE6XtVU/a3f/XEiTws/c98g1d1FpLVi72GKlu9WKSlAqxnViXpqUfPqhCuCC1Aihuk0XKp9o2y9NVo1q6waZ/cwpui9t37OxRUajp1tN2idT8na2JNVYq3n/XQEPPNXh+ZNZRTUxikAIdJrFjr1tAXNvR0rvDbt7WdpMeuQ/VV2pYjNA5+e8y+Y2lwW5NDBd2ZJdx6wAWIBc5ODOy/ypIFVZ91CSCmIl82ugcBKVB/caJ9ZE2iWMPDw35v13dXjrjS3OzjX58tMup6YdXEfwwTeEjNU0SngMVauculDhG3s9LsxKBmsurutkKcyXJhOkFHTChCiK8aRhvGKpbDQ0Oh6zrRIvLQzw5MFRMCkIgVQO2lFUq4Kyzp2AKts9oGju1bIo3LAK0N0UoL4I2K8WSPb/TK5m7O7uxYUkWTX4Pge07OlvrQpAm+7rLN/dm0RbgDtj74TYJDzybIn9J0rZl5JO1tjwTdh7lUW2sA3343x1jNmX0cjY3MArgrSi494o2bXSRpHm8u0ht9+QsXiQOlihCIWDTjOHpjQg0iIhmOnx3v1l+3LVtjd/Xa1mc1No7QLgJge4EplP3PQRTg5qJUGnOYOrzMddEEyiBDq1JIlAaYmTGnRiMyZXRSyk81nuDmGc0Ak9Sl7EJRsjrtiaIESHNNU0gyrLjRqLK2UuzDkEoWHdWMT6sYiyHyGkA1j05uEKSgma7ZiZ+eyW3DBusNYQxVCbtVgkQvu54Sbzj/ja4iuT9UYWQaPs5Z4dKXKg9UDcNUFdVIG8OCMi+2RJITl623H3mLrYqmQ1ixc7R/S2MOkydv6suhmTXHfrdJX+VirG1THHpwUf/2qVMHah7IDIg8t+cEu6W6i8QnuvQvWr6e9eW2p/ZdGYfltrX1bF5sFm4lD2Yr7vnjb3PVbh6IVMOqVG0REqkyqr8vEW0qyBrGByq3pypdjUq5sazM+x7TJ5FmMYWQR22XNaXDeTp2/zbE6qBCqfE97FgOwRT6yylSZOCsKROErmMlJlMjJO0drB0QmdyEFrHydvnTNW0A5KTE4NcmbGJ4yy1U+rEmka02i6WHKAf+d3vmeivXLkXwULj+A5TaYXqkxO10jSrChy+c4GH3/YsjxXYsDNKk1dts79A/3aerU3W64G96o0H30Bo1z1s8IbvGrXAdkP6t7uaV0rbb73erfjvLt9SS9j0s/iRZZEqxRdzBPvy31HNuFzD1V46XgpS/sIjexrS9N98uRi92D3+ZvRd1+Et9p41dtF2FiJNaaXTTEqG46T6/Go43DNzoDvuqvFb/+lS2A0GIdYyK5UkaLH4AV9d5m8y96iy9xKWqzMMyY52JUEk2/DcjHQC7CnfatsKgXSZCxeXM+kmwjIAS+zvtKeKa64RrZ7fbLdLHJG1/3dVJnHabEZ8aWnwETZKp0kcGY+5txSSs2P+PA7r/1XN1+380f1I8+fGJxbWH7L8aMxW8ddRmuKsaGUoVrC+HAH5CyfeLyKxKfmZAMrV6X5VH8GhIsyGwUrr65A9mdEVmVH+sYt9ANb9nnBZTHSt1+W9AO8u31JMagya4oumLsAc29rwyyw7LF3Vrg6dkHyqW+UQeruw8nb0vptsVnG4lXAfVGg2Wsw7GPsvpRhN1XI6j5N261q9lraTKpIpcammg+8oc3nHylx+LwDMsIKSSicLB/+KiAXeStwF+LFPqRFcSffn1TJHpvLi4CeFt532Q9uQVpku1JBqnqsXmAhlgXZ2d7eQN2V9iKgr9pbqWgbVHhuguekJLbNY4cDdCxZM2gZqEi2rhVcdxmMD9S5avvMWzyRDupd6zqsKUWUOw6+57NmxLBlbZOhgQadpMmvflJzeqrMWMlS82x3pl8xhqHoqJF9zb6yn6H7AsdXAnz17l6rQd0DthSr2Vuukie9XHT/zmq912YVg2dAzsF+ke5WKsFRMalM+NITFQ4fz7W3cBBC5vLEdt17q4JKyar89yoTykVqxfYxeDfgLB5GdAeRrsqJd5m817cZxZpLd4S8/dY2Jz/lE6UKhCIViiBvBVRp0UJoKXaky7aDsV2neNEarEyPzY21yNxGq1TRA5lfJ5GxuMhNXrIP3F15ma7GQZL2x00FFmwf4IsEgaS3O15uglMGx1G4eTe9lIZtazr83Aem+NVPrGN+qsRYxRAmCpN6zM2C9B1GRxW61RFEJsYrL2KFx0I7Jp0LObzX8PknBjg/V2OipBgpGypeNmbY7e553tdocBGoL07x9XR1IUN4JbBFP3h7r/sBXjj2ev2PRfNrT39nJ8rkf85lST6LvOvx7sqTPpDrbIOqk9OK//K5Gh2ZBZZIjcpTg0WuWeWBpixkSpekxUVM/k1q9SKfhdN19tnVBZdXbUjuPYzJ+ja9NOYn3t3is4+UOTlVzJFRJMIlyFsCEatlii3ar7AXpQXzymRBPtZiBHn2xCJzkKfFdRIFsIvdIGxXXspXu/ZKdFc/1YeDYpc3lUuYAvyZG7S3DaTnKOK8ycZawV1XNNj1/5nic0/6HD5TYagKSEEzNDhezEDFoj0Hzi5p/uKrFZphVsFMbA0hNb6WbB+21HxDKR8tXAzN6Q8YZVdeyG6JXa76chcxtaBrgX0lqPttp30/L37WBbrp0+WvvsOalPYVzN0LJtPubhBKZkNBtYqph5Y/urfKhTkvA7fQPfYubraL894Xs/lFue9XleB9DN5f2ez2TpreuISLu31MzuDZ3G+H9WMhH3lnk1/7mEs90iBiEIpIaNp5G7KkB+qsgz3X3/SNryikST5WorgexhTnXPSqtvmKlW1KWzS7iP8msK/GxerOLFkweuH/LyrSWtLRJt8iR9EJNc22R7Uc8sN3hziqibEQdFxmFyVNBGEs0ecXHJR2eectPrOLLufnU4Iwm2VXpPpcR/ZNgypYW65iarlqiSpe9zINq+SH6JMf3RYvu2poTuGI6zJ54ZYrth7s/tvVAJd9G1EVTbH9IO/9uWDvTJpomaC9hM/c5/GHn64SpjqzOUqNlNmYOF3Ik1fp3FklRYryfDFd4O84VgeZ9qI/9xmw+jYHMP1dP0bj6Zgfe2+LY5Muf/olnU9gklghCFHdeezZDJoekxeFn+z9bFf7K5lnUApZUuzVI4qNv3pgT7vXpWh6Ft2qbj/Au/gQog8bsg8r/au66JGgytk8t0A7StFyFG6g8Zouri6jVMYQrY7m/Jzm9IWA22+GTetDtLUQRAaU4fLtGiUl7U5Caoo7NC+6FN0xq0At6Oll0QNzcYfL3rSr1UBdLTVW7ehV/F0O8C5rF9sFrmL31QAvNqPSxc8K5pa2j7nNavbORzo7TszSMnz2G2WWo2xiLSIbFSwL7d3X2CAuYvHVgO/t9f5fA/eqpMor/CE95u4HturPrOSzvgfclHe/sc3nHy+z2FQ5i0uMEHSszPLi4iIGp98mkJXYi4qksfm1sPm5NiIDt1k9aKi3M/JFcUn/9RY9gAuRG8K6q3Dehyn6MCXIppp1b66etO1NTlBddhciKy61AsGR0wnVcoDvGUChh8opSWBYaFkGfEG1oin5imIAyyvuwvzidb8ExZfpL3j0csMFwOVFGrrLzmI1wHuvbd/Sb3ussOrf94G8y66mb/Jqb5TBK8Atk+6sci1jdDnmvodLPLu/lI1kVjqXJyJn74tWoMLEJOhOPl2N52/uQelJkouzKDmo6e0Ruqpn08qeVClK+FYijUbblJsuD3nbDW0+cZ+TRfwmEycJDkGRIrxIi6/2wuTVSJFp8R6YV7O3EKJ33fvPQ0FKXQDbVXgp5ItYJXN6oO7+7qJgJkV3X6Duv+1msET3xinqDklqcV1BpazpxB4rgYteN2qpOoa5C4Yjk4a1Ywq/LNG6D3Srlt28Q6RvSe4Br+9OvkhLr/6S9H3JfjD3MXeXDfMNpyheF7+vD+Ai6wVdzeZZYClVNnRmtf5OeiV5mQeWZxUfv6/CTNPNMycaZLYhkytyedINLP8O/d3/6MsOvpK++2DfTU3nAeArcuOiu2W2KTaXSlU2jyRVKJmx+EQl5Qfe1uSJlz1OzsksaMhH4sUo2hflw4vpgTbv91EF0IVAWfpWqfz6md41kbzy+/YYPHsP2X+t+m+OvtfFte5VgbNPV7St9XB20UnMJ+kW/61WAs9VXLpFcHpWcHoaxhPQvptSt5a5lWxi1UAZhmopvpsBhq5GK1ikYB3R/175hzGrWLdg2tUnajXA+0Et+oDe/zt6fYZ0gS36/ptXY3HZN22pGCC5OqjMnh0nIUwMv/83Azy2t5T7AQr2lvk4uR6wi5Mq+v58cTFHvOLFq8uVHsD6Qb56VsqqLRVX6fGsJzLbTa2QKorXXxvxox9o8Eu/7xAmMitUmIzmEqsIrMi8rQgMFtPnSyn831JkTsB+li1WqlVe84vOQwHGIve+Wr71szoXXeceOxds3E+g/bGKsT3nZXHCpMy2ohmoZj6ViaEUhKQdOeg4NjTaYIzHFdslW9dFDNUiXCfbQ6fYESBOVNcok3ZztfmVs1DM4RCs/vBiFdBzC2dfc2whV1afuN7fI1af1K506rshuqtAPqOvN1KskCx9wO6TJkrGOF7CQ8+5fP7RMmHoQKmXahOi1w6m+m9SVl/U3vfuBZVdzF9MPBf/6KIumwLc3RReAXJ7UU7c9jawkkYh8/HEpVLCu28PuP+xgAeey1NVfa0PMSr78GmfBpfkIx9sVtjpBoyZBl/1PQsA0rPirj4HfeAvzlO/nYFXW+3EqlWhe1JE7xwVjRVJPislTrL9ONN8yJCnLUOtGCk0GyccaiWZ+ZCmlzw8V/Bdd66wdnSFoVoTz4uRophp8f9v77/DJLuucn/8s/c+sWLnnp6cZzQKI2kkWdlykG0kR2xjogFjbMM1F3jgYsMFLj++BJsLl4sxGAPOBpyRLVuyJVk55xxGM5rR5NSx4on7+8c+p+pUz0iWEzJ8f+d5zlR3T3dX9an3rL32Wu96X4cwdGgHLp3AJgyVscBY5ETcj+bmivRSioG79QTg7Gl4FCI42Q1TWCFytaP8IubP1V8FMoD3ZH2zSkrmfNyL2oUc3LJj5puaq2732X7IMZPP2cayp5lYAPdgeqKPi14DJcJFEaiI58X59yAnJYvqi8fYCjXxvLupC67Q+aYzCi02Lom47MI29zzpshAIk6poAVkDKcpMpHSSRW0gFYZUZeWbyuJei0Hw9t6T41bwfvQ9UYQfWJFF8QYpBMdFQaFv9WK4LUEsaEeC+UAQJClxEqJTo2xbsgXbjzjUSglvf33IqqVdrOFqyu4DMf96S0ilVMK3K0Ra04403W7COZtbvOG8BmNDPs12hXZgPOaTnt32oncwB2v+cSEai0VgPGG0XgTu5zrE4jSll66kPamCfiRPeqfJuw3fJNUpn7m6xD9dUUFTsEbJN5fCVE8GKjeLos/AG1x44weyk+KbtyhyFy+cLkRtna2MiyN7nqL0Rsy0JNUqk3FIiRMLqRLe9YY2Ow/Y/NMVdaIkLqwdAo1FpKUxjzJrhcm7RdbBFGLgRu5H1ud/VxZfh8URvTjOV0zvjturZD+TUxdM5DbeQI1QMNNNGa7N8zMXzHPOhoR2x0zWx6mFZQVY1gKV6lpmGxpr9dQsnVaACIZJtM98opltpBxraOY6cOdjo3zxpnn+97uOsnW1RjTKRJZF0nMkzqsA+QZm0RtfiLYDI1TZhWMRUAcwoPsXtacfnX9L8e6nb+ktFoF7AOAqxjgTmLLgjkOKr95cotW0oNTfWJJ5wBcHivPURJzwjRzcAg3C4DvdqgyAOueJ9HW9ixomg1bd/cgtSKXspStRZFEph7zhpW2+dZvHzoPZri6L4gBaWkSpaf8kGAqwJcwG06xWOTDFYFQtVIAGPs7fm2KuTgZqniNFIf/+Qdzk+z7zK82+IE6hmwiOtuD0DdP873fOMzVUIoxqLLR8js25zCxYJImG1OPIjEWgE6x7t0+xMKd4ycnPsGZZwHzDYscewe6Dmnag6QSSI+1h7noy5JyNLRw7RvW06Ap/eZGkNhDFivl17rSWgZF+ekLhZuh3+E5gDlvQ3Og9Ry8vTntpykAunpcFsxzcUjHdEK67y+OGB3O2oCqcxtF3QCm2d8Mef/bSEaHpOQ6/IGgzGMl7DMPnbvqQmhcz2AjKUpUM5EIq4q7i5VtDXv6SDvuusgjSwg4wV4/AeJmmQCIMyJNeKjbIZS+mVcmix7QXhAqBLQc1+fUTA9dxYGO6+HotunHy5w1SQRQlnLsRbCZ5em+FTtei1ZHsOijYvi9mrpWybDTlNZc4TIx7WLPx5Pyh+dlvHTkcv362ExMnDnHkMlKzGc/qjVttzfrxOnNNTJnNirJS0OBL61EcBv5HF/7oLEr3IrimaFjUWwMWATvtSRrIXj7KomfvuSDLYqqSe8wYcMsM4NJJuP0+jw9+qkaSZpRI2fcD6tW+OXFasngjNbi85mB/YRDvt+j18R/r488UUyfvUWp7qUp2faTqpSqOSnn/zzfYvs/mlnsUqVPIq9I8nBofzVAIEmHmOi0BisL7kT0mWpBgijC9ygtZ/bJIkyxE4lwfvVf+K1yrYt4+cKcvXhmyurstoFqSPLNvhOvvcbFtm7wZ6TkBG1a16SQJy0djztiSfmvlxuq89dR9Xz9iW+JPg2Di9fc8ElKvKJaOCpaMSTxH4Lua0XrC8nFFEFpUSgEVP8BzI7PFHni3zARKGBZAmEdoMg1A11yMHOi9guOA67GAVBKGyliC5107rXrjXFrL3gXoAzzPx/P0JHMHExm4VYRUCXuPKf7xq2WePWCDLxdFb7O5tAobSpnn4Ys2kv19Rj9yDcaiE9zx+ZefG+2FdzfXhFq0kuWlQ1kEtuxFciEkqVDEkWL10oh3vb7Frt02e2bz8ElvJTCywMaiMRaGChtlETf/e/LNcJK19M2YfQI6zpLjTGR8sQmUyF971tZGkDUVBi8TwjxJiFkWBuCdlWEci8RTTLiaI0cED+iEkZrGdYyExPiwYv0Sn1opoRH4fPuWQ38qbz14xBqrm1xurCq44BRNpZQghSBODJnJd1PqlYBapUOt0mG42mTHvpgn95mOVC8d0ZokgYlhzTlbYlxn0U0pNHsPSe65xzL19ROVHPItTwquStm6IWT5OAQdmzDbRBjiv3EMy9OV4sqQOx3krmCmqmLybiUTYkfz6SvLfO1GH+1l4JYFgCMygPdb88c1b06wrIrBd4w8M38uLkoeoZ/r6P1/L20pbjgXdzqL9XGJ1CoT31HoTsIbL+nwxC6Lv/jYEKGIzRPkqUovo1KQzeIn2jAGBzLGnnhhZgcZRxDELBsPOH1jF1clxrepWOEb2IxJpBLc9YTDgUMWunhhNNhOyjknRywZSkiSdODiCKV4Ym+JJ/fUmUldSrbEmk5odRI813Q0n9ojEVJSciXrVkiGaoI4BuuJfV2EkMRxh05ngQ0rEl52espQuYLWFp4bMVTtMFpf4NBMh8/dIPjSjcM8e8AznjD5K9QJaZIyOhRz+skBvpMO3NBaCvYetHj0CRvRK47md3Z+SbINVpKirIRN67r8wmuavPLMgJqfEEYOcWKRYCF0ppSK6AG8v9lMehHcaCaaSC5kyk33unzy6hLdJEtNhMreZXPKPHrTT0X6leRFEfwEO8uBr7+AJHwgBRkAtrkex9XHc6FMFoE740kP5OVakmiFryJ+4cfa3Pmwy7cf8A248hU2pbASZ0+URdsesPM0REeQhIg4oF7u8qoL27z9NW02r02wM93Covg92X4rb9sKS/PgExb7D0rz9PkKkYDnas7YkjA+BGmS3Xxa9AL4rkMLfPGGBb5xzyj7jtZoh4qxQOPbmpSUWr3BK7c2WL8swrLrKOWjdYo1PZuASBBakkQVtu+Cbjfh8vMT1i1tUi036QQt/ukqxVdvG+bxZ2vMdz2UNI0QrSHRGp0moFP2NmIe2psg+mPc2SFJyfgRQvai5fEtq+yq64Rd0yEPPl7hgtMW+NN3zbF2Kuy9sWhlDGZzLBWid8+/UZiatxQxykppdiV/+rEauw44aCtPTQqvJ0tJzAbzBBvLwhvXzyPFCVIUnjNyf2fELwI6ecmwWFHJ3vxFjMN+ZJdILdGpQouUJEpYuzTm93+pwZ2/bdPsFnfH+TUf2ErSD+15ShJDGkIcsmFpiz999yznn5owVraIU480VT35t+MLC8Z1DZnyqm3ZzVIQ1+yJgAoHrY16gE5Vtscwv+eMtQmbl4W85aUH+Optc3zuplF2zlQZ8SUbp0J+7GzB6skxHCuh+3QJTQAAWQFJREFUVNL4fmIUt/743T6WJZmd6/LE05puWGLJaMjSkVmG67N84aaUz357mKd214m0S8mSrBgyQ6Rg8rIwkXQTSTeFMHVJEqN3N7AGZ5u3vHOV57lKiAEg5ZuXSEOYeBzqeHz1FgutNR993zxlx7h3aVK0kAP5d9GI1OTffZCHseDvvlzmwSedzBJcsbhyAoMlMikWBeEsIvUCdAEj3yueF4P7uC8VInne3ezvao6n1fYYiMIs3amWCK2QWnP6ppBffXOL//v5KmFeLiG7WQYAfqIXZoA5Ugr58/fMcfn5CWG3xHzTI4qzsnG2uhy/J9LGT7PQp+jvweitQElmNRgnFnGsiFNFmpU1ldS4dsTmZSGbf7LL687fz798u8K/3zDBvmmHux9xeHafRaMTE9rDWH4FnSZYG09+G5VKhfsfegj99L9z8RlNquWQfdMNPnuLy79cO0o38BgtQdkB10p7DMHcASuIjYZzJxZ0EkFXKeJC2TBPAIxLce4ro48rxeUpQaoh1oJuIliwPDpa89ieNmE0T9kRvYiWt3UFFCJFP3r3Tl9z010un/hyhYVOnprkM2b5qxP99GQg3x7ssn0X2cf3jfEiN6X/ly4CdgGWqRYmcmfpmwG3RKSKJE6p+wm/9JYW9z/ucN2dEvyksOEs3qki2x8vzsEErp1y0sqYOCix0KzSDbK0MUtPBugWOePzOICnveua19Nz7Zcotgij/FS96R1DyUhx7QTfjdiwpMPvva3NqvEDXHP/EHftrDHsR2xZ0+B1l76CFau20e02sBY6Lqn0aHUdOoHk8HyHz92ScM19Y0zPlhkrCWo1k+s4Vl/GGCBJIIw13RDaYTaTGYOb6B5HAOhFRUvkfPGCeVLOC1+0gdMYzkE5kuwPHBxHgbaIY8ssYcVtnUwZrKD0c3BhaZ7abfORL1bYOWP1Pe9FIf/OwJ7XaXsZaCF7eq6UQzzH58+zf3xB4B5MG/oo1oUcnOxGz1OVfn6eifRoYXzqhTRLf6RZOxLzK29t8uxhxY79brbZy6oi/XdsMBcTZM+j0cKiE1h0gxLzzXIGcNmrmhX5RT0+kMiZnmmf5pyBXpCv2kb3JYhsuoFNu2vTDRRBbL5ucJRV4uwEzy1R8av83CtavObsea65v81ND9TxHIexqsWyUUG7LbHagYVQiiixmZ63+acrPbbvdal7gqVTmpKrcR0jm5yL9fSjtyYIUxods9zksl3G36tfK86HBHJLksGPCwPFotAEyJ6jFqWUSwlvviRCihLd0CFNRR/QMhloQucgFyJBOSmHFiR/+s9VvnpDCW2p7ElUP3LnkTwnEGW/q9eUKGZZAzXu5wb5D+wYKA0Xqw4iA7seiOCDG9F+Ti6y0qFIJUpq3nhJl4WO5H1/LTkyJ8BLCjeULGwM8xVOIKVCSEU7gc/dEPKW80u0uzWCSPZeZ96DWDxGmAM9HyMsAr9YisxJfe2uzXzTYaFl0Q0lcdyvlqlMJdi1UzzXp+yVqZZDXn9Ol01LNfc/IXBUStVPkWmKpbEQyj8skNeOjYxfuiFqMexYaFIcS+G6EtcS2LbMgp/opRFJrOmGKXIuodFODLM4A6xFv4682Mi16FCcT/8UvXeKM3pCSC5ZFfPas8q02iWkSPrjZ9IwHtEacvvnLEVRVkoAfON2n+vv8U3erfLIXajiZG9qXh7OCUFFUBfTk+MKJ4u/eOIvfVdgLn66eOrnRLdWvuks1suhX00xXdEsZUnMdNMrz+5y+fku//JNRRhjcjORNWy07t/0GSfHmIUJbOFx1a2TuFqxYVkJIXItmlzNgN6wd1/doA9wM1bYpzErWaRo5H+PZK5hc3hWEoQQx/TEiXLlM8c2FvOeY+M6HlBn/7EEt+QjlH1tueQdDsMu1pZNa7n9pn99dqjsfviUjSOXynQO2/IBgecKPDe33OtH3zwHzAdil01EzAYBu2e9nm5Izz9e9v3je6CWfUm3npCmHBThtC2Ba0tKvmKk6rL/sEsUtamUAlw3xCFbBrNaZJ6DS5EiVEKE5sqbfP7i41X2H7OM2+zi1KTXgOiD+YSH+N5Sju8N3y/0mZ6jgVQsIWaSw/kmTghFqjVxqFk+mvC+X2qw0JF87dYSUZpmADcVjnz5VcL0wiqWpmxr6l7KRN1metbBUZKyL/ByE91MzXex/EOudZKLMfWnrPqP+fxs1Q7YcyTloR0Wna7MZkN1Ly0TmCBo5yB3Jb5rAtXuQ11WrlnJ/mPhh3deedOzP/+2txiPnqf3mfTjyCHF4WlJyRcMVwW1SkrJS3Dt3K5EF4Btnsx1EsaG59gxHXDjo0sYqUjKlvkjbJULbmbqV5LM+azgw7NIYdbODFsdW+K5ikpJ4LspcSIJQgvHTnoUWKvXLS1Eb5lg2Sn7jik+cUWZ7c84UCpWTfJluJ+afAfY/IccYuCj7/d2GiwnGkc1nflHmjnDJNRsWhPyC29qcu9jNs8elQbgKo/i5jcpjIucozSeZXyZlIRuEDO7IIhihecKXFsYr9EM5Pn7btSqcn1C0fs8TSVWZhprVn1jXjZcbbP7mOCaB32mKiZKw6C0tJJGl8dxjPtItaQYqlosHUlYP9llxXCbMAyBzITqzNM24/slHno45tndexmuajauChitdyh7AULGSJFk+ZUkSW3aXYtUC3w3ZHx4jpIDUZwQpdIQMrNhEmOLPags23dzyACe3ZGWkti2xLGkacG6UC4Zt2Sl+nODOpW9RkVvYc5yb6USZhuSD/1rlZsf9MzaKheXBAutm6w++VxpSC8ycnwRTZ/oiyf+0neD8IFP+/X2xRRi/Ry/RPR7M3kuLvJ0RWE8UrPmWAdeujXg136myZ98XDLXzlO3hFwSKJ+06anoYvZZQahpdWJAEyeKyJE4kcC2M2+dzIvUUsZy3LY0tpJGYDMVpJaxOYEM3EogRYrnBkQx7DuW0g0sqk5KogWNQBBqo5qQ749soOamjFY165bCikmb8clVjC89jTDo9AG+btUS/OrkdTfd8u0Pnrklfd/mlQc4NJdwcCHE7Ub823UuO/dbVErwmpe0OGtDzHjNpeRaOHZInDY5OFsHKfs5d0Hs3sl9Kq0c5H1tFbvgQmxsto2PvOtAydWU3NSsICofoWPRzi+vxCRIldAV8NErynzsSxWavW6lNQjuxYRuevu2E4J4IB9eVN7nBN9/Arx+b8dzpkz6Of5PH/djvXQlq4lLyEBuQQwVO+GX39zkyKzkb/+lTkfLjGdi2uWpHrwuaaG4YJnemPHWTDSxLbFjQWyJDOCi56wRJ5rY0thp3+0hr5krqYlT04WNE8XSkS7SbrGv5eB1LUpeyJLRJmdtbPJjLwmo+pqn91t87roytu2gtcVtT1icrV3WzBz+4KvWn3Tdzt2H+gAv1Zbw+3/+v9oItZsk5ZE9Mdff5zHbrOF7FlFghGiOCPjwXs3YSIs/fccsZ22MsFSX2x6Da++sY7nKGDMVxDkdS2SmqznICwC35ADAe99rg+tofEfjuSmuk2LZfaUq0aurmq6lkAlCJAgr4YmdNp+7rkwjzu6oEzV0ejn48THxOL6TLkTq54TUD+YYWD3Eot/eW3CKo4F9pmbeDh+4+aHH18lb+amWmZgPgEJHUHFifvIVba690+OhHZJUpj2QpygS3ZeVSFJBlGjCGFTYr4Kkqe6BPE4kdkIm4Gpk25IEIwWd+fj0WvoCZGa3HiemgnLp2U3OWDfPjQ+XCKTPlpVd/uQdDSaqPugyQsBEBc5am1D2W8y1Yr55t0O1NEQa79/9mU/8dvvt7/irPsAB3v7jb6Jc8vjyN27lX6+4l4pts2QCPEdiW/mbaXbjSyccbCEIwlkiK+Kvv1RjISoxVKYnzulYZhDUtcGxM0UsW2Sahpm1tiV7wLayn3FscG2N66S4jsZzjAOxU9AUVLJIpjLVFMeOeXSXxa9+cIhHd3pox2gK5hRYKERv5ED0LpKZ0h4Xu+/AYGiqOegH6aw/DKAPYHqg0dSP0HmLZ2CQJL8viszMAtDNRtNwRgzNwjAQCQWnrI35+/fN8ct/Lnn0mVxXxTIaiKkkSo2TWZRoohiCTLlKiLQ3UpakJlIntiaOJbEtiC2yqG2Ih0lmO5hm1xZBT4EsjCyC0GHEc/nNNy9w/5NDtIRLEpS57+Eqy8atQg/AmPl6bkrFj7lgcxdVOYupVS8ljjvAIoDXa3VKpRLjwy4nr4aS6+C7knoZfE/T7kKrI3FsWDGZooSLEIKbHrS4b3sNaTtU7MxFLRPoNGA1KYc58zSkD3A7A7ZlZT4+tvl5x0nxHON379pJZrOd6wgWVKtkjO1EtND8w9cqPPRkicSyMbJr2YR8ka5Z5L0MINxQRWNtLkqan7m8WYEU9bwd7e8X0RSBWvhyMasqasYUeR+y3yHsDwfnTf5+I8hQJiRa9LoVKGDrppD3vK7B+z9k04wVyBid2oSpJEwFYaKxEzM6puJMq4ZMvD/3rs/NYS2d+fGI/rB6YjwU8gFitNmvSaF65UTHTugGPqdvCLjgjCY3PlBHxPDYTsHsgsS1Ja1uSjvQ+K5FvSwoeS5ap2w5zWd0bIQgaPcuaQ/gWngIWdrpeZVnlk6W1pZsWLc8plJqEyUxR2c8Dk/XGK0njA9HlLwQ1wm4+0mXVqvCUEVQdRKTVtjg2UbL0ERxieNk4LYFTpZr53m5nXtm2mlWxDcAd+0E10lwM9tC244zw6hMx1tFOE5IkCZ84soyX7q+SqCMpQeir0w1OHoDfYJ+EZWCREOcgdzW/Z37wCZTL87LdW+5PS5f/24i9SJQD36oF0VsBuZQexoxok9sEoUmSvYG9yQi+jdMiszq41oLbARvvqTDU3sW+PiVklaowLUIU0knkThSYMUFAZ+sIWQAq3sOa3GisRNNkqRYSe5MkblVZBU4k4OnaFSvsaakzmSSPUbqLudtbnP93THN0GZ6PsZSmqGqzZGFgCPzEUksKbsOqycFUxMOZd99puz5O6WOe3+2yj/4y7/8K07ZdsEzWnrjc3PzF68cP4jtNnhwZ5fbHlF0OoqK7zA1ljAx0mH55Dx3PtHhY98cYa5TZaKkqXmaigslT/TEOj1H4rrKPDoK15a4jsBzwHVMrm1SEZOOmM9N3p1H7xzkJpIb12HHjnCdgCCN+NRVHn/2iWGOzPnguCBdUA7GT9504AZny4oht0jSzztmoje2VZyk79MLBlW8lOyrpsqM5JTLjh2vrrtIdFIVzt7XMjnhXAq62EjpNVEGT6mKUhlJgdBErwnU01HJBpV15v+Dlr2KS72i2balS6MNj++yCBNTYk2F6l+X3s1XbBAsGrNL8wAxOEidFrqs+eqROzIL+sphltKM1rvsOCzYvq9C2TGlx1rFYtVSzbYtbUqlNofnUxrNmPNOX8KWk1b+3fzsjn9eve7s4yM4wEmrKlTL5au3b9eve+AZvXXvYYeFhk/Zc7DqFuPDCaNDXZaOL6CsOf7hqhqP7x5maV1Q9xLKLviuwHcNsH3X1LNdxzyaNCWz7s5MWR1LY9lmU2rbxjPesVNsO8Gx8vQkzk5jLWJbEY4d4PsBX7nW4c8+MczheR9cF5RHLphpZSNYQphxq1ib6Ewq+pUCdNbgkIBFiiTSEGnj+5ho87OW7ovDD0RrfXzGUoy8vWHpE3U7T1QJ6YXyPOPPeTGLBZLyqG1ITErke5Mk23ibwba84dPXFu+DWQBCpqQqJc0mgrQWjNcC/ucvNphpKP71WxZISSwkLWEMcIv6JfleJUn7VI0k0cSWMLl3kplR5addFPTP53r72rc5V8WyymxaEfHuy+d415Ml9sxUca2UkhcxXLWpO3UuOKnLlpUh+4/FSJU8tHPf5NVJ0hq4nKr4yUf/6ZME9tK9C4307CiQZ6wcs1m/zGHjCsnqqZQVkx1WLpnDsmf46NUeX79jkppjM1FOqflQ9gRlT1ByJb5nGjWeq/Ac0wzws4jtORrXzR57kTvJonb2sZ0sSlGM65njhLh2SKnU5ZnD8IFPD/Hg9ir4Hlg+Qtm4ShnXNwWewlR2sgicZNUA0thwnHWyCOz5iJXo0XmLXvTmYzEYwXsRO/s/mUtIy15reXEEX2yqlbtW9CgNxeg94FiRuVRYKZZMegKjSqU9ryErozHInMyEIM38fXKntjhRmdyEieS9oWYMcWqkFlPyYu54xGJ2znAqEqFIs6EQkbfzdT+B6vvd51Fc9x2cU90LEDotbujF4J2d7zyzuv3SkQil2ty702ah4yC1pttNOTSjOHTMYb7hsGTYY8mYc1XSfervLnvdOwYAPhDBAV53yRqEEOzb/xhle4aVSxRR7DBc7TIxMs8dT3T4x2/UeHj3CB4OS6opNV9T8YXxtPcEnqtwHYnnKJODO+DYun9a5rFvT5FZa6uiZ3yKbcc4VoJtR7hWhO2EOHZIye+y+7DmD/9xiBsf7INbKgtfCkpK93zkZaa/kmgIEkGUGkdcnZrpFMOiEwZdWbqiJUSpIhRG9D5JMw9JFr2Bi85C4D7+OHGIPy549765yIHpbSZN813mRKUecSlX0e07VeQ8nVRLojintEoz+peb+2argFIpVhbhdTZk0EZz0ekB/793z/GHHxXsOmJeTYDHAqpHAzBWK6Z8GCtTI7ct8xgpTLkwhtjS2WYzq7JkZcU043z38vPUOCPnZrijdckvvWaBl5x8kH/4xhB3PjzCsZZitBQRas2ScU2oq9i1dejFM6EnAvgpZ7wMZalw+555jh5rcvLaBiP1OY7Ot/nbr9l8/e4x9h2qMVURjFVSqh6UfUnJFXhuFrUdmQHcgNvtVUZ0loLozFRokV+8ldv5pdjKGA4ZkMdZ3h3gu132zaT8r3+q8aXr64TKB8fDUhYlRc+E1umRuTLesdbYsaCTSIIoxhZtqtVOxp1WNDo2YWxnV0SQIjOAG2pBovu6eAMbzcJetSdtQQ54zXOieQDUg/XuAXUv2e/UGo5YPz1RRXBnNiyOHZLoiPmOUazSaUrF1Ti2Tauj6IYOYWT1+FQy44UkSpJasj/MnRGs3vyyLqme4w/+QbJn2vx9AZ6h32pBWackGpyerJogSvoeTkWgO4n5PMnBnactqco87EVWebFIEtP0CWPFSE1x9voGkz89z1UbWnzx5hEeP1JmvALnjWu2nTLJJS9/eZim8XHX9ziAe+VR3FL5d15z8eRJR/c/8tL7nok5spDy8avHmW+UqdoWm8dT6r6m7EHJlXie6G0iPUdmG0uMn4/Tr4qYyJ1mUbkfvXNTqP7yW7QVibO8O8RzuhyYSXj/R2p85cahDNw+StmUlCEElXKHZUsPkLwEUEqgk6ZsWTPPW88/ymvP6wIpUQof/kqZj3+9RifCKP4ISaRtIp3Xbo21R6LNoMYg0Bc7CB8H2++E8H4TJ/+0AHTR28AWXS50j/OuMrUuxwmIdczHvlHib79cI0wtUi15/QVtXv+ShJXjNvNNnyiWGWlJG1sXlWJbeQQffN0emre+vIulZvjdvxfsmaYH8kQrolTgpwI31TiJ6AUWW4Idm0aybWnsGKKsJBzFENkpUZLVzRNNEiui2JQVo1gRRoIgVHQCRadr0Wi7DNfa/OKlTX78gsN8/GqfA8eqPLx3hM1bV980Mbn8d0ib3xngS8YqfPYrVzU01e2PPli58Ok9trp/t4WOYO1QylAppeybjaTv9DeQriNNOuKKjMaYZg0bw911nBTX6tezbTvpuWcN6nb3dQQHvXMCji3E/P5Ha3zl+hqh44HlIeUguL2snu7mG1lluqe2Mig6bWPAO9/QZs2kj5SOuXHcgD/8hSZxrPnsNwWtzMwpFYpQSuJss5lmqQqpSWPySH3cwPAAuAsbzRMBm0LEHojgg/J3PS0Z0e/g9rUXTRoXpjGf+WaJP/7EKMcaJXA8pLL55NWaG+/v8p7LHJaN+IbiamkTaCxJYqc9zZn+y+jX1100P35Jlzid5n1/B4fmzffEyqGlLcJU4CTCeKZmimCOyh/NyulYGifWPZDHic5q4wbkUaJxY2PxHUSCwJF0Amh1Jc2OYqFtM990qVd8Rmpt3vmahAe327TTNHnV2cn23du/0liz6c3fGeAAYSywafzqBaeWz145MXf6wdkyJWCsJqmUjA6FqWuLAn+ErLmj+51IO+09Oo6pijh2gmPFGcBzC5GkUAHoR6ZcR9C2Q4Qb8bGrKnzpujqh7YPyEMrGtwTVAri9rJPqWrrXaHKzmnzZV6ydcpmdcbBli2qpg+92iWKLeqnDn7yrSTOQfOE6RZSBPE4dQmkiVO7lntGQBgYOnqv583xRfJDYdbwAZVEqeqDmPaDeZYSYhAz59+tdfv+jo8x0Kgi/hGvbDNsw4qUs8cvs2O2SRIpqKcV302zVTUjSxFQ0in9GzrvKbihXpLz1FR22757ng59UxJhB5FQ6BNIikIq2EFnlykRyR4KrtNnoW5m/alY5cxJwY4hijRtrojgliiVhJLFDScfOcGVRIN9Z1Mo2rY6DkE1uegiqQ2OPbJvt/OqyCf+E1/iEAH/HT/wYN3/7k0mcrNFP3XmM1cOKkisYqdlUShLHyisARmY3p0XaWbMmj9imzZ5VQnqlvjjLvyM8J8b3IiwrRogkI1NpdJanCZFiWRGWnfDNu1w+f13eyHERysFTkkqWcxcjd95JzYHtOZKyr6hVLCxLMNd0cN1kMB3oaurVhHe+tsVt95XYPWuDsklTmygVxDIXvinUe/OIvYiQdKJu53OXEvuvYSBy5iCDAZD3zoKwkW3F7J+Df/56jZkFHyo+jmXAPeqlDJdShsqCKE6YXVCZiVWf9mzGzZKB11JsHOU3lydT3vaKNvc+aXPNXRWzqVMxpBbkDR0hCYSgJYyEnONKfBt8JfAt0+n2VAZqW+PEJmVxon7hwbFk361P5abAhu5RKSkWWj6+Jzl1fczI1Hr95B4rOee8t7xwgANMrnwNYdj5/Ja1+zc+o6bLQxWLNctMoyXPlUxr1lwQpYwzsqmUJIVSX4zrmjKfa0f4XoTnhJT8gFYnZvs+6EZmykNj9AVXTaYsHU9JY41Qmm/c4fE7fzvCE8+WwXdBuVhKUVYaX5kL5qh+5HatPE0SmTqXxHcVvms0oxMtCEKLbmBnq4QBSrcdc96WFq+5oMXHrnSJ0hgtE2JtZeVFU4HJS1/Ha5kcD/bnPRaVyPudzL5RAIX0RMhF0Ttzr9Ai5urbfG5/rAwlF6VsKhZUcuNem0zMSdMJjIuwlLmQWv/GMuAedM8YUCuQKVtWd/g/vzbP/5Bw1e1lw6hKQqbGE1ZNxkbST4NQik5ss32fz9ycS8O1cW1F2RGULU0p1nixCU5hbDrZbpynlflcZ27foo2AVmy64KunLGpViV1a3nrdK879fMn3ePtzXOLnBPimDUv0bbd89UNr12341YOHD5aXT7XZeSRgy0rNqatsFlouc02LIFRmYkzSy6n79esIz4myx4BquUsYhRyaTbjjdov7n/a471GfZsdCKrPjl0RsXhfw069ucelZIdfc6fF7fz/EE896JgeSDlIpfJnZiltF5mK+imQsRqtPE3Ay0piS+fyfIIolUWz1Tiu2cR2Ln31Vm3+/ucLhpgtZlSDSZoOZ5+EnKhEObjYLoft58D0gC1PYVA5KTpNxNhZJ04kUpWKmF+Az15RJtAPKTNr4KsXNPSazRm6aaqJYE0QaO+y74Qkp+x48UhUMBfI0yDKrRZwSBgmbVnX5wHvnkQKuvcflVeeF/OSr2py0NkEiIJFIpVnoCu59zOaB7S63Pl5h32yJY/M+Td+iZEuqkaZkG7C7tnlthlJtpsJSIIwEsy3JfAc2rmyzdmWHPYcrrLIlZ568bvqmux770Jte99rnvMoWz3OcdupJTM/Oc+W372DXvSlBWGHlWMChuQXm2x3GqxUcy83s5nSvdu05sQG2G1JyAyp+B2SXa+9VXH2Hx2O7Sjx5qMx000Vo20QSIczESdLlwadbPLXD5qnXtvjGjR6P7XAy5wVjzOrktW6VbWIy7nlvQ2n1CV75AEXP21Pm2tP0ylJJonqWfFFss3Vzmze/rM1HryiRWIkZ88on1gci9CAR6zgwf6faeC9q5uDWAxvOop76ILj7KYq0Er5yo8fDT/loy0ZKQ1l2Cw0kkeU/hred57qiNx6Y+5v2FA8ykKs4JcoelbJIZGL0x0PFqesifvPtDTasjPjZy9ucuTYlDEpEsUuSqOz1J2xdFTN/SZudh1o8usviW3eW+dY9dWaCEi3HoeJKarGmHBsX7bzLrYSpXnVjzch4C9kWlDyHU9cK1i1LsBzFshUbcNyh510knxfglfpY0GzPv+fsU9Z+8dndu8qbViakKuZv/73EsO/xxgstRmr5pI/GtmJcJ8Z3Q3yvS63SJoq73PGk4DPXVLnpwRoHZ8tEqYvnKkbKAs8CO/Pr6SYWc90SnWbEiqUx524JufMhJxuzNwCXQuJmu3Mnm/nMJ4ZsS5jdu+pPEPU2wtkIVW6fMiCSoyVpYs4kMXnj6skQGSckToLWKYlW9OZcCnn44mmfEzZ+vtOxeH6hwA3r5eaynz4UCVXYCc8e9okjCzxzfWzRd4LuqT7oPp01jjVRYnJfK+7PxBqg68ylTqKkQqmUWClUorCUyqotCpKI6RnJXY87vPSMkFOXw+x8lUarTJwoEBk70IpxnYjT1wScvibkNWfNcdODDT59TZW7n6oxu1ChXbKpJ5J6muInGjsRmcKCZqQqef35gkq1xeevE3zlxjLrphI2bVrXCmP5nsrokuB7BvjssW5arWy652UXOwt3yyfLRxpN7n3cJunWWb3SwrU7lP0OWiu0FrhOTNnvUi23cOwWdzyh+dS3qtz64BAH5sto6VDyJeM2WdUjNRTZLLImqeCw0mw4pcufvKvFqZsint7b5daHSxxumjaykvS6lDmQbVkYi7NE77QtQ6S3etG7L0lBBvK0CPJMxVYmko0rIobHIo40ErB0JhvcN2w6ruFzgqbOd52LF2vf/Rn5ArDzRk+uEZIyMy14ao9NooyIqCGIDUo+Q5/1aAYTUuJYElmiB3BLCeJYEElpaAFSkihTtouVxEr6fBYp4PCM5KpbStx+X43fa5bQaYtNU1Wm56skqTClXyvNKmdmD+a7IXU/5McvCrhk6wI3P9zgU9+qctsTI8zEZZJUMeKZoecg4wCVPNizr8qZW3x+7JwGdz4+y87DQ/zET75iYdP6VfcsNObT57u0zwvwcnUcx7WOHT4UvKWrzrjxGzfdby8bK3PpWYLTNjSYbs7zF5+D151XY/0ycOyY4WqLXYdafPirPt+6e5SjzQrKsqmVBBVL41spnl2oehRKea6jOGtI82MXOiwdqRO0Wrzs9IC1kxGHF0wYs4TAljqb2O/nmGa5zUfl+suv0XLpy3/3TK8KKDze2EmxbWvI+uURRx5JwclI/fnmkuM3l0XAHx+hF311EXu3mH+TEauK/O8B6xfo5ca2lbBzn+S+h1ySbJhDiUyCo5Dq9Ic5sjQlH06IzUBClJhIrpTASjKgK4lKJFaiSJO0Zx+utURIwc4jNtc/UAG/ylOHXT70hZDXneMzUncyZmhxL5bg2jbd0KHdjXAdH98Nef35XV52xgJX393iI1eM88T+UVxLUXZSNq4IuPzio/zbt4e48eEKMw2bk9eO8OptDdzhUyJN+JZavXqsWi09b+x4XoC7ns3OZ/ZQqq/fv25t+sxrztu7aaI+i+u3eGBXm2/eVUXFZaZnbVZNtqiWuuw+0uEPPjnE1fdMUPZdxsqCsq1xVdor4znWYBnPdwW+p6hXLVZOCHyrxvSciV71asQZp0Q8sAe6GI0OKxMO6p0ZsC1LFIBuxuF6E/u5CE2xOlHIL/pOCqZdbQEi17zWaY8olLJog7k4Qj8f0BmsfRcZhQObzF4Ez2/GPqtQZnwUIVKQKVqQgduI+0iRc/MGWk396J2dcZwSW4IoNtcsVmQRXGTjY5o4MeNnccZCTFNDlO0GcP+jDscaPpbrMVVVJF3JE7sUyycVQ1Uoe4qSZ+woPTfBtS0cJ8a1bGwnwbFcXNuj5IX83CsbTAwf4Q8+JjlwbIRlVc1oxafuLuXdr53lm/cE7NpfYf8xh5PWTPJTP3HaM5s2rt1/5NBeJqdWfu8AB7OrDudufnb5+NAvD188dfP1tz/JV6+rcPjoGCtGbLascxipJdTKXZ490uXPPjfEdQ9OsnTIZshN8ay01zLvDTZYWfPFNWfJVZR9i+GapFyKiRNJGFl0Q5uxuuCMkyIq3xZ0Y+MZn585j9rKxIIM2PvRWxUAX+RbZ0Nri+iqBdGczCokjjO+eJaSJItr4IsAPQj0LGV5nvykN2ohCp8tntyh8LEspisG5LZtpnN6ClQnepKc5ZdmrL4kNRvsbFYyTvpRPFbZBE4siK3MTTmrcRshTEknlNz/uE27aeEPC3zLUCza3YSZ+Zg0tQgjSRgbWYcwNvQNJ1IEVoIdZGxIldJoxzQ7HhedvMAf/vwx/uTfbGYbVWbm4cHtJU5Za/MLl86zf3aBL1wvEZWtPLOv+8t3PXTLs2+5fNt3gu93Bvia1cvQ6QKI6sGHH45veXz30xfZMbxkvWRsWLFiElYsaXNsocFffrnELQ+Ns27EYqSU4NuGuA/0i/WKbGreNGA8z6LsmQ5ptZxScs0fDgaMs7OK2+51WQgUlp1xHfL0RPb5Jn1gk4nOmOhdBLYs1JIXG17lYMjzclvCismYu540EbznCLw4irMI7D1Uie+40RzsZJ7g80J6UuSF53VxrTV7DptWOSK3Cynk3fTZj2k2gJAUUpQkSUlSRZyY6B3LvHyaRfFYG8BnQI9TSZRIfE9wwVkhX7o7JU4MITdOoRMYwEqZ03MlUayJYkEYCTwnNQppsr+nUErjOR6tjsvLts4graP85ecUe46VKPkRUWxz4Ng4E0MdXnW2ZPPWDbec+5KLD87NtxkdKn//AAcQssa1N96zw3WXfGjryWddtGLkdsqemclcPdVm+ZJj/M0VgtseHmPTpGKillL1BY6terXXNNUoaQaPTfQ2dFrPU5Q9QcXXlD2znNlW3qFLmW5oHt/hEMYWvmdch3vAzsSD8tzbyrRVVJ5/q1xkKNPK60nF6UJVooiqLAvWgpqv+YlXdPnybZq+l/tg1C5GyOL0/WByIL7Dxc3BLMzgRWHmMv8dPQe6gYGHlCTWfOE6j/mOBFucOF0qglzrbI+RMfmyqoqVmMn3OPOi7M9QiixNMY9J5qZsWZJT1ocMl2MOzUKcmpuiG0Knm2KpONvEZ1TYlN7Ymh0bKYk0FQSRJNXg2ikLLYduYHHhSdNsv2CWD3/JxnNMYDo0IxE65S2v28bmVbUPHdh1x44Va89/IdB9YQAHWLJ0OY5XvcdWzSv2urveuP3pA2xYoVm