Newform data - 56.6.a.a

Formats: - HTML - YAML - JSON - 2026-05-21T20:04:56.518360

• 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': 2016, 'analytic_conductor': 8.981493909526915, 'analytic_rank': 1, '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': [56, 1, [15, 29, 17], [1, 1, 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, [6, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663352, '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': '56.6.a.a', 'level': 56, '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': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '56.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-6q^{3}+4q^{5}+7^{2}q^{7}-207q^{9}-240q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '56.6.a', 'trace_display': [0, -6, 4, 49], 'trace_hash': 539849977968432554, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.116', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, -6, 0, 4, 0, 49, 0, -207, 0, -240, 0, -744, 0, -24, 0, -1042, 0, -986, 0, -294, 0, 184, 0, -3109, 0, 2700, 0, -734, 0, 5140, 0, 1440, 0, 196, 0, -6054, 0, 4464, 0, 7598, 0, 13016, 0, -828, 0, 14668, 0, 2401, 0, 6252, 0, -14522, 0, -960, 0, 5916, 0, -13362, 0, 9676, 0, -10143, 0, -2976, 0, -62124, 0, -1104, 0, -2112, 0, -28910, 0, 18654, 0, -11760, 0, -101768, 0, 34101, 0, -23922, 0, -4168, 0, 4404, 0, 141674, 0, -36456, 0, -30840, 0, -3944, 0, 99982, 0, 49680, 0, -108684, 0, 87396, 0, -1176, 0, 71892, 0, -118166, 0, 36324, 0, 252774, 0, 736, 0, 154008, 0, -51058, 0, -103451, 0, -45588, 0, -24936, 0, -3592, 0, -78096, 0, 364534, 0, -48314, 0, 10800, 0, -77246, 0, -122742, 0, -88008, 0, 178560, 0, -2936, 0, -14406, 0, -469234, 0, -411584, 0, 215694, 0, 20560, 0, -574632, 0, 87132, 0, 9016, 0, -264704, 0, 5760, 0, 343356, 0, 182243, 0, 204102, 0, -303296, 0, -152341, 0, 80172, 0, -362756, 0, -146560, 0, -58056, 0, -24216, 0, 250080, 0, 132300, 0, 552536, 0, 305358, 0, 17856, 0, 743838, 0, 286220, 0, 372744, 0, -35966, 0, 30392, 0, -38088, 0, 236640, 0, -895372, 0, 12672, 0, 52064, 0, 251860, 0, 173460, 0, 775248, 0, -1188120, 0, 643563, 0, 808822, 0, -344344, 0, 70560, 0, -334022, 0, 58672, 0, 610608, 0, -954272, 0, -272882, 0, -860706, 0, 9604, 0, 733584, 0, 143532, 0, 43754, 0, -44160, 0, 25008, 0, -1732014, 0, -296646, 0, 151938, 0, 613248, 0, -58088, 0, -850044, 0, -2013600, 0, -1221376, 0, 218736, 0, 746160, 0, 2118214, 0, -1063980, 0, -1645158, 0, 1663934, 0, 23664, 0, 372302, 0, -334093, 0, -599892, 0, -1157316, 0, -53448, 0, -648000, 0, -136896, 0, 637784, 0, 652104, 0, 38704, 0, 344998, 0, -524376, 0, 3287976, 0, -2210626, 0, -40572, 0, 1196310, 0, 176160, 0, -431352, 0, 1027412, 0, 2313096, 0, 708996, 0, 718732, 0, 2128280, 0, 1253178, 0, -248496, 0, 1898414, 0, -1516644, 0, -1233600, 0, 117649, 0, -4416, 0, 2175480, 0, 2129504, 0, -2008800, 0, -2541438, 0, -8448, 0, 306348, 0, -479280, 0, -1503903, 0, 620706, 0, -115640, 0, 1893896, 0, -1572786, 0, -711578, 0, 1566830, 0, 149616, 0, 546096, 0, -57360, 0, 21552, 0, -4412388, 0, -47040, 0, -2694312, 0, -872470, 0, -191728, 0, -2187204, 0, -407072, 0, 3631696, 0, 289884, 0, -3584226, 0, -3824160, 0, 136404, 0, 1452960, 0, 2183094, 0, 463476, 0, -654738, 0, -95688, 0, 736452, 0, -4911374, 0, 693766, 0, -3036276, 0, 3239578, 0, 474124, 0, -1071360, 0, -1250352, 0, 157750, 0, 17616, 0, -181424, 0, 263736, 0, -497007, 0, -1504100, 0, 566696, 0, 2815404, 0, 2111282, 0, -1823520, 0, 2469504, 0, -145824, 0, 3999382, 0, -2813400, 0, -2240904, 0, -1473040, 0, -123360, 0, 8504718, 0, -3044076, 0, 3447792, 0, -3123840, 0, 3065474, 0, 3006054, 0, -6569836, 0, 4504176, 0, -54096, 0, 399928, 0, 7710376, 0, 1588224, 0, 8721468, 0, 764828, 0, 198720, 0, -103488, 0, -7874300, 0, -2060136, 0, 8687264, 0, -434736, 0, -1093458, 0, -1341312, 0, -1416590, 0, -2662200, 0, 349584, 0, -3520320, 0, 1819776, 0, 6001854, 0, 11910854, 0, 914046, 0, -5355880, 0, -6402487, 0, 2765934, 0, -5652912, 0, 287568, 0, 2176536, 0, -576240, 0, -7207034, 0, 879360, 0, -472664, 0, 1651720, 0, -2002932, 0, 723724, 0, -4986632, 0, 145296, 0, -7581706, 0, -9683904, 0, -1500480, 0, -12656806, 0, 1011096, 0, 1670949, 0, 4574454, 0, -5778016, 0, -3315216, 0, -572056, 0, 5465202, 0, -1832148, 0, -1172178, 0, 3485280, 0, 616032, 0, 9893858, 0, -5068040, 0, -4463028, 0, 6126858, 0, -204232, 0, -1717320, 0, 299432, 0, -4981334, 0, 12859668, 0, -413804, 0, -11069408, 0, 215796, 0, -10912992, 0, -13782902, 0, -182352, 0, 11145030, 0, -3007218, 0, 496800, 0, 6942026, 0, 9615881, 0, -1419840, 0, 6308268, 0, -570304, 0, 5372232, 0, -14368, 0, -1786344, 0, 437184, 0, 13735934, 0, 2586922, 0, -312384, 0, 6524460, 0, 3206880, 0, -1511160, 0, 3757930, 0, 1458136, 0, 5984370, 0, -6974360, 0, 11705948, 0, -4651488, 0, -193256, 0, -135056, 0, 7128720, 0, -2322240, 0, -18282518, 0, -8394300, 0, 2056608, 0, 4899118, 0, -4852932, 0, 12491340, 0, -308984, 0, 2066064, 0, 10804368, 0, 176630, 0, 2434320, 0, -490968, 0, -7917116, 0, 2004132, 0, 4031114, 0, 5969244, 0, -352032, 0, -5325516, 0, 14183914, 0, 21065976, 0, 945760, 0, 714240, 0, 5725632, 0, -24627180, 0, 4282404, 0, 1637292, 0, 2282006, 0, -13048156, 0, -3122307, 0, -13562672, 0, -20886980, 0, -57624, 0, 14909760, 0, -14761472, 0, -4401504, 0, -4445696, 0, -1876936, 0, 4951854, 0, 3522708, 0, 11909360, 0, -262524, 0, -1646336, 0, -25503542, 0, 264960, 0, -14692506, 0, -5790134, 0, 862776, 0, 9941328, 0, -19277930, 0, 10392084, 0, -8565844, 0, -15980260, 0, 1779876, 0, -7491628, 0, 506880, 0, -1981800, 0, -2298528, 0, 18902686, 0, -3679488, 0, 12385926, 0, -7198944, 0, 348528, 0, -17125920, 0, -15284056, 0, -29326518, 0, 6938400, 0, 36064, 0, 12081600, 0, 28451142, 0, 6556038, 0, 7328256, 0, -1058816, 0, -12833776, 0, 7546392, 0, -3143562, 0, 16219112, 0, -4476960, 0, -4747068, 0, 34733276, 0, -12709284, 0, -2501842, 0, 1373424, 0, 13878000, 0, -6105516, 0, -19972393, 0, 9870948, 0, 728972, 0, -5069099, 0, -9983604, 0, -1113936, 0, 27561304, 0, 816408, 0, -18209994, 0, 33592042, 0, -2233812, 0, 32608360, 0, -1213184, 0, 2004558, 0, 24424320, 0, 46220256, 0, -20696274, 0, -1221864, 0, 13335170, 0, 6943896, 0, 14319434, 0, 4015564, 0, 320688, 0, -42904908, 0, -176008, 0, -8184240, 0, -14462648, 0, -1451024, 0, 821376, 0, -3772760, 0, 15131924, 0, -3826704, 0, -586240, 0, -30470620, 0, 22497588, 0, -27574840, 0, 5741280, 0, -232224, 0, 17862166, 0, 33334600, 0, -2069988, 0, 1571328, 0, 18821886, 0, -18090972, 0, 20862446, 0, -2367386, 0, -19727856, 0, 1000320, 0, -16661838, 0, 13263756, 0, -33620196, 0, 1398032, 0, 529200, 0, -42533512, 0, 21509040, 0, -7177860, 0, 32061290, 0, 2210144, 0, -1056960, 0, -3785054, 0, -2209551, 0, -14881644, 0, 1221432, 0, -56511528, 0, -6164472, 0, 44157998, 0, -6014358, 0, -13878576, 0, -26905302, 0, -34001760, 0, 24460362, 0, 8686884, 0, 2975352, 0, -4312392, 0, 2394944, 0, -15490896, 0, -12769680, 0, 1144880, 0, -4475876, 0, -16345800, 0], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [-6], [0], [4], [0], [49], [0], [-207], [0], [-240], [0], [-744], [0], [-24], [0], [-1042], [0], [-986], [0], [-294], [0], [184], [0], [-3109], [0], [2700], [0], [-734], [0], [5140], [0], [1440], [0], [196], [0], [-6054], [0], [4464], [0], [7598], [0], [13016], [0], [-828], [0], [14668], [0], [2401], [0], [6252], [0], [-14522], [0], [-960], [0], [5916], [0], [-13362], [0], [9676], [0], [-10143], [0], [-2976], [0], [-62124], [0], [-1104], [0], [-2112], [0], [-28910], [0], [18654], [0], [-11760], [0], [-101768], [0], [34101], [0], [-23922], [0], [-4168], [0], [4404], [0], [141674], [0], [-36456], [0], [-30840], [0], [-3944], [0], [99982], [0], [49680], [0]], 'ap': [[0], [-6], [4], [49], [-240], [-744], [-1042], [-986], [184], [-734], [5140], [-6054], [7598], [13016], [14668], [-14522], [-13362], [9676], [-62124], [-2112], [-28910], [-101768], [-23922], [141674], [99982], [-108684], [87396], [71892], [-118166], [252774], [-3592], [364534], [-77246], [-122742], [-469234], [-411584], [-574632], [-264704], [343356], [-303296], [-362756], [-146560], [552536], [305358], [743838], [286220], [-895372], [-1188120], [808822], [-344344], [-334022], [-954272], [-272882], [43754], [-1732014], [613248], [-2013600], [-1221376], [2118214], [-1645158], [1663934], [-1157316], [344998], [3287976], [-2210626], [1196310], [2128280], [1898414], [2175480], [2129504], [-2541438], [-479280], [1893896], [1566830], [-57360], [-4412388], [-872470], [3631696], [-3584226], [2183094], [-4911374], [693766], [-1250352], [157750], [263736], [-1504100], [2111282], [3999382], [-2240904], [-1473040], [8504718], [-6569836], [7710376], [8721468], [-7874300], [8687264], [-1341312], [6001854], [11910854], [-7207034], [1651720], [-7581706], [-12656806], [4574454], [-5778016], [5465202], [9893858], [6126858], [299432], [-4981334], [-11069408], [-13782902], [11145030], [-3007218], [-570304], [13735934], [2586922], [6524460], [3757930], [-6974360], [11705948], [-18282518], [2056608], [12491340], [176630], [4031114], [14183914], [-24627180], [-13048156], [-20886980], [-14761472], [-4445696], [11909360], [-25503542], [-14692506], [-19277930], [-8565844], [18902686], [-17125920], [28451142], [6556038], [-3143562], [16219112], [-4747068], [34733276], [-6105516], [27561304], [-18209994], [33592042], [32608360], [13335170], [14319434], [4015564], [-42904908], [-30470620], [-27574840], [33334600], [20862446], [-16661838], [-33620196], [-42533512], [32061290], [-56511528], [44157998], [-26905302], [8686884], [-15490896], [-4475876]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 100663352, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '56.6.a.a', 'level': 56, 'maxp': 997, 'weight': 6}
• 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': [2, 3, 2, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [5, 8, 7, 8], 'Nk2': 2016, 'analytic_conductor': 8.981493909526915, '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': [56, 1, [15, 29, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663352, 'hecke_orbit_dims': [1, 1, 2, 2, 2], 'label': '56.6.a', 'level': 56, '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': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 44, 'mf_new_dim': 8, 'num_forms': 5, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 48, 'trace_bound': 3, 'trace_display': [0, -22, 98, 0], 'traces': [8, 0, -22, 0, 98, 0, 0, 0, 876, 0, -268, 0, -1178, 0, 3112, 0, 2324, 0, 894, 0, 882, 0, -1560, 0, 6916, 0, 4220, 0, -2852, 0, 476, 0, -14256, 0, -7350, 0, -11812, 0, -10736, 0, -36, 0, -12004, 0, -8550, 0, -28476, 0, 19208, 0, 49612, 0, -6464, 0, -56136, 0, -37092, 0, 33838, 0, 67602, 0, 21364, 0, 6396, 0, 68568, 0, 45856, 0, 9656, 0, -61272, 0, -164162, 0, 23716, 0, 109944, 0, 174900, 0, 74166, 0, 9572, 0, 349268, 0, -275152, 0, -76930, 0, 33128, 0, -74040, 0, 64436, 0, -377436, 0, -337278, 0, -684, 0, 191688, 0, -11456, 0, 401076, 0, -861724, 0, 194292, 0, 615728, 0, -785282, 0, -69580, 0, 58328, 0, -228564, 0, 65844, 0, -131024, 0, -787840, 0, 121374, 0, 300566, 0, 797968, 0, 412280, 0, 192530, 0, 256248, 0, 1149784, 0, -286052, 0, -52822, 0, -180568, 0, -120208, 0, 983900, 0, -1978304, 0, -1159210, 0, -483172, 0, 207368, 0, 1159692, 0, 1996128, 0, -442612, 0, 1702004, 0, 2653486, 0, -395298, 0, -406308, 0, -2221556, 0, -1720416, 0, 418742, 0, -2142024, 0, -2737428, 0, 1271208, 0, 729708, 0, 2184984, 0, 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22314120, 0, 19577872, 0, 7713600, 0, -5668448, 0, 29327868, 0, 8288486, 0, -12820458, 0, 2171048, 0, -15215096, 0, 20853502, 0, 36300, 0, -24379144, 0, -15785176, 0, -643468, 0, 12695384, 0, 45376448, 0, -28758852, 0, 33373028, 0, 40663210, 0, -36645284, 0, -2504488, 0, -18311696, 0, -30694040, 0, 16878072, 0, -33653088, 0, -22264742, 0, 6457508, 0, 24692668, 0, 30182924, 0, -2809500, 0, -17497584, 0, -4667880, 0, 29000016, 0, 36470844, 0, -3495954, 0, 3308856, 0, 1510796, 0, 1359194, 0, 8453016, 0, -16570100, 0, 6320344, 0, -690508, 0, 9679448, 0, 38553488, 0, -999216, 0, 68186280, 0, 26119882, 0, -40161856, 0, -9701020, 0, -50469744, 0, 1444764, 