Embedded newform data - 1840.4.a.v.1.2

Formats: - HTML - YAML - JSON - 2024-04-28T15:10:42.621598

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 29440, 'analytic_conductor': 108.56351441056273, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1], [23, 1]], 'atkin_lehner_string': '--+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1840, 1, [1151, 1381, 737, 1201], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 1146383930090851814700, 'field_disc_factorization': [[2, 2], [3, 3], [5, 2], [13, 1], [11423, 1], [94331, 1], [30310169, 1]], 'field_poly': [2400, -620, -2892, 249, 750, 31, -49, -2, 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, [3520, -191280, -137140, 15441, 10290, -165, -187, 0, 1]], [7, [-9289584128, -2135252960, -76746972, 12717810, 783793, -22539, -1752, 11, 1]]], 'hecke_orbit': 22, 'hecke_orbit_code': 94575592241891120, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 32, 'hecke_ring_index_factorization': [[2, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1840.4.a.v', 'level': 1840, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 23], 'level_radical': 230, 'minimal_twist': '115.4.a.f', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{3}q^{3}+5q^{5}+(-1+\\beta _{3}+\\beta _{6})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1840.4.a', 'trace_display': [0, 0, 40, -11], 'trace_hash': 2300000308503738970, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.085', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.211', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.562', 'prec': 17}, {'__RealLiteral__': 0, 'data': '147.863', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4783.872', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [8, 0, 0, 0, 40, 0, -11, 0, 158, 0, -41, 0, 28, 0, 0, 0, 71, 0, -177, 0, 292, 0, -184, 0, 200, 0, 495, 0, 225, 0, 36, 0, -53, 0, -55, 0, -348, 0, 1077, 0, 620, 0, 390, 0, 790, 0, -123, 0, 881, 0, -957, 0, 1406, 0, -205, 0, -1142, 0, 676, 0, 1447, 0, 58, 0, 140, 0, 1582, 0, 0, 0, -1396, 0, 17, 0, 0, 0, 488, 0, -708, 0, 4316, 0, -1486, 0, 355, 0, 803, 0, 1360, 0, -2693, 0, 3833, 0, -885, 0, -855, 0, -1319, 0, 680, 0, 245, 0, 1460, 0, -3968, 0, 5969, 0, -756, 0, -1590, 0, -920, 0, 2200, 0, -2854, 0, 583, 0, 7342, 0, 1000, 0, 315, 0, 3402, 0, 1569, 0, -8131, 0, 2475, 0, 695, 0, -893, 0, -2665, 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• mf_hecke_cc •

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

  
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-0.19778233752377167, -0.15957725222893743, -0.3126219958825347, -0.31368559943589486, -0.2684498193916153, -0.26040885885034676, -0.26749814029180274, -0.20589575885495043, -0.15553430510065283, -0.27343816067957805, -0.3083256187482408, -0.18350320765027933, -0.26662253342038594, -0.4237266042744852, -0.16434815940727965, -0.2866506219215758, -0.3422461101388467, -0.23996887729007396, -0.3096641655241903, -0.3352999485912315, -0.2031092843208226, -0.24628974136126322, -0.22086070232954252, -0.06853413576305387], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 4.852068633024747, 'hecke_orbit': 22, 'hecke_orbit_code': 94575592241891120, 'label': '1840.4.a.v.1.2', 'level': 1840, 'weight': 4}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [5, -1], [23, -1]], 15, 5], [[[2, 1], [5, 1], [23, -1]], 15, 2], [[[2, 1], [5, 1], [23, 1]], 18, 2], [[[2, -1], [5, -1], [23, 1]], 18, 5], [[[2, -1], [5, 1], [23, -1]], 15, 4], [[[2, 1], [5, -1], [23, -1]], 18, 2], [[[2, 1], [5, -1], [23, 1]], 15, 2], [[[2, -1], [5, 1], [23, 1]], 18, 6]], 'ALdims': [18, 15, 15, 18, 18, 15, 18, 15], 'Nk2': 29440, 'analytic_conductor': 108.56351441056273, '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': [1840, 1, [1151, 1381, 737, 1201], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 852, 'dim': 132, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 67110704, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 3, 4, 4, 4, 5, 5, 5, 5, 6, 6, 6, 6, 8, 8, 8, 9, 9, 10, 10], 'label': '1840.4.a', 'level': 1840, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 876, 'mf_new_dim': 132, 'num_forms': 28, 'plus_dim': 69, 'prim_orbit_index': 1, 'relative_dim': 132, 'sturm_bound': 1152, 'trace_bound': 7, 'trace_display': [0, 12, 0, -72], 'traces': [132, 0, 12, 0, 0, 0, -72, 0, 1148, 0, 0, 0, 0, 0, 0, 0, 152, 0, -360, 0, 0, 0, -138, 0, 3300, 0, 300, 0, 0, 0, 480, 0, 768, 0, 420, 0, 0, 0, 12, 0, 40, 0, -672, 0, 0, 0, -940, 0, 7188, 0, -1712, 0, -784, 0, -440, 0, 1104, 0, 332, 0, -400, 0, -2552, 0, 0, 0, -1512, 0, 0, 0, -1864, 0, -2088, 0, 300, 0, 368, 0, 504, 0, 8692, 0, 2440, 0, 0, 0, -60, 0, 1880, 0, -7816, 0, 2136, 0, -1520, 0, -1512, 0, -6424, 0, 3080, 0, -4248, 0, 0, 0, 0, 0, 0, 0, 4032, 0, -1688, 0, 690, 0, 408, 0, 3428, 0, 17772, 0, 7284, 0, 0, 0, -5948, 0, 4720, 0, -3380, 0, 3056, 0, -6360, 0, 4040, 0, 2664, 0, -1320, 0, -3160, 0, 0, 0, 10804, 0, 0, 0, 12684, 0, 3576, 0, 3920, 0, 0, 0, 3824, 0, 0, 0, 6740, 0, 0, 0, 1184, 0, 17268, 0, -26600, 0, 1352, 0, 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0, -2341168, 0, 1298688, 0, 935640, 0, -1117200, 0, 996144, 0, -472480, 0, 463400, 0, 398200, 0, -825344, 0, -89632, 0, 162016, 0, -377240, 0, 217760, 0, 593776, 0, 1078376, 0, -1051680, 0, 1009000, 0, -99120, 0, -261096, 0, -465224, 0, 436556, 0, -633824, 0, 85700, 0, -878288, 0, 452260, 0, 11872, 0, 267880, 0, 26000, 0, -150280, 0, -579488, 0, -1951768, 0, 796608, 0, 599120, 0, -1772832, 0, -2167992, 0], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 48410858
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 94575592241891120, 'source_is_minimal': False, 'source_label': '1840.4.a.v.1.2', 'source_level': 1840, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 94575592241891120, 'target_is_minimal': False, 'target_label': '1840.4.a.v.1.2', 'target_level': 1840, 'twist_class_label': '115.4.a.f.1.2', 'twist_class_level': 115, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48410859
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 94575592241891120, 'source_is_minimal': False, 'source_label': '1840.4.a.v.1.2', 'source_level': 1840, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998203961459, 'target_is_minimal': True, 'target_label': '115.4.a.f.1.2', 'target_level': 115, 'twist_class_label': '115.4.a.f.1.2', 'twist_class_level': 115, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48410860
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 94575592241891120, 'source_is_minimal': False, 'source_label': '1840.4.a.v.1.2', 'source_level': 1840, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 76561193732408331, 'target_is_minimal': False, 'target_label': '1035.4.a.r.1.7', 'target_level': 1035, 'twist_class_label': '115.4.a.f.1.2', 'twist_class_level': 115, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 48410861