/8ig3P5Fy+8NjbFlisXwMRmo29YrCcyXtTsqh6ZA4ziJ3JrdlhiAMf7zsa8p+SslL8V0z4GCosxGOkyJdUyJ0JIVNpV4EbNFPV3ogzxW0+nqIRdvvATu7Ii60SXnGhxNyw2uyf1NtvpJzUXrTnUWSVQHk4gVd3QzIFHJvChUfigSsjBMuzE13ZM603RexyQc2wb0InqcoPdBlUg+JwMqjuMqieCKwYqN6YCeKOEl7/YI0sUiDiCSKSNKEbmIZCe1I44RgqRQp4qw8qfrmtVrjacDWRIngwFFBq6PxXUW9YtFsW0SJ4qKTZrn/1Fluf2SYobJi1VTA2OQyppavv2Jkyap7hqPmC76q8oV+46kbp1g3MfPsuWef/eupmLxy7XKHVB7jr74s+dgV41SEy8ZlklVLXNYstdmwUnDhaW3sUoPD80bFyM4it+8qfE9R8kwZqOQZ9aoc3PmYmueG3PCAza4jPsK28Is17uLmclH0LgK+n6fnVNPFbsXZsn8cyCVxTKFNWRDB0cVo2afG6hNnPSdOwwfYhHpgs5nn3MVGULGrWSwr2goWLUOFVIvCqQspiu6nKEmagZysNm6icRyLXuTOzyhRxLFFENqsGBe84ow2SRDRiaETC4IIuqERZO0Gmk6Q0AkS2l1NO4BOYFIVKWBipE2QTHPH4yE79wXsOhCz64Bi+7MVwmCcd19m85s/cYxQNphp+qyYmrhydOrcX3/0yfaz0ln1ggH+giM4gOWt5IEH7tyz5ZSzHn3i0X2v+/y3ptm9f5hlwzbLlyomRiwmRmDJaMTqqQaWM83uY1WaHZvRCri2AbfnKXyX7DR5t+8mWQc0xnEiyn7AviMJX765zOH5EqVSRsfsdS775cDBU/Yk4vIzb3qoXgdw0B05j4zHsaP6aMekG/RmMunjflAf5UReis+B7+NkmBeVDgdtQAqcFPopS/Em67/0460I+1FcZx3c7DGjq6pEoPLpm2yjmUfxKDvj2IA8CG1Gqoo3Xdzi+ofaHGl4tByJH+leR9nMhRavkalOKSmp+ClVP2bFVIN9N8GxhTJrJ0KabUWrY9PslFi5xOLiLQuMlpscaq1h6+nbHj247749Z535ku8Gst8dwAFGx8dZsWzZB++4d/vaupe87fQ1TabGHEbrgvHhhKVjXUbq8zSjBT751TKPba+wYtiwwCq+RblkwJ3PZhraZjZB78R4dtybubx3p+apXWUQDr4FXlHU0RosD5qKiVlSewAvKtqqgl51gUi02Mx1EVKyf9Lep8fVwAv3wInLhc8PeLEovuelwWKUHhQDGAT6iSaXB4FtUoM8RelvMCGRmlimyEQYgB+30cyqKrEkjlUWwRVhZJGkDietbrFlaYN9D9VoejZlS+BmAw5mc59dt+w5U60RwigrzDZ8Tl/b4b1vmuOT10ZsP1plrgWNtmahpZhZsDl4bIQVU8s484wNn1+x7pQPtuf3fbdw/e4BvnL5Ov7hk9fO296Gd5yy/tllZTu4cKQeUfJSJobaVCuz3PBIzIf+fYy0W2LtmGByWDJSsxmqKsq+oUVaGTfYTPuYZoDnxDhuRMkLSJOA+59yOLBQwXWtjHuSlRkLAp55FM8l4JSiD/5M/HFAdqGQhw+U3RaDpEf+7+/UelzwYgWlWPcuRvXv4po+VzWlp4Uy0NEsAp1McmFR/l2M2gMVlELUliK7FgKVmLq4kqaiEsWm4mVlIA9jiRVL7EgRWha2bdPpuoxWQ844qc0Nj7VphTVatsSLE+wo2yNJQKS9QkMUpkSxRmuFlA5KDvGyrXDBqXP8zRVdbrp/hIWuxVwzxT0SMz5sk6rara97/Zp3HNx/fXv5hlf/8AEO8J5fuJQnn3ywrU+/NLz7zs/iWHOsXKKZac7zwU95PLB9jJrlsGIJTA4rJkYcRocEI7WEim942N1I9trN+SCE68R4Tojndnl8n+abd9RodX1GavQsVOxcuVRhWvF2rnOYC3hmwO99b5+vfhzI80ECCvl4ASho0KnuSQrnxKpUnzjnfkFt+edB+EAqfaJuZg/Yg2lK73fQX28GqyeLS4SZtEM2/qaS1HD74zRTAjDVqbzpY0WaSEkiy8xIOpFFu+swNuLwmpd0uP7uBe7d49N0HEpKmGZeNr2jYrNaBJF538t+YlaAxCLVHlE8wvIJh/e9ZY5XnnGAv/33UXYfK7NsQrN2RHHRS18ePrJDtE877bsH9/cMcIDK8GrSNL37YOeC844eucUvlQ/wT1dXuP/xIVaNCCbqMFq3GB+2mRgRTI6ELB1vk+qA3Qd9oqhs2K/KgNy1DSmn7AfMNkL+z79WuOWxIfyKylr8fc3Dns6h1dc6NISqglpW70boR/GcbHV8mjJY8yhGb5ElGQMRvADk5yrNcQLwF/H8XMzD3BvoOFAXgV2YuteL4r8uriJ5epKVBpXMKidSEKcamZhcWcYyG2wwUT3KxYl6G3WJFWvsSGIpRWBZ2JbDQtPj/C0Bv/HTs/zOR0ocbo1QtgReZDrVZlbA0JalCnnmMOhZm2XDEWGUEicOYeTSCRQTIy7nrG/w317f4mNfF2xbX+fXf3FrZ2rtiruFeMG1kB8cwJdPDtFud/7nf/vZl+rH7n30Nz/1tTmvPTfE+Rs0rgPVssVYXTExolk63mXFxAI7DrW44UHFocMeZ6yTLJ/UKBGbKSDHVE18t8NNDwmuv7+OtH0qtqBkpb0Wv2NRALahw+Zjc7Zt0hcnExWyrX4Et3uaIsWhgSLAF7e3BUvGErZtirjnSQ1Wf5O5WKfwRKnK4k7nwK9fVAkpbiiL7fp+vl3YcGaPlpVy33aLw0dV/5fmEnI687TP6QVZ1I5TUz2Kk+wx7wn0BhwSZEzGJDQTNXkTLYwktlJG8SC0CFSCbTl0Ap+XndHgrJPm+NodJRZCn7Il8GOzobWUZMmYw5kntdkz2+CGB32e2luhGyVEcUAUOwSRxUKrzP4jHkPlLpe/pMXB1pKuXb/s/4ZB6fc93/2eAf693xpAqeSnc4e/8keWN/oXa5atCTevTlm3wmVixGVi2GJqTLNiMmDDihmeOTLHn33O4+u3jiJSLyvBmVzNsU1qUiu3mWkG/Mt1FY4u1Cj5WfS2dY+/4uRzej2Nw6LmIdh2NhVi90FuW2khH88mYcSi6N1j3WXZrxasWJpwydbQyFz1auHi+Oj9PDm3XvxZsUpygu/v5d66kIsXOSrZa1ZOyk0POew7YA3kNovr3zlJLG/Nm2aOKQvGmVJsnM9ERuYxjIw8chhDEJmhgygSZhg4UtlplGAXWj7DFZefe2WTqdoCjU5CM5IEmY09GA140hpvPNfm/T81zYrlczx5ULP/WMrh6ZAjMwmHpgVPPat49BlNrbY+XL9m4i/+5evf/CPPd5+XLfhDBTgASSk8ffPKD5x35sgfD9dV2g0jpBQMVWBqLGD9imke3dPgzz9XY262ztaViqWjxprEcxN8L6bkhVTKXabnu3zgsyWuvX8Ut+xSt6FsGzHPHrjzQYYsTckl4VwrFxdK++JClpGCszPeg1GGyqK36ufhvVSgt7xniUBS4KOgMxXVPDpmCczilKQI9heakC9uOBWiOUCRMkthtVGZKVhPDlr0WYT5d6VaZAA3II9z7klswG0e8zMlitIM5ClhZMbEwsh0HcNIEkaKMFRm5C+0CQKH+UaJl58O7/+5Y0wOLTDb1TQCMxUfhJpmJ2HfUZvHnhljojLE+39ynk3rZnnykObwbMpCMyZNwbFCEmGlM+HEHy9E6z/QbJXC7xee3zfAV2z+WR7bJTtLpjZfcc6ZW3UQdomiiJF6zIYVMzy2t8EHPz/EzHSNk5YIlo4qxocthmsp9UpEtdxlqNqm7C9w/YOCT189RietUnMF1XymMJuz7OmMW7nWYX4WpvntTKZi0WkXgK5Uv5tZZI/0quE9VqEg7XFkTSDpzWMWwF202H7O3Py5sH0csPtn0RG490hB1coS2bROf5daXBXyKJ6kJopHKUSZME+YeZxGsXkMY00YaYJYZ+DugzzoRW9JEEm6kQG4AblDu+MBZd7+mpBXbztGGLY53Ia5rmShrZlrxBydTdl3xOHpvSNM1IZ539sabFo7yxMHNbMNsO0Yy45ZtfYcfdrmTVdsXtrq/MF73/D9wvN7z8GLx8TkCpYsG3n6cLPyq6s2yY8E0/fLodo8Nz7W5uNXj7AwW2HzEsHycYvJMZvJ0ZTJ0YDxoTZLRueJknne948237hnhI6qU/MlNVvj25kMRC6kbwkcJ5uztBWOIzPardFfcXJl2l4kzzRYihG8Z0ba19LuI1L0dPrSVOBIwdREgl1KiBJj0KRRvVLhACeFwfTghaG7+OGi7eJAdQeKlROlNN02HDhsxOkNyV32WZL0o3iqQaSCmKLGuaHOGpeSgti/BkhNAUeQ6YjrAXVcc5rNplJWlvK5LLQ0VTTv/6kOZ2zcw//z2aXsm6sZgSGZoGSIkg4CFxhm7VLB+982z8euTtl/aIjZhsObLjs9HZ1c/avHgpOf9uWBHwQ0fzAAn1q+lWvu3B7uGD/3Y+efvKPUbai//sr1Xa69fxKlFevGBcvGFVPjNkvHNcsnuiybaDAxMsu37w/4txsr3PTAMG3K1H3FsK2z1ET31Gh7Ivp59M6FhnIJZltnDSOjoOU6SaY1XbCrKzjt9pb83psujYh7Ji+cJJJSSXDxSwLWfzPiiWc1OAUBSQbLcc/JHHwusA+06nNUFps49DeYA3XwFNtOeWqf4ta7XNqhMhprQqJEf/yvOOyQADo1qYpKNYmEJFPpytv4hXoRgrS3shiB0cKmM7MHNKfCUlY252p+dqwm+blXtFk2up9/u7HNdfeMEyaSJE3QhICDEC5CDLF8QvHbbwn4+p2zbN+3lkef8X7rPS+74GNJ56HEKp3+owNwgFedu5H5uX1JecXlO2+9c0ljrH5d9WWnHOOZ/Q4Twy5T4w4rl6SsXNJhamyOZrDAx68VfOqqJTx7rELZVdSUGWXzbX3C1MTQbA24jcA+Gaizjqibiw0lmTxcLi6UaWgXNpV5KTDN+N9pZvFhpDDM6Bpa4qoUSX/wIY+KJxbH19DjqRQ/zr9D9LDdr5ww+LX8u4qja4WUJZ9210CYKsAQ0YQwFF9LMFDnh36aYm4mkelvg513N3Xhxu3djGk/Zco1znOlXZWNtSnVey6REdCi2MKxfS45NWDT8gVWjIZcc/8wO6bLhElKkhiQO7aDlB5PPqsoOWP8+i++vLFyzVk79x04lKxY9oMB9w8U4ADKKrEwn1657fQL/tumFcH//fgXrxo5PK2ZGrNZOanZuKJBuTzLVfdEfO6mIfYdrlF3FZvHNFobQpYUmSpVryRYjODSuC/bEtchG40iI2rl7X5z9gWG+s7IeYzSqSTOVE1TLdCJyhClkakiSdPejKZvp4wPJYbKeoJZzMURfLE+Sn6cMMDnBZxF6O6Tqwr2JANVn5Sjc5kDQ2aRqKTAE8bT0s5mVkXvZjSqulFmISgF2IlRnoqVEc7MzaFy01XzwtJsRC7JxP9lbwzQTExpLEuiIpUZBAvCyKLREhxNa7hOzH9/Q4s3XXiUz93U5oZ7huhEDkJEmUOxIBQuE8svmTlp8zm/MTvXvLI29PwjaC8qwCuVEQBarenPjK+4yFq33vlg3L1jfOnwAhtXNjg4P8f1N8PVd43j4HHalKZeAiEkR+dTFjom6vQ1BYtNnTw1Me7LnqvxXY3vJZTcJCNrJZnIUIxrx9iWOZXK9Q9NvtkNbZJAGqmIRGakJeNnkwhNqhLSVBGGFhunQt5wSYcbH6liXMc0CfK4weNiPn581D5x/lJs5BTLgNDnqfepBLkPvOm7X3GTy1MHHbAVQigcYWTSHKVxMh6OwJTqohiakaQdQYphVdpK4spMOCkxdvVJkrMO81Uue20iNRroBQtI25LYscaKVa9LnK8yCy2bIzMeQgrq5RrLJ5u897ULrJk8xg0P1HjqQBnQ1OvjvOWy849Orr7gfVESfWbFyqU/UHD/wAGeH+XyKJ1W4xNv+rEL5M3+7J93Zm4Z3310gX+8ssTBI1XWjwvGqjBStxitW0yNRVx1X8LhhqTq9q1C8nlKY9tsNpdGrSoDt5tQygHuGS0Wz4lwnFyR1nzu+xFSxHSClCSVlH2POLZptCziWCGkJrUS0FmnM1FYGfdZCokts05J5h2ZS7il9Jf1wWZPlp4c3z8qoBsGqyYnaM0XI3ih66qslDBRkGbpiRRGBCnXA7RybXRDgV0IBAtBhKO6kGo6LYsOFsqzcG1BSQnKmQBmnHFWBjad+fuhBEqpTHfGcLqTWJBYufeOwHcjZg4nXHevz9JRxeiQxfSCw2i9wuXbFti6tsU/fE1zZKHC8Pimo0tWXvS7aZx8Ynho6IcBxR8OwAH8cpVrrrnqY8hSMh+N/dXHrmyMjHhDvORcaLRNp3NqTLJuecCyyaN8/UEPrctYMu3pecjsolpZxzI3iDXR29iMl72YshfjeyGeG2ZKWuZj3wtI0pBdhzSP77G4/QGfVtfhojNTVo/adAMfDZkal+GeGsXWjNifmrGrkVrKUC1hrlscfCjywk8wp5ldh+O5ggV8L+rfS4qVk+IGk0IFJWVmXjC9YBkhJKGwhcCVqZGvy6pPuRyHRuC4KeeedoxLt83RDFJue8DlyT0+zxwo0e54BK5N21aUbEEt1cRJmqUq5gUadSuQKsGyBKEliSJB4hSVCAzrUAhIRYO7d9isnPZZO2XR6ljMNhQPbXdZt7zDO15zjId3r5qZGKv8zp133PDJV736sh8WDH94AAd41asu458//clPd6MV4Xmn+f+wbnxndddhi4WOx+So4qQ1HZZOHOXzN2uOHnVYOkTPBcBWhimXL6eOlacnxv245CWU/ZhKKaTsh5Q8I44/VO2irC7dIGbHAfjXb7vc/kCJ3UerHJytYAuLJ5+NeekpLquXulRLCSXPlAal1FiWhZWYSJ+kxqxp20kRL9kc8q27TSWFAieFReSrgRb+olx8EeOlkIIs4n8XKicUwA7Gx+juhyweeMIGJEJKHIk5jSkanq3xHaPdXvYVq5cLXnqGw+kbXSyrwxvPa7J3eoHbHnD4l+sq7Dpaotss0ZUunbJFN1HEaZqlKjoLNObmcqyUyM5G2jKPHZnNyMax4uCxKktHUt5w8TxfugGi2EMIqJUFzbDDl26Cn77stMbLzx3+NcSBz5130bt/mBD84QIcYOlIPQ2i+udPXSPjdmv+U3c9Pu+N1hQrl4RMjB3j87fAdXcOs3LYZd1yycH5Lvc+JZiQJndVwtBgHVvgOzm4Uyp+RKUUUi0FVMsdqqUWrtfirsdgzzHFF28YYv8Rh+37PTqhj7R9hiuSJeUUWzscmbEoefmkuOj5NNpWgmP1RW60FtRKmqFS2kuy+xG8SJ9d5DIGvehObwA5y8l7/O68LFdMQ/ogX9zoEZgUar4taLaMsa0QMttU9h2mXduAu1qWjNZtJuqCJB5i9wGbkXqTkWqLZWNtzlzb5bJzA/YcnePLN/g8e9TjtkeHOBqW6PoWiTYb2lwyTimjP+k4kigWpJkgrWMlDFXb3PWkx5GjVdavGOU1Z86idYOv3iyoHJWMDVkMlzUrVi7pHphf+c6h4ckvT883v682/I8EwC977Zt4+N6/SU7dJr/82c8tSarD5c966rA3NtziCzfDDffUWTfucso6izM2dTgwP8u3Hx6m7pq334h65tHbVEvKfkSlFFErdxmqtnCdBk/ti/j0dWW+dVeNZtvnaNsGbdyjhG9RcQTDrqbmptRKxqG33YV2t+/l6Tq5TmHuANaXd0sKLKsc2IuJV33bPDFQcjtRjbxXCswAndeu+xqEReHN7GeyKC6VWdkwUpdZaTCT5lCZLEemquu5khRYaFt4roPruEiREkcC247YsFyzbqnmrI0RzU6Ha+5p8olr6zy6d4Qk8dAYpqGSuWh+ShgafcMkNa/dsVNKfovrH4GZwy7zTYcoGuE1Z02j1ALX3aVYaMWcu228u0kN/ewVd1euiOWe5Nfe8c4fNvx++AAHOO2sX+fPP/yx5Hf/0f/KF/+g9vaqE33yqnumS9fdWWXTlMfpGy1O39QmTGf45DUuQWyRaFOisrL0xHM0JVdT8eMM3B1GhxpIucBff9nmM9cs5WijhlQ2voKJiqCVQCvTufNkf2BC5gqzqe6NY0XZ3GG+WcpJV3nELQ7OpPSF74t86x7/mucHdxHk+V4jF7YXi+ZFj2c8MpD2mG5jcWOe1bgLmoySzGM+lkSxIk6UKZNGkkbbJooslNLU/IiffkWHy86b5lPXtvg/X1rCgUYVkJkhgca1ElxHEkY6k4wApcyq94uvnucvPqe4/+kySeoi5QiXnX2MJJkhkWcTiqlfvvyyP/nKSavfo9ed/N//I6D3HwNwgN997y9x723/os96941f/Mzvn2s1OvIjq8em61tWK7ZubJPKaf7x61XS0Kfsx7RDIzpk2wLXNYPJZT/pRe7RoQaWtcDfftXlI1dOESclxiuCumM6oAI41hHsb6YGuJltdLEdrgvejmkqSJN+1C58F7mJac/r3qh3FsBdoKbmET3Vi1KXYjpS5Jvk4M67hs/FVc/5L2Jg2kdnBc7izWJa67k0sqnv03stZvWyrYg0hUarynyzjEDjOjElr0St0uY9lzeJwkN86IqUQ80alpTYKjXUCCelG6aEkZGC8N2QdhDjMMo7fyzgo1dqHn4GHMvBsUe49OzqsSUbXj27ZNnJu4/N/7hed7L3HwW7/ziAA5x1wc/wt//8UZRe8W/nnT5uO2fG/6csHxltRvv59DeqOHGFt12sefDZBW59wMNzbHxXUfYwg6qliFo5YHyoiVQN/vbKEh++Yim28Fg+lFJ1U3MjuIKSpzizFpNYR7npYZuDM8PEul+T7qUVaX+sS/dy5QxOWd15517J43sckwNkYOpF70wOISc0FUfE+sSs44+ByJ13KWXBOa3XIewzHbUWxLHipJUha1dGHHgk7VMNCvxyueiE/muQUuO5EfumQ256qIKIagyVS5T9lLIXUfZdWh2HkbrLr7xuAZ0e4e+/LjjQqGWbfePa4Xck7a6kGypcJ+HmhxUPPVnl4tMrvOu1M3ziqgaHGysoj50yPTTm/dZX/+YnPv1r//cxIcX3zu3+Xo7/UIAD/No7za65sTD/aSlt6+iB0gc+9Mn2eNgMOG2TYsWSBnfugPGaQ70sqVUktbKmVo6olUNG6i2EXOAfrvL58L8voyQdltYSqn4ObEm1pBgfdjh9o+TcUzUfqS/w11dUCGL3OTqKhQmeRWDTOuW+7Q6P7/KMRnlGasqpqLE2qk5WCmkiSJTO6shigMxUPIpRPAd3byC6R+U1IvdCGLXVNGM4BqHFyasCztwYcOujsXE/0IUbc1Hpsfd8ZPmylSBlwJduKfPRf1/GhRscTluvmBhR1MqSdmDT7hoq7PiQ4ldeN0esj/HRqxWHG2VcJXAtI67ptxRzDcmRmSqWnbDnaMATu8ts3VDhzS/z8MYuOnrxJRe8PwyjT7/vw4/zvg+L50nYfjjHfzjA86NaqzM33/r40JKXizdf7vy5iK8fXzLa5OBcm337q5y+1mFyTDFS0wxXI4aqIcP1NlIt8JGv2/zd16aoKJeVwwnDZePVmVsYVsoWwzWTm4aRx0kr24zVQuKoED2KEzWLPHByg1XHiTk8r7nzMQ+UC9LOLMLNjyfaWINHWZ6vpMZKTP8lSY/fhOaKEn0iU6641b+hcsc5SyVYGTkMDBnMyKxZxInN+SeHfOX6LvuaMbF2+isG/arOwGRR9jdbKmWmoXlij4enFBAzuyCxLJs4EXQCTctVdAKLMFIsHRP89zfOYFuH+OhVyzjS8jJ3NuOzJKUNVDhtY5fx0Ta7DyqWTw2xcfMrj770ovN/F/THK5WhFwtmLx7AAYbqZbSe+9g555wV69T66yefvH74hvtiLjjZZf3KEJ3a1CuwbKJNtdxhrL7AvU/H/P1Xl+NJn1XDCeN1wUhdUS1ZSGFazTlXxbY03VBy8daI09YFPPh4NctBF+XCBe/JnHloWzFSRtz4gMU3766B5aEsG08axp4GglQQaUiV7nX7LCWws9ze2Ff3eePFON6L3tnzmuc0p2MbYynLSno5eJJKdGwBmm7o8qqz21xyZovP3VQjTBzCzJIvTfvVnLS3F+h3VaXUPLzD4qYHPYYcM80TRClBpGl3Bc22acnXSmbAAWD5ZMp/e/0xbn98hnueWIKjFGFsgkCQRByYhflWnfO3NNg7XWPLaZfOTq3a9j/2HE4/tWbZd9YP/GEe3/9Ez/d5CDGEZdU+c/Y5Z/18ZXjDb776wvOj0dE29+2ISRLN6FCDVryA53Z5en/A//7SEGlaZlk9ZaQK48MWy8YdTl4L1WpMo20aFLkGoaVSphckCy1ZyEtFgeNMP/oq3fPmdJ2Io3MxX7i+wkK7jOU5VC2o2yllZeDaDE0bfC6SNGNJNxZmBCzJJBoyoOWhNAd5sf2eCxJZls7ovUYXxnNDKn5AyY1AQ5SNiHUDl1bbo+I5vPXlLSaH23SjlCAjU8UF5ao0HdwI55G9VtKM1dPse82eQQmolRManS6P7wrZd0RzaMZiet7l6GwFdJXffssCG1Y1mQsF+BFHmjG2glPXtth3rM2SZRdFLzlj7W+u37jt50eHKp95scENPwIABxDCThemj175tje89e/PPWvje5etOj/x7KF02USbR/eEXHlrnbmGx22Pu9zz+AgTFaj5mqGKYmLYZvVUypa103TiWY7MxiRxvkE0ueKtD1s8vtvtOUnk5TSVdeh60hKWcVl27BhLBty3XXHDQ3WU71O3BaOuZsTT1F3TAFk2Ns+y0Wk6UYe5EJqxJMgUoXruyIWI2vt76W8A8xvLVsa23HVCSl6Xktfk6HyTw3MdhIBW16PZ8ml1fDqBz0KrxMWnpZy1aQGpu7RjQZiLaCaZsE/vkcwL3pREt6xOuPC0Lp3AvD4wCgRLRkNK5Vke3xuw51DEkRmYXbBptBxm5qucs8nj/C1Nxsua15+r2bi6y56jEWW3lr7uVRck9fGT37vltLf//cGDM1fWK/KH3sR5IceLmqIUj/Gl67nvocdC1534zNhofOOWTelb5+Kdf/L0sweYqLkEyTyP76mxacLOxragWlaMDcP6FS2a0Tw3PzrCmJPVhRW9zmSUQpKqnuRbT2I5c0C2s/Sgr88S0oxD/ukbw3TCKrWqYsRNqXuasqOxLcGWdRG/9tYjOF6bv/h0jStun2BBlPCUwLN0FsUH7Qbzf3s5fyE9sewUxzb+RtVqk6vu1Pzlp0cRjsOvvcFhrF7BsRJKXpTRClLGhyLedXmLOx9qMRt5dGJBGJs50jgpnrKgM6iQSGyZGHJVam4ArU196PxTA755H+w4aFEpRQzXbNIUmm2bZmeSk5fPc/fDbZrzJdZOhCwdr7F85ao/3LhuwxeXTI3t7QY7wzWnnfRiw6l3/EhE8PzYtvVkTtm8rnNk+tj2V1546gcON0/645XLz0jO3tLka7daPPREjYtPU6xYGtGJNLWyYtl4hLLm+NdvewRtl1rJdPGc3F3ZCbAd8B2Jp3QG6qKmipm8N4KfCZ4dUvE7XHOXxS2PDeH4DkOOpuZq6r5mpCZYPWVxySk+FWuSNaN1/ugXFrjs3CO0gpBmtCiC6z6/upiHy0IOrrIb0XMiKn6ba+7W/NEnJnni0CTt1gg33z/EM/t9puddFlourY5Lp+ux0PI55yS49Nx5yJ47iCGIyXzgjR98FJuNcBjnxgIOaaRJ4oRuDGGcEoSahZZFxS3xM69sEoguB46lNJrgOhHPHm5z8wMVzlhb4rKXdHhkT8rGdaclb3n1hj+ujmz4wNzs7u31kTWdyakfHXDDj1AELx4/97Y38ecfviL53ff+7P/qdA5a99w19luW/YRbrcyzaWVEKCMaCx5jdVg1tcC1DyXc8cgwq4Yk9YpRrfVdTa0UMdeMeegZD5lalN3Mwz7TUukNKztmCshzQ8p+l31HQz5//QhRVGa4Iqg6CWVXU/bM5mu4ZgOCw9MVbCth5dKId7+hwSO7GhybHyFwRS8X1ulgowfokazyCoqlUmyVUPZDDs+F/PNX6zx9YIS145KldVPrnp4XOJbpOOarjW15jA6F/OTL2tz62DyH5hxarqScSz9EmihKDbBDQRBK2l2LoarDlrVtKrWQhU6JINS0uymzDcnMfIULtrR5cu88N9/jsGoyod212HNM8vjumDM2WSyfWMIpW88JTt920V+tXzn+v/Zv/wLLN/70iw2bEx4/kgAH+N33vhGtj7F/f+V/bj3jtbIytPm8TnC1XDp19LyHd81ZqyeHWbMsYOfBDjc9UGaq6rB0VFGrKMo+lLyYWrnLwdmUR3aUsZGU3RQ3G1o2khO6N+LmuTElL8B123zwn0pcf98IbtnuDz87GC8hVxlqLYJuJGl1XOYXymxb2+XiUxt89vo6QaKME7QuKLxCn2tVOFU2RGxZCb7X5Rt3K27bUWeorKi5pnMIEITQ7kp8T+E7Fl3Hwgkdmm2Pl54Z8Hs/M82vf6jCfFCm6kA3yqblo5Qw1HQjSTeUtDs2aepy+toWkyNdjh71aQWaVidhvqnYd8TDUqO8fOsMew81eeaQxa79DnEkwC7FzXD8jktefnm6bNnGO8oV9T+f2T/PumX1Fxsuz3n8SKUoiw8hxli+3KNer/2uzVOX/MY7Nl7uD2/7UqV2ZnruqTaet8D1DyjaC1XO22KxakpS8iRlP6FainDsDg/vsjgy6zNW0ZQ98NzCwHI2je85CSUvpOy3+fqdmuseGka4JeoO+Fbak4tzMl66pUyiEcWSIFS0uy6+43DSioCSFxLEIqugPA/RKnvMLVUcOyEIY57Y69AMfKquob1aCsDk0kFkorCRbzDiO53Ao9Muc8lpEZedf5RGELMQSILIaJIY6QdNEEInkLS6FjMLPuM1h1PXdugmKY0OdLoJ7W7K7oOCOx8pUfPqvOyMkPl2i0d3uZx58inpay8940tH9bbLb3twzyWVavV3hSj9SIMbfoQj+OLj1NN/iu1P726sXuf/2tuX7N+hgjtPeXSn+8bDR/fy0q2S1cu7PLXbYqRqUysn1MsB+2dirri1TBLYjI1qKr6JwJ5j6uQmPUnw3YiRWptjjS5/9YVRDs+MMFqRVG0DblM+FD0XN5lReZNUEMSKbmCTJi4Xb13gCzd12XuolJXl9Ak7p32ilM4qKimeE7PrINz0QAlXWMaZzjIDH5rMrz0TqO9tGGOLbuAgRJmxuua339rg3qfmmV4YYdiXVKJM7yROTPTuChptxbF5j9F6mTedP8f9T3eZa5doto0gfq0a8uSemG7os25ll1dcuJJGe+qKqdXbHr1k/bK/aTY7jfElq15sOLzg4z8NwAE2blgNcEzrJ/8ALl81k+zmrZc9+8Zu836uubuJnQ5x9uY29UqEUikHjgl27q+wfBhGqoJq2aLkKVzHbC4d20TveiWg1W3xka+V2H1klKmaYshLTGktEVnVRhQGbs3riWNBGCq6oUUYO5RciWfFWavefI9JZjI6VEFyyqQu/Sl7S5oNYbPr4imJbye4ltEGRBdk1rJBA8jNcy3mG0atdcUovPcNM/z1l31m2j71UtpTrQpDTatj3IuFcDhYqrJ+aYtlowHP7vGZ7aQ8czDistUpY8PHeGz3FONLX8m2C9ZeMR1v/o2FtPmsX5l4sSHwXR//qQCeH0JsZs/emWeXLz3zf6wYr3/m4PTyX98zu/PiunqGufZe9h2p82Pnx1RLMVM1xbKaYmrcgFvlyqlZndx1EiqlDjc+orni1lFK0mbVcMJwRRCLhEMLmk6oGBEaW4lel1QIo/jU7ipKXdvImIU2aZIz/ApWKQVj1kGSVkbNhWzWEixHmYEFR+O5ZtAD+mpTcWxa8J6T0I06HD3ikyQVRmouKyY1rz9vmtufnOOm+1yCSPQm5eNE0+7obEMpsVSJKKnSaceEEZyyVnFovsmeo5P8xGtP4azz198cRpN/s/XU1Q+nYfyscld+X+/Zi3X8pwQ4wMoVIwA7OoHeMbGCRw8dUVMnrzvpo9+89Yn13dkn1J1PSobLDitGJZtXSEoejNRDnt4rUMomSkw0LHsRsW7zrXuqtNplNkykLBmWbFhhs3XzPNc+0uHGO0dYPmqqL2UfRmoxUQwz80Z6wncTgtAmTiy0NiZR+Y2Ue3iKXAQxA7fxjDcrhAE7IASWlJRsTMWmbMyZ5psJnUaMbQlqFQuNYLga8M37I26+t8rpa202rVLYVsKapV0uP6vFbQ91aHTLGTfceNCX/Igde1NGapJmW5DoMrYdctrGLhW/yjtfdXaivFN3uGX97lO2XHgQ2C5O4CDxn+n4Twvw/PBdAbBdx0e3h1Hy6i2bS8smzn3Jl6676du15rHt5