0, -21918192, 0, -23979236, 0, -52131426, 0, 1926208, 0, 8948576, 0, 32050468, 0, -54968256, 0, -25719360, 0, 2511480, 0, 43401560, 0, 52898240, 0, -2828378, 0, -676904, 0, -9763796, 0, 26337338, 0, -67994528, 0, 7382060, 0, -3869520, 0, -7541688, 0, 23786468, 0, 70865320, 0, -1194608, 0, 14424532, 0, -1857206, 0, -78841536, 0, -5376280, 0, -27778256, 0, -58545488, 0, 37428120, 0, -25846296, 0, -86130380, 0, 8299558, 0, 14351316, 0, -27847492, 0, -43675864, 0, 29781780, 0, -16862032, 0, 10625508, 0, 69744494, 0, -12414444, 0, -14629128, 0, -10353392, 0, 35472644, 0, 12935284, 0, -12705524, 0, 69434496, 0, -10614870, 0, -1582004, 0, 69821752, 0, -27728640, 0, 90830352, 0, 70344272, 0, -98208068, 0, -6470940, 0, -29766420, 0, -28524964, 0, -39877484, 0, 6660624, 0, -53843432, 0, 15544578, 0, 7471912, 0, 6465808, 0, -20680756, 0, -2356624, 0, -48170960, 0, -20204980, 0, 128623846, 0, 11272352, 0, 45347240, 0, -19356156, 0, 20812464, 0, -4661940, 0, 61319040, 0, 44752596, 0, -5610892, 0, -26108588, 0, 46044688, 0, -3190900, 0, 75116468, 0, -3176422, 0, -92198540, 0, -14137676, 0, -21962012, 0, 25528608, 0, -45903688, 0, 26893468, 0, -12002394, 0, 34725472, 0, 7502292, 0, -26466100, 0, -128406032, 0, -642066, 0, -10529704, 0, -75598888, 0, 109815560, 0, 2504880, 0, 102383392, 0, -23070884, 0, 12923654, 0, 47392608, 0, 91718312, 0, 4608992, 0, -55267786, 0, 18698432, 0, 22063264, 0, 56559024, 0, -13144128, 0, -68427518, 0, -118587972, 0, 5579924, 0, -124686064, 0, 34284080, 0, 5926404, 0, 25653720, 0, -7757628, 0, -46081426, 0, 25356912, 0, -62505940, 0, -78018704, 0, 50603598, 0, -64110040, 0, -5749132, 0, 159412802, 0, 22960028, 0, 71461704, 0, 113960252, 0, 3009630, 0, 736832, 0, 47437272, 0, -35243460, 0, -70581756, 0, -82708740, 0, 13259768, 0, -46492216, 0, -23921920, 0, -35971744, 0, -83768284, 0, 604464, 0, -80889900, 0, -44863864, 0, -91343288, 0, 29401280, 0, 27429784, 0, -78592936, 0, 32369792, 0, 54546316, 0, -118990400, 0, 14803258, 0, -95062816, 0, -130408176, 0, 257414640, 0, -2780554, 0, 84567072, 0, 45973404, 0, 94480656, 0, 56161852, 0, 137581620, 0, -35841852, 0, 2146494, 0, -23515632, 0, 89337840, 0, 79231816, 0, -77213044, 0, -98519422, 0, -113100144, 0, 52155600, 0, -12680604, 0, 26558684, 0, -146451140, 0, 67397664, 0, -1491072, 0, -13836960, 0, 6918408, 0, -23703720, 0, -144973136, 0, 19756484, 0, -71371560, 0, -10470680, 0, 131589342, 0, 33170746, 0, 293485904, 0, 51669208, 0, -12661944, 0, 117291820, 0, 224763332, 0, -80070868, 0, -80311784, 0, 18334304, 0, -25174320, 0, 85248, 0, -6810928, 0, -107639062, 0, -196590568, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 47866
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '56.6.a.a', 'target_level': 56, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 47867
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.6.a.f', 'target_level': 112, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 47868
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '392.6.a.c', 'target_level': 392, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 47869
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '392.6.i.c', 'target_level': 392, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 47870
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '392.6.i.d', 'target_level': 392, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 47871
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '448.6.a.g', 'target_level': 448, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 47872
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '448.6.a.j', 'target_level': 448, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 47873
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '504.6.a.e', 'target_level': 504, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 47874
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '784.6.a.e', 'target_level': 784, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 47875
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '56.6.a.a', 'source_level': 56, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1008.6.a.p', 'target_level': 1008, 'twist_class_label': '56.6.a.a', 'twist_class_level': 56, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 187725
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 2}
  • id: 187726
    {'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 3}
  • id: 187727
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 5}
  • id: 187728
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 7}
  • id: 187729
    {'charpoly_factorization': [[[240, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 11}
  • id: 187730
    {'charpoly_factorization': [[[744, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 13}
  • id: 187731
    {'charpoly_factorization': [[[1042, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 17}
  • id: 187732
    {'charpoly_factorization': [[[986, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 19}
  • id: 187733
    {'charpoly_factorization': [[[-184, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 23}
  • id: 187734
    {'charpoly_factorization': [[[734, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 29}
  • id: 187735
    {'charpoly_factorization': [[[-5140, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 31}
  • id: 187736
    {'charpoly_factorization': [[[6054, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 37}
  • id: 187737
    {'charpoly_factorization': [[[-7598, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 41}
  • id: 187738
    {'charpoly_factorization': [[[-13016, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 43}
  • id: 187739
    {'charpoly_factorization': [[[-14668, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 47}
  • id: 187740
    {'charpoly_factorization': [[[14522, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 53}
  • id: 187741
    {'charpoly_factorization': [[[13362, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 59}
  • id: 187742
    {'charpoly_factorization': [[[-9676, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 61}
  • id: 187743
    {'charpoly_factorization': [[[62124, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 67}
  • id: 187744
    {'charpoly_factorization': [[[2112, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 71}
  • id: 187745
    {'charpoly_factorization': [[[28910, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 73}
  • id: 187746
    {'charpoly_factorization': [[[101768, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 79}
  • id: 187747
    {'charpoly_factorization': [[[23922, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 83}
  • id: 187748
    {'charpoly_factorization': [[[-141674, 1], 1]], 'hecke_orbit_code': 100663352, 'p': 89}
  • id: 187749
    {'charpoly_factorization': [[[-99982, 1], 1]], 'hecke_orbit_code': 100663352, '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': 1, 'label': '56.6.a.a', 'level': 56, 'portrait': 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FYnYWZBM1bzuGJ9zOY1baqVPkJawlDQ6JSZb/iMVQSe9JiZ8zl2XnDqYsyZxZig3OHVt7R5020QyFEOn65zZlZxYT5hdtGB+9iC5eZr5vlX715m/dgop2fGubBYYX5JM78iWWnGNNoJS42YExdjyiOKX/rRMXPl1qs/HtuJH8P2mzuue9uLDYm/1ePvNcB7nRbPne8zXVO/FjaP3nXu0Mfkg89Fd33q4bP6g/9PG1+u4dSFERZWfBZXNMstWGokLDUiFlcSLq7A8UXB1OQKv/yeRW7dWeHs7Dgzc1VmFjSzi5aLCzHn5hPmWjGj4z3uvq7N7bvBl2UCFTC7VOLCgubikqDThzg2lHxDtZQwNhJjgNMXY5pt2LLGo1ruY60A4dPuGjav7bO4osE6KbLShn4MFstSI2TDtEerqxDKIkyfeslj87oeKx3B6RlNYjQTdUmtJAg8iGNBpy+5uCS5sGiZXY4Jgh54MXdc3eauawRT9TKLy3XOzgbMLMDsQszsUsz5JTi+aLn56gV+5T3LrB2tc+biOBcXy8wv+yw0JEsrCSutyJFF03B0XiH8ZX73Z87yzInr42dPrX3kp//Rt5nbbtz0iBC9X1hpTDA2Wn2xofKCj7+3GvzPP/4pbrzxJbzvl3/+V//80/f/3w88+pkdd+4+ttXT5+RIvcu3vTQi6vsYo7FWAgKsBCQCgRAWLSy+hJnFMnuOSa7bvsTuTT0qJfC0xPcUvq+pliUVT9Jpexw+VeLevT6n5/o044jDZ/usmVjizXcvc92OFjfvbnBqIWahI6gEPU7MWBrNKtdeIVnpJRw8pahVNPtPw5XrLb0woZf4aB0xVoNDZwOUTvBkjPag25fcurtDtyO5bkdCs5tweqbGtrWKaiVkpW+ZHu2w3G7y8fvgmZMJz57ssWX9ItfvajI2HvLGO1p818st29fWSKJRTp4f4fg5j7MXDefmIs7NJRyfE5xZiXjJznl++T0t1oyOcvbiOLOLFeZXfBYbkuVGQqMV0WglLLcti23BbEeyMBexeW2T+57ty/3He1u3TTy3baKc3Ia6ujwxPvL1h+//LB/80EdfbMhc9vH3ksH/20f+lDN9oa6vi3/9zMHZf/H0syfVueUu9fEey62Qit/l//vJJW7aXubCwgQLK1WWGiWWGh5LTcfky42E5WbMUitmoQFnlwW63OPOa5b47peHbJuustKuM7dUZn7JZ6EhWGoYFhuG5Zah2TU0+5ZOL2aiHrF5jQEEgWc5N+chZMCWacW29Zb10x1ml/vsO1rjpistlfIyzx8bp1YNCUOPiTFDtwdXbe7xZ/eNsmtTTL9vmRyRREmXWilg/6keZa/KDTtjnj0RMrvos2EiYNs62Lw2RKmIcwvgexYhLFvWxIzVJK1uQLvj0ex4LDUVSyuw2DAsNRIWGgkXG7DYS9i8oc13v2KBO3drSl6dCwt1FpZLLKxoFpuClYZhpRWx3EpYaVsWWzDTUsyuRNy+6wL/8afm8ZTHwkqVsUqNZmcaXd6W9MyGX339tz3xK4ee2ZFcdeNPvNjQueTx9wrgCxf34fmlctQ5u/lPP/f8O8P2yr87c3qWE+cNC02YaUjmutDqhdy8Y57f+IlFrt9WYW55lMWVKsvNEktNj+WmZrkJjZZhpRWz3IpZalpmG4KZtgXR5m0vbfDGWw1XrCsRhhWWGyVW2j6NlmK5LWh1BL2+JYwtSQJKWgIPyoFltG6ZHo/QXo/jF0KeOxZg4iqvvy1Eeys8dXCErevgS3tiXnptwFyjS0kr4iRifAziyEN7MYuLFe6+scmXHq2xbR08ebSPR4XX3WqIRZfnjiecPFdCS581Y5qxqqAcCHxfoATEBsLI0guh1bGstA2tjmGlY1hsW7pJwpaNHd54e4O33RWCqbG4MsLcUpnFjAwasNJKaLRjVlJwL7XhQksx14y5Zecs7/uJOa7bFtBsV2m0qswt15hbLHHgpGB8osqV2+v/cj56xV/ccO36M51Ot3v7DVe92FDKH39vAG7tHmDUP3d25gcP7j/xO3ufeUb0e8go0pw8H7LQSFhqwVJHMNeVzLdDbr1yjv/w3iVu3FFiYSUDecBKy2e55QLPRsvSaCestGIabcNy2zLXElxoGMZGO7zm5hZ37I7ZskZRL3s0WyUCTwKKMJYYIzAWOj1AGMZqPY6etxgb8rUnq/Q7ZXZs8Lnzug6RWeGBvaPccKXH0YttGst1br+uw9efClgzbjl42vKPv6PJwVMBa8Yl9+5V3HmVYqnT5MTZcW7YGfLAc13ifoU7rvbZvqlHN27z1acUJILj5zT1ikYL6HQlxgoSY4liQBq0b2i0LdVaxKZ1fe66qsNrboqZqJaYXRphcaXMctOdm+WmoNGGRium0XZBZaNjWepILrYEC62Y23bN8avvnef6K0osNuo0WhVWWiWWmyVml3yOn4Mo6hCUPbNj1y12cu2VP9UU2z7smcXwXW+45sWGFPD3BODWJLLX7b75G9/49I7ENt73l59/1puqK6bGqiw3DMvNiOUUoI2OYKUnmO9KLjRi7rhqjl977zw3bfdZaY4wv1yj0S6x0vJZaWsaLUWjA622pdmJabYT2l1Do2OZbwvm2xAlfa6/ssva8YR2x/KG2/tsXWuIE4mWljCC+/eVODNXYt1YzPPHS2Aq7N6ouHGXISh1eOpoh/mFKtdsrVIfXebRZz1uubLEYmeF5eU6a9da9hxUfN+r2jxxULNx2mOh3WB5aZwbr+rw6PMJ4+VRrtnRZq7RYM+BUcq6ys27LDs390C22XdSMD0eMTsf8cA+j16kkBISY9m6LuQ1t4e02or1Y4Ybr4QwrLDUqLDUCFhpezQ7ikZb0mxDs5PQbCe0OgnNjmGlY1nqSs43BY1unzt3zvMrP7LMLTsDZhdHaLTLNNtulVtpeSw1FIsNWG4aJkd7jNZCRtbfGpW82s++8XVvPlYqlT9fKnvmxcbWi57JPHKuzZHz7fd05p76zRPHT43veX6GfhyQJJpmByzgaUElkBgDYJDSoqRFCc0TR9bwCx/UfMedS7zrVUts2xBycbFO4JcpBz6VwKNa1rTKklrXY6Sq6fQS2t2ENX1Dt29p9QKW5kucO2sJY8P5izFBYAGBryxaCjpdV+EXdzQv2SrYvt6yeUOHftLiy08oDh0b47U3Bdx41TJ/9GWLLyps3dDh2UcVG0YVk/UOJVUmjDzmWlAtaTauETxzKOTGnWVefsMCH/lCF9+r8erbLF7Q4Rt7Qr70eJUDJ8tcsb7C1nUJU2Mh2yYjrt2aoJRBKwtYKkHA1GhAGHm0Oj7PH/Vo9zSdrqLdk7S70O5Z2h333VvdhHbX0uxaVrow31HMLlsqIw1++vXzfPudfa6/osqFhRor7TKtdkCz49HqaDo9SRg5bqxVJJ6uUilJegv7vJn22t98dOzxpVe/6oZ/Zu3iR4R4cTOgLyrAbdwFIX7kk1987Nd6C58Zr2jDtrVlohi0Eun6Igh8iTEWa91bUhiUtGiZ4CvJs0enePpIlaMzc3zHXW3uurrHaK3OUqNCtVmi3vVpdzSt9GJ3e5pOX9PrW3qhIYwsUWSJE3eEsY81IJXA04KSLxitCcZqsHbSsHFNh8mxBl95Ch582kOaEV57k8dLdrd4+EBE2Ktz50sEjW6XucUqd+w0TI52KOuAXqyYb0YoI3jJTk2l1mfv4RIvu3GE269vsfewAjvCTVf7/PCblvj6MyH3PlHl4JkSm6cUa8fLjNUqjNSgHICnLUqCsXDwpCBJBFEsCGPoR67CstdP6PYNvb6h0zN0+oZ2F5p9mG9L5lrQNz3uuWGJN9/V4HtfbYjjOhcXqjQ7JVodn1bXo91VtDuKTk/Si9zKESew3DJ0egH9yHDs7AxHLnx5fMN0/B83b79HL630Pjg+WvrfD+CHTs5z6Gz4w3XzlV/Tzcenq6rDyHgZ0lR1FJMeAoECBIgYIUFKUMqilcVThrInWOiU+dh9G/nG001eeu0K775nhWu3tZkYrbC4UqHVDeh0vRTYyh2hoB9JolgQx+6CWes+n5IWraHkQ6VsGK9FbJjuENPm6PmIjz9Q4sTZKqNBmVuu1txxXZM9Rxp87bE6t11ZYvO6Dn92n0CJgHotYqXdx1hQAqbqHZotHxOXefNL5/jYlypsny3xxts6hNEiDzw3QZSUuPXqad54S5MrNzX4xt4Oz56tsO+kz8ZxyXhdUAkEvuduQilACIuxYIwlitObNbL0I3cj90LohtDqCZb7gqUWCN3jhl0rvPs1K7z06oSJepnlZoVGq0yrE9DuebS7mnbXAbvTk3T77sbph4YwNsSxJU4M7a6h3RMsn2nxH3//vum7X5X82k+86xZr7bk/FGLj/x4A/8Sn/oDx0hWcPfzYDzx1aPl9Z84/MPl9r5rFkxMstyLG6wJPK3p9ST+S9EOBlAIhJFJqpExQUqTLs8FTlkBbylqw3FMsNsb4xP1VHn++zZ3Xr/DuV69ww/YGE0mZOA7o9Eq0ux7dviaMFFEsiRNJYgTGCgQWKSyBb6iUYgI/xPf6nF/s84UnJcfO+Zw8N4YyAdvX+Vy1TXHT7iYqmOe54zU2jFa45gpYO7XMUrPOtRsksbF85YmAfkcyWo153a09Pv9AxJmLNXbt8Liw0mP/CY9Na8a4fts8Dz/b4tH9gn7os3vbOLs3Beze2OL4hSWOnYcnDlU4eqJKRQsCLakGlpLnbnwBWDtg1zCGMBG0+4JmT9CMIDQxxva4+com735Nk5dem7BuPKDXG2GxUaLVDmj3fDpdTbun6PQU3b5wzN13faO9MHEAj9zRCy3tnqHbh8W25tzKHK+581PT+x6be9/J2bXxl7903x81Wkd55zve+w8X4E8/+ud89689xC+/R36vis79dm9xbvTRfXDnNSF3X7WMECNOXysfXyu6fYunJFoJlBJopdJng1YJnhb42uB7lsCzVPyE0ZKg1fdYbo7xyQfr3