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 94575592241891120, 'source_is_minimal': False, 'source_label': '1840.4.a.v.1.2', 'source_level': 1840, 'target_conrey_index': 24, 'target_dim': 16, 'target_embedding_index': 12, 'target_hecke_orbit_code': 45036065060291135, 'target_is_minimal': False, 'target_label': '575.4.b.k.24.12', 'target_level': 575, 'twist_class_label': '115.4.a.f.1.2', 'twist_class_level': 115, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48410862
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 94575592241891120, 'source_is_minimal': False, 'source_label': '1840.4.a.v.1.2', 'source_level': 1840, 'target_conrey_index': 24, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 45036065060291135, 'target_is_minimal': False, 'target_label': '575.4.b.k.24.5', 'target_level': 575, 'twist_class_label': '115.4.a.f.1.2', 'twist_class_level': 115, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 4}
  • id: 48410863
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 94575592241891120, 'source_is_minimal': False, 'source_label': '1840.4.a.v.1.2', 'source_level': 1840, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 58546795222925887, 'target_is_minimal': False, 'target_label': '575.4.a.n.1.7', 'target_level': 575, 'twist_class_label': '115.4.a.f.1.2', 'twist_class_level': 115, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2246450
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 94575592241891120, 'p': 2}
  • id: 2246451
    {'charpoly_factorization': [[[3520, -191280, -137140, 15441, 10290, -165, -187, 0, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 3}
  • id: 2246452
    {'charpoly_factorization': [[[-5, 1], 8]], 'hecke_orbit_code': 94575592241891120, 'p': 5}
  • id: 2246453
    {'charpoly_factorization': [[[-9289584128, -2135252960, -76746972, 12717810, 783793, -22539, -1752, 11, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 7}
  • id: 2246454
    {'charpoly_factorization': [[[-11345758080, -21630255072, -522343552, 152142824, 2597924, -224992, -4775, 41, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 11}
  • id: 2246455
    {'charpoly_factorization': [[[-5251923133176, 525246117116, -7429216362, -641134395, 15885606, 243983, -7393, -28, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 13}
  • id: 2246456
    {'charpoly_factorization': [[[52834929586560, 7372793376192, -72581871216, -8137526818, 98742063, 1597643, -20754, -71, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 17}
  • id: 2246457
    {'charpoly_factorization': [[[-54772847726720, 1145505867552, 311441102528, 2622621480, -217230564, -4433088, -15685, 177, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 19}
  • id: 2246458
    {'charpoly_factorization': [[[23, 1], 8]], 'hecke_orbit_code': 94575592241891120, 'p': 23}
  • id: 2246459
    {'charpoly_factorization': [[[12588170090700600, 931017490977960, 5631078471288, -416070007889, 1687903049, 18621450, -86906, -225, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 29}
  • id: 2246460
    {'charpoly_factorization': [[[7498490774218400, 2938377817426585, -38189339737500, -243685336590, 3681239417, 5740361, -110126, -36, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 31}
  • id: 2246461
    {'charpoly_factorization': [[[-1516898306110464, 425142652182912, -32002883708400, 287714602968, 2449129296, -20512082, -76179, 348, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 37}
  • id: 2246462
    {'charpoly_factorization': [[[-1827603316822454622, 10665931266417075, 280880111275332, -2263383839138, -5345492381, 74300507, -51274, -620, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 41}
  • id: 2246463
    {'charpoly_factorization': [[[10592289471873024000, 222117012205977600, -1178438790558720, -9513584892672, 34526487808, 113657328, -330596, -390, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 43}
  • id: 2246464
    {'charpoly_factorization': [[[-301352512831994880, -16385830294175040, -177035729061120, 1864015278844, 15753291746, -41958987, -293327, 123, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 47}
  • id: 2246465
    {'charpoly_factorization': [[[-62472409867205413056, 761992213277236032, 6843173335095600, -24615796186944, -101476260612, 333998868, 259533, -1406, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 53}
  • id: 2246466
    {'charpoly_factorization': [[[1094448054234670848000, 4798907870289760512, -20994852067876416, -81073532995504, 173010223180, 427327678, -697303, -676, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 59}
  • id: 2246467
    {'charpoly_factorization': [[[-946396503343564032, 4683076142308480, 1049960944947568, 7538915954600, -78021023304, 76495994, 555419, -1447, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 61}
  • id: 2246468
    {'charpoly_factorization': [[[-27656327566363322880, 1553182591706225280, 6502942685148960, -44123590303944, -102212494880, 445449476, 265809, -1582, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 67}
  • id: 2246469
    {'charpoly_factorization': [[[301286186651318989320, 9214569862746781995, 38232243942182970, -133230612041902, -1008686250039, -1804435441, -527628, 1396, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 71}
  • id: 2246470
    {'charpoly_factorization': [[[-5951460860995251414816, 70567188738388438752, -176613101054932824, -228071197765932, 1004711863164, 157635329, -1801897, -17, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 73}
  • id: 2246471
    {'charpoly_factorization': [[[1186538971230371840, -335250758248398848, -4178126571472896, 30874809015936, 110058968384, -320039320, -569240, 708, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 79}
  • id: 2246472
    {'charpoly_factorization': [[[849986091714070222848, 153205060594385942784, 944806966400669568, 1560229685439744, -529276196756, -3183448408, -1398547, 1486, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 83}
  • id: 2246473
    {'charpoly_factorization': [[[135888812923903672320, 3437730193618157568, 5881578082621440, -94893432137984, -77172287616, 822179656, -332760, -1360, 1], 1]], 'hecke_orbit_code': 94575592241891120, 'p': 89}
  • id: 2246474