TVLNJ24zewxi5GhFo12ifEheHAnXHCyQBPy5Vs8bnt0lNGSZMhPGaoqJkcVE8Ngy5QwTpHSVE/qFc3aZU3ueiLikZ11TlptUytbBJFlRtyQmbSCNiKhmeSFpQQyE+3Mc+kgMrLEUayy8TiJyqbiS65gtG6zZW3CA7s63PeYjeemjISmvu7YId1UcGhWcXg6ZWxYUa86zDcrnLs55ccvanL7gw6+53H6xoBHn7FYVk1IVcDyCUU7jHh6r88ZG8tsO2lVa+vpr1yoesFbUnvVfi3Us//ZgZ0f/+kBnh/CGkfr9NlLzp/c22i0Tl5/UnSuFBf+49SKZyr3PvTU0PLaMR7YYZMkkmWTC9z0iI9Asedoyq0PDLG8btENQ2zLpDK+a+YQdWoYhpYyrszVUsrkyAKpiDk8W2bZuKIdGIMmrQ3J21Hg2eA7wjSYXIVtycwg1cgSy8CI57S7WQ4fWaSpcSq2lan21MqSJaMBak+Dw/M1VrYV3SAlikVmdWjSm26Y0ulYRLFkrpXS6dZ56akpew4GaHyGahG7jqSsXSo5c0PEwWNlzttWb1SHTp457dT1lrL45ZK/4U6v5M+nKalS/zXADT/iZcLv9hBCIoRIH9o5O1sfmfrWld9+YvWFF132W7/8i+957PJLT3vgjJNGHzx981A3SDSejNHE3Pm4QsclfuoVAaeu7TJaN0L6Rp44Ne7MlqHh+q6g5JqGEDKhG0EQpsRxVg6UGqEkng0VFyolRbViUS0rSp5EKbJcOGWhlTLfhEZb0eqYakgcK6PNIkxqY3QXEyCmE2lj0RcYhmQQWRm/xGxogxiOzioe2Sn4t+tcVFriJZtD4jSiE0imJjWH50e6XVY9OLZ822Mvf9k7//S66/95XaVS2zgyOvktr7RvVgjxXwrc8F8oghePi85YAZBOzwcIIT8ehfEnYkuxbes2VSrV/v7Wh2Y2nrrlyIVLl+xRs50OG5ZbdMKQhabPaesS5hpt4qRkXJcd47de9gVlT+A6KQJBlBoZ4jSjFClp1Gw9R1JxoVqWDNcsxoYtyp4BYaMN7U5Cs52QalOXBouSZ9PqunQDm25kKK+CPp/GzJAKulnHsdmWtLsOYdilG6ZYFii7y9MHEk5Z7aIJ2Ll/iGYoSFWZiSVTyW+cM3zrw88s2d5qN391er6b2I7P+37r07pUWd1+sd+vH+bxXxLg+TFa7w045KXn+OjR+Xe9aZk7HHaP/dncwSucZidMlk5OnBkk5W2nrmvTDGbYud/mnJM6QAeBQ9lXLBlVjA3HtANYaHm0w4REG9KUY2s8N+bYnCZOLCqeYLhqsWxCsn55m5F6l4Wmw/Y9PnsPa3YeiJjvaIYrivURlH1Fo21jSUXJizmyYEqCaWpuHNtW1HxFyU2ZXoipTFs02jY6lUTafO3ikRZzjYDdh6fYstEnjsr3iXDu/jWr16hTt10eTk2N/d6ajcGs65vGzG//6ov97vzHHP+lAX6iY3y8DjAL/ArAAw9ch21x8QPb41e9fH3nLa3u/Kb161Kk+xB3PznCXCNlpBJRKbVpdkN27K/h2FW6nQboFMcWDFViXKfFrY9q9h+RbJmEkZpkzdI280GDmYMRS4Zshmsps22PWKasWdEhjBW7DvuM1j2abcWGVQkXbl3gs1fXmGlJotjsAyq+YN2UYttJIU/ta3N0rsveQ4Kaa/GKM306HcXIkvM5ecih5FafOnuL+tLT+71rlOTml1/yKv6f97/YV/3FO/4/B/DFxxlnvBLg5rAzczNwSxAG605bmEu/dvWudCHetGbb1rH3h829bFrZ5aGnD3Pf0wHLRySNRkiaxlT8lGbQ5B++IfE9j5ed0eHYEZ+RekonaXPl7R6jpSrrlgWsnGjTji22rBFsXOpQqUR89baI2YZDnKTc8IAFkeKXLp/jiR1VFpoWWsd4ssVYpc7aZS1Su04iVoIneNkZSzjl6OwHHnjq8K7VGy6SZ44OS4S1E/jWpZtGXuxL+yNx/H8e4Pnh+CMA38o/f/TpoziOM3Tw4KE7unOwdmkQ+SNn/OaS1eLSjVOwYqZBo/0oQ/UuB2ddHt1R4Q3nKzavOMw1t7VwHZcwmmfUm+CklS3aXQ26SxA4JLHmnu0WJ69wEbrBXEOx53DArY9VmRoe59VnzZHGirBjI+ylXHTBq9i8ZYj1K0LGj6lrn3g2/OvhsdTecNIWzjx38uZXvy6cE+IHr8z6X+H4/wP8OY5TNowDzAFfAzg6fYDhZeLJ5SvTyaqv07FGhxtu2YNjxzQ7DiNVn25bRpdd+pI/iuG11ZKIdh5ewyXneywZbTHXdBipBZxzeomxmuBYC+pDFr986hw79tQYG1f2Bu19PT6864+6YdWulmNmQ4VQddasO4tlkU+1pGV9Qh0+eQu7pqaWvdiX6D/F8V+rJvQiH8n815BSTH7zllZdSq3vfDLlwi0wNtRmruFSq0Tc9rBLrSyYbWvGqhYXnjrP7Q9XqdVd8ezCxLxAH/6Vt138Yv8p/2WO/xd4UDAQUWoE9wAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo0NDowOCswMDowMPTXhq0AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NDQ6MDgrMDA6MDCFij4RAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19684950
    {'hecke_orbit_code': 4503599795142670, 'n': 1, 'trace_an': 1}
  • id: 19684951
    {'hecke_orbit_code': 4503599795142670, 'n': 2, 'trace_an': 16}
  • id: 19684952
    {'hecke_orbit_code': 4503599795142670, 'n': 3, 'trace_an': 170}
  • id: 19684953
    {'hecke_orbit_code': 4503599795142670, 'n': 4, 'trace_an': 256}
  • id: 19684954
    {'hecke_orbit_code': 4503599795142670, 'n': 5, 'trace_an': 544}
  • id: 19684955
    {'hecke_orbit_code': 4503599795142670, 'n': 6, 'trace_an': 2720}
  • id: 19684956
    {'hecke_orbit_code': 4503599795142670, 'n': 7, 'trace_an': -2401}
  • id: 19684957
    {'hecke_orbit_code': 4503599795142670, 'n': 8, 'trace_an': 4096}
  • id: 19684958
    {'hecke_orbit_code': 4503599795142670, 'n': 9, 'trace_an': 9217}
  • id: 19684959
    {'hecke_orbit_code': 4503599795142670, 'n': 10, 'trace_an': 8704}
  • id: 19684960
    {'hecke_orbit_code': 4503599795142670, 'n': 11, 'trace_an': 48824}
  • id: 19684961
    {'hecke_orbit_code': 4503599795142670, 'n': 12, 'trace_an': 43520}
  • id: 19684962
    {'hecke_orbit_code': 4503599795142670, 'n': 13, 'trace_an': -15876}
  • id: 19684963
    {'hecke_orbit_code': 4503599795142670, 'n': 14, 'trace_an': -38416}
  • id: 19684964
    {'hecke_orbit_code': 4503599795142670, 'n': 15, 'trace_an': 92480}
  • id: 19684965
    {'hecke_orbit_code': 4503599795142670, 'n': 16, 'trace_an': 65536}
  • id: 19684966
    {'hecke_orbit_code': 4503599795142670, 'n': 17, 'trace_an': -21418}
  • id: 19684967
    {'hecke_orbit_code': 4503599795142670, 'n': 18, 'trace_an': 147472}
  • id: 19684968
    {'hecke_orbit_code': 4503599795142670, 'n': 19, 'trace_an': -716410}
  • id: 19684969
    {'hecke_orbit_code': 4503599795142670, 'n': 20, 'trace_an': 139264}
  • id: 19684970
    {'hecke_orbit_code': 4503599795142670, 'n': 21, 'trace_an': -408170}
  • id: 19684971
    {'hecke_orbit_code': 4503599795142670, 'n': 22, 'trace_an': 781184}
  • id: 19684972
    {'hecke_orbit_code': 4503599795142670, 'n': 23, 'trace_an': -2470000}
  • id: 19684973
    {'hecke_orbit_code': 4503599795142670, 'n': 24, 'trace_an': 696320}
  • id: 19684974
    {'hecke_orbit_code': 4503599795142670, 'n': 25, 'trace_an': -1657189}
  • id: 19684975
    {'hecke_orbit_code': 4503599795142670, 'n': 26, 'trace_an': -254016}
  • id: 19684976
    {'hecke_orbit_code': 4503599795142670, 'n': 27, 'trace_an': -1779220}
  • id: 19684977
    {'hecke_orbit_code': 4503599795142670, 'n': 28, 'trace_an': -614656}
  • id: 19684978
    {'hecke_orbit_code': 4503599795142670, 'n': 29, 'trace_an': 5556826}
  • id: 19684979
    {'hecke_orbit_code': 4503599795142670, 'n': 30, 'trace_an': 1479680}
  • id: 19684980
    {'hecke_orbit_code': 4503599795142670, 'n': 31, 'trace_an': 5799348}
  • id: 19684981
    {'hecke_orbit_code': 4503599795142670, 'n': 32, 'trace_an': 1048576}
  • id: 19684982
    {'hecke_orbit_code': 4503599795142670, 'n': 33, 'trace_an': 8300080}
  • id: 19684983
    {'hecke_orbit_code': 4503599795142670, 'n': 34, 'trace_an': -342688}
  • id: 19684984
    {'hecke_orbit_code': 4503599795142670, 'n': 35, 'trace_an': -1306144}
  • id: 19684985
    {'hecke_orbit_code': 4503599795142670, 'n': 36, 'trace_an': 2359552}
  • id: 19684986
    {'hecke_orbit_code': 4503599795142670, 'n': 37, 'trace_an': -3894430}
  • id: 19684987
    {'hecke_orbit_code': 4503599795142670, 'n': 38, 'trace_an': -11462560}
  • id: 19684988
    {'hecke_orbit_code': 4503599795142670, 'n': 39, 'trace_an': -2698920}
  • id: 19684989
    {'hecke_orbit_code': 4503599795142670, 'n': 40, 'trace_an': 2228224}
  • id: 19684990
    {'hecke_orbit_code': 4503599795142670, 'n': 41, 'trace_an': -6360858}
  • id: 19684991
    {'hecke_orbit_code': 4503599795142670, 'n': 42, 'trace_an': -6530720}
  • id: 19684992
    {'hecke_orbit_code': 4503599795142670, 'n': 43, 'trace_an': -18701296}
  • id: 19684993
    {'hecke_orbit_code': 4503599795142670, 'n': 44, 'trace_an': 12498944}
  • id: 19684994
    {'hecke_orbit_code': 4503599795142670, 'n': 45, 'trace_an': 5014048}
  • id: 19684995
    {'hecke_orbit_code': 4503599795142670, 'n': 46, 'trace_an': -39520000}
  • id: 19684996
    {'hecke_orbit_code': 4503599795142670, 'n': 47, 'trace_an': 56539068}
  • id: 19684997
    {'hecke_orbit_code': 4503599795142670, 'n': 48, 'trace_an': 11141120}
  • id: 19684998
    {'hecke_orbit_code': 4503599795142670, 'n': 49, 'trace_an': 5764801}
  • id: 19684999
    {'hecke_orbit_code': 4503599795142670, 'n': 50, 'trace_an': -26515024}
  • id: 19685000