Levx5qxDu98RYPdm3r0um2u2WbZtFbRjzySRJEYic3ALQ2eTjg9azl5UbDSNXz24QrnF8awocdYSbF+QrNlreaKDXDN9iZGLvCBz1dZWhrhtt2aa7Y3+MY+gYg9psck1UpMJ/KRVoKVKO3T6AlmlwRX2wqvuKnFI3vLrJ/0ue2acX7oTQt8+Estnjhcpd3zWFypsW19mV3rOty6s8V3vqzFzNISn304YLETcPqCx/nzPp4SSOkSXcZaEgORsSSxYWwi4rqrO/T7Ebs39Xn7K/pMjyjGawFRVOLCfIlO16fTd6tcNwe2pNsXdPuCXh+3EvQduPuRoR9aeqGl2ze0+7Dckcy0LXdf12TbuM+ffuqZSa869du3X78+uufmxz76X9//cX76x777Hx7A/8Nvf5Qb77xVPPD1zjsOH5/9g3sfO19ZbCccvuDxV/d7vOLaDiNVP2VRUFKjlEZri1LSlY0qgc6etcDTCb4W+J6h5FnKkaUSWkZKCWNlQSeUtMIqJ89V+Q8fHQcTI+KYm67rsG1tSByDsQZrXRJHCoFUAu35HD7jc/BYiWpJU/MlkxXB1IRkelyzfkqxZV3Cri0rJGKR//KpOqfPjHLbTo/dWxO6cYvHngsYLXtMjFhGayGVspNCxkgaPcVS27LYSGi0y9x9zQpPHuxw6IxitF7i1qtHee+bF/lvn4a9x6q0u5aVlmZ2qc7ayQrTYz22TPT45+/oUK80ePYkHD4r8TyLUhYhDGDd/yzEMWxdm3DntTFJ5BHFAdZW6IUeFxd8un23ovVClcu3bijo9QW90EkSB+QU2OnRiyz9vqUXWTp9aPYEi10Jtsc7XrnCzs1l7mgaZpdao8dO6D84v/Dy+B//6NZPvPGuP7NXXv99/3AAvu/xT3L9bZNq4+Tjb3vgiZk/Wj9ysHTrzjE+cq+i0Wlz3Y42lXKCoEcUS7CpBlYWrZQ7tGNzTzvN6XuKvifph4YgTOhHlnLkWCUMLfUYxzAxhLGgF0n6SUCUlDh0rMq+Q5BYi4O208aeBF+5mo9aANesg3oZRqqSsZpiYlQzPQ6b1/ZZN7VCZJf4L58a4fiJEW68QnHFRsn2jct8c3/M7OIIN22TjNUNJb9LIAOsEsSJRFhLnIQst0vMLnrcuLvMS3a2eHhviTVjgkqpxo07DT/9tkV++9OG/edrrLQNKy3F/LJmcrTKWL3MWH2EeiViqhqx5caQwIvxdIxSCVK4YMLibqooUszNa6JYEcWKMFL0o/Q5zOSgpBc6WdiPcDFKaAts7eRIPyzo+gi6oavTWelLliOwUczBE5bveukyG6dK3LunzIWVI5V3vDb5o89/RpovPbb+U//19z6R/PRPvONbH+C/+f4/4S8eMmrfiaNvXzcy+5Hnn50tLS2Xefur5li3vsvvfCrhTXe3qFcUSdKnkrg+6MwK1NLiKYunFZ62eKHE94S7CJ6g7yvCyAE9iixhnDhXJC4cCcSJJUkMicHpbUMObiFASdASPA8CLSgFzpqsVhQjFcnYiGB6PGbL2g616gqfeiTkgefGWVmoc91mxZZ1Hldu6pGIFb7yRIWqp5kaU9QqPZ47DgdOaK7dZOn0FddfGXHddsvFCwnzyz7dXoXX39LioWe7HD2vqJYlgV/n2isMv/IDi9y/v8vn759ksWnZMp2w3NCM1hUjVY9axaNatpQCQ+AbAp2glZNaMm0ptxaXsDKC2EjiRBDHgiiWhLEgiiT9yDkvYSQII0sYQj9Kco2dEUc/yg7n0nRDQTeCVihZCiWdOMZ0Yr78sM/rbuvy25+wHDoX8c6XS55/fqbUEt6fvPmV9kdfcc+7Tvzwj9iHK156J36rAnzbVCwnK8vvenDv2d+bLu8vvfXlFerViG0bFtixucXXn6rypYcCdq7tUat03F8SIJVJA8kET2u8SBNoRc9zTNP3JKEvCCPhLk6kiGIII+kchHhg+8WJIUmcu5DY1ClJT6sQwrky0skeXztbshRIqmVBvWIZrRnWjPeZGmsR2xU+8ZDkw1+aYLpU4rrNgs3rPLauN2xZt8ynHrMsLZXYvVYxVodaJWL2lGRuOcDfBv1IMDUiGR2Foycty03DxYUSV24t8aqbWnzhwRITNQh8HyVHuXa74EffOIcn5/jcw2McOF9iTTNiejRmpKqolRWVsqQcaAIfAg+0dqufFCBFAeS4GzsxkCSCOCEFOkSJJYwhihJHCpEhzJ4jk9qOmSuTgjsWdCNBOxKsRIJmmGC6XUYqHd7wsh6Hzkju35uwEib86VcDRiqGV9zyRKmkrv7j06dOHJIyuB6IvmUBfmDvF4lj8wOfu3ffbzy5b6Z+oVkjtCtsXxdy//OCx58f50t7SvR6YOwK//i7OozWDL6X0GyXU3B7eJ6HFyaEnsYPnTQJI5dKd4wjHBOlrBTHECWQJM5JMMYFXM5LHxCGEA7gLnAVeNoBpBRApWSolWNGazFTo10mx1Z45FDIn3ytzOGTo2wd8di+Fjau9dm4BnZtbtKJm+w5WKesPKbGFKM1GK31GRuJ8X2NEO7m6vZ9lpoRKx1Lox0zt+yzeW2N23fP8bUnOhw+X6cSRHjKR4gRtm9QfP+rF7h51xx/8rUae54fZbGtma7HjFZiKiVJuaQIPEHgSTzPxSpKkdqHDuUWsNa61SsFepyYdHVLrcXYECcO3HEEYWwHR+RcmV4s6EWCTiRoxYJmDL1ujI06TFSa/NTbl/h/vrdFpyfw/HkeebZHGJfYss7wvfeEnJ89xqP3/9U0/vXv/tAff+nDP/SeN37rAfzMTBMp1Y88+vDHfq2szk1snyrRaPm8//MBsYncSexJEgsQ8xsfDzh4vMFbXtbm5Te0WTMZ0mqV6fYDfM8n8D36oSbwnb2XATyKJGHslt0oTj3thNT6I2VuibEMwO2SlClzg1YuYeJ7lpJvKJdiaqWYsXqfdZNNZhsdfuezHl95cpyl5So7pgSbpwUbpn02Tgu2re+h/RU+9oDmxNkqO9dIxmqSkWqClH3Oz1sCLZECrBWEkWbLdJMnSGh2FMtNy+xSmZ0bS3znKxr85Td8Ts0GeDpCCA9jq0Sx5KZty2z5niZf2dvhz74yzlOnqmwYE0xWE6qlhJIvCDyB77lYRStc4CxFXpNhcTeZsTinJXGAz0AeJ07SObBDmLhalzBLHsWCbgytWNKKoBsZkk6fjZNNXn7jCm99eZs33hJT0iWCiuK7XwFvvb1LlIQkcZmlxhTnL47y+HPnJ17/msn3ve073qV+8PuXPyjE2LcOwOcWG3ie/qFv3PfQr/3xp/ZP18oRYSyYqlrAY6Xn0wNkFWJriRJLIyrzsW+WuP/ZNjfubvE9r+7wbbc1mRzp0+mV6PZ9As8jjD3CSOeBUhwrokQSx5IoEcSxJEkEiREDrW0EuSqxjrmlcMkilSaLfM8Q+AnlIKZW7jM52qYbdfnGc5aPf3OEPc+PMuZ7XLvBsm5csmbCZ/2UZOOakCs2LPPsqS6ffWiKEaWZGhHUq4J6JaLRSfjSYyVqvkUIB6xuX/PmO/t88XFXE9NoG+aWNRuna3zHXW32HGpx8KhPNYhRUjiQmwq90Gn9739Vg53r5vjY/U0ePTDKmeUya+uCkZKl4htK2uB7Lhus0sSYY3LIyo9MKtWMGaxwcQp0RxAQJYIoSYGdCHqxoBMLWgn0Q0MchlTLbb7jtct8z6ub3LgrYe2Yotev0mx5JInGGIWxkijWtLsllpplykHCjbtbTAb7pp9/ZvuvXXPdXSbsrXzIL43+/QZ4rztLs6kZrYj3fOkbj/6nb37z/gkRdji/7KGEoezBVDWh6gm6saCfuKObCHrap+95nGsGzDxe4fHnOvzltS3efk+H1925wvioT9gP6MceYeQRxZooBXqcKOIkTdgkA4AbmzK3GdSUCWHToNLVcWjtJFHgR5SDkFq5S0KXr++VfPS+UZ4/OYKIAraOWdaNWiZHFVPjPmsnJeunXCPA2fkWv//5KnG/zMaNgtGapl6FeiVCeCHNbpXRmkUIgbUQxZLxQBGbmFbk0+okLDcV5+fLXH1FjR97ywrv+/OA0/NVtIrSG0MTxyV6oWTtRMBNO5pcd0Wb/afP8/FvlvnaU6PMNMpUA0XNh6pn8bXFU6ClS+cLMVxdZwBr3E2XGEFiIU6E888TQZi4JFE3EXQT6MaWOI4xUZ+JUpfX37PCO+9p8tJrY0bLmiiusNwMCCNNnGjiWLvrFCv6kabf1/RDRb0iqFernD4jOXLym9PWJP9pw9a74pmzs3/s1TRTY3939St/pwBfanSQqvLW2fMP/TfReKA+WTfIDSUWV2I6PZftylLsfqbvEkElhr5xJ7KtAvqJx1y/zOf2VHlgf4db723zT76rxVWbm0yPKuoVTRj5hLGXnkQH8iQDuJEYK7HWSQKbB5RpHYuyLlmkYwI/xlMhzW7EfDPitz5V4uTcGHsPjmKNz0RZMD1pmRwRTNQVE6MeayYkaydiNkx1mBhd5itPG546MMp1GwVjNUmtIqlXDNVyiPD6BIFGK/f7rYUkkXT7mm4vIjaCVtfQaluWmh4XF+vcsavN7Vev8LF7S5SXFFq6OMxYTZz4hJGk2/eYHC1x8/Y2N+9o88TLZzg9L/mTr40yt1Lh3GKAryRVT+BnMky6wDMn8kyq4Jg8toLYQGQE/QR6MYTGQhJDHCFVn/VjXa7b4q7HLVcl1MuaOK7SaAf0I3c9HMBVTkBhrOiHil6o6fUlvVDR7irmlgVziw2+9tR9E29+s/hv73rzDcsrjdZn/y4x+XcG8H3PHWPdmq3q//63H9pR03vrr3vJeW7atYEDJyoIBJ6K0SpBq8ySc+ziJ+BrKMVQTixVLejGkq4O6CYei2GZrz01wiMHulSDPv/oDQ02TsRsXd/ljmtaaOFaxIRwcsVlJV2ttLUF5sYipEUJ55lbYpAx+09Knjyk+cKeGvvP1AjjCjWtmCpbxquWsYp1PnhdMz6imRgVrB2PWT/VZd3UMg883+cDX5hm3ahmqg71qqJeFdQqMeWgzyNH3IX1qg5U1grCWFLSiht2dnn8uVFX+NRNWGl6LKwEzC6M8WNvnOXcwiKPPzOFJwERYSAFkEc/lLS7mrFaidF6ldt3dnj5dR2+55XzHDpr+OKeEnsOlTlyokosNP2+ohMplJAIIVYFnmlOwBpiY7HG4ImEET+kRMTtN7bZtq7HxsmId7+uT9mXVMseYVih0fKIshU1dsAO41Q6xooojZWyJFK3L2l1FStNuLAYc/h0wvnGeV698Jl68/yhHZNb/rGamzmRTK+/4u8PwJ/Z/wyy6vn79z/2g7fu8H7jTz8jkLHP3de0GamVabQVUWww1oJwmTYlBVo5/e3FECsIEwgSS1k56dIz0Es8eolHJynRaiX8p4+NYeOINVM9rt7cY2Ik5u2v6rJ5OiSKRKq3JRSYm1R/SmkQUvDJ+8s8e7yK0JrTMxXOz1YolRUjgWC0aqmXDPUS1MqCkYqiXlOM1TQTozA5GrNmoseG6SaJXeGTD9XptqtcudFSryhqFUmtbKiVYjwv5CuPl+h3JN60m3SaSZRqWfH6W7s8+LSh3Ze0uwnNjmalpbm4WOGqbTXe/tIme/dXOL1UQ0kDRKle9ogSRT9yiZl2T9No+9TKFarlPldt7HHbrh5n5xqcurCC9hL2ndD85TcrCKUcuMWquavWAAasJQoTtqyJeeerukzWE3ZtsayZgCT26Ic14th1TcWRJkp0Ggc5QA/FRLHKTQDH4JJOX9DpiXSof0JkQ958l2XSN9z/5PhvrLv4WOeO20Y+fPLUnnDb1tv+fgD8yedOY5jbWRYnf2dUPSTfctcoR8+s59mjEHjOhvO0JPAs1hoEEiksSoGOHZNHicVLnAaMEkvJWCqJIDJOxvSNpJ9IQuMRGZhv1/nmswZLwmf2RAiRuItk3UWC1CxxXiBCKFewpRRxpJFG42lJLYBtU5aqZ6gEhkoAlUBQLUtqZSeHRmqSsTpMjMRMjfVZP9UiYZnf+qsSDz83zfYJGKuk7F2R1MoxlXJItdKlXK4QKImSqQbHyYEo8uh1Bd1+QquvaPcMra5xLXNVn3OzI9x9dZ+ffscsv/mXmjMrAUIYrI0wiSWKPcJI0uu7MtZaV1Mt+VTKJSpBhVIQUSuH3HRliO9F3HJlzLvv6aBVnCaBDELYYVGeSjpjJEJIAk8BPr2+ZnFZu7qdJIt5UlkYSwfoRBGnhWsDgIvUDBDus4YuQRdGzqIMPMF1WwPGSlU+9yAcm/mm/Oc/1vqdpQsbH0q6vef/LrD5/zfAH7n/s2zbOFb+4gNH3/aVx54TOzf32LHRcEttlPmlMu2ua/lSSqA9iZ+CTwpQicsexgl4WfSeVsElRrjXWWRvnD50hyA0kthKEqOJTECS2l7FR56lFKCFcJlKBaWypaQtJZUQeBBoKPmWciAo+5JKWVIpaQfwqmC0Zhivx0yM9pkeb7N+epEPfMHwZ19bw6ZRxWTNUK8qahVFtQKVsptTeGHRcPxCQMl3pQeQVfoJeqFm21rD2skezZ5Pt2dTFpestDS1colaZZR33zPHiQsX+YPPbkBLjcWQmITYWKLYBW3d0C39nZKk0tOUA49ykNBouRjD9xI8neB5CVq6RgkpXTpfpIcrXRGASEEuaJi0ytK4uCZJJMZIYjOId+JE5MF99jpO3awoyUDu8hRZziIxjngqJVeduOdgSCK73HxNSGPuefH1+8XbOsmVx//0o3/Zfff3vv3FBfi+c6F/ZuHEz+9ad+rnz62V8vF9a9hzoMWuTSETlRKxcVJBCJdMsZ4EYV0qPjHEUjgP1pAC24E8Sd8bHHaQZk8r5ZyXK/JAqai5s5tIChdYaWnQkrSGHDwl8LR1vrEWlAJJyZeUA0W5pKiVJbWKZaSaMFqLGa/3mRzrsHnNInuO9PnY/esZKwWsqRnqFeHAXZZUS4ZqKaZW6bPnMOw7VGHHlE117yBt3u0rbtlluXJzlyeeH6XTt3R7Ce2uTkHuUSmVKZdG+e6XLbHvyByPH1wLVmFM4sphY0sc2byepNvXVHqWcklR8g2B7xH4CYE2aJ3gaVdirJRrGJHSlQYjLIKBnhsE566E2GSOlMns14IVm7pWsRHOgUl/jhKRAj5LwEEUuRyFTa1arRTlkuWm9T12bkmQdpTHntVypj37r9/5Ju1v31L6VSB80QC+vNKWjVb3l37ptz70z27dut+/+ZoRxuo1Hnm2zvkLINeA7zlmlVKgpCv6EBjH4NIt3TpLHRuLSdk7ybOPOHZOQW7STFyWrLDWUsi8D624Wao6S+g43S8cwPOiLZf9C3xFKVCUA0GlLKiVLfVKwkg1ZrTWZ2Kky/qpZR4/3OWXPrKGM+dGuWLSMFqBellRLSuqJaiWEsqlCN/r0ehZlFR4yn3/7JEYx3RR7FMvR3RiQyets+70ElodSaOsqLQCSkGNrWsjfuUHG/ybP5I8dnANFoWxhiQxxElMGBvCSNELFd1AUu4rSr4k8K2bdqsNnuf8fq2sA7hKSSaVKULY4QbdNLVvUxKxaS1LkgI+MYPnJCEFffbdMrCTv3ZlAVnizRGe5wlqnseGiRE6bcEjz8GxmQ5TU/v9LZPhz161+594Ju78S6kr/8O9nf/DAO91WxiT/Oqjjzz0fx07dK707P5Rrr+ix0u2wNRoHZApWzn2kgK0kghh0uYFS6IsKmdqi5dYB+KUtU3u0YI11nWRpyWgxYNVAE9ldxpYOonimiScXabTVjRPSwLfDQAqBW4kQzmwVEuGWiWhXokYqYWM17usn1rh8UMd/s2HJzl8Zpwt485hqZUl1Yp07F22VEoJlVJElIT86b01pFJ40qLEwCY0NlvKPb7/tct89amQVhjQSQHe7ipabUUj0JT8gMCrs2tTzL/74UX+1YcFjz6/BmMliXFp9Sh2hWb90NAvObciCAQlTxD4LrPpa5tnbLUySOW8cSmsa5TIAD5IeQIpieByCc5tSQN5wyCZZsGkjB4b9zpOSStJSF+Tv7YpMbkklmBuOUAIi/KbvP01i1y9RdJcmC/tefzRf3r19a8Uy8utXxgbq/2vBfjhY0ex1tx+4dzT5Ws2wdm5MmfP+nQarnexWpYolaaJpTthUgqkdayd1YYkKgV1YjHKFUNl2bWs/coBXbg6igzU2Ylf9bkygGc1GFkmL2NvrbO6E4nnSVe/4QtKgZt5UgkSqmUH7no1ZLTeZWq0wZ5DHX7pQ+PsPz3JxjHBRLUgTUqaasnVr5RLMeUgxPP6nF8cw1MCJU1qyw2CzCSRxLFi3ZgljiOaUcl1yvQN3V5CqycpdxQl38P3Snh6hN0bY/7dD83zi38Ijx+YJjHSATyxRHGSMrmhHxhKoaTnq1yCeR54mrQEWbpcgCSVKSDS58tg3MkV0qQQIk8OmTQ5lGWLk8Jzkgzkpcl/HpQJZGllJ2EstYrlrqs9JkenWFzWnDinaUd7ymNTG28vrn7/SwCeLH0aObZS+fl/85Af9tpsmA6olhM6fVeAWg5kXvSTZdDciUqjdCnSyj6R1kJYjM7AXJQhNgd6dtfnzP0Cn02KQRGVlOTSyKWtZdookckTKHkQ+IZyyVIOnH6ulCPqlZDRapfJsQZPHe3xrz44xnOnp1g/qpiqGkbKglpJUikpKmVBueRuDpfqD3n8oKDd8ymlvr9ruyNvQkiMIIo11ZLijmta7NlfpxM5mdLtJ3S6ilagCHyF7/mpfh7lqk2GX3/vHD/3fnj04DSRkUTGpM3Sgx7Mvi8JfOPY2xvU0WuVHaQyZSDjZJrlvRzIs6SQzQCeAj5JM8XF1bZYzJUR2eA6umcBiHQVcLGTIEkC5pcCOn1YaiZMjS2x78nP+3vOf3vll//z1zr/5p++9n8+wE+eOc65aOtocuBPf/+Nt6687NyFiFZPUy4pun1NYoZ1bzE9nCUVHHjTO16JnLVtkbULgDY5sAdNwaTaO78YwhUUCZmCOy0yUjnASe1Kx2S+h+sE8tMCqyChnMqLWrnPSK3LWK3JM8f6/KsPjrHv1DRrRzVTFcNIGaolQbWsqJQVlZy9E0pBTK3S44F9PiuNEmNjdvgmJ2W5RBAliukJxT0vafPAk8Z10YSmAHJJyZOUPI2nfbQuI6Xhqk2WX3vvHD/3fsujh6eJjCZKKwBd2atj8iAaEI2vJVqnRVhSoHR2bgbXKbsJM6kisqq0wrVbfZjCszGF53zltTnA82tIXu+GFK42vR+6QUTGuEaKdifm1HnBk0d6L7v1tgN/+LM/9eYf//F3HV5Zt37X/1yAnz5zEc9b+rkv33v8XRtHj3DlhhG63TrzKwHtniKMUr2G03XFR5Y2v/RkiNwRGdwAdjiQXM3cKdKzjFyuvWVWQTfQ3VnFoFa4+gxt8TzXWFzyDSU/oVyKqZQiqqU+tUqP8ZEGe4/0+fn3T/LMiTVMj3pMVxJGKjYFd8reJUk5cOxfCmIqQUhs+rTCAKEkXsbguQYXKdOlXnHkUfV7rlwgLDGWgbyX0PFVuiWKdDXxOtuA1nLtVsv7fnyW//f3DI8eWkNkNP1EECYmZXFBKTIEnsX3XO+qTuOOrMdVSZmen7QrP3suFGYVV98M6KwCd05Cq1h6iLnNMFkVH9nvMBaiyI21WGxYWknMhunj7F5r33Xi2PbjcRz+4n8vXv+7AD5z/iLr1q/Z8sE//PB1e59t8pmFCd7xyjavvtGlaLWyhJF0NdiFTOLAdrK5BjV5UiENIi85YaLAFMP/Vn6qM9YuBpXZcpt26Kg0mHItbw7YvrZ59WDJS1LdHFEu9Rmrdxiptnj8YMwvfGCSp0+sYWpEM1VOGClZaim4yyVnJ2bgLgcJJT+mXg05eMpy/94qvpR4yqRB3EBHZkt5lChio3nFTRE7rmhz/EyZqQr00kbeXj+h00tZWCu09tzAI+m862u2wK//6AK/+H7DQ/un6EVllwyLLZW0hjvwcCDX2epl8t5WqZJ8hVNSFAAuCiDnEr0yALkdBnhhpc3YOzMaLiGr7N9g8F6SuPqkds8y14JX3t7hO++WNNttntn73HVvfdsPbbkwc/70uvUb/u4BnvRPI31/6+yZh//zxonlt96x2zJ9fhRf+vQjg+8nVHBRepyInJUHNpPNvWprVrF4BmQzYPjikngJgzhuye/+IXALi1SZLWjz3k4vZW5fGzzPEHiGwI8p+TGlIKRS6jM+0mG51eHB5+HXP7qWZ49NMpmCe7RsqZUF1ZLIvXLnvBjH3r4DeDnoEyYJvW6JknI3mRRiWKplVlsiiWPttLzu0w8t3UgUAO7Oq+9pPE+6qQLSywGOgOu3CX79x5f5T38e8+ihCWYadXpVyWhiqcWWUjpxIPBs6v1nTorN2TuTKhnA88+bfugiznOFmF4UuwqkQyDOJEoxhsr0e+G9DAtZLXoYWcoeJN06zx0qcfBUQnV08a165LHklpuu+6cHjp4/dfWVfzuQ/60B/sATM2hv5bZzZ/a/jdZT3LhrjM3rfHyvRK8f4SmD8F1jcJzIlJlTS6mQkLGrgG+GgD0sRYoAz05xURVmF8GNe8jY26byxBaGA7myWE+bdMxEkoM78FNwj7eZX+7ya39a4bOPTbHQHmNqRDJVSsFdcrq7kgaW5UBSCWzK4E57l4IQCLnvGZ/lyGciYKgeGzG8QiWJa36oB5pX3djh8cMhrShgJB/HYPD7rlbd1zJtwLYo6SGkS9BgYfcmyW/+kyZffLzLr35oDecWxuiOakZ9QS02VGIIIjd62VduoJGXBZpS5EFw9lwM1Is3phAD7Zxdn8EKXbx2RWYfvq7DbF60gm1uI8YJlD04d0EyOx+z0DRY+Tw3Xj/yNhmW/tQ33VN/pwze63cI/PKVT+997GdOHjvADVd22bUxYW6pShSrXGtnma24WJOdHVYU7L5Vtp8ZyJEsuTDE2kVZkp7ojFmydHPmAqgM4Mo1LOs0e+dpN+/E9xJ8L6bkRwR+RK3cResOD+xL+MMv1fnCw9OEps50XTBZcrLEWYCZT67SQ6TMXWTvCK37PHJglE6oWVfJPs9qBs/sNFeQVPIUt1/VJTYO4N1IuJEMqbfd6xsXHOp0Nkxq74k0uW4RTI4K3vXKNrVghg99qcuDBya4GJXplCT12FLV1oFcp3GIsmlcYlOQZ+dw4HwJ6bYTyM716h0FizIjC/qLBDUILIeD0YzMcrfFUshkO+8cAe2+C5jPNQQb12ueO3CQrZuv+5k77rjr6Va7fbRW/Zt3lvgbAX5h5hy/8ZF7qVZG18tw/8vXTZwmSnq0ei02rOnSDwPC0FW3xbHKaxAci4tCLYPIL2xRX1+itQsnLU+9D2g7jfDtKmmSZeVcxaCS5JOvMub2lKvFCLwI348oeSGVSg/f7/DRr2n+wx9Pc3x+HC8osbYmGA8S6oGlGkA17bAvBy7bWUoTQq5+JUlXAidPFpoJ7dDHVwpf2jzApPBVspUrSWs3wtij7PVYO9plpVOjG4l0LIOLFTwvSW0+ldqdygF8KHB1lY9vfWmbW66e59f/pMeffWWKpbhKJ/CoepK6djU4gQZfkTdD6Czpk658MpcqgwRQkVSGxcpqPX3pCjyQoAO5kthhWzFKs52REUSJ6yDqxNCJDROjLaqViMcO9bj7tideHi8vre81lo+eOXuOzZv++pFwfyPAozjhn37fy7Y+9uShD/zG+49zem6cdidh09o2//a9C7xkW5tuv0K3nwI91ui0uixJR6IliRkAewjgA7liGQAdKy7rcwvsgE3S7JssAlxalHTTZwfMnaQgj/G1kySB3yfwupyajfmDL1b59EMTnJgdo17xGC/BWJBQC2yaes/ALVNwyzwpVEq1d+C7G6de7fOpRzRHT5cppRO48nYxBigv3uhJ4tq5dm+BN93S4g+/PEG7oqlHbqBOEKZxgzJo7ZJnTjtnIPcKlOpWhc2Tkl/4vg7XbTvH+78wzomLIyzFZTqepqoElRTovrTuxkldpnz1y85rZh/i9Pkg02kv9cmzlXYVkxf19qWyROStclEiiIzr+WzFglZkSaIuL9m+xL//kQabp33mlyr0w6Mcn7n1A6NTL30DYeNvlCp/LcDjKERpj28+snfjY88c2K7iFpvrJS4YOHSmynveV+Y777jIz31Pg3qlSle58b061sRxMgC5KhbtFEEuCne7GCx32cnKadsO6cAM2O45LRpKwe1ck4y9Ezwdu84dHRMEfXzdp5WE/M4nfD70xbWcXxzFqDLjI4px3zLiGyopc1fy9L1M61RSaZJ65zm4fZe97EchR88FtMOAsSB1cbKkU+ZKZFlYW6hJiTT1qmbbxhAV9GiFNbq+oBxZ+hnAdZImapTzsWVWAny54FUxNdLhx97a4W2vuMiHvtjkDz45wUK3SleXKGlFRQvKyhLE1rG5dFJFy0F5Q5blvITJuYxcWe2wMMzkxfjL2EF9UdZBFCWCXuI69Fuhoeo3+eX3XOBNt1nK/hjzi6MsLVdYbsZURp/bXqmojZu23n4qjEJ8z/8fA/jC4gLlUnVq46T/iXL/gHfDzirNtmF0MabsGw7MjfChzxveePtpXnFDC2ttOtrYEEmFSoxrH8sPkad4nRwpVq7lHH2Zhy3YgTYH9pA8kWmVnEocwHWCVgm+F1HyQ3wvpNELeeRZyUe/VueTD03QS2r4vs+ELxj1DVXfUgksFX8A7lIgCQJJkEoTlxhKnYkU4L7nMp8nL1gefKpCGHkEVXtJgJk98jR3Kt/CSOF5mntuafGxr7c5fK5Kt+TmvfQ9ix+DFxm80LgxdlKkMkIOhvswWBETI4mNpBJo1ox2+X+/u8NVm/v82ddqPHlwhPlulZ7y8TxNSQvKEoJswFJmr0rr8gmCAsiHi7KGQL7K5SquyEWQD8A9YO8wa1dMBN04gX6XO69d4Iff1KPZmObUzCSnZqpcWFA0mglPHDzs/fAP3fWJ0WbzJa12e/5/mMHXrJFyefH52+bPPTJy484V2r2A+WWPkzOadi+iugwXOmV+669q3HzNIqVApRkxi5QalRhM2iOZDbgcMPcwuC3DDD5U+ON6dByT5yllk5d7Ot1t0SpxAFdJLke0jmi0Ix5+XvCRL9f52t4Rlho1ZLlErawY9Sx131DxLBXfUvZJWdsxdzmQlHxFyReUfNIKPZOC2xB4Tn8r3efIOTjfKLnESqpvhxMng/oZ1weZFShJwlCzpi64clOX587EdCKPfjrj2w9x4FNJKlGyRA3IVZ052c2T2ZBR4urD33lPl9fdusw3nm7xR1+p8+TBOoutCg3p0/Y1vhL4UhBIXA+ndLvUKTG4SZVIy34vB/DVlHQJiw/Y29jULbGu0rBnoG0EYWywcY/JoMnPfFcDTUA/9FlY1uw/AacuhMyvGJqdCP8v7xt51ateetv2Hdu/nJ7O/36Az8/OBf1e8nuLS89UG+0ecaLYulEwOaG57/kyi92ABHhqf4mHnla85a4+1sqUYQ1KqXx6q5MmMm0pE5cH9mr6HrKoLMUCfXcTmVRzG5RMUDLBz9wMGTHfinngKc2XHq7x2QdHmGtWEaUSXs2jrmHEc508ZY9UdkDZF+kh05LTVHf7giBj7wzgOsb3Y0p+iLUR9+0NOH2hzOS4wJMm1bFi0OhbYDs7VG6q6PY9tqwR3HNjh08/FtKOPLqRoORZ/NixeD+yhVVK5X41Qg7JFHfIQaOCcX57Oejzzld2ec0ti3zmoRZffLjCA8/WmGtU6Aqfrq/RnkILgScFnpR4wqZSy6IQBWnICwL9cjLFWOFu6swxsYLQuGbz0EBsDCR9RL/Hy29vcfNVERBQr/Yol+d54miNTs+ydk2CX7OcPH+gWq/c8XtJ9+JVQPd/COAPPnqCRqvNJz5XYrZZIYxDbtrVoV4POTpfoh1ZIKHdUBw9rxF+By9ypYNSGGSiMSohSYYbgYcOMrekmMKxQwAXBWALYVI70CBSgGud4OuIUimi1084fB5OzSg+fu8IX36yztxyFbwSuu5RUZKaZ6lpQ9lzCYWS58Bd8txMQldmKguHSP/cpiA3Och9z7WnHZ8xPHcyAM9Ll3lbSNGLIRQUl2xXUiqIEzfO+dptfa7e2ObQ+QrdkqASC4LI0lek1p5J2TtzUzILcqBVcp89tSKNUen0AY9e6FEu9/mB1/d58x0rfPWpNn/x9QqnZkocOl8hXAmIA01Pa6SSLp0P6PQ5Y/JcujAI/lejPF+t8qYUQZxKlDhl8cRarEnAhGD6iDjkyg196iMW00so+T02r+txz60RYzXJTTuh369wcTGGzkma8V9vFb4gwOcunhFh2PuZr3zxryZ3b6wz3TAsNQMOH6sx17S0uxKlEpIwBmHwNAhp0MqNOJDCtUUZKzFKYqy6FNxZIHlZaZJWtgmLxOZdQFKYVOcnBIGbpBonCRcX4d5vao6fK3P/njLnl8scn6lCEKAqmpJWVLWlqo1zETw3OL/kuXFtDsTZIdNDpQAn1dwpuL2EwHPs7W6skJPzcPBUBU8O24O5RGFQDz4cdIm07FURxx5Xb+ly5XSH50/EdGKPWiToa/BjNxNQFQDuSpHlEJPDQAYMyliz+nPXRxklHn3Pp14O+f7X9nnpdU3OLze57wmfE2cDvrq3wsxiiaTrYaQm8hVCSrdSpF35kjTjyXA9UP6iAHDLsP/tbvCsfzYBE4ONwERg3WxErEHLhDAR1Eo13nJHlfnlEmfP+yw1FPPLcOjMicn3fP/bf2Zm5uz71q/fdNnw7QUB/ht/9FWkSN511ejh6j23ljg/V2JhxY0Za3Yinj7b4ckDCUk/dM2VuJpiJeOUwROUVWmrkxpaOgfS5AVEXB6xD1g7lyIqwQsSosRy4qzguROKe/dUeP6kz4GTZZr9gH4YgOej6h6BElQUVLShXPCBA53VaWRls64uPEhlie8rfF+mN4AdaG8vcZlFz+n8kh9hTcjskqRvA7SW+NKiCzbbKgLPQZ7Y4X7HMPYQaKbGQ6Tq0Y48Olo4pyMaFIxpZYYykFIUoths2BGpJLRiVQJO4iUqHz/R6fusHQvZvCbipiv6dMMu/+hkg+dP+dz7eInnTpY4caZEFCsIFFYqEJJEFrJBQ8n8AcAHr4sZuzSHbw3YGDBgEgd0G0NinKWqDGXdI0HyzNERnjs66hqym4bFRsLZBcO6tcerfvzZd3mhfN9/F4M/+vBXOH2hqT7wV8+KPXHIP3/XErdcXWWlVWV2qUTgJbz27gXOzTX46hOah5/RzvKJJLpsUMagbAyJJImdFsTKgXPCoAa4uKS5jKibX+JpC8IgpCUKLZ2eY/RT5yR//rWATqR45kCJY2cDFto+/cQH7YPyUHWFLwVlBRVlKSncODOVFh4px9q+J1zSowhuT+KnsiTwIfBJXROXMve0wffiNCMaUS6FzC0n3PtojUYrYGxEoFMvPiv6ulwwltdq5Fpc0u8rJicUr7ujx1ef7HKmUaXrSSdTNHixxYsyzzr12GXi7EKKs05k/juM1YXf4YDuJ4pEK2JPESWaKPKclepFVP2Il14bc/tVfb7j5T2OnJXsO+jRDRV/dm+Fkxc9EJJOV5OEKm+bsppBNqh4XXOA2+HnFOQisYgk3YTAJqjAgLR0O5Kv7vX4yp6Ak+c9VBwT6ITZZcNC1zA53uKdr2nRXTkrTrVvV1//+pfjV7/6DX87gFsLm9bUf2fHeHj9I8/V+Bcf9Ln7uiZvubPJTbsDksRjrB5Tv73HO14dMrOi+OMvlHn3vx7j+17fcw3DCUyNGm64NqIaxG7sRipHBJdjbpEP52l0BPue9VhsSsol2HPQ4/MPlehFil6kuHDRxwhNZD2M8EBrRKDRUuIrQUlaSimwA2UJlHU14Dr1fPWAuf2sLzMHt0p7NEXO3r5n8P2sQCvJ2dv3I5QK+ebTik8/VkP52tltQ/r7hRk888KTJHM8FL2ex5vv7PLZR5r82X0jtOMS1VSHe5kOj7KkjM27hYSQOcDcr5IFrV8AuHFMHmvH5J5WxFqj48QBXSUo5Qbpj5Vi7twVc8euCCv6vP2VHXqRG+f2uYcCnjjoUw4EC03Fvud9mh2ZqqRVIM8YrMDi1rrWwBtuDJkcNa7xJbF83xt6nLqgeN1PTjKz4rPcquOVa0xVwNqYTeva/MA9Le66WlJSIzx9oHT91Kax3xGCH/tbMXjYX8Lzx+pf/OJnd/nKqN0bFEvtMvc9XuL5421+8T1z3LzDVX4JFNPjlqW25cuPBBw64fOVB5zotwZGxhJuuz6iVnYfnhdwufNbPXUdVtqKJ5/zaTYUUks3E8Vqx0xC4+YCa5AaKSWeFA7M0hJIgy8dEHwFvhrM6HMgF4OGB+0aAbLG4yK4HcOnZbVexuBJ4YgJdIS1IecXfMJ+iWBE4qdpb5VW5Q1lMYva1A4yunl3ulGEkcdYTbFpMsQXPbpxQDcWlLUbgpnVkGQJLSWL5a0y/13ud6TWrDGD7KkxaZ3QQBrFcZLmDVS6/1FMFCeoKEmnkSVIGbNx0qQrhuGqzT1C20VqQ6MhePI5zUpHonLFMhxUD19pVydeLcHtLwkZGTUpAULVtxw44fOBT1eZW/SxgSIyklPLgjt3NvmF7+mzdnSU+eUKZ5Y9erFQ40m46zWveUt9aaXVHB8d7t28BOCLi8so1Xxf3Dnxys3TMSOVEu2u5YquBanotPtY23BflIQYyyfvK3H0VECsFQ0zEJ7NZbjwTQq1JHb42xa1Y2F5s0Jgsi0XSGtOhRoEOVKmVlYG6jTtLEk3bs1848KzTjvpFenWe+Tgdm1dCj8Ft6/JS0wdg6csrg1+mh31vIggiDi7YPiTr1ZB+3hSDALMXJ6ISxi8aKFlQ0Id2JytGkYe735dl8880OXAbI124lGJ3aa0rgrQDjpxVJYTYOBRZ+cyVwMyB3iSHyavhdFa4SVuXoqXAl3JQdLM1Y2nr4VJBwclaGERNmGyYvi2uw2IZNDkIrL9M9KqxyGkD5ICwghsogbyNIKdWyO+61VdfuOPAyKbYG0CQlALypw6O8apswGtjqTdNSystFjsnXjl7qvOvS+Ok5/8Gxn87LGvIIX0281ZpscNk2Nu5oaxMFqzTI9UaXf71Kt9fD/m4FnNh79Yoy88UDoNOtLbWAiSF2Lr1cAu6rd8uXVgzlrQlABPuLRyIJwU0JLCc9ZUWygk0hTmoJDuzDboqh8AXOayJfBt3tLm+6YwOCfGS9nb1xFShpy+KJhvlhBaE0iG5IkUq+5hCs5CodCsqI/dbD+PiXqfLWu7HLrYp5toegkEicBLR91pBSomd5YGKXQ11KmQedJu0q4tNAZn0sigE0OiJEpn25erfHcNqUy6UpiBNSsGk7Hcs0H0LSJ9LzMIcicsr125/Aou0tksEouUCZ6I+cFva/OZ+8rsPxuATqiVPBYXfR7YK6hXY6xx/adRkmDOzPLhj3/dN/bSfM8lAG+39wGCTWtXGC0LWp0y3Z7GCqiUIkZrHUp+SK3a4+BpwS/+3hgnZiouwJPKSYgsss6zbJcrYBi8V2xeQAgkgxSxm0oFnrB4IgVtKgGy1/l7KdkPSkHJG2x9JRzYh8At3bOfAT0LPlNwZ90/2uQSxdNOn/p+REzEFx8pMztfxhtR+MUajqKDAsOKtKDB8xqdQtKn13cTbN94V5tHnu3RjEt0tKYcG8I0na7koCAqKzhzIzmy35QFmoU2QUs6r9u4ElXlfqc2glgJdCLTXexcLU+cAn2QTDN5gk1KM0i8SYMkBThZOt/mVZ85wFMmz8EuigV0Nl8djFVsWxfx7396mV/8Xcn+Uz6h8pnvSNRFQzVwtNnqu20eJxuLzMaHLmmFuwTgn/n81zFB5e6Pfu6rt3Q6y9xxdZNvu22FetkjMRJPx5RLXaTqsO+E5Vc+OM4XHxkh1gEoD6RXYF8xaCnLgVzg74I37DzVwbPC2WxunkmaRct/HmhclQFbuv3ks1EIRWDnc1AUrh/xcgDPAs5Md+tMlthUbw/XkvtehO+FXGwY9h4rg/bRqTzRhQIlWfiOw4bRoH1vUF030MVu9LDHjTv6TIx2aSxX6MSKigIvdt9FJW6mjIqKAMeBPP9FA0s2L4swNp9SZZQhMQLPCBIlSZQhUYI4BXmxeC0rh5AZyNOEm5CD/ERmEgxmrKSeWTGvMVhXCiw/+OxSGpRRaC154x0hxizxyx8UPH/acq5XY6mh8TRgLKVqjzfc3uCuqwW7r5i+Zc2Gt9z9b3/0dQ9fd+OrLg/wsWqC53W/7ar1pRs+9+Aov/akz8mLF7nnpg5JLJDC1SY/ccTn0/fXePZYjcgvpeBOh1tmBTpklXQWSbaD8IDN8jJM4eL9IsCLI9eyWohiCafOaiPSGvCs1NM1F2edKk6WqLx7ZQDsrPnWsXequTW53s4sQcfYA3B7eXVihCDiCw8FPPJ8DRlofCnc/O28gnDQRjeo+FudzUyrLHMWd4FmYhTdnscd13R500tb/MEXaoRJQDuRlBJLPyZduYpVfyaVc2bVDfVCTA5Gy3TQksjBnSiJUsYxupTpaAlTKEUu1gAVyiaGss0DYA9LFXKNPnQTpPIkkzyJNCSJxks0r7s1ZP34Ip9+oMtThytI7WGFu1FfdVOL73u1Ze/zazl8vHqD8VrfliTRw5dl8G7rGJ5ff92ZY5//vlt2H2JmKeSpExV+93Mb+NQDITaJ0+VEsND0WO4EEGiEcjOntSQtzrEoMheB/IMPsfZqBk//PAODzF+nIC+MNsiY221BMmB5XZhclY2JyFk87Ybx1DC43TiFVcyd9mz6aXubp7OGg7hwRIRE/MV9dRIboPLsZTHAHPQ1ZuvYkAZPdyO2JpMp0k2HSrJgUyPweOerOvzpF/usmIhuUqKbCLyYnMWltMhY5EVnzi5crUVlwZosFD0ZQaJtOoApBbm2KOPkips85ioYXfZY5qXJuVQZqu4clDEPWPkyWnyo/NZecqg0Cx4lGk953HhlzM6NEYvNZbfPEU7KTdYFBsme4zEPPDfDd3mz3/fut732/sMnTn111xVbhwE+My+pVeyOLz4stv/55xMWOxWqZU3ZBCw3K/QSS5SeGCEFQR00wulfBgU5cgigg1qSXI1nbJY+D0A93KWjCgwoxaWaMwN9cbaHUmKgxVU2trkw7CYFtlZi4KTkdqDruHeNyTZl7kGAqQvsHXghe49Jjs6UsMpDSYkvTSqrihJlcEdfUlqaHnkrnxEFv9qBPIo9tq+PuPqKNo8dKRMpn24sKEk3jVfHIpVvaRdOnOpw3PzH4V8pCiwuCtIoG9KTuSuu3iUbq6dS6TcAd1YLZN224TmDk68eqwE+0OUZYw8kS5Hph0qhpUHGlkgYun0XE0zW3Q0ap8VjzY4iMYa33hVy047zbNja2e7LZMdYxX71EgYPu016xGhrKZmAcaUZn4A4SfKdtfqx67rIxhTn0iIHqx3Snaufi0vT6j8vJkVkDnI7APlQIT4oIVz3vBiA2wWZIu8W1zm45RDAi8N/XLc9ObDzbGXO3Am+dokd1xUUYYn4y/sqLC6WEYF2vnvxJlwlTXKgDfng2fyX4Tru3Js2bguQyXHJO+5psfdYnX5SoqN8yonT4lk5q5Kk4M7WCpN64llhbipVVulxk857XD2JKjESZbIVyeavHZDlkBYX6fd2wJSravaHdfjqgHPw5wxuCApAl8PBqU1Li6NI0w89+pHbmwlAJIblRcuFi8tE0aC4MAf4h//s8yglmZtfZu2Eh+8pwsjSSQezt3vQjVznRdZPl+1YVgwc5VBkfOmfZ+x92RuhCOgi0PPJS4Om2OLMwRzgOYtnckWi9DDAfZ0OAPKyrQPTDKe2eHkq3qSvk6FDK9e5c+A0fOJrNfrSR0mVZi+Hb8TVGcwhF4XhzqVhHZ5q8UQRJ5og0bzjtT0+8uUOz54oEymPjpT4iUndI4FMbOH8WNdeJoqJNZP+ruF9i4pMnhjQuYVo0Uk2VsI4KZT3bboVQ2SNygLiQleVWA3Yy/w8WMkHOLm0/mjgtmQl1Yl1w5K6fU2r49PqaNpdRT8SKJlQN0d49skZKNiF2n3xQ8Cuyp//+e9sO6GXsCYAJL0QVpoJFxdDnMfopEg+4XVASpcF8wu+Li5Nq9hbrAJ3ttRnwFk9DlkWGDsLMrOpTVpnm7ym2lutAneWvveyxmTjZobkLWJZT2ecHhHKCzl6XtMKfVA6lSd2VXns6ht3GOHDA41WeeFpN84g8aOpeoJdG3o8ezQkMQFd41NKXM22TjW4Em4jV5dYynxnA7k4zC66GGQ405IQnU84SDcrMJBIB3iV7k4hzWBCQDZdK8m6+wu9sTk4s8CzAO5sBSfHQVG6Ft4vBKWDz0w6hUDS7WmWmh4X5jXLLTd1wBhLrWbZuGVy27t/5McrD1/3/Z27b7zCAfzixQt4XuO111/t/9y66nk8UaLd8+mHioOnBDML7vq4ncJs7gAU25QGH2h4DG9Rb69m8csBYQBuMcTgMg8yi0M1M5AzqJFWBVCr4V2MPUXqhTtwOwAPhgJ5RXlSZG+V9nX6IUstw3/9qxqL3RIi8Jw8kXZoVRkMzrmUuYdYPJMr6ThiW3RT0tR9HGvqFc1PfWeLb+yts9j3CaWmKyV+2kM5GPmQBexiwI7C5PkIi0nBbbDIVc6KSBnc5kF6BnYlRcrgThIluYuSAlwW5GmhnXCIiYuTEIrBZpHFC0w+ZGkXJi8kRmIRSJFwdi7m0GnXCNLqGYxo8z0br/m555/e93C33f1MzuD3ffMUpSDg2cNzzC50eMPtTTavEbQ6kqfur3BkpsZ4ReTMmS0cqzPvlyzFhQ9+ORbP6nIGckUMZE6BDYvSJOuQyYEtBVINxo+pAqi1lOhUkugc4JnmNnlQ6WmTg9vTWf3FMHt7KsL3Qz5+n8f+42WQHlJKgqw0Vgwucr5HfPplX7CasMDmeVNAQabERqabPHlcu73DW1/a5CNfLmF0QFf6BFLkSR8lBVGma7mUyUWRyQuNJsWaGKNAWbcqGCscuLMpYQaSfH6KGAC8MF/cfX+ReuEFyTkkQQrAHiLGwXurV7tiRlbgrt3OLQ36psUDB0ZodmHjmpCXXttl69hZGnM1krhHDvCNazSjNcXBYz5/ce8Ejx1K2L6hR7sr2HOgzFRZYq2r6ZAyM7yKHyDj8cugPaX3fJUuLFUy/XarJcogsMwAP7i5/maAywHA80RPBnDr5mSnUsRTA7fEKwwHGmhux96edlOrlhuGz32zxkIjgFLqnohCMPYCEqWY5CqeqsvadpllaKTrZ00UUawZqyve8soOn32kx2I7IFSabiJTe1Kk7o0YNGPLQsYwBba1g64fk7P5YE6kzpwVlb6W6c8SEkV+3osgF1IUuu+z67WKwQtaPF+5C3i5hLGHiEDkJy3r9/WVsyxffkNCqbREuyfYsc6yZlRxaDZgZilwO1cA+rn9R6mPTGw98PzDP3323DmuXKNoNUs88YyrCtxUt9QCQ5Daaqv7Cwf9d2LIJRi6ES/D5Bm4BydgeLJpXomXJU6GgD08+7vY4eKGuzMM7mxng4y5VYG5L2HwbNzEYOSEVi5zefKU4MjpEoYAIXXenDuoHhyWWEIMZ3Kz85Ux94DJRUGeiNzJyNvNEg1Ws3tLyPZ1PRYPlbGJ71g8EWkOYuDiDABVLPRKBXdWRgtpTXahCcXiZrenQC/GNsq4m8ZIUu2dXZcBGQ088OJrUsdEDMuSYnnGJWRZAHxhRk42wcxYwVKzTBgpbtgWg4V2z+P8PLSaM+y6+tqfvuXGe555w4Vjp7SvLZ7srcV6rws7Ebs3l+h0Yzp9V9MNIFU2L2PVcmsLF+oFJMtqQie7+FzKdKIA6qIOlzlzDwM7f1bpfj9DPnjxSLe0VkVwF0Ce7lfvpaWhGXur9GetI5SK+OJjNY4ulMEfyBOvYF0OrUJcOi7iUnYqTtQdtPJlk8CKWjwMNVdMhrzxjg5PHKiA8YgTp8W9dLc6mQxLpQxsYsgOSEFubUGiFOSKTF/LdFWR2eHOfZKuGFKkrG4YrBx5/GELN3mhEz93US4v24rN57YA7iLwhYBQuuaQVkczuwhxImn3pNvbqNlj+w5et7jSW9vtJKf01FiEH8Ts2trnLS/vcXbO58hpn+VGTJwUhswPCHrwISyDoYsUZgq+ELgL/87ARhzM7VsdoBUBLcQwsHM2V6LQhFsAdzqfcLBtB5cCWw8GBOUj3rRJQR47eaIiypWQxw4rPvPNKt2eDxWNlgJPDEuT1Z9/tVV6mes5rL9XWYZFXzyKNSM1zXe8oseXH+mw57CPrXp0kwBfkN9oKv/9RVuu6HU5kBe3nHLBZ3qDKcfmiXR63BRYOwvqTRpcSiMKO0OIQqB7qeQcut5FQFwG4KtH+VlTXPUGATTCvRfHgqWm4MiZmIOnYya3J6zZnLCykqBnl/pUyj7HZ3o8eriDiQKsDahV1KomUS4ZYp7vdpb98oJ9eDmYi/RbFgGeafrLSZVcighxmdci3QMoTe7IQkCkimWzFq0HI5R1ugmTVsNA93K2dodSLsD0/ZAoTPjyoxUOnKmA5yGkSkGVzg0pBJdCrlqZVt/YQ+QgyCexFjKZDuSDgUmZXRiGmqs2x7z+rjb7TpXpxz6J9OgahZ+w6rNkXjirGFxk6+3wKqyym81glEBlzoUUWAXSDvR4vqJKkKYwy9AUJEoaA7iRb8VEDy8I8GKnUxHgSe4wFcqMs/2C0v9WCsvWDT1qY002rOlS9vuYah/9Jx/7Kr6nmZ1vcvjEJBN1xbpxSa0i8zvEbR/tunKyHdEG0/vF0BTRDNyr96wsfrGiRHFAL0qTAVsPWHywA8FAmhSswpyxM4APJqfmEiVlbsfYNmdqnT8PXntpcKlVROCHPH9a8NVHKnS6PlQ9pMgqBynYg5fJYha+a3Edy2pRHLoEw4PkVyV8CgVYYeRRq4W8/s4+n32gx74TAWifnpH4qRZXxvWAD2QCiITUphMuiVEM69QAUFoxkC7SsXm2qmRBvrEO7NIMEm3CDNyUfAVL38OsirdeYEUrDsUfGq+d7/Nz6eZW2cYJQkClBNvWBrykMkq0+Bx7Hz0FNkbfcuUMvrbMTyomymWkdB0vWqUGk4EocaNto8i6XYcTk27UmgG9qCfdCbxcbe7A7C+wubhUlgwAvoq10/R8MZupUmcnqyh07Vzpa12cD74K3OnhZVNo0wJ/rWJ36AjPi4htwhceLvPg82UoaZCuodkrlPAOlcYWj+IPvMBFLRBDtjlA1oyc2GyuyQDo/Z7Hy6/t8Ma7O+w/XSKOPaxQdIXGS8g/k0gGLD74CJdn8uIQe6VSy1A6Nnc/C6QRuQ7P/f6M0bPrZSho8cvFWqs871VyLfO7DYONrPIRbykG4xi3bWLisGiM+37NjmCpoRCUudjo0Ax7LtNb9h0zTo4mBNsToljnciMxgy2Ye1G6z3iY7lorsz0uCzujFS7YCwnx/AunRrgrmS1U3l2GtYflSTFNXzjSHQsGQC8cerAJagZorwDqzDlxjol7VirC9yKeOSX5xH01wAfpIYTCy5M7Ni+uGiqNzb1vkUuzYYAx0JsMs1Wuwa3AJCKdKSMK+8RrrNW881Vd7n20x5PH3SSByCg6icjr6KUgTeGLfL0YVgYZEVnH4kWgO2JPb0KLkel+PhmJZdpbpmwuQNhB1lmY4vkoJngudU6Kn6Z4ww/cpCKwrdsmMUwII5N29KQbXKUE0Q8twi+hPUkcG3QvbjoPVCVsXJOgZIl+qNI5HZJeX9LpaVpd5QIYwJVkWhJhEYklEcZ9Qbs6ILg8g2dVdkNBZs7eIk0WDKynDOD5nLwiyNPWtMFmUzYFezYAfwDuIdYuPGeNtZlUUSrG82KiJOb+PWWeO1YGzwPpgktfDLqKhrKvctjqHCbvYWjZwou8AaJQIzJUXZi44UmulNYVGl2zvcfLb3Ms3k0ci/eFT8+ATsQg8EsyuzANzJLCTZZLSTt0zZz2Bqss0gqUxWU/rUBYgRUgrRhIlUxeyuHzYS5h8b+GwQtGRXFLwiRTD7EljBK3QVc3odNzu9H1IghjNyWrG4ERCVs3dqlVQ6LEok+cnySKFFOjLXZumGH95Ar9SDoLqu8zv1xmoVECEWCMygfZF6NwIWTO4lZcXp4MAJ7ZRiLXhTmgCww+2Oey4C+rArBFtk3JQJIUAZ49D4G7MBQ/d09UgtIFgKcSxdcRRy8I/ujLNfqRBxUvlSfkrWmquEtw0S0Ysol4wTX5EkeKQbp+uAhrtRbXVAPJe17f4QsPVjl83t18iVF0EuWqDJM0+ZOd50QMUuSFlcQWLIHsusncHXN1Pta6YNJKt1GVlcIB3IhBrGSzIPPSTHTRBn4hBs9BbocH4zv2tvluzmFoaPcMS03LXEtysQG9yBAnDugTo5Lbri5xxVqPbmjQ//Qfv3rNY3uO/YtPfOExzi4mVCsJCEMSJ1SCPq+7pYGnJ+n2tBvXltV9GOeNDskPU7xQl2fvgS0o8mTIwDMdsGCxMm91kZUs1H7kIC/syZNpcb0K3Nlsv4HeTl9LM9DeaXAZ2phP3VflmaNl1+4jNEq4zGXe2FG8+QpsXqyz+WsfQxp8YBXa1EWxxo2fHpqAZSTGaMKex41XdvnOV7X57Y/6dI0Go4mEpGtcjCBNqsGTLEZItQQDZ8XmesQFvFj3vawaBL8y9b6tHYA/A7e06TXMJIoUjrnNIJt6iWV4OZBnblxhYzK3/bdN9++x6dblbmb6+RXLctjmDXc3qQRJqsXdVOA1oz61Na/9F2O1639Uf/nrK6NHTpo33Pu4ZLE7RYJEpUwbeIZvPBPxtjtjhJHEyeAOzICXnS6R2TZZwqe4Eq6SJ0U3ZQjcq4FdlCSCoWlRg13UGJIkqqC9Vb7TQ2EjKmVXSZKsUjDJwe3piCMzko99o4Kbv+LYO+/cz240UZBNgrwFb3WgKYo/5LJkle41xdqQQYBl06m8bkKvxCSKRKVaPNF89z0dPn1/hYPnPJAhVkh6iYdGDGpDBIgkZZykMNw0K0XNGdT9bLEDDQ6pZWhTDe5ki8xY27rfYU3qj2eaXLjvsTqZJ18A4KsdlHzHZJvt9eM+s5IQ+JKrtvd4y91tbtqREHgCrEBIVzE5u5DQEN03WHV6VK8Z68GmkFt2SvYcCih7Nm/7kgKaC2Ue2yfYuk7j6+HSWJlmvRDum4i0SOeSJbmot3Nwr/K8ReHGSZc4NQR2x9R5d08xuJQDQGdgL4LbTWQ16bOzA5UyqILfrZQ7tIpJVMznH65y8OhAe0shnfedd9AwdFOuzmBeElitvpj56+EG5CFPvDCRShvhalPkIIUfRpqrdvR5891tjn8sIEzcVINEaLpCoJPUviMLdDNHpWATYgchcIqyfE9T67p5rMyY211qZcEKO0jxCzDSAd+Yy0iUQjLPiAEe/jqZkiURM4cuO4eelqyZkFyx0WO6EjA7b1IXzY2WLgeGxw5AX0OtHqEfPaC5cFFz6oJi2zTUyjK1Cd22zyVfUq2odFGzQx9sQEwO3GQByeWkCRQ0qihkLlcBPAN33uSQ2nGqAHQ52GddyQFz50BXRSYf6G6VBZGyIE1kNtTGgd3zIk5cUPzup+r0pEc2QWvQNT/o9Jciq4cuMnXhC/916qTgNmWAylrYBin7ogYXQ/UpidHEiUeQxPzk29r81f0Vjs9oUFEqVTy6QqAyeZI1f2fB5iqQZ968BXR2w6XvSZtKFGwOdCUHgadJ2dymv8dI93dMbvmuMhQKpLf6zl/tphTThnlWHVhYVjwbVij54HnuWgcejFRjtq9rMrk+pFKN0FWtGAk8Nk74jI34lAMHcM/LhuS4bnOlnA0YRm43rNWP/MOuujuzL5aB/XLNDdnroc6dQimmWvV6sFWgGWLxIoPrIX8709lF/V04pJMnng5phoY/+Gyd83OBG2QkPUTaVD3IXBbkSVGarHZQihf0hYBO8aIOtlYc3noxG9wjh6dgSUUSazZM9XnvW1v8+h/5NCI39chaSd8oZxsm2eewkBRtwwHIB//v/kSld6G1wxLFygG7S+kA71bygieeujDZ9bU2XUGkveTcXM5Odve6veREJYnzwHuhodNLWGq40XvZKBDfF1QCn7JfJ6jXkaqKHhsRSCuJtvmM1lQ+piyrtAs8NxsjSQTNjsdiQxU0YuHzZfFLTmCDgppirYm4DMAHdRyDpW1QUD9gbZkGlFnb1ADQBSbXJmX0AaCdHDEFqZJtdRLnz1pF6CDik18I+MBf1ukbz8kToXJ5kjcVF+KD1ZZgMYBedftf9kIOmKuQ0cxBn6XsLcaYPLuZp/CN2wq8pGN+7O1tjpz2+dDnnRYHRSIkPeN6N2VCzuCDAqxsxRnAqWhXOnBnIHefR1p3k+eOh0j/GyHcvrSCXIsLkbF66jTZYr7DrmLzy5yj1FGz6fk2xtLsGFpdZwsq6QY1uToj4bZh8d326dUJV7+u21FMudLl7pcsUin5KJnkroOUCf3QCa8o1jBf58JijTBy9o0xxc8ihhj8ctHzata+HLBFcV+YQif9QHcXtgxUg41fHUtn7xWAnTP4oDpQpXbg4NnNGlxahr/6RoXlfgZuB3BPOu2txbA8GQ6K0+W4gGdRuFBDjG0H4L40RV2UJ6Sb5IphcKdaXBmFMZo40Yz4CW97dYdPP1xhsaVARmAUEU6Pr64uFKuR9AJM7vJAg6RQVmmoGLC4tYOkTxaS2fSaGlEoxsp+f2Y4yOEqwyLYcxtZZQpA4cWW5W7MuWWTqgiXfNSCQd2RNFgirrluhVpZovefCxn1W5TXnMPoCmBRsWPAZk/ypUd8epF0/4CNkUmM1uqS4KHohKwGt7wcuC8D7AHgi26JvZTF5aWSZPBeBm47xOC6EGRm+9zoAnt7lZgvfLPEnufKmIL2dk0NmTwZrjeRBRYajjEKr4vy7XIURbGOp7D7c24XFq3DNOi0EmUHvniceGgTc/u1IW+6tcOffNEHFYKQWCHoG40Swm1BkgWaBX2wWq5Q9MFdhOokihyWUwOJkoJfrgJ46qjYtAna5hhw9G6zgHR1Oiw9adkIP5TbgWO8rtiwIUZ4K/hen14En3+kRKebtifK9NYQbTZtXMuObR76R97Y4OlDEf/uI2NIqukXckmWfqQ4ckpjraTmCzZPCnasixituWhWpdtAIwcfsQjuS1rPiu/JAUCKwB5ocDtkDWYALr5W0nV763TEmJSpYyJtqqsLkiRzTGRBosgYJd3g9+NnJH/0hRoXW77b7zodQ6cEgx0bVgfDlxxiCPB/jToZsHkuUVZV0RU3yy3uL1qoE1cye3bbn6ypJvzAm9o8/FzA8VkJIgIUBklPyMImUgyV0Yqhu3Agk4rBZwbuPODM5FQR3KTV5pcA3XX+2EyTi0G+wKTXeyCXUjnLwGxQyl2Ssbrgyk2SjWsU1ZIEEu68sk8Ypf+GcPFYv9/i4DmfJ0+Moo+dqnL2fERvZRIthzfUlBKu25hOc/UslcCZ+3GSjuuVcpCiX9VBMlQbfMlru8pBKe6GUJwONQB5UZrkIM9nZGdMno0YS1B6AO4syMx1t0zQ0kkT34/oJ4bf/3idB/eWXW+b1E57S+m6dsRg/kreTJDJp+JqdRkmL+J8lWGwKoM5cC0y8AyXzxbLaF27mckclcQQS42KNS+/KeRH39nkl37fpx9L14hqJHHqqkgjCp/NpuKyENBZ15KWfUiVf7isfDZN9Ei3IuTgTgNRKdLvIQYaXCIQWdlfGmjaHA9uDJuSA3DnDJ4F82kxnTFwfr7MSssn8BO0spQDt79pvhoJ8OwoV0zXCPHQ3f4YVd9w11VBOvjRpdwzVnErmch/oVKpizpk5RSCyiK4Vz3noCi+V+jOvmSH3XwUWroln1olT6TN38uGRcoMzHKgwbO9M3U64zoPLmWM58fc96THpx+s0A89KOtce+fsnUmlIXlyGeYuoDgHeyHYXk3fhRiTfDvFIXCDVSl4zHCteGIk0jipkgE9jjXlSszbXt7law92ufdJ5WxDJAhJJDRdMlmQXbW0IMuknC0zj2XYnnMWYWoDS3Kmd/YhGFFMALm0vhRZ6YbNWd1a0my1dR/LpNlPk/03q6KD7EYBwljQaGua7eEdnhE2l3NxDK12zKatJUZGNXq0JiAW7Nri9mvppTZgMcJPjCWMLf3QEMcm1WTkpbHFD7MawKstv+E/GzSSqqH/phBQFm6APKgUq3S3WgXogs+dz7ZWA3DrFNy+F7HStnzh4QqHL5TcOihcSazItLegMEHKXgLufBXKLkbhRv8bzXAyL1zkltwlBf+Frc+Ha8UH6XspFdIkSKOJ+pqdayPe9NI2ew76NMI0/WqcHg9RZPtASAaDUYd9cffZLc4aHJC7TSsNHeJkyuYqrRe3qc7OE0Xpiu0mjKSAl8LVtWSBZgpeI1MXJrcIxZD8IwVvty/o9V3p9sDFc6tLnLhqw2Yrwh8xGAU6TrpI1Wbt9Aplv06jrYmTrGAqXU6soNEWnJ0VTu9k6swOlpXVweXq2pFLwF7Q16vfy/9OBmZZAHkhuJQ5gAsgl6sCSpkMPWfg9nSMIeGPv1jmA5+qYYVOB/gX2ZuB9h6yBi8Fes7cImPGgjZ5AfYutvgNe+FFmXJpK5vJ0vbG7SRtpPPFlTREiYdUhh/7jg7HZjw+8GlNFA9AbhD0hUSZbJBECu6CJh+Qm5MU+WfOtHLK0Mpm+tkFxipdGrIbwQqRbgHJJT/nQa4kbYoYJL5W774nIK8zj/qWC/MxrU7sCDbFXZbeb3QsVnS4TvbwvT76K3t6rKz0qNHnu17pMVJ1XRxSZD2MCRDzjb2K0xdLVH03cljKgnIr6u5V9doDdr4U0EqukiiCITAPwF0A+yrmHmzj7V7r1bLkEmswRskIz484dlHy6furtNselNWl7J3XfBduQDFI8Azd2Kte5wz0t2LwAugLkqU4t8SYrN6jAHSZAV1ipNPiUmqiKKFWjfmOV3T48kNljl1IL4Ybi0oiBN3iJ83AnTWrZLMAZZbdzJh7gHubgZy0y6egzQc6PK1tyQJOWQC+TE30AsjzGC6L6wqqQGtL4MP0WJeFVotHD5fBKAI9GGdiDbRCxRvvDvm2u5tMTfro198+RmMlZu58Fal67NjUQ0qTd+7MNWIeOyj5yNfHGFGG7WvcOC+r7TBjryptHQL3kN1XBHqBtcUwaxc97yLYs8GP+WD2zEVJ9bdKt/WWBXkiiywuXe1JPzJ87fEq33g6rRaUngP4KvbOg1whkAX/WzAoKhpO1Q9u+L/tI2fzPHVfSKSY1KnInJR0KxKnu81AphhJIiQqkRihiPqaV98Q8urbu5z9kkffyFQvOHM6RtMXLkspDQOZklp4q+VKrsmzNL1gAPz0yw6ATw7s7OesyMrmq8LwquF+NAjjBnhaOUg2CeGclHJg2Lquz+7tCzTjMo8eqHFx2cfEEpu4eoB14zHHTlX55t4NrFkzjb7nVVMrjz06/+XPfbPz7Rfbbe65uYPvJRw5p3ni+YCnjpd48sgoU+WA+qTNYpG0/iTdO6dQ4qokrq1saJzZamfkUoAPtHdxkulqoBsGbspgKHuuv+XA5x5kK9NUvIyRynXqSD/mgSd9/sOHR0iMBj/btc0N8fcEeUvagLEH8/dykMvLs/ffIok5QHYmTS6RKXZIrrg2rjTwNAIjLqPJpfPGhdHEscH3E37+B5scPqd54AmJ8UXKw+4LREbRpSioUsDJglzJP6YYeOEpY6vs86aFVgPPvAB0IQZsnnrneR+qFPnvTG8RhDDINHtrzQDkpDKl3fOZGB3lV/7REk8dbfDMcc3j+wNOnfURnuAVN0ZcvVkQe/rL57tbV/RrvucLs0qKX+10p7/90QMV/uKhCCESlpuahbkAP9BsGoHpakIlcMN/VHGSVLF8VZE2Jdj85yH9vFpjF1m7CHzh3JFLJEoB2PIy2rsYZA4OB3IpU99bxZxdkLz/MzVOnQ+gonPmztlbZNp7uCXt8vUmlyZ4iu9nTsolQF+twzPPm4GTkqXrL/HFc39cYqTN0/bSGBKZsrlRxJHHtvUhP/btbU6c9Dm9LJw3LoQLOhGEriViONkjnHW3ekqgTMGq8vmUDJI/6XvZwCZbAH/O5rk2H0ifoYcQJKmzJtJ69rzBOHGtk+2e5uJijX6kuWFrmzuv6vLtt3dZanUQCHxVRXtjwJO/Ck/M6p94K1gkJS/hgedj3v/FEXwB9ZJl+1pDxTNUfEu1JKiU3IapfrpjwmAOYNYLuap9TK5m4NWOSTFLaYffK4JeZa9N6qYMtPcwuLNKwdWaO06BHpP4CX/02RE+880qtuRA7Xxv7dhbDrS3voS9X9geHNoLc/Vj1duWYQEwqAMpsvpwt/3qDh8j7ZAWt9YMalRECnahkd2Et72yy4ETHu/7oCYM4qE70hqPMKudMVnpbBqEZSl6BpnMDIiWgRMy8MdTQOesTf53bSY78pshNSkKLXPFRc9teWOJpesBDiNBT0lUx9Vsh5Gi2Q4oBTG1csTWNRFKhrz/sxWePznOeL3kdpC797ku1ko83efivOWKiZh6utuY20vSbZga+JJS4Mpnfd/tkOtpMRhuqQbjGlQB5GqIfYctQJHXeJtL2Hw1exeHrg+0tb0E3EXXRKaaWxZqT+59IuDDX6rSS9Ip+CI7XLdSXnNS9OPzww65RJcrS1jtKP1NWsWma7otSoKiTYi9pITWykJmUxacFekAbqXzxY0wJEYTeIYffGObR/f53Pu0TL1mmWfgjNX0jZOcDDF34TOJ4muXvMmYPC++WsXmWftilsIfyn6m/50qyJ/hM5XtNSQL9StuIm6SCPqhwvfdd1vSbgfqSqnHtvV91k1fZLTmEScW3ViqIKQg7Gva7S7bJt0211o5A95lkVxteLanpOepfMdgL5/eWuiJzEtYV+lqxSr9PQzoYlpeFABe3L5OXfKcrJIphfru/IhROqLTh1/9wxFOnA+wusDeqXPipb63KujvS5ibS0FciC0HQM7w/NcI8tWTwIYzmsXiKzskU1bXpjhgp4GnUCQmm9NtEEYjw4QrNsT8yx9u8OjPBrR66Zcx+YfEoOjb9M4uMHkuJVL7U1nneticyR1QpShq8gLQi2xeZPS0aCtPGBWHIOU3fLaquTsk22oljCXd0O25lMlgt5lBibFyhFAaKRUWi/7x76pQCiQnz/Z48IkIYxVaD7KV4ICe7XOT7TOpU3CrdO5fEdSDKr9ss6iB/hbyUuAXwSwuYw0O7/JV1N/Dbkm+M68c2IRSuhkncQL/7ZM1nj5Ucp63LBxpzYknbKEdLe2EEcMNDUMzUC5xT7JqOfGCfH0Jk69yTgYNEBQuuCiM5ShUFwrH4HnQmTP6gM1NopxUMZYbd0f81Hc1+M8fHyVMJBDnUgUjSKQiTECoAZN7BXclZ2Uc89oM1GJgLWbNDyp1AVVabWikGGb6/E4WuX2Yt4bmh0kdI5tm2QVxIuhHDotZI4W17hppBXEsOdcepxVXUSJBT275TmrVChfb+9H6a2xc4yOlJYxc1sgk7u7NtghZPdRSDQWVq0paMwmyOiMp7Co5MkjHi4zthUGuZnBRYG5lLgPu4SIqJdMm4lLC1x8P+NAnazS6nvMAxaDmZOCcDLKWA6tzuNpxMJrtMjMIV9XFDfZXu1Rw2+Efh/E+BPQByPNZ3qlMyfo1B3o8ZXJhXQJIuE1fjdEksaFeMvzI2zs8tT/ga48pqKSUakSeUoxR2MTpDmGKNl7KsNK5OHmwmduGIg0ybc7UWfJGSRCZb174lRaX1pdpnXm2b5BSgwSXSiyJssTGEMeSSKczWlJTPjGWft/Qj5ypMV6LeOcbbuSKK6+h222j/cBHqBKT44rbr+myZiJipSNZXC6x3NJE8aDtSKczSLLxDUMALraTXQJee9n3cuBfAvii3r4c2Id3372cLMlcE6ljDp3S/O4n6hxb9NJ97zPX5IXYm8tLFFYxNwVgF7xv8cKSe2Apr6pFGTDXILGSN0JwuWBz4KgUC7Ec67n2NmEkUig3t0YqZGTYPp7wk+9oceqi5uh5gdUwJLKkIEHST0GeuSl50gaG2FwWdLjBuSgq88gLskQWPfEstZ/ajTLrFkpjW2Pdv5tPsk0GW6eoKNtWxV2AODY02jGLzZhGV1LxQ+58maXka/o9hW50oWQFi52Erl1muZdw39Nlav4kE3VN4A+YWudAzcblFounBjtuXWoBMszaYvhZFHV69rNI3ZIM7KLA3CIDeqa/i4mcQiFVEHOxIfjVD9b59H0VrFdIx+fsLQrauzDvZLXnfRmLsJjUGZLcYhXIV9H4EGuvAjtDYHfZuWKbWFGTGysQNhuFLPOlPDt/Jk3+CKExiSXG4knD217ZpdGX/NxvKmZXBAQpEjNNLj1iZDo+PAW1JAW7e0+lAFZFHZ4ZI9LVq5jsPNoCUdj0vNr072Z/xzqWl8LVqhT7BkThWrjNDlIy0g7oOzYbbqwvcu/THtYkjI6E1CsJ1sRorSSTo/7FPSvqq3/18ObXLS0uY2OfqzYpRiqWSgkC3+Cners4vT+/dvmFH5YiRZCr/IZYBWTJEEMPg7+wbXTuoqTsLYY1t0xZWxZ0d4jh849U+foTlbTWZMDaw+yd7Ro8PG9wqHhsNXMXWD07EWIVkHPAX06LrJIrQ0VWkLNlUYdfUkabziUxRpAIgRAybZhw7W1SSoxVLuMpJdK6Hk6lLa+9tceb7+7wp1+ShLEYFN2Y9MtITWIk/TSNnnvZGTNn2rmgw+WqYFOmNeAZ0DMNbmTaAidt2hTh6lqELThVMGitE4NzmU1X8JQgMFCvaqbHSlyzvcZVW3tob4R1E3w1MqWLQnRQv/87/4Xtu29bUYgVGdvvDVsNdm8ps2FKM1oXjFQM1XLy/2vvvcMtuaoz79/eFU+++d7OOajVQqkVEUpkbKJFME4zYMZ8eGxsPE6DPbaxkcHfjBmCGQdANhgZTJIlgoUEykKRFlIrtbrV6lbncNPJFfb+/thVdeqce1uIKPB89TzVJ/a959Z5a9W737XWuyh4ioIX47lmGkLGwfs6a3INwH33F+m+SUfUWT0q0t+po3LvTRM4moULyngBTbHtkFgqrru9wJ//fZWnjni9JoZst81AWwm+1In+TTKaL7dgzmrPU1pGVm/Rc9oSyfMye5xleJOEmHHqkv1FZ6lSN7gPnlwDV5JeYVoCCESvMnPBorg3+SwFiVaa4UrE5nUR+49a7Npn9+w++jRO09yW8uUUaTp/iUojfPZ8emLmFs6Zsp2jYwyc0PnFte6f2xlGum+PIp04y5q1QTe0mKmXiEKHiYlNFIuj7zpx9Kl7Vq2/1MzoWTEe4zgxoqsZsm2qFYuipykWIoqewvciHNsA0RB745cXxYbrmZMsd2BzC0mxICr3IrYQ/a/1v3eR6C0G+Xc8UGcSmejtxuw/bnHVNSV2PulBycoylb19YfRetOMfFqcoMh9lzJv6GhwGonm+wWCxgN7LWqr+KsOciiJ1/n2pR3uSOcz5GsoBCVEoi1hoQ8m0QiiLsKvYtDbkP722wX0Pu+w9li4081EcwETylHoYHT5Jo4ukilAk3TqyV1UoyV3FU4qS9K1aIllcpsdZ907k/FVSk7NvSyRCgTmxHVvjB5puEJkO+zkLS2haWrEmiul2jfWDDbBm7WYsp0ClFLG09ii+2yGKbSyp8L0Yzw1x7dj8AUrQDW06XZtuYCdTIES60O7x6myB2AO2GKAivbHNOUqSf5yBvEdP0ogtRX8RlaEoxqVqpi750Kcr3PqAb6oEZS4dL62k5sRclfM1J3lpMKUkJ5MFZQbaPAfX9KaZffctv7ikj5rozIe7L7pBDlgiAXciISZWakY+NDxcCdONL5AIYRleLixizLGPW5pLTu/yG79Q5y8+UWW2lXJwEpAn9EDaKCSBStUPE9VVcgyV0El3vVk8Kp1SFdE7nsLQEinSNjWRHXMr4eGp7USe1UWxmbDdDqAdSWJtThDX1hRsTcHVWA1FUCpoFgAAR39JREFUEJkOn/Oev4ytp26l3mj1AF6uTbJ65dSNv/P5G9+vuuL3X3XeHFNDPhBT9LuUix18t4uwNHFkMVcvc3y2QhQbjkci/megzWcfT7KgTPXu3tjn/qgu0oVlHtxC5e4PZixNWr4jNH93TZmPf7FMI3ZMy1YG7FQ9MZ3Ybha96ePeJ8teZpE6vTrnOXb+qt176tmBPH+bAzy5S3jvtVwBVqKiyEwbT4Cdgj17DoTSCfDNrrRFHCnKTsTbfq7B0RnJh/+5Sjs3+TubI6s0SBuNJErqZWIBrhAoaRoe0sW5lUZwAbFOg4dI1JGcKJFF7eRnJM+lPZoi+XtjBe1AcLgB860AVIwQFsKxKfuSmmuaNoYqHX7ucs3WVXvfv3LVFTfOzx3NRfBVS/ibj/xFa/2IeKrRGObIUcFkrclwdY4wbnL1TS5Pn/CwHRsVw7Z1MesnNXEss3LGwUrA3uKvXw7sAZwMtL0Fqkp+luqP6jlwC9GjJ/nILWWEtjWP7nL5zI1F6qFlqgRZnJr0bNjonUippDmwmOyTB/MRe8Hjnk7YD+5nhnqars/zlhTM6X0D5J4Pdt5yOTUKErKfnkghUUKbpt9ERhS6R1mEMHy27EW86UUtbrjL4ztPmKSRQVp65iW0RdhoYVy2OsLM7XESo08b400Za+OTkoI3TpQ1QY66JBQlCyja+BqmhqZpA4RR5cwVYtuWBudsmEXHMY6r2H/C4ku3DnOgUWZJ0WJJzaM+X+a2+7pP3XLPe1vvetcf9QAOcMmlP4vn+dx/312I1rcoFZrcvbPLe6+e5MlDVSxlUXYFvq05uFfz4nMcRodIDOQNaO1kwWjniqEyypEmcnK0I5tLTi+q9waKpiDPA1sjRdzj36K3W47ioT0u73j/EDt2eWjHSojyIMBFQk16i8YFkxpyt8/Ix/tIdr8uPpixf6bo3aemwCIcPH2Q8myNTCQ8lSRJVGJnbLKKSXOy1ghl1BUjG+okgmtkUqsisBCB5rR1IR/9/TnedqVgx24BDj0uLiDrQsAEDY0gUIIYiKToo3tpRM9Uj8QwP04lwuQ9cY6i5F2z7MSD0rZM2cjyCcmLzitxxgaB50QU/S6aDm+65Ajv/ZcWO54Yo93VbFi/gfMvuIhOp80CgI+PjWA7RTatsdi7e5aPXCu5/t5lzNdLrK5oKr6m5GmqRcnEkMt8y6Lgh5QLZoZ9GrVtezDbmIBULASx6AM5hpagE4uvPLh791PuLVOAywjbiWloyd9eU+Q7j3jE9iKLSmnAnS0sF4nefQOkRE/bX1A9mAbr/PMpmgelwmfqfNCL3F2smpD8uMGUp/dr42lNh0pM6kWSvpepdKiSEgItkUobcCvLHHulsGLFGad0efurm/zB/7ZpRJgD1TfuPtHykgUrwnQHKQWRgDDJKUjM8c14eG5RaYneAjSdCpeOvtFJRihtSJYCCp6gUrA4ctznIVFgqBxSKoSUCwGTQx3e8ytNrr//KDfcVeHgXIFKdQxkKzuuGcCHKuB69u75WvzkVQ+W137lDpexks2KKUUhqSIs+pJy0Wakaize0gyeJRPvv2yCWZx12/SAycnBPRDNe497J4joA3iUAdx2YlpKcNW/lfj8N4t0rXzk7qXjTfVcL3pLyULNG90XxRdTUPoWl4vQlnwUF88E7hwV6aMl9OpQ+tCf8W09kL4nq00xPt35uvE0iidRW2u0SiZzqKSOLz3mscYTMVdc3uKxfTZXXVOiGQpwdALyvO6TXlJkFs3jxIQzgj4gW8lxtZLgIjOuLnpXT62JlcBJilGEIMtsgmkkPjGnUdpmvmlR8h0Knk/RLzFcrfDaC+YZqUgC136yFXu7m1GwEOBeaSUf/+ev3eA4y68Og41/tG3Nfqpl20zRtQSOI43TbEFQLUHRU7hOflqCMZE3GnnKj01UFwmX7oGXPjCbq+Ag0BX9C844iajmZwtpei0boeCqr5S48mMVjs25ZlGZVAj2R++eLGhlJbGD5bA9KiJT2TP5GvNRO9/csICHfC8rzDywc6vN/KJSaVOamqbv800PMteYLOlVGJoUfZyTEU2UT7OcQmkUJhLneXkUaSZHYt791jpo+MevlGmENsioN14NBeloNpH4PgjT69mjRxAJ0Tt2ySIzBbwlBDZJ9anQOEoQy/4qQktqIglhBO2uYq4RmQVnV+K7Fq5j4dgO9hEPz3Y5be0SNmweujqavfWGrZtesRDgAJMjDtIqfO2ys9UrG3P26bMNm05oUraWBa6D0cf9NPkT4TsxnhvjOaZT3XbMGL581jGlGOnZSQZu+qIICyJ4Gu2TCJ7QEyFjLKEQHlz7zQJ/+bEKR2btpIiqf0GZHnyRgLs3HS1dTPbS8n29lnIweotFIvTgIvRZEO9nAjoDdSlpNO9rfMg/l9zPspr56cVpNO+P4kqJRDZUZuGpjIQotInUUaCZGjIgn65Lrv5qGfzkA6Z0RZvvkKSJuecPIfu4m8Zw9ORLTg5Nb+iBpcAWAleAJzWRBb7ujaAUGV0FrWPjLNuxcB2JTM6xTldR79jsm3e+s3pj9WvzzXbfMbXyD67+9Cc565zJp+fawTlCts5cuyTCsSw8V1AuaKolRaUUUy5GlPyIoh/he2b3nAjXjfDsCMcOzaTgbNZ76uKab0xIuXRO/stz7b4UvEqidqJ9C4X0NLsP2rzvqgoPPO6D19O48106aTmsLY1yYubL05vvnkiF/W4A/ZE9zV6K3Ht6s9lTPXdgMpwQ5IfWCtG77Tt5FnjF9C9ss8dy4YmXrREkOZqUT1iZAEF60uavnoNKEEngEYDSVGsxBR/uetBhZjY5CAtOxb4aX3MGpHMQUaDjZO9/3nQfaWKtibQg0IJQGwUmM0BKr1aY/xardFaPphvGdLqK2UbM/mMBk+MBS6b0V3fsfPxvXvfaX+0DeF8EB3C8dYAkCB9mpjGHJV1qJY3nxbhOjGsrszsxrhPldgNqO2kRk5YyUTaJ4FkHXi+Zx6D/BeliM43mWfQ26kkWxV148pDN//holZu/7YOX5r3TyG2byJKoJlIYMNuyF73zCYiTqiaiH1Qyt4BcwMP7BZUFHT35gqzBfrWe9Kf729agP3JnX3pvQSm17tPC01k/MhfJRY66ZDbG2X2daOoaoU0nkEAjOnDZWV3e8455/vijVfYcwigrJIiTlrlNnX2QvTPmmS5hIvmDk64iLUyLXSwsQmnRUYKigpIy2ctICcJI0wk1rg2OHePZvVmutapiZLjE2Zs3EOftjk8G8Nf+zOXYth184uoZHn4s4LxTBMsnAiqlAM+NMn3bTmbdOE6Iaxv7YRO5A1w7AsvQCkT/LxWxGckB6ep/sYORVD7kubhMAG4L9h6z+ZO/rfL5G4sEJGOOU0pCfpFp2LNMVJPMYzDPufOmQ5DptHmenafVeSoyyMP7FJUfYMsymgkxz9ra+mhKb6FJH41JkkCKniTYR1lSPbxHW1Kgp+BWQoLS+HbM61/UJlbwx39TZd8xwE6oiSIBd5IIIbWZErm/InerDfeXKv9aeqClyZbaDh3LIbBsOpakFGsKscaLknHtydXWczS1AiwZlZyx2Wbduik2bX1JoFT03QE+OjpCoVD7vXNP23DKytqxS6aGZ5kabeF7LVw7MmaJ2jAbWyYAd0Icu4uSIUfmYPvDkk5oIaSd/TFagecozjwlZGoiopBUkaVJid4X2TvTF/BxW7DvuM0ffKjKF28sEqTVTplKkuPdA9HbyYCtE56t+xaVWSTOipYWqij50thBJbAP1AN1Kc8G0f3FSX24WHjJznPxJK0vdL+CsrCstj+Ka53KhzILJMjeglMLTRyZMYxvekkb24I//FCVfcec1JGT3uV4kT82Vx5pCY2PZnIi5KwtAa6tDFtJNikF7cBi+yMFjsx4dCKfluXRsR282DSCC0ztsCNjXFsw0xG0wwi/UOaU0zbesmTJst+rN+a/O8CLxSG+fNOddeyx9sRkwETlMI8fjPn0jR6uI3ndC1q85GxNrGwsGeG5XbphxPZdgk99vczDe30eeMwjCizTxJp8MK0Unh2zeUOXszZ2edVFHU5dEzIyZLr2deL30XdyZ4tSg9lD0zbv/kiVL95YIMjQOQjqNIqb/5gC3GKAU+cVk0Fqkh74PE8dAPzJIvz3umUw0bnYt0DzXmSROUBTjFae+v6lOnnS/SNyt/kG5gT45rVcXXkS3bU0tSy20FzxojaREvz+B6scnrESbTwBeEa50u8bRKwpeorhoZhT14S86qI2Z20M2LQhwrPM78wmUkkIQ/jOY3Ue2WvzT1+v8OieIo1Okbbt0ZY2QkW84pwTvP7iBo4t+dTXqzy+r8SSbhyvWqZ3Pv7wv9U3b33Ndwc4wMXnngew46tfvePSf73xoP/N7TVU5OI6itVTR7lo6yxD5S623eG2BwXX3lHmkzcMMd/00bim7rSQ+BvqdLER0VEh9zzscN/DBT7+lYhNKwKuuKzDqy5vs3lZhO9q0yKn6COwwhJEluBj1xX5/PU+QbrSSyhIBu7svhyI3knpK7q/rjuvnmTS5SKcPG09W6B5L3hiUUrzTOAeBHo+gPcBPVNVUsuF3vMGqHllRfcBucfNxQD/TuvHk+cz+qIyGqO1hVAxDvD6l7bZucfm/R8vE9mqf1GSfugYfFexaUXIKy9vc8VlHTYtj7AdjdAWUeAQR7Zpo1MSnfizSKE495SY80+NuOKSaT79jTrX3F7itu8MoWSJajli23rF2WuGcR3J8361w83fmWM+HH1odr7+jrHh8qLH2Frsyb+88j0UJk698chM+XW33j23ZFVNsmmZxbb1DpecLlk+EVH0Wnxju+C3PzLOV781QSAr2F4B33PwHQffsrBtGyEdtLTRaXSVEi0NDz963OLmb7vc95BLoy3xi7BkMonaicG0SEjz9Xd6/O+ryxyes3sLSpmTA2VugZmA35JGNXGyRebAfM3MgwWsPoUkx89TxSR3P+s0kTkFJVNUetN/synOmcLSG3yb71hZWCIg+uvCJQxaxPWdgHLgJM1uDQ1jsZM2/z652PP5k96cejYwMabYdcjiyX0J/RTJ5ScCqTRnbezyxpe1+O+/2uAXX9RmciRGakkcOoShSxh5BJFHEHgEoU838OiGLkHo0QlcuqGL59hccFrIeZvb7D6g2X2wgGWVEEGZMBhitlEmCItsXulw/llnHKoWxd+u3fKmRQG+aAQH+PlXXUSr3fnssUNPbqxa06Whis3kqKJWtkFrrr9X8gcfG+PRAyMUay4FW1CU4FrGoAfMCrgbC5qxpBE5RLmMYvbNKcH9j0q2P+Fw7k0B735rg21bQ6aGFTo2mP3ybR6/98EKj+5JG4b79dZU685/U0KkVRP9TQODNhDpwrK/xiT3K+jXv1Ow5G97kTs36SLPwxejqLk7ee6dr0fJvFIWVBUKVPqqTktoe4mSfARXSaFVHyXJO2XRH+V1XxRPWuKEBh0jlGbrupC//u06vyvhq7d75tPGgqnhmLO2BvzRrzY4b3OAtBSqI4mVbfbYjD2MYocgdAhDhyByCCMLpUwtgKljiul0I9odj3VTTf7q7Q3Exzzu2FFkvmHx8O6I4zM2tYrLttNGmusnL/qs7ficbLNO9sKHP/jXPP+Sy749OV55q+oeqJ22TrF59TwrJk9w60Md/viqYZ44MEat7DLmwbCnqfiKsqspuZqCo/Fsw1ZMgZgg0HJh55YALPOFHDpicfsDLkenJaeeEjE0rLn2Jp8//HCFR/Y4JhT3dRwMZiut/ugtjEtVfjpxz20r4eNJ8O87AXJRtT965+qYs1uyyCxyr2X2ETIX2dPnxMKonf0/Fkb1/HjzvgllfVFdLzxJF4nw5CJ7lkVO76eJFei7CuTrhdAmip++MeLpwxY7d9qsmIj5/bc2eNcvttiyOkTGGhUkJbkJuA3QHaLIoRu6dLoe7Y5Hs+PR7rp0AocgsAkjmzAy0+PCyGHJqOasjU12HxHcv6tAvSkJAkXJa3POttMOd9snfmnFmgvCk+H4pBEcYOPGrUTBHCPW3QjrENt3B8zuCPn4vw+z69AwE1WLIV9RcjS+o40RUOJbCMaQvNnVaCTdWNASEGQ0Ig1jaQoYYqnZe8jiE18q0OgITtsYctUXizy82zYarBgEeC6K56N5GpnF4K6z9HGWil9ELVl0IZk+zkXsLL5n9xeL1s9eNtTpmi0XsQe1cKVNDVDPIGehjj5430TipCOoL5qnPDuN4qYrP81CguiL8CLl/iFsXRfxF7/eYN2SmOdtCnnjyzuUPIXq6GS2p9WL3spGxZaZDqclkbLoBA7zTZ9mxyaKTARPp1O7TozvRnQDmyCyWT1R54/fPM3HhgPmmgWmT9icaI+xdPkpjI9Wn/GYPjPAV6/s7t//6Nsf7y793PU3nCjd8UiZAItYeawaltR8RcHRFFxT1ug4xubNTqJerMBtKGbbvUyVQUty4ZC6VyYnlOHdDjS7guk5QactmJsf1OUGFjaDSEwA1VcGm31d/Vx0gXoyeH9wcZmAOf+z+hofkqh6MjlxAaBzwD6ZyxV9i8bemwYXoL3kTi/xoxJQyhwtQfeDto+qpCdKlpxM/o/o/0tScXCoqvAKmuGauWrrMP17Ut9yK9tjbb4FgU78VCQz8x4zDYc4TtrQLIXjmNmsnmtTCGw6gUM3cFgy1OKPfr6Jos2t24eInWXNVrfwdtdf1/2+AT4zd1yNT66+9/QzXj7/+M5DpdlwjgefKLBySFP2YjxH9O+usXZzHYljm9GDq5eEVEbmuO7egrEqFsJwgmz+swYRkxpoWBpe/Pwuf/HrDdasiKmUNFf+fZlDs1bu04r+PV8FRUI9yGcs+yN5mpLOp7T7ADkY1YH+aN4P4sHTru9cXHi3H+S5zG4esAxkNnsa+ED0zjXq6lQi7FNUelHfAD7Pw9Nov1BxSXcQC2iltAQHT1j81SdK/OM1Bb6yIsZzNC89v5uUBphcSawsM5E5mSEE4NgRUoTc9IDN3v1DxuMwcUvzHInnanxX47uSdtfCcx2aLZdGy2dixOaBXQGHjk7yxje9eH7FihX3NptHFc+wPSPApyanKPjyeNjoXHH5xRtv3vulu531Y5qxqvErlILkgyXmnK6F70kKnqTgaypFxfKJiDcvP8p81+Nr906hXNfg0ZJo5SQyYgpuzaXndPnAu+bZtCpCaMGvvbbFiVnJ//qnMnUzFS+HmkFwJwBPQN4P7lyNRu7dkv6I3KMs/aqFGHxfDrnfPalzkjfkwb3IS3mZuY+qDAI9SwaJgdd1FrVJAZ8tSAcWmFkWMnn/Sa4/QsJ8V/C3/1rgH75UJFSCh/dI3vXXVT78u/NcfnYbMxQKMxgr4eBaGymw4AV8/T7Nez7ts2EkZPlYTKlgUfAtCp6pWC14Gt8V+K7uNdPYHq2uzcETc5Sntob7jqgr1qytHa/WFpcHnxXAiwWLHY/toVZdeyCywicL8ulNp6/tUClJ5hqKbqBwbIHv9T5g0deUC4pKMWakGrBkvMn4cMRwWSIx1axFaQzdW7FFqG0IwVIxLzy3zQffNcfGlSE6MMkMxxO8+tIOn/umz8NPSBP1xSAcekhMlZG+OfI5YKbgP1ndyaJGPwzQ/QzkqcIyMOXhe0z59NGSwcROH1jJmh+EGKAp9Pcj9BSTvM6t+6I0g1F7oOal/6xLFqSWYO8ei2tv8c3sH9f8vTv3uvzG/1vjg78DL9zWQUQQK0kYOoSRKWKxrBhNwFxTMT9rsV8IBDFDZUWlEFP0LQq+TTcQFHxJEGlcR9PpCuYampJfZNWyIc5/waYnlyybOtCYe5LK0LpnPLbPogXc4r5779ordPy2l126kfO2dpgYa9PqRkgpKBZsKiWbWkkyXNGMVhVjQyETI10mRposHZ9l+xOKm74zhO05jDqKEVcx6mpqjsaKBVLFXLatyQd/a5YNyyJ0N810gepoTt8Q8ppLOgyVBirY+jDe498mA5mqAQOR+2T0ZJFonZ4cKbfOKxf582ph7r6f2iwK6sGCq4HCvH65MJfFVGRXvJNSjDxtyRdp6X6erXT+96eRmwVFcNnfIWCmJbjmFp8HdzpGpkpEA+1a7Nzv884PDPPN+31sO8aSkk7Xo9XxabV9Oh2PZtvn4ucptm6aZe+05tCc4MSc4sR8zEw9Yq4RMN+MqTc1zbYp4ygXOhybn+O277RQ7mY6Hfm2++/bvtexvzt87e/2hq2bV9LpNPG84qHjB8Pbbrv99hd85paQbqvC5pUu5aJFpSioFJWJ3KWIailgqNJmydgcc615PnlDjflGjYkiDHkK3zYNx3bbYqzY4dS18/zZf26wbpkk7FpZckGm1YiB5rd/vsmup22+cEOZKPvUmvxlPv02BunJAlCzCPUY4NiLqSoL/n8OAGkHTw/r+X8XR7oe2NPnek8mC8sFVEUPZC8HonnG+nr14j1unldMdC6a9xaaCz+veUVZ8O/f9PnAv5TQTl6mNYqWtgQ7n3Z55wcd/uQtc2xdYaHjIvWWhxQaz42IlcVwNeY/v3iOpw96PDU9bCJ9rAjj2MyGinQyr9XCdQTrloVUazN86c4xZGXNbRtOufBQs9XGLxW/K8Ct7/oO4C/+4kpe+ZrLp5Uo1e97xH7D448dZ92yApOjDiNVqJY0lVJMrRwxVOkyXG2xdGyO6VadK6+ucs3tUwwXbcZLiqGCplaCWkkwUra44vImb39Vk+VjFkHgJAc+TdyI7NsuFDVjNc0N93jMtxK9m0WylyLVv3P13qK/itCyFslW5heiiQokBrTvLDsp0/pvFmYts+dyGrgUC64AYpGTpa+uWww+n/v/Mvf8YifmopnN9H5ul/ma8n7LvF7Dd0xqk3dg2uKP/67Kzj05f/XMY90B6YJTYLpR4q6HyzTrRarFKvWWRxDaxLGFSr7b09aGTIw02L5TcmC2gCWlUYuTEzZWpmzD+PC4VHx44QvOZNnyVf/t0OEnb1+1Yv2zge53j+DZmeBtJraq9569VV/jRa3XdBr7WDYZko59Lnox1VJArdJiydgc080GV366xr/dPslw0WWqHFMrQqUgKBcl5YLN+LDN+qkaaM1MvY3nBjh2YCwhiM1lM7kKWUHMGZsDpiYiDhx30hrF/tDNwMJxsbRzX9RezFyzJw0uqDRchJ706+SpcXxOVlwkIOrBq04+pItBqmIshYWVkwQVyWPR3wfcp6z0a+JKC9P6luPffVJgxsX7qzqzJJANh4/aPPCoh0qjt8z3vRqQW5ZN2RZYscvuvYKq5zAxYlEpKipFiyCSSbm05FUXzCI5xp9/SrNveiTpIVUorQhjzXwj5sh0zPS8hV/eyvMmzrhm0ymb70XVny1snz3Az9wySXP+4N5T1pz7zvqJHdb08eiVI0PHiKMKYVigVAyplttMjc5xotngvZ8e4ro7Jxkp2kxVY4aKUC0KKiWLStGmVrGYGDY1yHN1D0Gc9W1mnyqlWAKE0hRtxRtf2Gb7Yx6xVgMgET16kgKXxcteT0o90sdpZORkdKVXe5K9J4/6PKCfYb2pNT1FI79oHLyfOykW0JEBrp1ZvOX6NlW2wFzk/2SgTng4eUXFnHWm1Q0++02fdpjvnMqNX0yGCXhSMOQoxksKS8LRaUOHuoFFEArCpB9AJRPUXn7eHFqf4MpPa/bPjSKRiecNNBUEqk11uIASxeuWrDjvnTt3Hdi3acPyHz7AAUrVpXzjltv31SZO23HdHYdeOX2kybZNJTavUpT8gPHhOrPtBld+eohrb5tipGgxVVUMF6Fa6oG7WrYZqmhqZYXvxokiYMzcTYe41U+rE07uOCHnbg6wLUW82EKTAQkwB/I02dNTSvQiyZ2BPsvFTgB6jwd/YS/a90D+XfOYaTTPR3Wd+nEPRPPs+cFezbTmhKQiMInoShvriFxdeBrFE0O3THPvqz/v+3CJQZAS3POoR6CS6QcinQrdcy6QwrgWCGEWsN1Q02jFOHaI0rbRxXNjD9MT7GfOn0MzzXs/JTlcH8Z3JLWi5ow1Dqeu67B1c40Va0/dMXv0ln2bNlz6vUD2ewM4gFOYZGRiyfvP3Lx37dFK/MbhyhzVcsBIrclcq8GV/1Ll2jumGCtZJnKXBLWSpFK0qJRsqiWLWlkzVImplkKKhRDPjbBt43ViDrIgVlZPHUgOthUrNq6OeNULOnzuRhcK/SDPS4CDRVV9MiD9nfL5k+LkkV70R3SSKL6IVEju5z4bXD9jBIeBCNzLVqaAzoCe+nlnkmKPnmQS4SJ14XlNfJD1CQHS1VzzDZ8nnnLQUvbALXO2HEKigEBDNxa0Q0GrazwEpYwy1SZN+sTKdPzHyYDbnz1/FjjOlVdbHK3XqHiamdmYZns5XnHrZ5ev3vR+OPq9wvV7B/jF527gG1+/YW7D6vVvWT3y2DJP1i9aNlanE87z/s+UuOa2JUxWLaYqiuFyAu6ybSJ3SVItaYbKMbVySLUUUCkGlAtdioUOjh2Bzo/jMGMKUyPJWMeUSiEblkVYQicd2/08N1l65oCrTw7evkWdWERlESfVzPNJ1L4MJ7nonn6sZ+Db2cNFQE56mwO5WEAxBj1SUr6dRPjErDOVGHtqSi7Zk4I7O5557UcTa9h5wKHZTOw4ZDpIwE0W+8mHVZpOLJhRgJbYSSM5aLQ2s+WVspPspm0ieXblELz6+dMgj/Leqx32TBcQlqJy0L79tWNb3nLLzQ+1Lr3s0u8Z4M/eCjW3vfAlL6ZYo1Vd/opg/6xHqTDPZ26SfOGWCaZqNktritEKDFcshio2QxWb4YpkuKoYrkYMVwOGKl2GKm1GhxpUy3Mg6sSqgW0HgCCKbcLYJAnCyDUVabFNyRK88pIOK5aHECZISRCWgnvQNLNn29y/uOyXEhPVJHtO9EfvvkVmL4oP6t09qVD0UfLFtsEy2P7WNZGV6eRvle5/PR1hkr2uktdU/j09nt17f39njxoEfPKRLFuz74DFl2/xaUT9iollWXiWwLXM32vFHUbtWcpynulOyMG65HhLMNOE2YZmthEzVw+Zq8fMzGum5y1OzDkcn/U5Ol3iyIkRXneR4E2XH6PVCdm6ifA33nrhw0F09PsCN3wfETzd1q7agNbqnop8wQXTjWOF3UdgpOyxYkgxVIZayaJathNaAtWyolaKqJVCQ2mqbUaH6sy1mtzyoOab3y4hBLzmoi7bNtq0ux4CsO0INEaysmK0tqhUYwpuWsfSQ5ehKLkG4sWSOM+08wyLT07yfAb8RRSWZzh+fZQ7BbYgazrv6+DJZzQTXp1RlixCk1GM3iSIhMKkkTtd6/R5pyS/WEs0agFNEdK4uzbmUyNTA3BbSkq2ppgE8HkNF5w+y+tfMIsQmhvvL/GtR0bYM1OiG0pipcweQ6zC5HESzWMz+zJSEtfRrBmbZdmExfJVFz5+8/0zv/6yCye+X5h+/wCfGCuj9dy7R2oX65tu2PHbjz1xyD91GYyUJeWCsXirlC1qJUGtHFMtRdTKAdVSwGitScGvs+dImw99ocTX7h+h2yxScAQzc03Gy+lMzgjPTTrDZYytEo1cqV5lXS6dmPZbZnybxUw1+9vWFkvTywXgHVBOBmjMAsVlQELpn752EpDngJ6pJfRHea1NjZpIpUKRND4kQBY5bt5biCa0BRL/zEFjoN7jPPh7U4iTw5v6Z0gzg7JgCaq2ouxoPFuzpAa/+hKLS8+o4rkBLz+nxY3b2/z1F0Z4+sgw3dghUjGR0kRxbKY0xBDFpnUtjBzagUW7a7FxacirL13aed0rX3pduVTUK8YL3zfAn1Wi52Tbn/3Z+/RbfmHzba1uyZKRf8FkrWMVfIdiwaZathipwHA1ZrgaMVIJGKm1WTJex3dn+fzNMVdePcpdj05QsIqsHod1k4IVoyVKhULmMW1ZPeday4pxnIgTdc2/fqPI8TkPnHQciYWfmfv0JqZZot9FVgpyo0cWtqRlI0nyz4v8ewaMfnLtZGmiJ6MuWZta/wmRQn9R1isGH+f8yPOLXZmCr6fb95UUoPvWC+nnyBuK5gvQFs5GUkhL4TghJ+bhczeWOdbwwfGwLZuqAxVXU3Y1wyXNqnGL0coQ3aBEu+NScG22rAp5/tZ5Yrps3+kx03JNNWdyIqpkmkVqK9fsCJ4+Al5xVVAeXvr+nXv2/vmLLzwz+m44fKbt+47g6bbvwFjgesPvu/S8ncGB/dPveXyPlL4rGapoRqsRQ5Ue3x6u1JluNLn2TpsPfXGSmXqVpcOCyXLMSBnGapLhikWjLWi2bTwnxnMj3FiaBlUt+xdDuVY1S5g/Jp2lJFP3WKkXVVPykt9gxF6ovAxEb2G6dxbj530Zx0WOV2oj0se7829MlROSnhBtuqFSgx+hzCQEFImFRy9t35+6T3VwMmuJdGCVTKv9kg56mY4HVxIlVcLZ00guc7U/5phbUuBIhWuB72qKvqDkS47P2vieGW0TRhYjNZvNy+f5gzc2qLgRn7t9lKfnKrQii/FIEUaaODaLTyGM+nho3lW1iSXv2Xbqqr8+cmI+4AfcfmCAX/LC1/Lgt69tjw6vvsZ27D/bvfdeNBVGazETwx1Gqm3GhxsUvDoP7Q35s3+q8chTI3SjAqvHYKSoGCrBUFlQKZkDJDBuo7GSfZ3XWf7BNqAzoannGmtnE91OJhPqbHpAL6EjFgK/D9S5CJ6P3CIfNRdfjObpy2JoT8GemmfmMJ7dGoD35EDjm9NPR0ROIsxAnSkqIJISWeMPnnOiFZgJyaI3tU1nCpbMqIrSmtRkUNAz4LFyu9aabqCYa1i4tmN0FW2APlpz+M3X1XnhtgP86T8Ns333CDNtjxWhJow1EDNcsejEinPPOUtPTS2/5nC9037j61/zg8LzBwc4QKm6lqnJJU80u6V3nHqa/D+zRx+Ua5bWmRytUy7UeXRfyGdv9fj6t8fZd6TCWMFiakgz5GsqaRKoaFEq2PiuMAOvcuQ0jXAC0Epz+LDFXNtKxgKaWZep37ehJHnv7wFVhWdaOOait+xF7z7/wL6e6cXqS/qTRem2AN+5zKRgwIabXkefStzRRDYYyiDeqDQ6494iB3bDz0nM71Pu3TPr7BkBJXZtWicdOLp/DLgyzQrVQszEVMQjR1VyhdB9C1GtTXtiJ1A02xLPsZDSvCVWgiiWDFdstq1v8n9+c45vPNDgs7cM8dieGkebDkvbUC7GvPwl29Ta9evfMTGx9om5uWM/DGj+cAC+bv1WHtzxWBCsvPDjZ8hdxUNV/YFr7jjK0VmB49l8c/soh2fLeJbNqhpUPUXF15R9QbkgKBcsir5NwTMdHY69yLx6YThhVyluvKvAocMuFA3AjUOpxkm492Dz8MmmFi+6sEybiEmpSF4yFAwuNmWCZJnSFnqvZcDuX3P2vI1yencKbKHJwJGBXplxIeZJgZA9upI8lfidmAgtsiieryFPnk+6flRmkN+L4rEQSCWRSmZRPAhslkwFvPj8Dvc/HFNXCkU6+Ko37i+MTARvdzX1tkRKCTjJ1GVBFFm0Oi4j5Q5vvqzFS7ed4KYHZrFdi/2HbfYdOYWd+63fueLntn382OHd8dZTNv/kABzgeVs3Mz97IC5tedXuo/Xx+hOHvla5fXuXRuQyXJKsqmqKjsJ1oOCkvE1Q9i1KBYtiwaLoG07nORrHUbn5mGZ3rIiZuuahPR4q0WOllLgy5xor0gWmzpnb98uF5CL2YPTu8yuRuQieOcb2qgUHeblM0LxAG0//yaUvdf65gU0pMuqjE21eqoQlJPw7/cnG7zuZvJbya9FTWdLonU/3p/Kh0ka+Q6QehZI41kgpk7S6RRTb+LHN89aElKoB9fmQSLl0tTCKSALuIBIG4J0Y2xJYQpI2R6sE4J3Apt7y8d0S5WKXN11ap9mJ2HlwCbWpS+ur11yw++mDR+KVy55dpeCPFeAAwioinQPXXXTRmb9e8OP/fe2N/z5yzU0hNduhViIb3um7BtxF3wDbAFxQ8DW+p8xkZSfGtY3JvWVHWHaEtCJufcDlhntK4LkgHRwh8KXGlTo3b14vNPFZbJE5uOfKYPvtHVLznh7QM1DLXmTPA7uPkqRAH8j69FUV6t5NivsU2IltiLkPIHu0JE9HkDmn2Sxr1F91qJJsjxDCeNcndewxVi8JFltEUiFjC0vadDoOLzqnzcVntPjiTSVipejENkEMYSwIIk0Qarqhxu4atUsk3pAamQ3JiiKTzo/jArVyyOETmm/tHOKULa+ZHprc9ls7njp+3TmbR3+YkPzhArxSGU6+uJlPnb3tcrtY6Lz/4IF7x+NuwNiQ4IHdAa6EoicoFQznNiAXxljfUxQ8U4DlJ6b6rhPh2hGeE3J0PuLDXxomxAPLRUqJb4FvaVzLtMPZAxJhb0bnYMNCTr7L9h7tMJ4pPX/v/ARjsQjQ88Du4XjhylIPhuxc5V666MzWHYkULTO0k0Vvo62b0yG7QvWl73MLTqWzMoB88kcJemdPqpTkFuSx0ERSYUUOnhvwm6+rc+f2MvubPh3Loh1L/NCoKY4NdldnlYDpfAedlFwIhAlYTpcHnygyUrVZMllh3YYLj207+5Lfj6LgUy86d+0PFdw/dIBnX6sY5uDh+lUjE6+Ql5wf/eXM4fvGR0fq/PsDmpU1j1LBolJyKPqSgicoeGZyRMFTFNzYGOq7odmdENcJ8AodbrzF4eEnC2jbRUgHTwoKUuPJxODHMiY/mZF9LkUvc3RhsaylWHQBmY7kJgP6gkaHnCy4IHLncZyXRgbu5kEvdI9aqJSmiFzSR/Yd6MT2OAW5qR1XondC93sapr8vqQGJUxVQonOfwpxb6YwkGyu2CUKXLWvavPDcOv/81SKB5VC3zHfgWGBbCsfS2JZMpnrEgE4WqmbS21BFMDY8zX1PwESlxJqNZx176ctf9Ifo8Cohn9nf5PvdfqBEzzNt/+t//iUvf+nF2ysl91jBm7747kcOF46cKLJ81GZixGW4alrdPNfw7kIyFqVUiCgXQoqFgKLfoeB1qFWabN+leP8nazx5pIp2Czi2TdXGmA7ZJpuWRZJ0zvwAJUkXnimArYxri0TuMqZFlgWWld4XfZHc7DIBenorcj+XrNtmYUTPAbsvJZ+APK2czKfmE8QNUvX0qpP+8LSOpve3igVuXX3rkOz3pFLgQGc9gxTOfEdTo10e2mVx4IhDZCfTM1IFK58UEzopmTV6t9ISS0pKBU0zamJ7K6ZXLF35u7t3P33Vxo2n/qhg+KMDOMAnP/nPvOe9f/ZwbWzTr9z3UGNsxK0zNeqxbFywcjLAsTVhZJSTkh9TLkSUiyHlYpdSoUO11GZ4qMH2XRF/9NEqd+yoErtFpONTtgUVx4xz9mzj/u/aZsaibfVPT8sndfIROpu0lqMhltUDtZ3clynwBwDfO0HyuvqAPp5iJsVUvr4753vSX2iVf3MvCmdnx4D+2LuCiByge8aig/KmyJ0iaaFVL1Wf2OvlKZxMG0g0q5YErFvV4bEnJfsP2ITStAvakCXWLGkGl0kpmGvGHJuNTfuZtpiZt7jo7GX10tDUr8+1Op9+48+9XvMj3H6kAAd43//8kC6Whrd35g7ctGIyfkWrUbfP2dKiVDrO/Y9LgsBnuKIpF019eKXUoVpsM1Jr0I2b3Hif5r1XVbn1wSqRU0Q4BXzLomprirZRZLzEB9GMuEgAnuvKyS69uUhuZVG7F7nzQLbtfkBbVgJ4KRak+kUO4H0L2hwIM1OqTLbTWT1NVjGoetE9/94U+IYi56WZ9GQSfepPXsfPaFpuHSKTEzBd/KUJNZXUZpuqr1xCLKN6po5n3bKQTWvazDUUR44LZpoO2rJMsk2AY2l8RzI1ajE6GvLg3i7HZwQj5Ri/tqozOrryLedtGflctWCpv/v4536k+PuRcPD85ltC33/nP95x1qmFuw4dmmyvXRr8M/p+/zPfLPP00x5nrNc4tqLoR5SLXWrlNrXyPHfuCPibfyvxnceLHJ71iBwHbB8pLYqWxrdM5PZsst2xhZlmknx5kYJIa2NPDiarP5gaJ/9F9uvnUi4Eef71LFIv8ndnVCMFbx/IdZZlTJMmuu8/5jCccGspdDIJGPL9TulJGyefSynQUmQfIPtx+SnSMukWUpIolkRR4nolDJeOnV65rJQay7KxIoVlOcgwBgEXnBKy7rdmeGBngw9eM8KtD00gtYslzQydcsF4Up622qZcnOUfv96laW3tVIcmfvF4MHHNtXfMxu94y+t/1PD70UdwgL//+DX8+q++Vp+1/pce64jtj9/47eLP3HqXcDYud1k5JVg6FjBSazFcaTJUmePWHSG/97cT3PPYBHNxBWW5SYWUjWdJqg6UbJ34Imp8B3xP4LvguwLXNdFYaQgiCOOeB0iW4Em5dhrBLZlRknS3LWkiefbYJE9tSfZ/FySQFuH9ee3bGFOSZA3TE2CxfsncrnSWetfZX9HPk3vFVOmiuOeia2RTncxVSkatC1PD0g0tWl2LbiAJI+MpmJ6IknRBrc0Ar3QqHoIocnEtnw3LBOdubrL7QMij+wso7IyuuLbAshyetzZmy+YlrcCa+pVL1/6nLzy2/371zl97w48Dej8egAN85O++yEteO8Z5rzrvkde+zNqzbMx5UdVv+auXtFk5NcNIrUm13OTux0N+9++XcvDEKFNDNmXPHHCpQhQWnp3QE4fE4suAuuAKCm5iG+dZuK4gCDQzTeiEiTtqIsP1aAkZ77atHue2E7DbtsyedxJun4I8b5gvFqEAg00U0Mv6RbE2tgiKLIoPGmnq9ETI1ZVkVIV0oSgWLqJz6wLLSvmwmULt2BrXjnEcM8TXEjDbcJiu27S7pkgqpSgC+sFtKRw7xnVChIxod3xOzA0x1ygzVrM4/5Qmj+6LeexQia6SxHGMLRS+I6gMr5pbs2L1r73tNbXPfnn77bzzbb/844Ldjw/gAJ/4xNf4h49cRj0Y2mF7wwdP3TR88fG5Q8UdT84yUtUo0eUPPzbMk0+Ps34cVg7BuinJ859XZ+u6Ezy+z0PgUPWg5GqKrtHUi56g4AmKBSupQ7eZHJF4fsCD+yOON5xsQZgHdboYsi1jAGm4dw7ctsSxBLYNtm0qc23bcEzb7gF9YT0Kmf9KGuURCbhDTRgaWwQVm0ieRuV8xI6TkyE9KVRfBO+BO+0cyrKxOd9zA0yjKjm2NiP43JiCFzJcaaNFi/sedTlwzCWMkiKrRIDvZXM1lqVxnBjfC9B0uPqbNvc/PkKzMUqnW6Abuiwbh/VL57lze5GhmuSi0+pMTdY4+8yzT1xy7shvLZlwPv2tbwe86Yr//OOE3I+egw9ub/mVXwBA66OfBMf+3LXD77vrO98aH6+coIvm8adrrBnTLB+GiRGbDSstXnq+QMs2X74joBmWsKXGsUiUE2P+WfAkpYJFuWBRLQmmxiKeP9HELtW56vox5jo+thXjWjmVgjz/7i0yUznQTsDt2D350Sxge1OazSKNLCLn9fUUbBqwIogik97uBIooVj0giV6yBsjqPOK4V0si0oVx5o9iKlXMNGDzGaTqtaxlHT5JZkgKQ1McO6ZS7CLkPF+60+XGb2mWDwdMjFiEJbs3bUFIA2zbInQsothCa0E3jPnIv00gw1FedpbN+hUWncBCINiwLODc07sEc0Uuf95yzjjnomP20GV/EOnwk6tXDP24oQY8BwDPgCUm0HHzE6//2cvExmX+Xx7e+5Xxr9/nMOx4LB+B8RGbZRMOU6MxsTJllyBwJXiWxrV1Am6Mo61vU/ItqmXBSCVmuBKwajLkjZfUue2BAjv2FKj6xqNcJQgfTNVn0mEK7iQ76iQSpGNrbDsp6JKpA5MgCPv9RUQSvR3LRL/0pJAC9h+NmK3HuatIwu1lr0BLawPuMDK1HmnbqWVpbJX4NmqZWzRCnCSkjCWDzkprddYbqrGkwrYU5WLAo/tCvnjrCLMzHmU3xnXSY2IjpMS2ZEJpTHWgmbpgoYWxyNax5sh0SMGTSOEAJVxnlDXjTR5vlilPvvTY5Irz/xDNJ4aHnhtwP6cABxBWibm5zsdXrz83KhSCD+j77hi+/IxZjs/AaNVmYgTGhkyL2xfvkLQjnyFXJdKgmXbrudJYN3uSYkEk/ogx5UKAY4dorRDEJsImUkaqQQzWfqfFVZksKA0lcW3jcuo6GtdWptrRMgAPI1NW2g3NTCKziDWJD8c2EmbBixithRSKbb7+bZfZGZvRqimn8Rzze20BUkpTOqsgik1lXhgZWmJOGIFKR48KlUteSeIkiiuFOYlV0ouZaewplVFJptEUp3SVptGBYttwbNsytMx1RBJAJN3QotO16XRdykWPC7c2uebmIabrmlIhpOB7VEqCm79d4fR1S9h2zmUzl1+y7Xddh3+y3e+/3eynHuAAtZpPp9v91MjUBdNnbJlet3y88VdXf+khZ/mEYulYzNRIi+l6k8/cWkVolyG/N1HCc4w06DoS3zX1LCVfUfJDCr5J9TuOyspYgVytxWKtaAKZU0xsu8dfPUfjuSqZPhDj2GbhppQgij2OzTrEykR8w8uNYuG5MZVixORIg0jOcrQ1zPG5Kq5j4qstQdumLMDOlBvNbENxbC4Bt0wTWUmlYapyiFxJsaWxVHKFUhDrtKQ1l6XMm9sr0FFIO9Q0A0Grq/AdlXRRSbxAEDiSbqhxA0nbdmg0fUp+kTdc3OCWBxocmK3gWsbqo1bWFMbOCkcn/N+7+JJzdtuO9xUp3ecaXt+fbcQPe/M9T40Un7jul3/x7I+uXH3qf/35150Xu4VAHZ5uMTk6z22PCvYdrrGkDKNlTakgcJ0elXBsM13CtE/FFAsRpUIXy+pw58M2O/b7uG46qz6f4euBe2HCxygmrg1uAm7fNT+7UgwZqbZZNj6Llsf5xgNtDhwJabRUFsnB0BjXUfheRMEP8OwuURzRDASdMJEvE95uSYHrWJSLFismLS7Z1iCwO+w5IZhuSuodQTvQdANTtRdGOmn56ikyaQRPaUqfuU52K+l0LdYv15y3tUlHR8x3jUlPOzDrgyBQhIm8GkWCbiBptGym6z4n5qqsGvd4wdY5Ds8qxkfbFCqxqkycF2/ZvPm/xmOXfvTm7Qeuk9JVPxgqfjjbTwTAAazCORw+IILa0OpPnb5lxZbq8Kn/Y/3qMW56KOQTXxunKBxWjMDkiEWtJJOWNQNO25Z4jim1LfoRRT+gVupwZCbgy3cUmasXKLqmIMtOdOxey1XqJNurErRSvdtKpbUUqDFFP6Rc6jAy1KDRneF/fk5z9yOS47MhzVZEEOqkLNhcIexkYeckzl1Ca6LY6PNxrDN9XkqzWK4UNRMjMRdsDflvP38Qt9LkYF0y3xa0uoJODtxRbPY4Tp1Y88pLasWAuY3TpI6k3bWplRxedWGbFaNNZlpmLlKra5oWsvqRpNUtVoLZhsOhYz4HjpYJwxq//GLFuaecwC6s5NwzT/sfperKLSsmlnxq0poNXnL+lucaTtn2EwNwgCXLNzExtbz94KNzO19y1ivfNxuvf88jT18Yu6LGcClm+YTF1nUuxRLMNEw/n9YGrK5jHG7TjKjntbj7McGtD9coeRYFO1dSa+dT7ykH71UL9qREEv3YUJNCCvBCh2qpzj2Px9y1YwjXEnQCM/EiCI33R7rYzChEynu1cYqKc2Y7QpjP4zjgeeB7MWHk8IJTNRdtOcF8J2SmI2h2jSVaN+lljKI0eie32oxEz2iKMhE4zHZJGFmEoU2j7XP+FsV5p8xSj0JmOpJWFzqBJogUsTKZT8/WjFRDGu0OD+7S7D3scnzWxZEj/Nabnxf/zGXL3lMuvOF9vpjbuXb9qvYZp/9wOnF+WNtzzsEX2174klfz8as/E7/1zW/5k1brmL3uutt+56abH/A2r2pRLM6y4z6YmfHxHM1QxURl31WUChHVUofRWoPtTwRc+c/DtIMy42VB0VZ4jsZ10pqV/uRO6jOYcnNDUXQvijsxrhPhuyFFv8Nsq83fXDeBtj1cS5nSgJQu6AEpMpszmdQNJomd3uu9+pjU7iyKJUFQ4B2vnOGme+tMd4Yp2gLX1ngWRBHEtvl9GbiTBuVU3Yni3iLUDjW2beGGFt3Qodn2GK0V+ONfmuPpEwUeeGyCkiMp+YpyoIhjjSUF5WLE0vE6rt9g+xMVnnh6mLWrJhif2NrdvPyl/2vV8tE/+fY9Hmed+0vPNWwW3X4iAQ7w1je/Ca3nuP8h8e6XXPxCefqGtRcc3H2t/MLN4QUVu2V7412ONzyWjZsETNFXVMsBw9UGc50G195dYufBUYZrNpWkpNa1wbNzE+FsmYE730TZi7wpTVE4tkqMiExB2Bevt9lzsEzZN1WF+TEkOqdFL9z6Wx4WKDnJiaaUpB04rJmSvPzCGa76SoWG61CIBEGscWOI4h7N6TUDp21iJnqnOnqqa3uORTew6QQuc40iqyYjXnP+LAf3exxt1ii5kmpRE4bmpByptdh/vEOrVeB1lzvRDffUvrXu1Feq9RtWfUuI8N37DjZYubT83b7O52z7iQU4gBC19O4ffvgfriXS2yrnn936++W1p97w4O4n5Ce/3MWWHuWCZqgSMFqrc+cjbT5/2zDfeGiM4arLsKMp2MpEPkeYtL4nKfgWji0TQ0idASRtIzMRNandsJM0tR3jOSGdKOA7T/rEkUfB0lmmUpMWUemTgDv5uxY8FllaP/VMUUoQRja2dDhzbYd/cTs0Qpeqkyz+4t4iUiudVRqmJ4nG8HxCQRSZJyypcR0Lz7EIApu29DkxI3nDxS2Wjh7lX24N2fHYKENFaHViolhS8Jpcf38ZxCnq9S9f9vk/vaDwX+rNPXUpz3yu4fGstp9ogOe333jbq5g5vrfuOIXfaDVW7zradLZeck77NcPuQcaHYpaMNXnk6Rbv+fQIx45WmahKXGmck2SqiCRJoVLBplyy8BxBp6uZa4ToSCOFyKKgEP1FSk4C8oIX8tQhxU33l1C2ZUaVy15tSFYxCM8I8nRLKxIROSkzLWONJUHocOnZTZYvbbFrf5muZ0zko1w6PzspE93ed03L2kwLOoHCcwSxNgVlxpjHlMcGoUOn62BbRS4/vcnGFXO8+yqHA0/XKLgBlVJMZG3mjK2la2qjl+wYmlz+wYONdv3Uzaufazg86+2nBuAAw2OrAI7vfGLfH7/osl9ctWXjLuZO7HxNa/YhGu06n7vVJ+7WOGsNeLZitq3ZewKKWjJcMhG86EsqJZuxIaiVIx7d2+GpwzBatbAsgZcMLE0TP5alkmKlGNs2Zu6RUrRaDnba9JB+wBxNyfX8LtjyrWHpbQZ00nrxpFE3tigXBL4MiOOYrrKTCG52lVwx0s/s2lApKkaHOjSfjNh9wKFatNE4uLak5JsmYN8N8N2Ap48MMd/02XekyoqJeV574Twf+leHam2ULVtPozS68ZorLt74W/ON5t7a8ORzDYHvefupAni6bdywkk5rZu/SyVN/96mnvE/F0Zp3zs/cfTHxAZ6/MWRi1Gb3gZjzVmsuKs1zywMeQeDh2YKCb2pVJkdCpsbq3L+7yc6DFU53zIxPYyMmks6UXnmpLRW2FWFZEb4PwrGwQ9NQMOh3klYE0tcGlm4Lk059nTa5F1XSYaMCi25XoZSim3SyG3mQXEWiOSEdR1MqxGxaNc0TRyKeOjrKkiFwHIHvOlRKEseGwzMht35HUrQ9Vk1pdj1hsWtflVXLK7z51Zt5/pln3jpULX5wctmaBw8dj/YuXfLsx4b8JG0/lQAH8IvDALu01ruAHbseP7HkHb984d/NHd+9/tDBe637dsVcOmmxdk3IQ7st6jM+nicp+hbVsmKkFjAxUscvRLQjK0m65MacJGWmKTWx7RjLUgih+Mb9Ls2ujWWbIikgZ9HQ7wib0Zas7czsUpzMmL9XSmAGUAkKvuCFZ3fZcSAmUBDEhqaEsdHU07pyk/U0IHdtTbMbcXhe41uKajGmXDB133EsmW5IbnvQYeOk5JQ1M+w9WuH5q8+J15+6cZcYmf21yy6+4BCwc9Dq4qdt+6kFeLolX8DOdnN255Kl6qUnjhWWrd+89fNPTd9WnRjfW7r7EcnxEy4rhsFzJCUfqsWYWrmLos2xeR/PtoxzVq5hwLa0AUpqAOrEWFKhtBll2OhYDJf7bU1SupAZ0ytynDzXhZP77D0FRWRGofmTRmmB7wledG7AB6/ThAo6saATCnxHE0a9SsZU+9YKuqHLeK1JbIXMtmxGW4pmR9HuWBw+4bJ8yuWcU7ocn/EYGn1e87f/6+Xzs3PqiuHxNQfOm7T2/rQDO91+6gGeboXSEFqrvaXK8NOHj9VP/YXXifMnhzv/4N7zWDTXeHpkz/5DlTC2GK5EVEoBvhPy0B74+j0VlpZ1VrjlOknVnmUKq4q+aYL23CCNvbzigoC7Hs/ZE5N06CSKjMr8SfJlq/1bL3KLxGa51ywsMqsS8zOabcHXvuUaH0EE9dAsIh1LUvLSwakmydQNLLqhZL7p8NJtiuvvb7F7t89sU+HPhaxbpiiVmkw319QvumDNtF85xR4fs9+2Zcvau6AyB6j/KOCGn7BM5g+6CSERQqjhUmNm3Zql1xdL1Y333fHJdb/21je995TTtj08MTn+wMiY05ltexyd0XzxVh9Lu6Y60ZXUKjblYq+B13djqqUWB0/UufsRxYl5jzD0ufC0iJJvUv9WYkUcKZN8SVPnZpLByfXwrNM/rYuxcs0U0lQKmvoRi2bH4rYHCzjSYVkl5oKt80xMNjjR0bTD3qK02VbMNhSdQNDuSuKoxKsv7DBUCVm13MctFjojoyMPnHfOaQ8//5I3vPdvP/2VdbVqdWOpsvT6XXsaM0KI/1Dghv9AETy/+aWlYJJ6rcd3P4Xn2n9lWdZfbTtng1Uulz567Hi4sVJ79KJlY0esS08XHJ0NcW3N6iVdNJqDx3zKRUGpENIKW3zwi0XmZ4d5+6sl1aIgCNsIKShaJnnUDkwkLni5+hDVWwAaTtLLZKbJHiHAEiJXNGZayUqFmIIXEUSmRNV1bSzbpupbnL405u0/E3GiXec9n5Q0uwUcWzJUkRyaDpiuC8aqgnpbce8jo2gctp25Mn7TS1bdHihnZ6fTfIdlzcaO63P1h/9cD49taD3X39ePcvsPCfD8tmndaugJHJGOpv8Lljd8/NgZVz7vqRvdevNAvPeYd9amJfLsdvgk9z02Q7MxytJRj5Lf5NZHFTv3DbNtTZl6U9PqNACTLJnwYXwIjjQCWoFNoSMpFzRxrBKtOekFTcpahTTkPM5qUMg6hxwLXMsoIJ7bpB0GHJ8eIYokQ7U6ICh5mkrB5unDk5y5OebcLXXu+LaL1pL1y1tMjh/lwLExLH89lte+/8C+6NunbVlrvehllwe2N/bfVdydWTE1/Fx/JT/W7T88wAc3YY8AzAD/D8DNN9/K6VpcPD7Uecm3H1t5xVqCTS4hQ0M72TvtMjMnKcgAzw4Tc50YhcYCxqqSczYLRsZn+Oo9LkcPVRirGZoSRhAmqXLHUhS8LoIIIQJaYUwQW0ihcWyBY0vsZHhwrRSx73ib6++2GS87nH+qTa1q3qvRBKFiejZidl4wUorYuEZgeUVO2XIqE6MRrbD2+N4jU59fttT/+tRyfetZ51z0XB/y53T7vw7gg9ull14McGt9du7W1Wu5LYzDdUePT6snH96vWnLLmle9tPwHjjNNwRthycRTPPhkh/m2x1ipTsFzWbVEcOqGkDsfhQP7TddNHGvqLSPLaaBU6PD1++HG+0v8yivmGbnH5fFdoyBkkngyJbpBAEKYRoc7d/g8b4XmlFWw/1jIilGHsjdLLJezfOUKTnSnWLtuktUrj7/viV3dPcvXvkAWS6NyzC7sXrmO60dGKs/1of2J2P5jrSh+iJvWTwHe0PFjBy++++6dRKoWbjs1+u3D08GL49ji6EzA/fc9wQVbjtNSR/jrz1epWUOcuzFi1/4OURQxOeJx3taIWBzlH77iUit1+LlLOpQLLv/w5QoiqHDuKS5LxmKiWHHoRImLz1IUSgf5wBeKBPUhXn3JMBtO3cjsvItGc3zWvWHdhPpAN+44tYnNVIeW3hpFwewZm6ae60P2E7n9Xx/BT7YJsRpgFrgWoNvcB0I8Vh2NJtG22hh3eHrPIQr+CQ4es5hpeFQqhD/zstP/9M7vtH92+dh0ePREifElFicaq7jorDJnbGxz8ITFulWCl12qmJspsHGF5shsh/VrCk5cHvqyUvf/6dIxy5kaFzzVtBBWhbHJc1i2zMaylIyVPALs2bD2pzOz+OPe/n+AP8vNK60E2JPsi263HLwRKcV/efLQbG3j6lgrWaFYdghlkfUrSyxfEnKsYaMtGB2NKLgO1VrM/tk25WpVTIglc3OsOLJuW483f/VqgN98rv/8n9rt/wN/VsSesaIHrAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo0NjozOCswMDowMH6tUXMAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NDY6MzgrMDA6MDAP8OnPAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3232740
    {'hecke_orbit_code': 100663352, 'n': 1, 'trace_an': 1}
  • id: 3232741
    {'hecke_orbit_code': 100663352, 'n': 2, 'trace_an': 0}
  • id: 3232742
    {'hecke_orbit_code': 100663352, 'n': 3, 'trace_an': -6}
  • id: 3232743
    {'hecke_orbit_code': 100663352, 'n': 4, 'trace_an': 0}
  • id: 3232744
    {'hecke_orbit_code': 100663352, 'n': 5, 'trace_an': 4}
  • id: 3232745
    {'hecke_orbit_code': 100663352, 'n': 6, 'trace_an': 0}
  • id: 3232746
    {'hecke_orbit_code': 100663352, 'n': 7, 'trace_an': 49}
  • id: 3232747
    {'hecke_orbit_code': 100663352, 'n': 8, 'trace_an': 0}
  • id: 3232748
    {'hecke_orbit_code': 100663352, 'n': 9, 'trace_an': -207}
  • id: 3232749
    {'hecke_orbit_code': 100663352, 'n': 10, 'trace_an': 0}
  • id: 3232750
    {'hecke_orbit_code': 100663352, 'n': 11, 'trace_an': -240}
  • id: 3232751
    {'hecke_orbit_code': 100663352, 'n': 12, 'trace_an': 0}
  • id: 3232752
    {'hecke_orbit_code': 100663352, 'n': 13, 'trace_an': -744}
  • id: 3232753
    {'hecke_orbit_code': 100663352, 'n': 14, 'trace_an': 0}
  • id: 3232754
    {'hecke_orbit_code': 100663352, 'n': 15, 'trace_an': -24}
  • id: 3232755
    {'hecke_orbit_code': 100663352, 'n': 16, 'trace_an': 0}
  • id: 3232756
    {'hecke_orbit_code': 100663352, 'n': 17, 'trace_an': -1042}
  • id: 3232757
    {'hecke_orbit_code': 100663352, 'n': 18, 'trace_an': 0}
  • id: 3232758
    {'hecke_orbit_code': 100663352, 'n': 19, 'trace_an': -986}