    {'charpoly_factorization': [[[1254804416381310640214144, -1550921406680332097248, -5230554854322277632, 4627494094555032, 8077056451892, -3825514196, -5054723, 855, 1], 1]], 'hecke_orbit_code': 94575592241891120, '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': 22, 'label': '1840.4.a.v', 'level': 1840, 'portrait': 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gUbJzTLbc2Jc4rA9dg4DVvnIjbMDJmfCdk4E7J1g2H7RsXl21xqqsHREy0efNbj8QMJTx+PSVWXt7y8zW0vNdTUDAeOT3L0jMPp8ykLGbgPLRluuHKRn3/PKttmJzhzfpLzqwHLbZeVtmStm9Ltp/RCwb4jSxw42bl837GlVxw8vbbz0Jm1L730Dd8T3fvFP/l2Q+Kbuv21ZvAz5ztsmhugtfPL9z985KU//Rufk6++5uhL/9nfPu6s9WZYabdYXquz3PZYbjsst2GlnbLSjlleS1lYg8PLgrnZNX7xB5a5cXedk+emOXO+wZklh3PLhoWlhFOLKee7CZPTQ152dY+XXAaerOErn3MrAWeXHBZWBP0QkkQTeJpGkDI1kaCB4wsJnR7s2ODSqIUYI0B49Aaa7RtDltccMFaKrPUgTMBgWGlHbJl36Q4UQhmEDmkFLts3DVnrC46fcUi1w0xL0gwEvgtJIuiHkoUVydllw7nVBN8fgptw8xU9XnqlYK5VY3m1xclzPmeW4NxSwrmVhNMrcHjZ8OIrlvh3P7DKxskWJxamWViusbjqsdSWrKylrHZiVjspK13DUldwqiNYbff59X+aJG+9eep+Z+b7deLsuf/4gvjZW6/XCDn57YbKC97+2jL4HV/+c6695kX8yI//zC99+gt3/T+/9ZGvXvL4gbWdB0935CuubnPx5pQ0dTBGYYxlb4wEJCAQwuAIgyfhzHKNhw9Jrt61wmXbhtQDcB2J5yo8z6FRk9RdSb/nsv9YwJ2Pexw/H9JJYvafDNkws8JbX7bK1Zd0efFlbY4tJSz1BXV/yJEzhnanwVUXS9aGKXuPKZp1h+eOw6WbDcMoZZh6OE7MVBP2nfRRToorExwXBqHkxsv6DPqSqy9J6QxSjp9pctFGRaMesRYa5if7rPY6fOwuePJoytNHh+zYvMw1ezpMTUe8+eYu3/1Kw66NTdJ4kqOnJzh8yuXkgubU+ZhT51MOnxecWIt50e5FfvEHumyYnOTkwjTnlussrnkstyWr7ZR2N2atl7LaM6z04FxfsdJJuOGy8/yD7zovm36y8/TpQxcNw8FNN1yzs+a4M1/51Kc/zZ/8yV9PRv9ryeAf/INPcHxxQl2zc/nfHDq68K+/dM8RdeJ8SDdxODvQXL39HO/7ifNcu6vBueUpltt1VtoBK22XlY7DahdW2ymrnYSVbsJSG06uCpzakFuuXOF7Xhlx0XyDtV6L8ys1Flc8ltqClbaVCKtdTWeg6YSG/jBhphWzfYMGBL5rOHXeRUifHfOKizYbNs/3Obca8tTBJtdfaqjXVnn20DTNRkQUucxMaQZDuHz7kI/cNcmebQlhaJidkMTpgGbg89yxITW3wbW7E54+EnFu2WPLjM9Fm2D7xgilYk4tgecahDDs2JAw1ZR0Bz69vkun77LSUayswXJbs9JOWWqnLLRheZiyfUuP77l1iVsucwjcFmeXWiytBiytOax0BKttzVo3ZrWbstYzLPdgoas4t5Zw454F3vsTy1yypcFqu0lv4LLSnWRpcFnqBvO/9Pbbdvy7Jx5aSK+/+bZvN3QuuP21AviBA/up12q1Y8dPbL//4Wffffbswr8/eeo0vaFkpWtYG0gWB5Iz3YQXX7zAr/3ECtdcXOP86hTLa3VWOwErHZfVjsNqB9pdzVo3YbWbsNIxnGsLzvQMiB63vbzNm2/UXLwpIIrqrLYD1noe7a5itSfo9gXD0BAlhjQFJQ2+CzXfMNkyzE/HOO6Qw2cjnjnko5MGb7wpwnHXeGzvBDs3wRceTnj5VT7n2wMCR5GkMdNTkMQujpuwvFznZdd1+MIDTS7aBI8eDHGp84YbNYkY8MzhlKOnAhzpsWHKYaohqPkCzxMoAYmGKDYMI+j2DWs9TbevWetrlnuGQZqyY2ufN7+kzW0vjUA3WV6b4PxKzertjsNqG9a6Ke1ewloG7pU+nO0oFjspL959jvf+xHmu2FFjaXWStV6NTi9gac1jeVUwPbeJmZkNPzc5d8Wfzm/YeiKKhoNLL9397YZScftrA/DV8/uYnJvxjh48+kNPPXPoN7969xNirdOXWgsGoaY70HQGgrWB4PxAcrYbc+Ml5/nVH13muksCltYmWV5rsNrxWet6rHYd1rqCdtfQ7qWsdRPaPc1qz3C+Kzjb1kxN9nndi7vcfFnCjg2KVs2l0w3wXQkookSitUAb6A8BoZlqDjl42qBNxB2PNgj7NS7Z4nHL1X1ivcbdj09y7aUuBxd6tFdbvOTqPl95zGfDtGHvccM/enuHvcd8NkxL7nxcccvlipV+hyMnp7l2d8TdzwxIwjo3X+Gxa9uQQdLjy48pSAWHTzm06g6OgP5Aoo0g1YY4AaTG8TTtnqHRjNm2KeSll/d53fUJM42AcysTLK/VWO3YY7PaEbR70O4mtHsJ7V5Ku29Y6UsWuoKlbsJNexb5pR9d5JqLAhbXJljr1un0fDo9j3bfoT9QxKkBEejZTVeZjZsv/sltOy750NrqYnTDdZd/uyEF/DUBeJoMZRIP3nrw2c9estYR733kkcfcM8uK/kAzjDTDMKU31PSGhu5A0M5AfqadcPPl5/nlH13k+l0ea50JFlebtHsBa12PtZ5Du6to96HbM3T6CZ1eSm+gafcNiz3BYg/iNOSaSwdsnE7p9Q1veknIzo2aJJU40hDF8PWnAk6cD9g0lfDs4QB0ncu2Kq7bo/GDPo8d7LO41ODKnQ1ak6s88LTLDZcGLPfXWF1tsXGj4eG9iu97dY9H9jpsnXdZ6rVZXZnmusv7PPBsynRtkisv6XG+3ebh5yepOQ1evMewe/sQZI+njgrmp2POLcbc/ZTLMFZICak27NwU8bqXRHR7is1TmusuhSiqs9Kus9L2Weu5dPqKdk/S6UGnn9LpWbek09es9Q0rA8npjqA9CLll9yL/7kdWefGl9uJod2t0+j7dvkun79AbKPpDySAUrPVSzpwfct11N8SR9v7lD3//dx1qNeuf81xHf7ux9W3PZPZ6Ib1+8gPPPfPk+04ePjq9ttZGKoeJhkQKiZQJZbbYWoBCGKQ0SOnwyIEN/OwHHN5+ywrf++oVLtoSsbDcwvdq1HyPuu/SqDl0a5LmwGWi4dAfpvQGKRtCzSA0dIc+K4sBp04aokRzeiHB9w0g8JTBkYL+QCFwSfoOL9op2LXZsH1LnzDt8sVHFPsOTfH6632uu3yVD3/R4Ik6O7f0efoBxZZJxWyrT6BqRLHL+S40AoetGwRP7ou4bneNV167xO/fPsBzm7z2JoPr9/nqwxFfeKjB80drXLy5zs5NKXNTERfNxly1M0UpjaMMYKj7PnOTPlHs0u17PHvQpTe0LNsbSnoD6A0Nvb797t1BSm9g6AwMawNY7CvOrRrqE21+6o2L/O1bQq65uMHZpRbtXkA3A3d3oOhl/83+UNAfGgZDg5KSRx99zJ2Zm3/fs08/vnLj9df/87Df/32/Xv+24uvbCvBevwPEP9I+/7VfPvj8/dNraz0CX+EoQeAZtBaAgxApAhACpLCdNEoalEzxpOTpg3M8caDBwTPneftLe7z0iiGTzRYr7TqNTkBr4NHrO/bkDCWDoUM/dBiGhmGkiWJDHBuS1N6jxMNokErgOoLAE0w2BVNN2Dir2bqhz+xUmy89Bvc84SL1BK+/3uVFl3W57/mYaNjilhcJ2oMB55cb3LxbMzvZp+b4DBPFYidGacGLdjvUmyGP7w94xXUTvOSaLo/vV2AmuP4Kjx9+ywpfeTLizkca7D0RsH1OsXG6xlSzzkQTaj64jkFJ0Ab2HhWkqSBOBFECYYz9jmHKINQMQ01/qOmHmt4AOiEs9iTnuxDqIa+5doW3vrTN332tJklaLCw16PQCugOP3sClN1B0ByoDtmAwNPRDTRilaA3aGJYXz/InH//i9IEz0X98zzte7gzC3gdqfuP/PID3e20c5fzwQ4985Zebyafmt80JGn6DYaiJYsjtPmv5KYQQSEkGblDK4CiDqzQ1V7DUr/HRu7by1Sc6vPyqNd7zmjWuuqjHzGSd5bU63YFPf+BmwFb2HgnCWBIngiSxS72t3bJBpeNA4EG9ppluxmyZ75PQ4+DpmI/dHXDkZINJv8YNVzjcfHWHhw+0uePBFjddGrB9U5+P3CVQwqfVjFnrhWgDSsBcq0+n66GTGm99+Xk++oU6u84FvPmmPlG8zN3PzBCnATdeMc+bb+hw6bY2X328z9Mn6zx11GPrtGS6Jaj7As+1F6EUIIRBG9DaECfZxRobwtheyMMIBhF0h4LVULDSBeEMuXbPGu953RovvyJlplVjtVOn3a3R7fv0hi69QbkS9EPJYAj97MIZDlOGoWYYWSkXJoJ9J1d49NQd8zs3xb9803W3muWl1d+bmZ36PwPgB5/8IPc+M8GXvvyFH9yzffm90zwxK+QqrXqLNI1wpMNAWra2+JYIIRBCoqSDlClKiWx51rjK4DuGmiNYHSqW21N8/OsNHnq2xy3XrPGe165x7a42M2mNJPHpDwN6A5dB6BDFijiRJKkk1QJthM2CCoPvaepBgu9FeG7I6eWQ2x+VHDrlcfTUFEr77NrkcflFiusv66D8RZ453GTLZJ0rL4aNc6usdFpctUWSaMOXHvEJ+5LJRsIbbhzyubtjTiw02XOJy9m1Ic8dcdm2YYprLlrkvqe7PPCcIIw8Lrtomsu2+Vy2tcvhsyscOg2P7Ktz8EiDuiPwHUnDNwQuSGkPmTH2Yk1SiBKIUkEvFHSGgk4MkU7QZsiLL+3wntd1ePlVKZumfYbDCZbbAd2eT2/o0R849IaK/lAxCAWDoWQQ2r7RYZhajz/UDEPDILYgH4QwjBXnTnb5+f989/zbXr343pddM5H8zr+pf/jHfrEnuiGmFfzVhX5/pQD/17/2YS550X760cV/t718+r90Fw9Ozk8PiBMH19HUg7iirxVCYNlaCpQSOEpljxpHpbiOwHM0nmvwXUPdS5kMBN3QZbUzxSfvaXHXU0M2TPV5961tLts2ZDjoceVFhm0bFWHskqaKNEvzCwxSalwn5fg5w9EFwdpA85n76pxemsJELlOBYvOMw46NDhdvgSt3ddByifd/rsHKygQ3XeZw5a42X31KIBKX+SlJo57Qjz2kkWAkyvFoDwXnVgRXmDq3Xt/l/sdrbJ71uOnKaf7+W5b40Be6PLK/QW/osrzW5KLNNfZs6nPj7i7veEWXMysrfOY+n+W+z/GzLqdPe7hKIKVEINDGkGqItSFNNFMzMVdf0ScMYy7bFvLOW0PmJxTTTZ84Dji7GNAfePRDu8oNCmDbQHIQCoYhRdA/jKw0GYaGYWwsyCPox4JICxwpOXi8y0f//OHZA/s3/dqP/fDjP2fgh40O7/mrxNxfGcA/9Yk/5e3f/Trxs7/y2XfpeN/vvv7qZ+qX7JIk2mYdjbG2lxCm1NrSSgUpJUpKHCVwVPboCFwnxXMEnqsJXEMtNtQjw0SQMlUT9CNJN2pw9FSDX/3jadAJIkm4/uo+F22MSBLQRmOMTeJIIZBK4Lge+0947D0U0Agcmp5kti6Ym5HMTztsnlPs2JSyZ8caqVjmv36qxfETk9y02+WynSmDpMuDz/hM1lxmJgyTzYh6zUohrSXtoWKlZ1hup7R7NV525RqP7u2z74RishVw4xWT/Ohbl/nvn4bHDzXoDQxrXYdzKy02ztaZnxqyY2bI//uuPq16m6ePwv6TEtc1KGUQQgPG/s9AksDOjSm3XJWQxi5x4mNMnWHksrDkMQjtijaMVCHfBpFgGAqGkWXtMLJZ2TDUhJFmGOvsZ/ndgnsQC/qxoJ8Khkaw77zBa+6bWzn9h3Mn65detOPyH7z39s9+2rzlu97+NwfgP/vrH+KzB1N16H/82W1RZ+nDH7z9fPDYPof3/ugye7YrBsMAKeyJkdJDSoOSLkoZlFQopTK9LXEdqzk9VxG6kjDS+FFKGBtqsSaMNVFkaCUQxpowgSgRDGNJmPrEacC+Qw2e2gepMVhoW23sSvCUrflo+nDlJmjVYKIhmWoqZiYd5qdh+8aQTXNrxGaF//qpCQ4fmeC6ixUXb5Xs2rrK155LOLc8wfUXSaZamsAb4EsfowRJKhHGkKQRq72Ac8su111W40W7u9z3eMCGKUE9aHLdbs1P3bbMf/m05rnTTdZ6mrWuYnHVYXaywVSrxlRrglY9Zq4Rs+O6CN9NcJ0EpVKksMGEwV5Ucaw4v+gQJ4o4UUSxIoyzx0gSxpIwkgwjSRgJG6BGgjAyhJE9rmGUEkWZpo/tz4cRDGPBMIZ+JOjGgrVY0os0Ooq4ZucaP/f9S1y1oc3+A433P3T3bw9uesXyp84eel+66ZJ//p0P8N/94CeZn2yoZ4+fe+e9T5z+/YMHTwReUOOOR2f5eRXy///RNS7fmuCoFCmDDNwapTRKuShpcJXBdRSuY3AjiecKexJcQegpotgCPY4NUZJaVySp3FNIUkOaalKN1duaAty5FHIkuC74jiDwBXVf0qgrJuqSqQnB/HTCjo19mo01PnV/xN3PTLO21OLq7Yodm1wu3TYkFWt86ZE6DddhbkrRrA955jA8f8Thqm2Gfqi45tKYq3cZFs6mLK56DIZ13nhDl3ufHnDwtKJRk/hei6su1vy7H1zm688N+NzXZ1nuGHbMp6y2HSZbiomGS7Pu0qgZAl/jexrfSXGUlVpS2nNgDDZhpQWJliSpIEkEcSKJEkEcS8LYOi9RLIhiQxRBGKdEsSaqEEcYV+8W3IPYsncnlrRj6IcxMhlw7fZV/u0PL/P66xzOLtaoyyeCqWDrHz770FV/b62/8xOP3P3J9MZXfvd3NsB/5N3HZL9rvrfb6f3WB547HXTCgFQIHD/gcw9uII4k77y1w7te3WWqldDtpzjSz3S21cOu4+DGDr6jGLqWaUJXEnmCKBb25MSKOIEoltZBSErbL0k1aWrdhdRkTknmluTujJJW9niOwPckgS9p1AStumGyqdkwHTI31SUxa3z8XsmHvjDDfBBw9XbB9k0uOzdrdmxa5VMPGlZWAi7bqJhqQbMec+6Y5Pyqj3cRhLFgbkIyOQkHjxpWO5qFpYBLdwa8+vout98TMNME3/NQcpKrdgl+7M3nceV5PnvfFM+fDtjQiZmfTJhoKJo1Rb0mqfkOvge+C45jHSYpQIoKyLEXdqohTQVJSgZ0iFNDlEAcp5YUYk2UP8Y6sx1zVyazIBMrSXqxoJNIurEmGkZM+B2+543LvOvWHq+5VrLWDZAyYesGwfLaqeBzj2343f2L0olS9SdYnvnOBPiv/86ned9H0h/0xUO/dvzUqZZ2pvASQWwMvitJafClRyQPPhtwdnWZf3Rbn6lWQujHdPoBjvJwHRfXcfGilMh18CIrTaLYptIt4wjLRBkrJQnEKaSpdRK0tgGX1ibv4czAbQFuA1eB61iABD7UA02zljDZTJibHDA7tcb9+yL+8I4a+49OsnPCZddG2LrRY+sG2LO9Qz/p8PDeFjXlMjelmGzCZDNkaiLB85ws1oBB6LHSiVnrG9q9hPOrHts3NnnJZee545E++0+3qPsxrvIQYoJdWxTf/9olXrznPH94R5OHn51kuecw30qYrCfUA0ktUPiuwHclrmtjFaXI7EOLcoPtYdWaAuhJqrPVLbMWE02SWnAnMUSJKe+xdWWGiSWVfizoJIJuAsNhgk4GzNS6/OR3L/P/+zt96r5Lu9MgjDyMkcSpRDqatfaTrWt37Piv3/PG67zf+MmPfWjTJd/znQfwTqeLVPJH3v/7f/bLH/5Me2a514QUAkfjGlssJFH0W3XWhopf+1OXvYdXeesr+tx6bY8NsxHdTo1B6OO5Cb7nEkYOvmftvRzgcSyJErvsxknmaadk1h8Zc0u0oQS3TVJmzA2OsgkTzzUEnqYWJDSDhKlWyKbZDufafX7zMy5fenSaldUGl8wJts8Ltsx7bJ0XXLR5iOOt8dG7HY6cbLB7g2SqKZlopEgZcnrR4DsSKcAYQRQ77Jjv8Agpnb5itWM4t1Jj99aAd9za5hNf9Th2zsd1YoRw0aZBnEiuv2iVHX+nw5ce7/ORL03z2LEGW6YEs42URpASeALfFXiujVUchQ2cpShqMgz2ItPGJmbS1AI+B3mSWklnwQ5Ramtdojx5lAgGCXQTSTeBQaRJ+yFbZ7u88rpV3vaKPm+6QeOIGitrNaLYI4pcktQh1db1+r7XadqdhZlzi8l7L7/2u1W32/1As9n8zgH40uoqKfz9g8/d/8urCwfmNzQkjrHLoNXD4EmbAvcSQVcEtCOHj34t4OtPd7nusg5/57V93nxTm5lJn8HQZxB6+K5LlLhEsVMESkmiiFNJkkjiVJAkkjQVpFqUWlsLClVi8oyoTRapLFnkuRrfS6n5Cc1ayOxkj0E84KvPGD72tQkefnaSKc/lqi2GTdOSDTMem+ckWzdEXLxllaePDfjMvXNMKIe5CUGrIWjVY9r9lC88GND0rDukDQxCh7feEvL5h2xNTLunOb/qsHW+ydtf2uPhfV32HvRo+AlKCgtyXWcYWa3//a9us3vTeT769Q4PPD/JidUaG1uCicBQ9zSBo/FccJRASbIEWZZbyKCuM6mmdbnCJRnQk+wcxakgTjNgp4JhIugngl6KjXmiiEatz9tfv8L3vrbD9btTNky5DIYNOj2PKPYIY5c4O19JqkhSSRw7LK54PHHw8PyZ1Xt/+S1veokeDpY+GNS+9Y3N31KAG73GvgM9fCl/4GOfu+c/Hd771ZlhZ8hEQwKafmh1XpSAk4KTWOfCl9CVLn1Xcarjc+ahOg890+MTV3d556sHvOGWIdOTHlHoEyYuUewSJ84FBy5JJWlaAlybjLl1mVjIbUglbR2H42g8N8X3Ymp+RLM2IGXAVx6X/PFdkzx7dAIR++ycMmyaNMxOKuamPTbOSjbPxWzf2OHkYpff/lyDJKyxdatgsunQakCrHiPciM6gwWTTIITAGIgTybSvSHRCN/bo9lNWO4rTizWuuLjJj3/XGu/9E5/jiw0cFWcXhkOSBAwjycYZn+sv6XD1xT2eO36aj32txh2PTXKmXaPhK5oeNFyD5xhcBY606XwhRqvrNGC0vehSLUgNJKmw/nkqiFKbJBqkgkEKg8SQJAk6DpkJBrzxNWu8+zVdXn5VzETNJYobrLZ9wtgjThyi2M1io8y9iSVhrOgPHdp9l9XVNY7s/+L8whXD/9Sce22SDM7+wenVJjs2f+vY/FsK8GjY47I9wduefOyx//70I3e3Tp7p0qo7CGG1rTEic0kMKhE40uCkBlcKPKWppYK+8ugnDufDgM8+1ODuZ/vceGePf/zdXS7f3mF+UtGqO3bpS1ySpAR5mgNcS7SRGGPf0xQBZZbqV8YGsU6C7yW4KqIziFnsxPznTwUcPT/F43snMdpjpiaYnzXMTghmWoqZSZcNM5KNMwlb5vrMTK7ypSc0jz0/ydVbBVNNSbMuadU1jVqEcEN838FR9v2NgTSVDEKHwTAm0YLuQNPtGVY6LgvLLW7e0+MlV6zx0TsDaisKR8YWkMYhST2i2PZ4zk4GvHhXjxdf0uORV57h+KLkD++Y5PxanVPLPp6SNFyBl8swaQPPgshzqYJl8sQIEg2xFoQpDBOItIE0gSRGqpDNUwOu3mHPxw2Xp7RqDknSoN21wE4yYNsVNrclJVFi3S5rSyowsGlOUvNjPv/Fh2a2Xjrx3y+78rrVMOx95luJyW8ZwB95Yh9ebbP600/9ziX7DxxrrXXa1AOHVBsEdrn0PctiSliQOyk4qcBVBi8xBKmgrgQDJeg7PoPUZTmqccdjE9z//ICGH/L33tRm60zCzs0Dbr6yiyNsi5gQVq7YrKRNGhlTYW4MQhqUsJ65IQGZ8NxRyaP7HG5/uMlzJ5pESZ2mo5irGaYbhqm6sT54y2F6wmFmUrBxOmHz3IBNc6vc/WzI+2+fZ9Okw1wLWg1FqyFo1hNqfsj9BxTDyMFtWFAZI4gSSeAort094KFnJm3h0yBlreOytOZzbmmKH3/zOU4tLfPQk3O4EhAxGgoAhZGkN3CYagZMthq8ZHefV17d5++8apF9JzWffzjg4X01DhxpkAiHMFT0Y4UqSh+qgWeWEzCaRBuM1rgiZcKLCIh5yXU9Lto0ZOtszHveEFLzJI2aSxTVaXe9bCV1MsJRhdeegzu/W5BbQ8Bgnasw9un1V+nv/2xrEO675O1v+TG1trw/nZzZ89cH4M8//zyX7Njg3Xvfwz/0/EHv1z575ypbpiXTTRvBCwzGsdQhMDb1noKTWga3UkXgaoOfGgIlqKeCUMMwdRmkLv00oNtN+U8fncIkMRvmhlyxfcjMRMI7Xz1g+3xEHItMb0uoMDeZ/pRSI6Tgk1+v8fThBsJxOH6mzulzdYKaYsIXTDYMrUDTCqBZE0zUFa2mYqrpMDMJs5MJG2aGbJnvkJo1Pnlvi0GvwaVbDa26olmXNGuaZpDguhFfeigg7EvceVs+lkuURk3xxhsH3POEphdKeoOUTt9hreuwsFzn8ouavPPlHR5/rs7xlSZKaiDO9LJLnCrC2CZmekOHds+jWavTqIVcvnXITXuGnDzf5tjZNRw35akjDp/4Wh2hbOEaQo6eRKMBDcYQRyk7NiS8+9UDZlspe3YYNsxAmriEUZMkcVntuCSxIk6dLA6ygM4BbmMimdX6iArQrduVpraRRAjDlg2SbRtWmNygfu3gvkf7qr7rQwcP7o0uvfR/vWniWwLwxXOn6HeWdp85dfI3j+5/TF65zUVKy9oC0BKEzlwLAUqBSg1JKnASqxPj1OCmVgP6jiHIfh9pQ5QKQi0JU0mkXWINi70WX3taY0j584ftyAaMzu55Fi+zyERekSiRSpHEDlI7uI6k6cNFc4aGq6n7mroPdV/QqEmaNSuHJpqSqRbMTCTMTYVsnuuSssp//rOA+56ZZ9cMTNUz9q5LmrWEei2iUR9Qq9XxlUTJTINj5UAcuwwHgkGY0g0VvaHtWmp3FasNj1PnJnjZFSE/9a5zvO8TDifWfITQGBOjU0OcuESxZBjaMtbmwKEReNRrAXW/TuDHNGsR118a4bkxN1ya8J7X9HFUkiWBNEKYUVGeSTqtJUJIfFcBHsPQYXnVsXU7aR7zZPdEljFQVriWgzsHdplYEpnGF9bdMgIhsA0ZHY/Bc8/KHZc0fnNqpn9vHIfPfiuw+b8M8Afv/Qi1Rr92/uzB29qLJ8SOTQH9IUSxrkTqhlQbdCpIhEFqkxVRWW2YZGyeppDkEX2aRfV5ZK9F+VoLIi1JjCTVDrH2STPbq3orspQCHCFsplJBUDMEjiFQKb4LvgOBZ6j5gponqdck9cCxAG8IJpua6VbCzGTI/HSPzfPLvP92zUfu2MC2ScVsU9NqKJp1RaMO9VpKsxZzdllz+KxP4NmaGsgr/QTDyOGijZqNs0M6Q4/B0GQsLlnrOjRrAc36JO95zXmOnF3gdz+zBUc6GDSpTkm0IU4cwkgxiGxRVD+Q1IcONd+l5qe0uzbG8NzUJszcFEfaRgkp06w8wt5t6Yot4bQgF7R1VmWpbVyTphKtJYku450kFZUAP39eecxAnd/TtAxktc7tSkkcw1pX8/yxx8WePcu37dmz7fAfffQjg/d87/d9ewH+329vehPB6s9cs/noz2yd7sneoI7TFQxDWXqrWlu/VZqMvQWpsvIk0dZRSdMsw6YzkKe25DP/Wfm8rJSzB0cUgVJVcwNZJs8GVo7UOJKspgVcJXAdY31jRxD4ksCT1HxFLVA0a5Jm3TDRSJlsJky3Qman+mzfsMzDB0I++vXNTAU+G5qaVl1YcNckjUDTCBKa9ZCH98NT++pcMmcy3VumzQeh4oY9hku3D3jk2Un6oWEwTOkNnAzkLvWgRi2Y5HtescJTB87z0N6NYBRap7YcNjEksSnqSQahQ31oqAWKwNP4novvpfiOxnFSXMdmh5XSWRGbLQ1GGASlniuDc1tCrHNHSuf2a8WKzYGtcwDnr/Ns6Ri4M/bOz3eSlVEMQ027qzl8pie37zjyb26+IvZmt9Z/6T0QfdsAPhgMZLs7+IVf+E+//89Pnzrn7bi8ie9aJhTYYCJJjQW0NKTKMrnKgJ8qg6Oz51pkLE/xPL/KU5Nn3gw6y8TlyQpjDJXM+8iKm6eq84SOklnGUlEp2rLZP99TBL6i5gvqNUGzZmjVUyYaCZPNkJmJAZvnVnlo/4Bf+P0NnDg1ycWzmsk6tGqKRk3RCKARpNSCGM8d0h7aYjFXGaQsP1mqLcPFiUerFtNPNP2szro/TOn2Je2aot71CfwmOzfG/LsfavNvPyx5cO8GDAptNGmqSdKEKNFEsWIYKQa+pBYqAk/iewbfU/iOxnWt3+8ok9X5WICrTKYIYUYbdLPUvslIxGS1LGkG+FSXjxasMnsUJcCz5zlr26yyBXVa8dzjvJArsdVBi+cXvaNHZ/9lMP397mDw/T9Xq9X+p9P5/9MAT6IOxkS/dGz/vf90W/Nc0AhmOLdqA0nXMRgtEBJUIkilIFE5kC2T52BPU4POn2uB1qZII+vCowWjje0iz0pAq3fGAJ7J7iywzHS/FChlJZGTtaK5jsT37ACgwLcjGWq+oRFomvWUVj1mohkx3RqweW6Nh/b1+bcfmmX/iWl2TFuHpVmTNOrSsnfNUA9S6kFMnEb80Z1NpFK40qBEaRNqky/hLt//+lW+/FhEN/LpZwDvDRTdnqLtOwSej++22LMt4d//8DI//yHBA89uQBtJqm1aPU5soVkYacLAlrv6viBwBb5nM5ueY4qMraM0UlmZmJclFwAvU55ARiLYXIJ1W7JAPgdwNnVAF8k1MnanWHGrbF1kTXVWSpHorCDOvtHcpGDQn+TPvrgcXH3m7n/2+te9Riwtd352dqb1VwvwvQcOYNAvaS99rXbZ9ojVbkAU2QPjSDCuPVhK2i9mWVyQFunhHNy5/LA/00WtRNl+ZYEubB1FDur8wI99rrJ3M6szkZTFVFkduQW4xHWlrd/wBIFvZ57U/ZRGzYK71YiYbA2Ym2zz8L4+v/DBaZ47PsvWKcFMoyJNAodGYOtXakFCzY9w3ZDTy1O4SqCkzmy5MshMU0mSKDZNGZIkphMHWaeMZjBM6Q4ltb4i8Fw8N8B1Jrhsa8K///uL/Kvfg4eenyfV0gI8NcRJmjG5JvQ1QSQZeqqQYK4LrmMlmq1TMTiSTKaAyB7XwbiVK2RJIUSRHNJZcijPFtvAMXuuS8lZyM/UFCtxmuqC8JLEoFO7kvgu9AeGE2d7HF58sPaiq7e9pLr6/ZUA/HOf/xKuEPWfe9/t3oaJVV6yu1Z0vgtsCtxkjJWmFmSpyr5oBnStDalDAfZRYOcyxBRAN7kcyZ+/wGeToiyikhKkFAW4lZRZo0QuTyBwwfc0tcBQ861+rtdiWvWIycaA2ak2jx0c8vMfmOKZ43NsnlTMNTQTNUEzkNQDRb0mqAX24rCp/oiH9gp6Q49AkV1kVoPnTQipFsSJQyNQ3Hxll4efa9GPrUwZhCn9gaLrK3xP4blepp8nuXyb5ld+9Dw//TvwwN55Yi2Jtc6apcsezNCT+J627O2WdfSOyu9kMqWUcTLL8q4H8jwpZHKAZ4BPC+eFdVdencVSudFQrNq6ZPH85+X5NbSagpsuW6K/8Gkvqv/d+v33faX/0pe99n8/wI8cOcWmzVsmv/D5T/327g3pK1bXWpw+7zEzaUs0VQYuIQxSCJQ05bIlyRi7vMq1EuuzdgXQuvLFTUkro7pbiLyF04I7KzJSBcBBZRWDrgOei+0E8rICKz+llsmLZi1kojlgqtnhyUMhP/+BKZ46Ns/GSYe5umaiBo1A0Kgp6jVFvWDvlMBPaNaH3P2Ux1o7YGqqTJPngNGZNo1TxfyM4jUv6nH3o9p20US6AnJJ4EoC18F1PBynhpSay7cZfvlHz/PTv2N4YP88sXaIswpAW/ZqmdyPZVFd6DkSx8mKsKRAOfmxofh8+UWYSxWRV6VRJoTG77ryWLgiurryluDWugJsbVm7qPSsnFulBPPTHiYKeORZ7xUXXXLg9978t976EwtnT6xt3PSX2xXuLw3wNDzFwqmFn456x793utFhftLD9wyuQ+b1jn7hwvlQlaBRl1d8Lj/SQoZQsPdIIDnO3NnRyDNyhfaWeQVdqbtzO9JR2PoMx+C6trE48DSBl1ILEupBTCMIadaHTE+0efxAyM/8zixPHtnA/KTLfD1lom4ycGfsHUhqvmX/wE+o+xGJDulGPkJJ3JzBCw0uMnbL/OLYpeENbblAFDCVg3yY0vcsg/uetDXxTr4BreGqnYb3/sQ5/sVvaR7Yt4FYO4SpIEp1xuKCINb4rsFzbRWfk8UdjrIlwkrK7PhkXfn5Y6Uwq7gwq7HOGLgLEqoQUxXcRVxlyuejPysBnqUFWeumDENI0vOs9A5/7+Ts04fjOP5X/1sZfN/hY0TOjh1u59euvnjDEXwUYWSBWV7x5ZKVGoEqAkdRgLv4UhmT62LZrh4wUWGKMitpqmtmztrVoDJfbrMOHZUFU46TdQZlRUh59WDgpplujqkFIVOtPhONLg/tTfjZ98/yxJENzE04zNVSJgJDMwN3LbB2Yg7ump8SeAmtRsTeY4avP97AkxJX6SyIK3VkvnzHqSLRDrdeH3PJxT0On6gxV6fscwxT+sOMhR2F47jZPBjrXV+5A37lx5b4V7+jufe5OYZxzSbDEkM9q+H2XSzInXz10kVvq1RpscIpKSoAFxWQc4FeKUFuRgFeyXvkP1tvZV4/xirr1UU2z8WYlH5oeObkCY63H7z6f/zS39vR6xw+3mjt+tYD/OkDZ5ienNj58Tsf/A3ZP/e2Wy85zs7N86y0awxjZVOvOvdMTRFs6MJOMuXv8si7sqTl/rApPO0xl+QCtyRj7nFwC4NUuS2Y1byojLUdg+doXFfjuxrfSwi8hMCPqAch0xN9Vrt97nkWfuWPN/L0oVlmM3BP1gzNmqARiMIrt86LtuztWYDX/JAoTRkOAgJlLzIpKkt/QQAiCzQdq+WdkDAyDGJRAbjG81I818F1pZ0qIN0C4Ai45iLBr/zEKv/pTxIe2DfDmXaLYUMymRqaiSHIJg74rsm8/9xJMQV751IlB3jxeUVOXCXOC4WYnRRTAWZRfluRlLaaswL2caBXf17BRJoawgQWu5LlcI137zjyNvp3p/XmLf/MxMeOCXfntxbgp0+coLdau+nw/v23/dFnzvKP3yF55yu7gN3PMUpUkdkqkgMZqAsrKZcmGcPb5dpkB0BUDsyo5itvo6owPwl23EPO3mU3fjkcyJbFuo7OxkykBbh9LwP3dI/F1QG//Ed1PvPgHEu9KeYmJHNBBu7A6u56FljWfEndNxmDW+0d+BEQcdeTHquxx4zPSD02YnSFSlPb/NDyHV59XZ+H9kd0Y5+JomNd44W2Vt1zLMAdZRuyhbQJGgxctk3yvn/c4fMPDfilD27g1NIUg0mHSU/QTDT1BPzYjl72lB1o5OaBphRFEJw/VgP16oUpRNErUpwfGJOQVWBX4qcqoM04oDPA545MkpXpdgaCdmx49+vWeN0Vpzl6eNdt/tTmPzJp79i3lMGHwz6+X7v0iccf/Ceqd4Ad0w20XsPzIrSJSFILrCSVOGmZ7dK6CnYL6EJrF6DOJYgpbahx1q7KEsqhQAKKdHPuAqgc4MrYclwn7+20/Z2em+K5CYEX43sxzdoAx+lz91Mpv/eFFrffN0+kW8y3BLOBlSXWAsx9cpXdRcbcVfaOcZyQ+5+fpB85bKrnn2ecwfMgWxInisBVvOTyAYm2AB/Ewnat553robbBoZPNhsnsPZEl1w2C2UnB976qR9M/wwe/MOCe52dYiGv0A0krMTQcY0HuZHGIMllckhW/yfwYirJ2XIKkZPHxHQULqZKPqGBcm1e7h8ra85zR85xG4b6YvDRDECbQiyR9HeMqWF6d52uPneDGl/b+yc033/xEv98/WP8m5h7+hQC/6+EjDBZvZ6AmNtfM4Ve+6OJlrt4F1+1RVreh8Rw7O1BJSSJlVrtgRgFuSvYekSO51iZLJowAu2I9VO0rYcakSZ6VsxWDdrSbzmq+M3ArW4vhuzGeFxO4EfX6EM/r88d3OPzqH8xzeHEa1w/Y2BRM+ykt39DwoZF12Nd8m+0MsoSQrV9Js5XAypOlTkov8vCUwpOmCDCpfJX8ws5rN6LEpeYO2Tg5YK3fZBCLbNyajRVcN81sPpXZncoCfCRwtZWPb3t5jxuuWORX/nDIR740x0rSoO+7NFxJy7E1OL4DnqJohnDypE8xh0YUWeA8AVQllVGxUgU6IyuwNqNSs9Tm60gSnSfALMjDRKAxpInDJ742z6njil53mZO951+590S0eeF896AxzyHElf9rANda8/iZ1+xk+Oj768Ovc91lBm18ar5PHNuD7DhpVrlnMltQF9OiqhLFZsNEJYAsA0yDqEgSMSZNcnCbkk2y7JusAjwbOSFHmDvNQJ7gOVaS+F6I7w44di7hdz/f4NP3znDk3BStust0AFN+StM3Weo9B7fMwC2LpFCQaW/fsxdOqxHyqfsdDh6vEWQTuIp2MUqUF2McjNXhceJw2Q54yw1dfu+LM/TqDq1s9ogfZXGD0jiOzMbWUQG5W6FUuypsn5X87Pf1ufqiU/zO7dMcWZhgJanRdx0aSlDPgO5JYy+czGUqVr/8uOb2IVafl5lOc6FPnhNTXjphqoHjGLPnoK7WEuWOm7H1KrG2f1tzIB56PH7IMEw0HfUwf/e7N7//RVdc9SatO3+hVPmGAB8OI3zf5e77Ht965/3Hd935gOEn//aQV1+r6Q7tiDALao1wsPUmWqO0RGudsbasyJBSi+evS70tChYoWSGnbTOiA3Ng28d81Fs+T8Vk7Wh5gVFiO3ecBN8P8ZyQbhrxmx/3+ODnN3J6eRKtakxPKKY9w4SnqWfMXS/S9zKrU8mkSeadF+D2bPYyjCMOnvLpRT5Tfubi5Emn3JXIs7CmUpMSO7QaDhdtjVD+kG7UZOAJarEhzAHupFmiRlkfW+YlwOsFr4q5iT4//rY+t926wAc/3+F3PznD0qDBwAkIHEXdEdSUwU+MZXNppYojy/KGPMt5AZOzjlwZd1hgNJbKdXeFyEqQV7KfGcBzR01lxHa2rbj1xjY/+oZVaB/ZdfLY/NZtO198TKcJUr0wjL8hwFdWlmg2GnPTE+7Hz5/Y516zfY7JxhpxGlrtm1l1Ugi0NEitUaYK7gpj65y5K8DOAF8ytsCs+0lMxQ40BbBH5EkxLCi1AHdSHJXiuTGBF+G5Ee1hxP1PS/74jhafvHeGYdrE8zxmPMGkp2l4hrpvqHsluANf4vsSP5MmNjGUORMZwD3XZj6PnjXc81idKHbxG+aCALNYFYsTagkgihWu6/CaG7p89Cs99p9qMAjsaIbQNXgJuLHGjTRKSetbS5HNTy+BNeKxa0ndd9gwOeBffE+fy7eHfOSOJo/unWBx0GCoPFzXIXAENQl+PmApt1elTdQVBWuicvwzJh8vzqoyek5Q445Y/rqUJ6IEefY8B7o2pVPmOZruqs/h41s5efqY+/q/9cqPt9udFw0HvcX/aQbftLEuTx0/fNPhffdP7N6u2TzrMNfyGQxtoJYXzVdLK/OC+RFwj8mS4p4DO5MoVQYfKfyxPTqWyYuUsi7KPa3uNjgqtQBXaSFHHCem3Yu571nB73+xxR2PT7DSbiJrAc2aYtI1tDxN3TXUPUPNI2Nty9w1XxJ4isATBB5ZhZ7OwK3xXau/lRNy4BScbgc2sZLp29HESVk/Y/sgLcgTLYkihw0twaXbBjxzIqEfu4TZjG8vwoJP5ZN180QNyLHOnKo9m6aSOLX14e9+zYA33LjKV5/o8uEvtXh0b4vlbp229Oh5Dp4SeFLgS2wPp7S71ClRXqRKZGW/6zD4BfUr40xeITRNVYfbiyAHdgFyU64UDtD0DZ1Vj3ufEMxODhiYr028/BUvv+mSSy/9It9geNA3liids36zFv/WXP1Ao3HpMMv8xRmQkqyIKE/uyMqXkBeCPge1znVoBeCVAzLCCyPSxIwU6FtZojPNrVEytQPxczdDxix2E+5+zOEL9zX5zD0TnO80EEGA23RpOTDh2k6emksmO6Dmiewus5LTTHd7tqc0qALcSfC8hMCLMCbmrsd9jp+tMTstcKXOdKwoG30rbFeUn2aSYhC67NggeM11fT79YEQvdhnEgsC1/apeNlmqXKVU4Vcj5IhMsfc82JdZ1tSh5oe8+1UDXnfDMn9+b5fP31fn7qebnG/XGQiPgefguApHCNtCKCWuMJnUMihERRqO2ofrkPmIC1YytygC0LTC2kl2TzPA6+xvpbAXnEqhHxtOLWnOrxqOLR5rXHXdy37ryLGFy4HBXxrgKx1DPx3+3bXlP53ctfkIceqRpAIlraa1Ax5zgOdaWq4jRUbBPnISwPZOrlMTOBJQVoAthM7sQI3IAO44KZ4TEwQxwzBl/2k4dkbxsTsn+OKjLc6vNsANcFoudSVpuoamo6m5hpoLgWvBHbh2JqEtM5WVu8h+bzKQ6wLknmvb0w6f0Txz1AfXzZZ5U0nRixEUVIMwWy8tSFI7zvmqi0Ku2Npj3+k6g0BQTwR+bAgVmbWnM/bO3ZTcgiy1SuGzF3atyqYPuAwjl1ot5AffGPLWm9f48mM9/vQrdY6dCdh3uk605pP4DkPHQSo71VcBTvaYM3khXSiD/wtuhZtSglpTkSU5c5vq7wwjSzkQCYi0oJ9KFge2Z0BHHR5/9hlmp7+xVfiCAF9rt0UURT/1u392cHLrRMK1F/e47lI7iMbz7JvEca6Zxaj0qIDaUGX0yr8twA3j+BZ5pF5oPpvUsJJEZ7s8pPi+vdCSNGVhGe78msPhUzW+/nCN06s1Dp9pgO+j6g6Bo2g4hoajrYvg2sH5gWtLNC2I87vM7ioDOJnmzsDtpviuZW97YUUcXYS9x+q4ctQeLCQKZT144SjkTorO+hoTlyt2DLh0vs+zRxL6iUszFoQOeImdCagqAJdSIKQcYXIYs+ByGZTKoo8yTl1C16NVi/j+14e8/OoOp1c73PWIx5GTPl9+vM6Z5YB04KKlQ+wphJTZZgS2K1+SZTyhkC3rgXwk0KSapc7dluynhYVW6avNElk6hmEqCT2DVAk3XDrgxRdFXLbhodk3v/kf/ZMfHhx/r1vbsW749oIA//0/+RxJkvKZO1Y5P9jClukuV27vcOt1Pa7YEbNpWrNrZ4qDII3LJVHny+MYyK00KUc5lO1l44GlqUTsJWsXUkSluH5KnBqOnBQ8c0Rx58N1nj3q8fzRGp3QJ4x8cD1Uy8VXgrqCuqOpVXxg38nrNPKyWVsX7meyxPMUniezC8CU2ttNbWbRtTo/8GKMjji3IgmNj+NIO7WrYrONEXhxLlMz2u8YJS4Ch7npCKmG9GKXviOs0xGXBWOO0iMZSFlshwHkw44QGC1LJq8MRnJTVYyf6IceG6citm+Iuf7ikEE04O8dbfPsMY87Hwp45mjAkRMBcaLAVxipQEhSWckGFUmKdbTKiDjPQVwFcwH7zGrJAa4hMTgYdu2M2DydcNnOiFdeG7Nnq2RuIqA/bDcWTz3wvUI67/1LMfjjj3yFs+c76pOff1rMBZo48jh8epanj7a449EOE2rI9i1Drtod8YYbhrzqughMiutCrWEwOvvSWpDEdk5JHkjaYLJk/urBsHLHzi9xHQNCI6Qhjgz9oWX0Y6ckf3KHTz9WPPl8wKGTPks9jzD1wPFAuaiWwpOCmoK6MgTKzkT0VFZ4pCxre66wSY8quF2Jl8kS3wPfI3NNbMrcdTSem2QZ0ZhaEHF+NeXOB5q0uz5TEwIn8+Lzoi/xQsymKwGhloShYnZG8Yabh3z50QEn2g0GrrQyxQE3Mbhx7llnHrtMrV1IddaJLN5DG6fyHhboXqpIHUXi2rEPcexaK9WNaXgxL78q4SWXh7z9lUMOnJQ8tddlECk+cmedowsuCEl/4JBGKi/fxDg5wMcso2r6dgTggNGI1CC0wWB9xFrDJuQEmldfF/L6F4dcuTtix2ZDXTq0goDeoMnSaoul1QZL3VNiKK9Sn/v8Hclb/9brv3kG3zjX+s2d88k17RXsjgFCcbbvszh0WIwHHF0JeeDZmE98NWZ2KsZow3W7I9792mHW2GCYm9Bce1VEI7AnEyOKHNiF51wUw3nafcFTTzssdyS1QPLwXpfP3RswjBXDWHF2wUMLh9i4aOGC4yB8B0dKPCUIpCHIgO0rg69sOa/nZJ6vUzK3l/dlFuBWWY+mKNjbczWelxdopQV7e16MUhFfe0Lx6QebKM+xdtuI/n5hBs+98DTNHQ/FcOjy1lsGfOb+Dh+5a4JeEtDIdLib6/A4T8qYoltIiHJjI/tWsqL1KwDX2WgHxzK56ygSx8FJUgv0zEBwnYSpIOGWPQk374kxIuSdr+ozjG2dyGfv9Xlkr0fNFyx1FE8969Hpy0wlCV5QlBc7T9jWwGuvjZidTG03UKp592uHXHtpjNEwN2WYmgBpHFLtEYYBa90aa50GCysNTpz1WWwn11x+TeM3gR//phjcmDbQaj3+0O17Zia0mptyWenGBMrQcASRcYhkDZ0qQh2z0E5ZWEvAaA6c0Hzua3Z5MalhYkpz0zURzZqtA143PVm91DPXYa2nePQZj05bIR1pZ6IYxzKTcOxgFemAdJBS4kphwSwNvtR40gLBU+CpckafBbkoGx4c2wiQNx5XwW0ZPiurdXMGTyv3BN+JMSbi9JJHFAb4ExIvS3urrCpvJIspKMmrYp0W3elaEcUuU03FttkITwwZJD6DRFBz7BDMvIYkT2gpWS1vlcV72ffIs8m6zJ5qnfVMltIoSdIsb6CyuewJcZKiYptLsJsTJGyd1dmKobl8+5DIDJCOpt0WPPqMw1pfogrFMhpUjxC6sV1bjcDwkmtiJqY0JrEre02BQqCNsiMqYocoVdkcGI8wcokSu1PeuWXFmeVQbVob7HnL335b68CxQWf3zto3BvjpM4sIufreePDsq6666DTn1zzu26uIU3CEwZeCVDmkImu81AmYFExKYgxtk+kppemsGc5+rVH5iusBvKrfspMjBDrfcoGs5lSoMsiRMrOyclBnaWdJtnFr7htXHp2sk16Rbb1HAW7b1qXwMnB7DkWJqWXwjMUdW3fjOgmuG+P7MSeXNH/45QY4np2xKCsJnhHwjRJZzq75kFALNjtYJ4pd3vOGAX9+94DnzzXppS71xG5Ka6sAy7kyQuU5gWqwl5cu5lJIVgq88rsuamEcR+Gmdl6KmwFdyTJpZuvGs+dCZ4ODUhxhECZltq75Wy/TINLCNkbk+2dc6JCVcBCgHXScOXDGSto4C7yNVmiTz2FxSFIHbWwJxMzkgPPthHuf6qP9g6969a3H3+uK5B/+hQz+079xJwbpTamDvPbaBc4OJzi2OkfTsSWNrjB4UhAhSY0AqWxgcEEkbEAZUnekWmGd75uzWw7w0eBFSFm0oCkBrrBpZV/YakFX2teOJKupyLrH80Iih8ocFLKd2cqu+hLgspAtvmeKljbP05XBOQluxt6eEyNlxPEFwWInQDgOvmREnsjq16qc7qp0GAFe5nREictMK2THxgH7FkIGqcMwBT8VuKnBTTIdnlA4S2UKXY10KuSxnZ20ayrtgrk00jipJlUS5eTbl6usWC1FKp2tFLq0ZjOQi/y9sXaxkKZwvXKg5w5YCYGyBY5KPFaaD7KS/ZbFxa+1yiZuge/FTDT6zM6kTM+6XLu7TyOJvVRfmO+5AOD7D5xGCMGphRqfvGsLCS6OsBE/AhwBgTQoIeyVZgRayKIAHip9k0X+9htIE2FnqBSpXyGQlClilb2nKwyuyECbSYD8efGzjOzLUlCKBltPCQv2EXBL++jlQM+DzwzcefePowuJ4jpWn3peTELM5++vcW6xhjuhbEKiUpNe6G/GFGk1dV2UE5dJn2FoJ9i++aU97n96SCcJ6DsOtUQTZel0JcuCqLzgTAhN2TmUB5qisCWtdZjNVDGQKvuejhYkSuCkMtvFztbyJBnQy2SaLhJsUupK4i17LqvgzmzeYq+YFzj/I1ns0Qy3GXHlKvuYSlsK8q5XwTteGeI5ks7KGdZTCCMA//Rn76DVrL3sY5+++4ZGYugMXDqhZCDsBCqBKOZ7OMbgY4GfG/XGXstF5uob3QpBkicLRFZYkyUSHCisNpWljO18k1LjqhzY2TD9fBRCFdjFHBSF7UdcD+B5wJnrbieXJSbT26O15J4b47kRC23N44dq4Hh2mL80RXq+YHBGWdyeU1Hxgat9qbLwxOPY5bpLQmYmB7RX6/QTRV2Bm9jvolI7QEnFVYBbQ6CscJBjlZoi65vMavWVJtUCVwtSJUmVJlWCJAN5tXgtL4eQOcgroM5LJgQ6AzlZSXOeiS6TdiPFGCP1K6MWcvF5qzkWyovATtjNdrAeugSNTTfMb3v1y5578rb7rrz2NesDvOYbhIn+1qVbnWudRLDScXniSFqmTTEgLRCLLFVR7F5mq6BwNkdBndknVTMpv8rzrFgJDlMw+HgJp5PXRmQ14Hmpp5IlsJW0skQV3SslsPPmW8vemeZ2KPR2bglaxi7B7RbViTGCmNvv9bn/2SbSd/CksPO3iwrCso2urPgbz2aKgpl0MQNQkWrFYOhy85UD3vLyLr97e5Mo9emlkiBr5XJkWa1YyBQpMxavvtULMTlop6zbz8GdKolS2jK6lNloCV0pRa7WAJkS5CPZ5pzJ80W6EoOJC8m8OnKvSACOMfsFBCnshbr/eJ3T52B+g3Otavb/Vpom963L4FH/GK7ffMOx/Xd+X2/bWTZPCupBn9oTA/70rmlqjt12ZGSA+giIzQVZScPI9Zp9sAqDZ+DOASAroJCUNQ/V0QY5c9stSPLXZAxO0YY1wuJZN4yrRsFtxymMMXfWs+ll7W2ukzccJJV7TETMn97VIjU+qsheVgPMsq8xdzZGNDhj7Xpa2ulQaR5sOghc3v3qPn/0+ZA1HTNIAwapwE0oWFxKg0xEUXRm7cLx9VNWrElRAbkgdbLRDSoDuWNQ2sqVVBlUaisYbfZYFqXJpUVZre4sy5iLppQC6KVUuRDgF8D3BTPcuTzynIQvPBTzxQca1CTo/Wfpyvb3vfu213392YNnvnzVpZtHAS7FAJOqSybrZ3ft2X4YIWoEwSqffTIgTKeoOSIbYpkth+Mfkm/uJkSFySvypAD6WHlmocXHNGcO+upsD6VEqcWziruRYTcZsB0lSielsANtx71tTDYZc5cBplNhb9+NePyQ5OCZAKNclJR4UuOM12lUBPi4i5Lfi06nSvdT7qjEicuuzTFXXNzjwQM1YuUxSASBBDc1OEm2mYDIunCSTIcjM7FYfUtRYXFRkUblKI98JqSjdAburJ1NmQq481ogk5UJ5ExOsXqICrgR+cSs9dn7L3OT0mCy1d5zY5ARDxyawHca9AcdNu9u7xoO+pcMhsMv539TADyJlyEN8d01HHeRfuTy25+u8+m7ZmwpZWa3OeLCEtBv7lbmLgtdSmUp58JlXRU136XtVkoWYbvnRQluG2SKolvcKcAtRwBeHf5ju+0pgF1kKwvmTvEcm9ixXUExhphP3FVnebmG8B3ru1cvwvEalJKYRixCrUdZdcSb1oo4dpidlrzrNV0eP9QiTAP6yqOWWi2el7MqSQbufK3QmSeep8EBKtnk/D2zeY/VqVT2LlE6X5FM8VwW26pnGlzm+x3l0kSWzRHjDD7WtFKm+/4iahSF5NHaTgIQAqLY5Z2vDFntneFDX56kH0pWlgccO7NKu1sWFxYA/8+/9wlAIcwCX31inkf3T9KLanjCYca3NRyOKhkqP19/mauy+u/Feo9VQFdZfGS8WMnYssrgSlRYPJcrEuWMAtxzsgFAbr51YJbhdAxukYrX2fN05O4o27nz/HH4+B1NQumhpMqyl6MX4ngG84VWvMJJqbgpOmPwJHXwU4d3vX7I73+xz9NHasTKpS8lXqoz90ggU1M5Tsa2l4mqQNTZe43uW1Rl8lSDU1iIdrS1ykoCVGrKYZ3FXBZRXNDJmB6357NaLEeFyXOQf7NrfnkMpbAdY1rbHTwCX/Ijbx7yA69f4sG9gudOPMDBZw+QpOkowE+cPM22rZvrP/jP/9tF9zwaMQhb1FzJZB279BbNqOvbXhcAfJ2TKsT48wu19wtLFFEAZ3wcsqwwdh5k5lObHCff5DXT3moM3Hn63s0bk7WdGVK0iOU9nUl2j1FuxMHTDt3IA+Vk8sSMlceOX7ijB2N0oNGYF55145SJH4eGK9izZcjTByNS7TPQHkFqa7adTIMrYTdyzcfmiQLYeUOELk5O6TXbEgqnGGxqf6Y0pNICXmW7U0hdTgjIp2uleXd/YQCUwWUReI6d7/zyvqBhYoTV1wd5vkrY8XTWTlUqwFGGGy+NeekVMW5j9qK5y3+m/p53/XR/amaTBfjZswt0Ou3X33rtxp8+d+x5u4eKtl7paJ7VfFOLSg7uEVBn/1ddpgQ2n1MFQgnsso9RVVhRjQzVzEFOWSOtKqAunmdJHkXmhVtwWwCXQ4HcqjypsrfK+jq9iJWu5r/9WZPlQYDwXStPpBlZVcrBOd94dRuZJpDPiSkY3DoqSeLQqjv85Du6fPXxFsuhRyQdBlLiZT2U5ciHPD6q1NMLXZTRGnQGbl1kDktnRWQMboogPQe7kiJjcCuJ0sJFoZAppQ4v2wlLmZIHnqVVOHJsvkkVYNa5MIpx1IlgEEq2XLTnp5NjB++L48GfQ8bgp07sx/M8ht3TbJ0ThLFiGNkZd0maTRDVo3W93yzKx1n8ApkyosFFCXI5LlFGB9MUwJYCqcrxY6oCakdKnEySOAXAc82ti6DSdXQBbtfJ6y9G2dtVMZ4X8bG7XJ47XAPpIqXEz0tjK9ZmsUd89iVfsJoQRhM+hhGZkmiZbfLkctWuPm97eYff/2KAdnwG0sOXokj6KCmIKwHdOJOLKpNXsofVmhitQBm7KmgjLLjzKWEa0mJ+iigBXnnMB64KOSpPCmdlBAPl67+QKasFiJREkGoL7CiRDEPJ4krKYv80G5cVcWw3hnAA5qY9PM+jM+OxYcajP5T0BgnDSBPGdkvnJAtI7HCeyruth/X8S1TcEvvjvDDfXDBQZsQzLgJLUbJ5wZB/EcBlCfAi0ZMD3Ng52ZkUcVXplriV4UCl5rbs7Tp2atVqW/PZrzVZavsQZO6JqARjLyBRyGtESioqQT5u2xU9rRKd5m6Kw1RL8V2v6vOZ+4cs93wi5TBIZWZPiiw2EmUzthxPrFj2zn+kCzbPxzkInNxZUdlzmb3Oxl/nx70KciFFpfs+H+KZSZMRPS7G5IoYBbgwiJEtaMyI/z1yrLLtUuJEEsaSwVDQHUjOL6cQCFqhIo6VBfipE4dptSZ3Pv/cEz+1vLzIVMvF8zImHNjG4kgaVJI1hcpKpqny5oV0qfrcOcarJ7sC9NG7WF+i5ImTEWCPzv6udrjY4e6Mgjvf2SBnblVh7gsYPB83UY6ccJTNXB49JjhwPEDjI6RTNOeW1YPV+EFUXI3yy1drUUomFxV5Igono2g3Sx0wDpftiNi1acjyvhom9SyLp1amOBUXp2TPaqFXtgznZbSQLcuiEnyCluWckmpso7Jd8rQk0975eSnJqAC3FtkslVyTizGpIsbwYEao3OJGFICqrnR5DU2cSsJY0B9Kun1Bp2e3gVlYOMsVV+z5qZtueOmT+w8cPOYYkxLF0UZHpW9wWWLjrEe7K8AoO5w8LZEstKlYW5UmjTEZUv2g1Z+NWoNlM24V5KPyRFScCVEJNktAWwYnGwVc9cGr98ziVFVwV0Ce7VfvZqWhOXur7LXjxCgV8/kHmxxcqoFXyhO3Yl2OXLBcOC5i/DY65qxMSevq7mZ5GW3kcPFsxJtv7vPI83XQLklqtbibZvmJdFQqlcxZteQykJvqNISKXMkJTGariszv9tin2YohRcbqOl9hTUFMZcKn+jxj6Up7W9H2krM5Y8erirEx9o4SQRRJBqEF90o7pttPOXt+kZeG6RuGYbgxSdJjzkQzxHE9tm3ooK5YIEwmOLPYYBh5tPs5W1o7SgBaZOl4U2YuzTqgLj+wuFB3j4E6fz0eoOWAFusAu2BzJSpNuBVwZ/MJy207uBDYTjkgqBjx5ugM5ImVJyqmVo94cL/iz7/WYDD0oO7gSIErRqXJ+Oevfud1AV6AvCJTzFjCJwN5nDhMNB3efuuQL97f5+H9HqbhMkh9PEFxoani/UsdXFlLC5CPLP/o8gJTls1TafW4rrB2HtTrLLiUWlT0t6gEuqMxVKm7y7jA/kyMAv0FAF6deqa1yAYDiWIHif5Qc/xcyukVw3In4VVLCVcMNas9jbOwFFKve+w7HvHFe4ZEkaHXj/HFFDq29lEOPiMEQpssPlh/vNoFLL5eYHmBRBmdaFoGl6IATTEvT1V2b1Aiq00pwV2CPC+bNThOOULZyTZhctQo0N2Cre1dKRtgel5EHKV88YE6z5+og+sipMpAlc0NqQSXQo6e1HHXqDhxRTFRNpl1fI5j3uNasQujyOHy7QlvfGmPp47VCBOPVLoMtMJLGfssuRfOGIPbRzP2WVD5xabRSqByGSoFRoE0pR4vVlQJUldmGepy1ZDjAB+PS0bILvtslY9YSN4izivtVJ0VOklpWwq3bUy4ZOc51qKEpdWUXVt7BF7IZGOI8+k/v4N6oNh/rMPn79/CMLFjy/ZsiplqqpETJLHrrqyUxF7QrTEC8gvH767H3KOgzhm7GmCWOxCU0qRiFRaMnQO8nJxaSJSMuS1jm4KpneKxfO5mwaWjYnwv4tnjgi/fX6c/8KDhIkVeOUjFHlwni1n5ntUjlLNSvvyNDpIfS/hUCrCi2KXZjHjjLSGfuXvIU0d8cDyGWuJlWlxpO0OkKg1EWsoD6/2K8sypUnI6ilK6SMvm+aqSB/naWLDLfOdqKewu1oWbkp1zXTL7eI5jHOBVUlzXcaJaYVjGL440uDXb1rZ7u0uzZuj06hw6t5c7v3wOR8Y4Yf8cOhK4JmXPJkmafXBXZXtcylGAG4GNdtf5IOv63sUHFyNX8LosLitgr2ruAuRWb1ezmUplFYZZRaFt58qeO9X54GPgzu5uPoU2K/B3VGLvTozrxiQm5fb7atzzbA0CB6RtaHYrJbwjpbHVe/XFOreRmdr5ScwaynNHJdVyBOjh0OWVV/V588v6PHc8IElcjFAMhIObUnwmkZYsXn6E9Zm8OsReqZy5LZvb1wKpRaHDC78/Z/R8tc0YvBjaOQbukYBzBOSlq1LFznpIz49T/t9QyhAniqOnZ1HKEEWCU0shncF5m+ldWAkQQpLEERumdTFd35gLr6aSxdcBd+X/xhm7fG5fyCrAK21d1Z0FRoA9IlWqafrKXY2BW1XuTrkJag5otwLq3DmxjkmaDTaK8dyYJ49JPn5XE/BAugihii4ilW2kWs26Vh2h/CyJ4phUMnUjvm6l6KpaQpva1j07hVYV6XtjHN796gF3PjDk0cN2kkCsFf1UZAVfGejSHDiVOpARXrSrB2osx5H9VmWg1zLbzycPinPtLTM2F/axOIe6MrBTVi7+kQRYmfgpj1fl863HoeP/BiubhqFkMJSZdWio+y6TTRdjDM6GGRchJGkCUaiJEugNUoZhmm3tNsbC671Z5XnJ3KJyheYfuDJldUx3l1JFZMmC0nrKAV7MyauCPGtNKzebsjs7lAPwS3CPsHblMW+szaWKUgmumxCnCV9/uMYzh2rguiBtcOmJsqtopLRAigsCq3F5koPHVJ4UDRCVGpGR6sJUolXmqKQOYeRy5a4hr7zJsvggtSweCo+hBicVZeCX5nZhpnHTykU2JjWr1qWSYJRBGoEy2OynEQgjMAKkEaVUqQSVJXtn51VXL/zKXPd18iD2KFWylWMgv0DaCHuxJRoGQ0lvYBiEmlpgJ49pY3BuuiJEKsFwmLC0krLWczm1YDdAKoNIUVheVXkx8qYX/Kxq5ouRL1bYV2OOyegeMWP1J4Ji751i9+K8+Xak4aHcukSpMXBXhuIX7olKUU4F4JlE8ZyYg2cFH/5ikzB2oe5m8oSiNU1VdwkuLtwy/hjRK+M3Mwr0qkypbg6gzXpa3KHhS37gjX1uv6fB/tP24ku1op8qW2WYZskfhNXfaTaWY2wlMTnQKwCXptTiMtPoUhuMtOfISGEBriuxUs7kuhpLrbOyVQBd9egvINHxgJTyIsl/UEyoMILeAE6dS1jrRiR2awrA4Czyrg3D9nP/uiXv4uXXRjx71OfpQ3XafTv9qSzcv1BTcQGoqzq7eoWKEWYflSRV9qYC8pKtx4usZKX2QxXsXQG2zIPLUXDns/1KvZ09l7rU3llwGZmET93V4MmDNdvuIxyUsJlLJ6vBrjYXV2UKI8foG9xGNHhpFRYDTLONBEYmYGmJ1g7R0OW6Swe849U9/ssfewy0A9ohFpKBtjGC1BmZpKUsZMxZyR2Uwu81JmNvu6ooAybzvo0pwZ+DW5qMjMzoKpZLllGAX+imXIibHE9mBFvlvxfFdpUiOwf1QKOJuOf5hGeOKK6/vMe/+MGr//WtN17+Y07LOz0Z6OGb/LTP6ZU1PvPwFE8eCtg0IVA1y1bFh6okYEYcgpEPPS5NxMjz8b+vvi6WuipwRurAzYj2LoBekSSqor1VsdNDZSMqZcYkSV4pmBbgdp2YA2ckH/1qHTt/xbJ30bmfv79gZLywrJ4Mxk5i/uKCuoq84KpaG1LOFTRZd3madZjrVJGqTIunDt/zmj6f/nqdvadckBFGSIapi0NWL5If63wecZonfnLmrkgnY7LWQzsbK/9sMrsIpQFprGzJQSyNfQ+jM39cZwHqyOo8CvYLapHGGHuEIIsgtLIy6NICVcpQDxIu3tIllW3OD+ssrfnsOzx8UxyfmnRuuvwUg/5ZvnBPl9/4wDyDXoMtzXwpKIGXB3tqHODjgWRFW1XBvd7fyLGDUNVvIzXgWTKhuo9MqcHLrQJzFldj4LYTWXX2aO1ApTQq97tVgpIJKmPwVCV87r4Gew+W2lsKab3vooPmBRiK8deiWGIrxF15PtqAPOKJV4qKHC1sbYosU/hR7HD5JSFvfVmPwx/1iVIFwiEVDgMhcNLMvsslJLmjIqiGk0UInOklYwTK5Bk8K00KNs/vwpQpfoHdAMEIdC5TKj54FexVNi7jsVFwX3ABFH+frT5ZV56R5cVqjMObb5S8/EXL/MePuNz/XJtjSzWcLzxQ5/jpCT55xwaSfp3NTcNk3Xa8jJSgZnXX47JiPIjkAkBXlqDKSR9PBKzf3DDK2vnrnLVzsOfMXQBdVZm81N0qDyJlRZrIcmi+UimuG3PkrOJ/fKrFULrkE7TKrvlsBanWQFclyQV2wAuok9zPLdLkpmhhK1P2VQ0uRupTUu2QpC5+mvAPb+vxZ1+vc/iMAyrOpIrLQAhULk8yPV4Em2MgLzKG2IkJxQqDQJpMomAy1s49cT3C5iZ7Hy0FwpSrx4VmQgb8cT2+nvYewUdmo6qMfFNj0/axZK3nI8QUU62Af/i2IdoXuIHAGQxc4tBjwnGYm9P4jrCbLGWzQvKG3TJFPh4wVoKDETYfTeQUzyUXsN5Ic0MO/DHWzhMpo+DWpUSRowzujPjbuc6u6u/KXVoWd52ITqT53c+0OH3eB+Vk1qDM5IkZ8b2L5+Mnavwi/8YyvMLeeeNBtUczT+HL4l40Q0hFmjhsmQv50bd1+ZUPe7RjO/XIGEmolbUN0/xzGEgFpW1Ygrz8f/sblV2F2fym8lGWjo+UpmRwUzl3mf42BYO/QMBZBfUFunz0WOrK3xeEgCCMAWErB+NE0ul76LTOZKOO7/k4Iut8mawLakHer1iOWMjrq6tJlxHfclyL51dfBdR5q9KoJ7o+c+fALlnbVIJNUwSWeeOrUmWQ6UiDcnTG6LqQJlaO6IpUyRk7KR4dFeP4MZ+83ef9n2gRatfKE6EKeVI0FY9ZYiO6u7jwq7BeH+KmJNCKVThW92xktqGuLrKbRQpf263AAyfhx9/Z48Bxjw9+zmpxUKRCMtS2d1OmFAxeFmDlJ6tM3VftSgvqUrIYk7G5KAvFLOnYUlczkvixMiZ/rxwzOic5xvW4YF32HiMPKfJtB7Ot4dNsO8ZEMIwkruMgENSnwdMGZ21g6Ed2Xt9EQxWNutUS1Grp6rr+dlVrrhNA5NvIjEfTFxbmmDGJYipBZrZFd3XLQFUWOymlK1IlB3OFyWVZHVjo7uLRzhpcWYU/+2qd1TAHtwW4K632dsSoPBlZdXK7rILnAtYVfFe1diFVsl+MVPWNb72ox+rEpURphdZ2Zt+El3Lba/t8+r46y10FMgatiLF6fLy6cPSSe2Emt3mgMimU16fkwabJWLwAdOaTa8MYY9vziRCW4cmkTLHajyZ+imtvnDwqxz1JbalAlMAwAsdReA7UvITAT2k1YpyZpkTEkrVpl1bDyU5U7nuPnjRROWMjUvMvWF7GP9hIQFZteyoAUxkRIc2I9i73w7wwqMyH05TgTkcCzDzIzPe5cSrs7dYTbv9awMPP1NAV7W2bGnJ5MlpvUrRmVU7AiEVY+d36JJ6xZ8UqrG6DXW2GMNWg00iUKX3xJHVxdMJLrop4y419/vDzHqgIhMQIQagdlBB2C5I80BQlqMflChUfPC/VMLl9mNfOyEqhmLQzXkaYO0unm0pLos5JLGdrk/9uvEZ8tKy2xJkYOZ6juLLvpyS4UrFxzQHl4Fy3R7O8DDLMpnfq0UaG8XpvUzk1xWmqfIgLouIKsAsWl6bUrWOMLcQYe4tRYJcuSvZaGZxsxJiUmWMiTaarK5Ikd0xkRaJI6574bszhE5IP395koevZ/a6lHfSuBOWODWPxwgW6u+oafWN1UrJ5IVGqtSljWy3m+x6NdN3b/XPso93+ZEMj5Qff0uO+Z3wOn5MgYkChkQyFrGwilTsSmR4fuQpLmVT8f5HNzM5Dlc1FWXGa15BXLV77u3z2ey5TqtIll3TjDF4mdC64ALPPViSnTPkTo6HbTzA1mJoWONOtCJHGbJhOCSNNktrUZ7F/eL7PPBR9mS/ERVWWLw7kCNDNCDhKW7BS+VbUV1eYW+WAHwN5MSN7/HlaaO8ioZOPA1YJSqY4mS3oeTFhqvntj7W45/Ga7W2TjtXeUtquHVHOXyk+a76yjK9WY0xePT5i5PTkTDnmh1fAM1o+Wy2jte1mOndUUk0iHVTi8MrrI37s3R1+4bc9wkTaRlQtSTJXRWpR+Wy5FVw5q8YmUqh8PvtaVGKDrLs+SwLZAFMUF4DJ2Nome8qmh+w/s749OKa7GTt21Y3K8j1+LEYNxhg7QF8bEm1Y7cRMdDSpZ3BWOz79gYvnaAIvsQUrqSBOrHBP0hzoFD2ZlYvmQoBTBXZlCV/XPakO9lmHvSv7z8v15Ik0Rbe33TZbVyRKZexvrruzGddFcCkTXC/hrkddPn1PnTBy7d7RmfYu2LsIbC/MXF6QD6iuZuTstD59Vwubijl8I+AGo/Iqw9Fa8VRLpJbZxrvlTmq1esJtrxxwxz0D7nxUWdsQCUISC4dBTj7Zpywr+TK2lpVS3soqYy3CHNTZ55R2WL0Q5eu80i8HeuF8CGGZG/u8YOwxIoTq6lIFOIUkslg0RcdZktrm+CSxAI8TQ8s3zDTAAbtbbquR4LnWVwxjRRgphqEkSsiaju0kJCPFSJBU/RQlyM0oe1ei5nEWF1W9XfWWZcWxyPVvsZ96liovkjs5kEtgO2oM6KoEt5OB23Nj1nqG2++rs/9sYKWJsCWxItfegsoEKXMBuIvVqLiwxdiS/41vdokVhSU3ei/3Fr1wOFCZvpdSIXWK1A5x6LB7Y8xbXt7j4b0e7ShLv2qrxyMU+T4QkswbHymjLU+owSZ3igtSWh5VWUtbyea5VMkSPiKrIS+ALkbIzoiSycGe+5y988tuZKZ4QQi5hVoCO04MYWT3EI2SbApEatldGoNTC2I8OaQh1vBcl0Ho0u17dPsutuk+OxypIc301gtJlfUCzvIKNcUXKS220WRJGWCWwC7BnfvgZXApi8HsZoSxRwLKPJFTdVGk7ZTXpPzB52u8/1NNjLBBySh7U2pvuc7nHgsoy5N0YdXleuw9UsnHGKgLJr+wlU3naXut0alES+uLK6mJUxepND/+9j6Hzri8/9MOcVKCXCMIhUTpfJBEBu5qa1sB6lxX2EWgrL0zZRtZDnRhgZz3DEiRSRVTjpjIA0eTgd1kr/MANQ8iq8VXVSIocwQ5uCGMDP0QukNoDyX9yAJ8baCZjgzOuZUuiys9Tpzq8YqrUzbNutSDCTAN4lSSJKI4wIJsdIQYrR2unsyq41KtISjZbmzMWFWqVDzunNnLmXiZ9z3mmMgc3GpMnoztWa+yvWesBo9xvZhDC5JPf71Br+dCTV3I3kXNd2V1EWWCZ0SOjT3Pnaa/iMNNqQEqciDX4uXcEq3zeo8K0GUOdImWVotL6RDHKc1Gwttv7fPFe2scOpslFeyAalIhGGTJeyFA6AzcpgS7KUCduSVkyZ9iwcmdlDx1b9nbzngXFXkyCvRc0klRAjkHO4yOdysOXjVO0cYO708hSQ1RAt2h4fSaZDVM2Tjb5yWX9Ll4x4CpyRDn0KkNHD0p+LM7N/Oxu3v87VtWufWqLkoFI6usFNnx0dnVm69o1WBgHVDnJ15mxe95sCkrgJdjwVs+zFFVWLya2JGiOpg9d070yHYbsiJLpMwck4zJHSchjDV3PNTgq09k1YLStQAfY++8yEsJwUgwzHjhWYXJxwLMv+g24gaMyRSd1VyUO0jbrUis7talTNGSVEhUKtFCEYcOr7024rUvGXDyCy6htjo8q4QiwWEosBWHZCGkEIWBnQd1qkBa7qhkteKCAvhGiJLsjT2nRmSB5wjQy5oSXci6clZOrs+LlbAa+45IuNGAM9YwMTXgLdcu8fabQwI5gT/ZwqtN4tx648Vr8xODLz69T/3tLz8+yYEjDR68OuS7X+7iO4okzd6nEixismqz6oV2QYBZCTJHlnNTATOV5SsHfYWxC2DnQC93GRh1Tkb1tyrS72nleYKUtlNHegl3P+rxqx+aIDVO6ZxIhRDS7gMkyrT8KINXHZ/12fubSGKWyIaKgzKasq/KFU3F0dICLUpHpdDk0nrjQjskicbzUn7mhzrsP+Vw9yMS7YkMsvYLxFoxoCqoTEWWrKPJCy88W23zz5sFlLkOF9kFoClHSRhRnuN8dTNjGMm1dxVP46tdEf8J26YYeIKLNxve9uoet14jcJXPPU/5EE9/cdPm3WvqYLvee3z/mcOdHj826aTsmncIVI3AC3BVuWdK9bsWoM2Dx0qJa1FDoqpZvkqZq6oEjiOVgTlgqxZgJZFTCSiLgqoXAHdVqjgjCR3ba3lqRfCrH57gvicadlMeadvRkC6OFNQk+DJrah1rLr7wnjVAF0NyxgrUsnYvqcYapiu6vnwtKhf9WFa3SgaVOYBiXOpVf2dgdibBdwwPP+2xNpBjS40spoiXFYcUWlhcALFvZlmqFOOOeNRlMVdxLVWsx+LfV35X/t2oc5eTiZKCwFNsnXfYPF1nrduiN3CYaClqzvEfJHxwv7OlVUMIQepHJBOGeiCZbLp4ShIldhs9WXz0CjtVpcvIrIvqCagEmJn8qGrxET95ZFuMUWki19Hc+Q4D695VNbDMSmGz56mX8uHPTPDnX2tgAgVCWXQKByHlSL9l2d/4DTrmq+yzHu2sw0bjNuu6gBjrth/v8NHSlMkfaQdqFjUqQiK1IhUOcpBy26