    {'hecke_orbit_code': 4503599795142670, 'n': 51, 'trace_an': -3641060}
  • id: 19685001
    {'hecke_orbit_code': 4503599795142670, 'n': 52, 'trace_an': -4064256}
  • id: 19685002
    {'hecke_orbit_code': 4503599795142670, 'n': 53, 'trace_an': -59894682}
  • id: 19685003
    {'hecke_orbit_code': 4503599795142670, 'n': 54, 'trace_an': -28467520}
  • id: 19685004
    {'hecke_orbit_code': 4503599795142670, 'n': 55, 'trace_an': 26560256}
  • id: 19685005
    {'hecke_orbit_code': 4503599795142670, 'n': 56, 'trace_an': -9834496}
  • id: 19685006
    {'hecke_orbit_code': 4503599795142670, 'n': 57, 'trace_an': -121789700}
  • id: 19685007
    {'hecke_orbit_code': 4503599795142670, 'n': 58, 'trace_an': 88909216}
  • id: 19685008
    {'hecke_orbit_code': 4503599795142670, 'n': 59, 'trace_an': 165629662}
  • id: 19685009
    {'hecke_orbit_code': 4503599795142670, 'n': 60, 'trace_an': 23674880}
  • id: 19685010
    {'hecke_orbit_code': 4503599795142670, 'n': 61, 'trace_an': 51419016}
  • id: 19685011
    {'hecke_orbit_code': 4503599795142670, 'n': 62, 'trace_an': 92789568}
  • id: 19685012
    {'hecke_orbit_code': 4503599795142670, 'n': 63, 'trace_an': -22130017}
  • id: 19685013
    {'hecke_orbit_code': 4503599795142670, 'n': 64, 'trace_an': 16777216}
  • id: 19685014
    {'hecke_orbit_code': 4503599795142670, 'n': 65, 'trace_an': -8636544}
  • id: 19685015
    {'hecke_orbit_code': 4503599795142670, 'n': 66, 'trace_an': 132801280}
  • id: 19685016
    {'hecke_orbit_code': 4503599795142670, 'n': 67, 'trace_an': 93546508}
  • id: 19685017
    {'hecke_orbit_code': 4503599795142670, 'n': 68, 'trace_an': -5483008}
  • id: 19685018
    {'hecke_orbit_code': 4503599795142670, 'n': 69, 'trace_an': -419900000}
  • id: 19685019
    {'hecke_orbit_code': 4503599795142670, 'n': 70, 'trace_an': -20898304}
  • id: 19685020
    {'hecke_orbit_code': 4503599795142670, 'n': 71, 'trace_an': -95633536}
  • id: 19685021
    {'hecke_orbit_code': 4503599795142670, 'n': 72, 'trace_an': 37752832}
  • id: 19685022
    {'hecke_orbit_code': 4503599795142670, 'n': 73, 'trace_an': 306496402}
  • id: 19685023
    {'hecke_orbit_code': 4503599795142670, 'n': 74, 'trace_an': -62310880}
  • id: 19685024
    {'hecke_orbit_code': 4503599795142670, 'n': 75, 'trace_an': -281722130}
  • id: 19685025
    {'hecke_orbit_code': 4503599795142670, 'n': 76, 'trace_an': -183400960}
  • id: 19685026
    {'hecke_orbit_code': 4503599795142670, 'n': 77, 'trace_an': -117226424}
  • id: 19685027
    {'hecke_orbit_code': 4503599795142670, 'n': 78, 'trace_an': -43182720}
  • id: 19685028
    {'hecke_orbit_code': 4503599795142670, 'n': 79, 'trace_an': 496474152}
  • id: 19685029
    {'hecke_orbit_code': 4503599795142670, 'n': 80, 'trace_an': 35651584}
  • id: 19685030
    {'hecke_orbit_code': 4503599795142670, 'n': 81, 'trace_an': -483885611}
  • id: 19685031
    {'hecke_orbit_code': 4503599795142670, 'n': 82, 'trace_an': -101773728}
  • id: 19685032
    {'hecke_orbit_code': 4503599795142670, 'n': 83, 'trace_an': -371486962}
  • id: 19685033
    {'hecke_orbit_code': 4503599795142670, 'n': 84, 'trace_an': -104491520}
  • id: 19685034
    {'hecke_orbit_code': 4503599795142670, 'n': 85, 'trace_an': -11651392}
  • id: 19685035
    {'hecke_orbit_code': 4503599795142670, 'n': 86, 'trace_an': -299220736}
  • id: 19685036
    {'hecke_orbit_code': 4503599795142670, 'n': 87, 'trace_an': 944660420}
  • id: 19685037
    {'hecke_orbit_code': 4503599795142670, 'n': 88, 'trace_an': 199983104}
  • id: 19685038
    {'hecke_orbit_code': 4503599795142670, 'n': 89, 'trace_an': -165482550}
  • id: 19685039
    {'hecke_orbit_code': 4503599795142670, 'n': 90, 'trace_an': 80224768}
  • id: 19685040
    {'hecke_orbit_code': 4503599795142670, 'n': 91, 'trace_an': 38118276}
  • id: 19685041
    {'hecke_orbit_code': 4503599795142670, 'n': 92, 'trace_an': -632320000}
  • id: 19685042
    {'hecke_orbit_code': 4503599795142670, 'n': 93, 'trace_an': 985889160}
  • id: 19685043
    {'hecke_orbit_code': 4503599795142670, 'n': 94, 'trace_an': 904625088}
  • id: 19685044
    {'hecke_orbit_code': 4503599795142670, 'n': 95, 'trace_an': -389727040}
  • id: 19685045
    {'hecke_orbit_code': 4503599795142670, 'n': 96, 'trace_an': 178257920}
  • id: 19685046
    {'hecke_orbit_code': 4503599795142670, 'n': 97, 'trace_an': 758016742}
  • id: 19685047
    {'hecke_orbit_code': 4503599795142670, 'n': 98, 'trace_an': 92236816}
  • id: 19685048
    {'hecke_orbit_code': 4503599795142670, 'n': 99, 'trace_an': 450010808}
  • id: 19685049
    {'hecke_orbit_code': 4503599795142670, 'n': 100, 'trace_an': -424240384}
  • id: 19685050
    {'hecke_orbit_code': 4503599795142670, 'n': 101, 'trace_an': -904211936}
  • id: 19685051
    {'hecke_orbit_code': 4503599795142670, 'n': 103, 'trace_an': 1981567796}
  • id: 19685052
    {'hecke_orbit_code': 4503599795142670, 'n': 107, 'trace_an': 416378892}
  • id: 19685053
    {'hecke_orbit_code': 4503599795142670, 'n': 109, 'trace_an': -1269209054}
  • id: 19685054
    {'hecke_orbit_code': 4503599795142670, 'n': 113, 'trace_an': -2835276218}
  • id: 19685055
    {'hecke_orbit_code': 4503599795142670, 'n': 121, 'trace_an': 25835285}
  • id: 19685056
    {'hecke_orbit_code': 4503599795142670, 'n': 125, 'trace_an': -1964010816}
  • id: 19685057
    {'hecke_orbit_code': 4503599795142670, 'n': 127, 'trace_an': 5442824592}
  • id: 19685058
    {'hecke_orbit_code': 4503599795142670, 'n': 128, 'trace_an': 268435456}
  • id: 19685059
    {'hecke_orbit_code': 4503599795142670, 'n': 131, 'trace_an': -644057066}
  • id: 19685060
    {'hecke_orbit_code': 4503599795142670, 'n': 137, 'trace_an': 1673755474}
  • id: 19685061
    {'hecke_orbit_code': 4503599795142670, 'n': 139, 'trace_an': -4173302294}
  • id: 19685062
    {'hecke_orbit_code': 4503599795142670, 'n': 149, 'trace_an': -464095794}
  • id: 19685063
    {'hecke_orbit_code': 4503599795142670, 'n': 151, 'trace_an': 7319293288}
  • id: 19685064
    {'hecke_orbit_code': 4503599795142670, 'n': 157, 'trace_an': -4430498980}
  • id: 19685065
    {'hecke_orbit_code': 4503599795142670, 'n': 163, 'trace_an': -13364528584}
  • id: 19685066
    {'hecke_orbit_code': 4503599795142670, 'n': 167, 'trace_an': -12445637540}
  • id: 19685067
    {'hecke_orbit_code': 4503599795142670, 'n': 169, 'trace_an': -10352451997}
  • id: 19685068
    {'hecke_orbit_code': 4503599795142670, 'n': 173, 'trace_an': 10454418868}
  • id: 19685069
    {'hecke_orbit_code': 4503599795142670, 'n': 179, 'trace_an': -4043907372}
  • id: 19685070
    {'hecke_orbit_code': 4503599795142670, 'n': 181, 'trace_an': 12473506836}
  • id: 19685071
    {'hecke_orbit_code': 4503599795142670, 'n': 191, 'trace_an': -3819470376}
  • id: 19685072
    {'hecke_orbit_code': 4503599795142670, 'n': 193, 'trace_an': -24119311378}
  • id: 19685073
    {'hecke_orbit_code': 4503599795142670, 'n': 197, 'trace_an': -12479824306}
  • id: 19685074
    {'hecke_orbit_code': 4503599795142670, 'n': 199, 'trace_an': -2931272356}
  • id: 19685075
    {'hecke_orbit_code': 4503599795142670, 'n': 211, 'trace_an': 33697816364}
  • id: 19685076
    {'hecke_orbit_code': 4503599795142670, 'n': 223, 'trace_an': -38720841544}
  • id: 19685077
    {'hecke_orbit_code': 4503599795142670, 'n': 227, 'trace_an': 76901138358}
  • id: 19685078