  • id: 3232759
    {'hecke_orbit_code': 100663352, 'n': 20, 'trace_an': 0}
  • id: 3232760
    {'hecke_orbit_code': 100663352, 'n': 21, 'trace_an': -294}
  • id: 3232761
    {'hecke_orbit_code': 100663352, 'n': 22, 'trace_an': 0}
  • id: 3232762
    {'hecke_orbit_code': 100663352, 'n': 23, 'trace_an': 184}
  • id: 3232763
    {'hecke_orbit_code': 100663352, 'n': 24, 'trace_an': 0}
  • id: 3232764
    {'hecke_orbit_code': 100663352, 'n': 25, 'trace_an': -3109}
  • id: 3232765
    {'hecke_orbit_code': 100663352, 'n': 26, 'trace_an': 0}
  • id: 3232766
    {'hecke_orbit_code': 100663352, 'n': 27, 'trace_an': 2700}
  • id: 3232767
    {'hecke_orbit_code': 100663352, 'n': 28, 'trace_an': 0}
  • id: 3232768
    {'hecke_orbit_code': 100663352, 'n': 29, 'trace_an': -734}
  • id: 3232769
    {'hecke_orbit_code': 100663352, 'n': 30, 'trace_an': 0}
  • id: 3232770
    {'hecke_orbit_code': 100663352, 'n': 31, 'trace_an': 5140}
  • id: 3232771
    {'hecke_orbit_code': 100663352, 'n': 32, 'trace_an': 0}
  • id: 3232772
    {'hecke_orbit_code': 100663352, 'n': 33, 'trace_an': 1440}
  • id: 3232773
    {'hecke_orbit_code': 100663352, 'n': 34, 'trace_an': 0}
  • id: 3232774
    {'hecke_orbit_code': 100663352, 'n': 35, 'trace_an': 196}
  • id: 3232775
    {'hecke_orbit_code': 100663352, 'n': 36, 'trace_an': 0}
  • id: 3232776
    {'hecke_orbit_code': 100663352, 'n': 37, 'trace_an': -6054}
  • id: 3232777
    {'hecke_orbit_code': 100663352, 'n': 38, 'trace_an': 0}
  • id: 3232778
    {'hecke_orbit_code': 100663352, 'n': 39, 'trace_an': 4464}
  • id: 3232779
    {'hecke_orbit_code': 100663352, 'n': 40, 'trace_an': 0}
  • id: 3232780
    {'hecke_orbit_code': 100663352, 'n': 41, 'trace_an': 7598}
  • id: 3232781
    {'hecke_orbit_code': 100663352, 'n': 42, 'trace_an': 0}
  • id: 3232782
    {'hecke_orbit_code': 100663352, 'n': 43, 'trace_an': 13016}
  • id: 3232783
    {'hecke_orbit_code': 100663352, 'n': 44, 'trace_an': 0}
  • id: 3232784
    {'hecke_orbit_code': 100663352, 'n': 45, 'trace_an': -828}
  • id: 3232785
    {'hecke_orbit_code': 100663352, 'n': 46, 'trace_an': 0}
  • id: 3232786
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  • id: 3232788
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  • id: 3232790
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  • id: 3232791
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  • id: 3232793
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  • id: 3232799
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  • id: 3232800
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  • id: 3232801
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  • id: 3232803
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  • id: 3232804
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  • id: 3232805
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  • id: 3232807
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  • id: 3232808
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  • id: 3232810
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  • id: 3232811
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  • id: 3232812
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  • id: 3232813
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  • id: 3232814
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  • id: 3232815
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  • id: 3232816
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  • id: 3232817
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  • id: 3232818
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  • id: 3232819
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  • id: 3232820
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  • id: 3232821
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  • id: 3232822
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  • id: 3232823
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  • id: 3232824
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  • id: 3232825
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  • id: 3232826
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  • id: 3232827
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  • id: 3232828
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  • id: 3232829
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  • id: 3232830
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  • id: 3232831
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  • id: 3232832
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  • id: 3232833
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  • id: 3232834
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  • id: 3232835
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  • id: 3232836
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  • id: 3232837
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  • id: 3232838
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  • id: 3232839
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  • id: 3232840
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  • id: 3232842
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  • id: 3232843
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  • id: 3232844
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  • id: 3232845
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  • id: 3232846
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  • id: 3232847
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  • id: 3232848
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  • id: 3232849
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  • id: 3232850
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  • id: 3232851
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  • id: 3232853
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  • id: 3232854
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  • id: 3232855
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  • id: 3232856
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  • id: 3232858
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  • id: 3232860
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  • id: 3232861
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  • id: 3232862
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  • id: 3232863
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  • id: 3232864
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  • id: 3232865
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  • id: 3232866
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  • id: 3232868
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  • id: 3232872
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  • id: 3232873
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  • id: 3232878
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  • id: 3232879
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  • id: 3232880
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  • id: 3232881
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  • id: 3232882
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  • id: 3232884
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  • id: 3232885
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  • id: 3232886
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  • id: 3232888
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  • id: 3232889
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  • id: 3232890
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  • id: 3232891
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  • id: 3232892
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  • id: 3232893
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  • id: 3232894
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  • id: 3232895
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  • id: 3232896
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  • id: 3232897
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  • id: 3232898
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  • id: 3232899
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  • id: 3232900
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  • id: 3232901
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  • id: 3232902
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  • id: 3232903
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  • id: 3232904
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  • id: 3232905
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  • id: 3232906
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  • id: 3232907
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  • id: 3232908
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  • id: 3232909
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  • id: 3232910
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  • id: 3232911
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  • id: 3232912
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  • id: 3232913
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  • id: 3232914
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  • id: 3232915
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  • id: 3232916
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  • id: 3232917
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  • id: 3232918
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  • id: 3232919
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  • id: 3232920
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  • id: 3232921
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  • id: 3232922
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  • id: 3232923
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  • id: 3232924
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  • id: 3232925
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  • id: 3232926
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  • id: 3232927
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  • id: 3232928
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  • id: 3232929
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  • id: 3232930
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  • id: 3232931
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  • id: 3232932
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  • id: 3232933
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  • id: 3232934
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  • id: 3232935
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  • id: 3232936
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  • id: 3232937
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  • id: 3232938
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  • id: 3232939
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  • id: 3232940
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  • id: 3232941
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  • id: 3232942
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  • id: 3232943
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  • id: 3232944
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  • id: 3232946
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  • id: 3232948
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  • id: 3232992
    {'hecke_orbit_code': 100663352, 'n': 967, 'trace_an': -56511528}
  • id: 3232993
    {'hecke_orbit_code': 100663352, 'n': 971, 'trace_an': 44157998}
  • id: 3232994
    {'hecke_orbit_code': 100663352, 'n': 977, 'trace_an': -26905302}
  • id: 3232995
    {'hecke_orbit_code': 100663352, 'n': 983, 'trace_an': 8686884}
  • id: 3232996
    {'hecke_orbit_code': 100663352, 'n': 991, 'trace_an': -15490896}
  • id: 3232997
    {'hecke_orbit_code': 100663352, 'n': 997, 'trace_an': -4475876}