    {'hecke_orbit_code': 4503599795142670, 'n': 229, 'trace_an': 43511409436}
  • id: 19685079
    {'hecke_orbit_code': 4503599795142670, 'n': 233, 'trace_an': -20704302886}
  • id: 19685080
    {'hecke_orbit_code': 4503599795142670, 'n': 239, 'trace_an': 21622018056}
  • id: 19685081
    {'hecke_orbit_code': 4503599795142670, 'n': 241, 'trace_an': 67778873990}
  • id: 19685082
    {'hecke_orbit_code': 4503599795142670, 'n': 243, 'trace_an': -47240166610}
  • id: 19685083
    {'hecke_orbit_code': 4503599795142670, 'n': 251, 'trace_an': 4878954570}
  • id: 19685084
    {'hecke_orbit_code': 4503599795142670, 'n': 256, 'trace_an': 4294967296}
  • id: 19685085
    {'hecke_orbit_code': 4503599795142670, 'n': 257, 'trace_an': -27502872462}
  • id: 19685086
    {'hecke_orbit_code': 4503599795142670, 'n': 263, 'trace_an': -22259484192}
  • id: 19685087
    {'hecke_orbit_code': 4503599795142670, 'n': 269, 'trace_an': 17301651124}
  • id: 19685088
    {'hecke_orbit_code': 4503599795142670, 'n': 271, 'trace_an': 48190053840}
  • id: 19685089
    {'hecke_orbit_code': 4503599795142670, 'n': 277, 'trace_an': 80383379222}
  • id: 19685090
    {'hecke_orbit_code': 4503599795142670, 'n': 281, 'trace_an': -195595414054}
  • id: 19685091
    {'hecke_orbit_code': 4503599795142670, 'n': 283, 'trace_an': -60280200818}
  • id: 19685092
    {'hecke_orbit_code': 4503599795142670, 'n': 289, 'trace_an': -118129145773}
  • id: 19685093
    {'hecke_orbit_code': 4503599795142670, 'n': 293, 'trace_an': -48674321640}
  • id: 19685094
    {'hecke_orbit_code': 4503599795142670, 'n': 307, 'trace_an': 275178093862}
  • id: 19685095
    {'hecke_orbit_code': 4503599795142670, 'n': 311, 'trace_an': 112321746616}
  • id: 19685096
    {'hecke_orbit_code': 4503599795142670, 'n': 313, 'trace_an': -106139655722}
  • id: 19685097
    {'hecke_orbit_code': 4503599795142670, 'n': 317, 'trace_an': 2313577062}
  • id: 19685098
    {'hecke_orbit_code': 4503599795142670, 'n': 331, 'trace_an': -216185416336}
  • id: 19685099
    {'hecke_orbit_code': 4503599795142670, 'n': 337, 'trace_an': 50029059726}
  • id: 19685100
    {'hecke_orbit_code': 4503599795142670, 'n': 343, 'trace_an': -13841287201}
  • id: 19685101
    {'hecke_orbit_code': 4503599795142670, 'n': 347, 'trace_an': -184606495536}
  • id: 19685102
    {'hecke_orbit_code': 4503599795142670, 'n': 349, 'trace_an': 274666259140}
  • id: 19685103
    {'hecke_orbit_code': 4503599795142670, 'n': 353, 'trace_an': -158053442286}
  • id: 19685104
    {'hecke_orbit_code': 4503599795142670, 'n': 359, 'trace_an': 340759279048}
  • id: 19685105
    {'hecke_orbit_code': 4503599795142670, 'n': 361, 'trace_an': 190555590321}
  • id: 19685106
    {'hecke_orbit_code': 4503599795142670, 'n': 367, 'trace_an': -610215582184}
  • id: 19685107
    {'hecke_orbit_code': 4503599795142670, 'n': 373, 'trace_an': 434930487214}
  • id: 19685108
    {'hecke_orbit_code': 4503599795142670, 'n': 379, 'trace_an': -730676728472}
  • id: 19685109
    {'hecke_orbit_code': 4503599795142670, 'n': 383, 'trace_an': 211073768204}
  • id: 19685110
    {'hecke_orbit_code': 4503599795142670, 'n': 389, 'trace_an': 7218571954}
  • id: 19685111
    {'hecke_orbit_code': 4503599795142670, 'n': 397, 'trace_an': -699386620620}
  • id: 19685112
    {'hecke_orbit_code': 4503599795142670, 'n': 401, 'trace_an': 640643691246}
  • id: 19685113
    {'hecke_orbit_code': 4503599795142670, 'n': 409, 'trace_an': -13149974290}
  • id: 19685114
    {'hecke_orbit_code': 4503599795142670, 'n': 419, 'trace_an': -579915416766}
  • id: 19685115
    {'hecke_orbit_code': 4503599795142670, 'n': 421, 'trace_an': 166175089110}
  • id: 19685116
    {'hecke_orbit_code': 4503599795142670, 'n': 431, 'trace_an': 757723233000}
  • id: 19685117
    {'hecke_orbit_code': 4503599795142670, 'n': 433, 'trace_an': -1074848094418}
  • id: 19685118
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  • id: 19685119
    {'hecke_orbit_code': 4503599795142670, 'n': 443, 'trace_an': 1229368198820}
  • id: 19685120
    {'hecke_orbit_code': 4503599795142670, 'n': 449, 'trace_an': -72579192110}
  • id: 19685121
    {'hecke_orbit_code': 4503599795142670, 'n': 457, 'trace_an': -664171699850}
  • id: 19685122
    {'hecke_orbit_code': 4503599795142670, 'n': 461, 'trace_an': -1215008828180}
  • id: 19685123
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  • id: 19685124
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  • id: 19685125
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  • id: 19685126
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  • id: 19685127
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  • id: 19685128
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  • id: 19685129
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  • id: 19685130
    {'hecke_orbit_code': 4503599795142670, 'n': 509, 'trace_an': -63239868540}
  • id: 19685131
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  • id: 19685132
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  • id: 19685133
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  • id: 19685134
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  • id: 19685135
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  • id: 19685136
    {'hecke_orbit_code': 4503599795142670, 'n': 547, 'trace_an': 2734364299872}
  • id: 19685137
    {'hecke_orbit_code': 4503599795142670, 'n': 557, 'trace_an': -4223585069978}
  • id: 19685138
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  • id: 19685139
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  • id: 19685140
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  • id: 19685141
    {'hecke_orbit_code': 4503599795142670, 'n': 577, 'trace_an': 3765850120930}
  • id: 19685142
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  • id: 19685143
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  • id: 19685144
    {'hecke_orbit_code': 4503599795142670, 'n': 599, 'trace_an': 4177784568600}
  • id: 19685145
    {'hecke_orbit_code': 4503599795142670, 'n': 601, 'trace_an': 4844454419882}
  • id: 19685146
    {'hecke_orbit_code': 4503599795142670, 'n': 607, 'trace_an': -1584443386752}
  • id: 19685147
    {'hecke_orbit_code': 4503599795142670, 'n': 613, 'trace_an': -279203366814}
  • id: 19685148
    {'hecke_orbit_code': 4503599795142670, 'n': 617, 'trace_an': -5555757356602}
  • id: 19685149
    {'hecke_orbit_code': 4503599795142670, 'n': 619, 'trace_an': -2704365937922}
  • id: 19685150
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  • id: 19685151
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  • id: 19685152
    {'hecke_orbit_code': 4503599795142670, 'n': 641, 'trace_an': 1388653484462}
  • id: 19685153
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  • id: 19685154
    {'hecke_orbit_code': 4503599795142670, 'n': 647, 'trace_an': 2314526793756}
  • id: 19685155
    {'hecke_orbit_code': 4503599795142670, 'n': 653, 'trace_an': -810574796046}
  • id: 19685156
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  • id: 19685157
    {'hecke_orbit_code': 4503599795142670, 'n': 661, 'trace_an': 7945570983352}
  • id: 19685158
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  • id: 19685159
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