sGPH/E5b0fcIj8ZMSoN9olzGpnRJ5fT222xmAqoLS2niHLbmZ71RTxWC5bKlIjrzXJ2x5zM8GIal0MJZtTsVtNpeFh/Noy5fF3XUGUKPaf8JluGQLPp9HwcF3H9mRetctDSTvfrd0xOI6k5glqgZ0pkoNxvTNXzT5VA8hqYkeyPrBL58QwPoJ3BOy53y0ygFe09wiDy7TipFTBnSIrtSd3PuLzoS80GKbZFHyRW4NZ1lKYEe29bmq+CnQY/c6MPv5F7GcyBOTe8wUZzTywr9SoGFnJbMqKsyKULcySWXGW1KTawXc1P/TmHg885XHnEzLTuTJfbtHGIdS2Ha0oIhm3DjPpUrCpEChyaVIBed70kGluXTl+JdDzdP44SYwGoUU/8LhaKljBkKSawdD+aBhKm7JXDkJmTccLa11SDQ0PNs3afQjtKGFTZLR0LuwrI6zGwSxHXpsRwL8QsEcAXrUHq+AW5c5e6gIdrkc98HH2lmkZYDox/RB+6fcmOHLaxzjlbskj2juXSCPAHgM064C5gHCVdsZRPgry8dkyoxnNavFVVY9fWJuiZVZxKKssrhCpRggHGWku3hLzcz/c5oF/6dMdZl9Gl2tzisMwD7by4m5dgtxIQGegNhQOi8oCSiOzTHf2pyIDcZnkWR/ogrJupTyWeY1MFW+jx81kvniSQBKnhLHGzaZyXbRtmbnplDgWONOTc2ijqDkDJoJVu1Gqa0GkjSCK7XjayojCMSYzhRYfGTZTnRctq38zOke6CDDXlSi64oNXtrHL2Lxg7hHXpLI7b+Z5O05MksJ//2STJ/YF1vOWOXOXzokrRmWJuuDCrYB9jLnJpZooh26ux9cXMPmYc1I2QJSZOwtmc2G1obAMXgSdWlqQpxItsnuaSRWtue6ymJ/87ja/8bFJojRjcSiiwhRFqHMtbsra1JxCRQnq4qML2+VlqmxesHhG/LKsPzemPGYj0gUQ2YAhTKUw6wVArg3ECcSJLoJez9UYY/CDaWZm6wzDFOe73/ZW/FqD40eeZf/Tn2fznKJRi3CUYRAqltYCwtjW3OZvks/9KQFadRdGXZHiNWVAVGrv6gZGo7KkBPzo/owle6elLq8mdUbuWWAZpHzlIZ8PfrJJe+BmjaZOpr2V1XJiNGtZLeWt6vDS6lxnBuEo5xSvxTigx1j7AryPAL0E+ShrZ1Nhc0lSTQIJayOmUiGNtvUqiaIVaH7knX0ee87njgcV1BOKwhHLXCRaMizYswS5wZbGUtiW1vPOYlVb1ptLGE3B2Ll8yRld5Po7N2zGgG6yYZ755acxxev8uOclDXFiWOrAILZ9ss3AMN2Iuezyl3D9ddfQ6XRxXM/FdTwCX7FxOmTbxgjP7bPY1hxZaJImAVFkR+7m3erj7DWSeayAdUSeFLUmFb2dD02vypKKJCllSrnDrgV4Oup3S2sFymJfdRtYSpkgnYR9xxz+x8dbHFr2rLeU+d32UZbsXXGDRkC+njwZkSZj3UwXqpFRlVJJ7BQgH9Pdxc/yRMsFafyxIUF5IZbRxaayIpcqwiCkg4wNu6YT/uG7uhxbcDh4WmCcqsASIF3SDOSMgZzMxlMFnWZ+N2QsLopAswgwcxa/QLqUnaHSLn72ebYSSinKDViyK0BQjuxzXbsHanOqw9PHFWdWXWo9xTAWJNpBKQ8pPZxN8yGu5yPjDtHKGZ496fDIfsXThwNOnPR41dWweU5Q98Hzysoyu31zCe484zjC5rIK9KqlNSZPKuAWOStX2VxUdLfS2evxZE4JdKVSpEzw/ISFtuCXPtDi03fVMa4q0/GZNFmPvVXlArzQOSnBvV5Sp8ropQ4fBfwIa4+BPf/ZhTUpVR2eA7oagOadP5bBpcifZ8FnqknQuNK6Ku1Q8tPvU5xbE+BXkGgEBqdg8lKeZBda/pixtpI2u5i7JSavSxFlsVX+nxa5dMF659VCLCHs78gkDtlQz2pJgyVIgedKar5iy7zmNTf1OHR2yFNHFI/sr7H/mOTI+ZidK5rVtsapNROAhTPt5Mu/84Wtb7jnqZTBoMaEJ7l4gyGONcPQ4DkCV+ffdayUdVw/i1GwV5m7vAAq7D2Snq9IkSqbiwzceXApcra2mUqZuSb2ua01idB87v4GX3mkntWa5JagzBg8Z+9y1+DqvMF1i6kq+rusyhvT4lXCFuuh+kK5csGcwtwj1mWVXrXSUGZuSrGdhxAIkSV+MmdFSok2KvuZRBhbceg7htffOOStL+3zR1+URImwadvC+wWDS2IEQ21BbrL6EztmtqrJ7chmkyXkTKG9bUGWpHRecl0uhP13AgvmahNEviKQ6XqklTNFSYywG40FvsJ1JCfObmbPpg4v3tXjtlt6HDo3iW6EX15s+wtx1MER4sX8+v/4+LFa0Ppvde/KN8yovUxtEjR8TashCTzrrBTZzEoTQtEfKXVhq406I/YLihGwmxHQj9iEI/ZgGUyWAWfG3BVwW7YunROZ1XknQvOZr9d47++1OLXkgqcsc1cCS5GBu8hajlU0VrOvRWMGmQ4cA3bVQRmRKiOYFxcAfT3cj0ycZaw+POuLzKsMjQSt7SatuaNitMl0uCUGLRSpznZbwBCHmm0zCT/9wx3aQ8mf39Mgzrt6M0AjBUYrEiktyCsyxWS2sZGgcvbOtXruqJCDPbP8Koyea/NRoOe/Hy3iIivnLVar/BAZwzCCxRWPOJ6kUWvgqiGXbr2MiRnnv6XpV47tvvl77R49W2ZSfD9hbYNmZRM4rm04rgeSmu/YBuR8RHE+SaqSTaw2IozagaPAHv/dKNPr9TW4KD1vWZEiI+DOAsrcEnTdlKNLkg9+qsH+wz40VQFqm9ix2juXJkWfJVQ+XxXQ69xlDuTx7N8Yc4+8Ll2U9ZI92XanYwmf0kWRRdHRaPpeigzkwhTeuCiYXWYyygJdGOuNx6Hhsl0xP3Rbl0ee8Ti2WFmqiqDTypBECob5xZaXTOtqHUpWVpvVnow4KgWYxUiV4XpA1/nv86A1O1pp5k4pbezGU6lVFoOhYk1JktSl3XeIIsnUwGGmb6sNIduEasdFewiCGp1ewvFjx61DkKVBg0ASeFR2JMumRClTNPqWYCxZmXWALcaC0FKWjDF3wei6osc1ZeFURZYUP7Ps7aiUla7gv/xRi68/EZRVgnnGMgO3kmQ7FFfHIJc1y6oC5vVswfWAP26Bf7O3aop6pKqwWkVncsliAVXIFFEBfyXTKYVlcaFNVtykslYxZS8joUn7mlddG/KP39Ph3//eJKuD0k2xRrzIQO6QZIFFwdQVxkaWckrl4Kyw9qgWz8oRzCjQ80XCyNxLN0WtfA70RBhkYoilJowFMpQIYbc0sTGHxxXXbOXyyy9jOBzm1yhMTm3gRS+67I7J2uKvbt7so4UFd70mqQcQ+IbAM/hedRfgctPUkQlSWX+kM1KrnddrV9PrpmBmVRnvUAaVuvLfGK0zKVlbW0lSSegMpeG3P9XgA59s0o1dW0iVM3fmmghhxwznzslIUVUO3JzNR4qBKky9LphH51x/M0gf764vgJz/ruq2VOzCUrJULcTxybS2nDZvb8sHeGpT7sHZdODH3tnlx2/rUtOJ3RPE5I8x6ARMgtGGxECoIdSCOLsnRhBrm91PjW13LLcEF9nPy3uSj3qobENS/ZskHb3HqU3mRIkhiiGMNGFkh8MOhyn9oWEYCbROWRvCo88t/urcpivv2LplI5BVQ/7mf/t1tKfj86vdSw+eir4rGqbMTbo0aoJ6YOzdtyNpfTcDucr3s8l3+a3sVyMrwWOlh3L854XEGdPfasT7zt2STHsXiZwyJZ/rbuFqnjnk8R8+NMGJ836Zis8KqayDopBCEOQMnhVVOXlRlSrtwrIPs1oUNVYsVRRPjc0wF/nkVRvslZtoVabmFgVqoztclM/zTQHG7NhCIo2W71YLr0b2wslXUsTIBZtbcIGnmZ9Kue9Zl3OLMuu4GbODstdalIxaXMyVi7paJDV+lY9cqJV/XzRPVP5dOVlgNAgfJYPsO0nJ7GTCjm0a6Qz+6Mkn77z/xTe+o5QoAG9+3Tvxg4CHH7yfg/uepFUXtOqGWqAJMmC7GbDzqr5ybFneJZ93aOdL/diOt+vIktGf6RHdPRJYSo0UlSzlWCrecVOePuLyk78yxTMHfYwrS1lSMLis2IKmGOQzvlPDetbgejJlJLEjqLwq7ZVvSq6Y0aejvvi4XZh1wGQBXB505pJFC3shaSNtrYcxaCOzf2MnZAltvfEUY89VZLjmkpjf/Ok1fuw/CJ45lAUnRU20KJcT7ZBkkkRr8Cr2oZYmA1SlSSL/nEXavrwgi1qT7GLJpcrIBapBptYAS2SpwS3ja7ROMMCp84aLL7mWN7zkZsJwCPyHUYBfsmOWIKixeKpJb0kyNaFpBCmBn+Jn+0g6lc51UQki82t29IJeD+QlmAV5MDfO4DmYqwyelt63KoEts4SO42q6RvJbn2rw5F6fVOVypJKOl3YqSGELjoB61DnJCWt87uAFYyFGwF5+929QfrKuPBnBeCWLWfRpjvy8ynpjNePGjjPWOp9tYyfT6lyPY9BCZudEWj2uDSkaRxiuuzzkH7y9x8/8hks3EeBSpiRzkYwArUiFIMqdjryFPns02GZk+5GzLp98IFAlt5A3zQhhEz26crzG583LbDudKFtp3STrw4wNcarp9lKWOgGpmCc2g+K4FgAPfIXvu4fmpoPDO7f4uzynRy3I920vi5ly1i3euaiEyz+YGWUvkW/nvD7QLbhK5hYjFmGWnRS6kqVMLZOLBCVSHDelr+GDn27w8a80CHMwyyp728o5mduChee9zj47VfYeZ+zKij2azBm1B0eR/Y05fH0nhQwaozpcQzHKuMroec2+HaVg/fCc1YURiKxGRRiJMCa7SxuAkrF5avCE4V2v7bP3uMMHP9WkF2MPWJ5SLFKLAIo0symhTNXbGhkbJCpRuix53Jq3OGtTYemcLF7guBSQr8RK+d6nXmjoDgwzkzWM8A+7rntoGEYXAnx6dgsnD336y1s3ux/xtPdzg85pPE/hqLQAYbV05Yx6SgAAOUFJREFUsdidN/Njc0bK68DsCTfFo2AM3OMgL4BsWb1qC+bWoMzAXTgoTkI3gg/e3uA/fKDF+VXXzgEp2LsqT0SFvc0F2coLZrZUVifJGNirr8dYe+R34huDOz+T1UKr4mcjL0WlPoUKW5f+uNAZY1Nh88JlsQFnMSOQjL1FBnYtETgkqWHjTMK//uE2GP6/9r47XI6rPvs9Zdq2u7dLV71dybKMZLnKTRjTHHAIiQ2BEJ7QE4gD5Ask4CSQUE0SCB/BQD66A8GJsfkwtgEbY2zjIuMuF8mSVaxebr9bppzz/XHOmTmzu1eWjW0Z8p3nWe3d2dXs7Jl3fvOe99fwzWtLmIo0okyOWeY/B8AgBEVo1A9deN94akzGPZOZqpLGMhFl1VNwt/JrZDw8XUxbF4IBusMAISKUensR0tJ3v/ej22/4sz8+vx3gANBdiUGoe31BjF9A+kZWUxoDoGiGDHGiin4lCdGFD1la5dQUajdu49wSwwa5LRla1IS0UhMicvQklQWJFf7KElBf4ofXF/Cpr5axf1Q7c2gr7857LB3LSWUmKad5G0C3Wm5L586tvyw7TVo3Ps3RupiyqQrQarmtIpna25kDuj4fRGaaOCHaahPoZwN6BiIVv45CiVnVBJe8bRIjkxTfva4E+NAUxFhyy7UIQIAi1Dq2SDm5st5MACaJ2VQiN5WwWsENC9SJVApMKAhCAUSSINGdtiGlSj6OBIgUymczwh5IeHD9tAkO7wTwYv8f4AuXvf12AtxTC73VQkhQGeFVp01hqE8gSRjKBQYhOeoNF1HsIIq5bjdNQSXVILdOvM3HW613asU7gTvJad8K3CLLzvEEtu7m+I/rith3SGfFtwFb9RgkmnM75vamA4ZaM3XsROgUzECOlqT0S58hm38fJStJwXzE963AK4OnttzN9Jmk+ngKbMPDBYEAASUqWTmlJiRbbKqseqOPM8ShxKzeBH90fg13PujiiT0u4Okf1pGuABIUcYpSK7JQA5tCOYOIBj5Jube05kNZaiUnEjQFUEsImkJANCMQGcL1IkghMK+viQtOr0PEFI4boGcA9xzcteP2D7/3spkBDgBb9p0ESgk2PvYENu6YwHS9ge/dPIVyECPgCV56Sh0XrZ9Gf1eI6XpBHxpPrz7tylKWh2ScnOpFTlY2QuQBbtMSIkDawG2FwboCT+zl+PvLunDzvT7g2+BupSdK8zZlIDht59qdivnkPpMrXNRCU8xiSNOR3IXR+nnSWSUxV4W0TnZbSTejj2uKYnRvo44QvcDsFJRFoHpuEkG1k4iCCHUXJYa6QCIhDNCu86QR49y1Dfzjuyfwd5dVsG2fqywELHAb2pKCnCiHEJCFEWiHDjOeTL22IMqwpzTO/DYhgVgShAkwLQgacQIZ1jCnOoGL1k/ivFOa8LlAKQCWzWU4NNKNsXo/huYuhpQSH27BcxvA/+ItrwKlPLzz1itx36N34cs/LuDerQMKpJC4/eEm7to4gr9/6wgWDTQ1RWHq5Aj1y2WL5VYWbwbLnaMnM4FbZKqJI7DjIMdHvlTBlTcWEBKuQmBh51dm4KZQ1juL8+7QfpvINkqCDuBMAWx9xl5QH9FwH2EFZQBP0M7F1bMVMmteW3HiJj5a5jybWSIEFQrCgiiQk9QTagCfrWKNwgJB4XOBi86rIRHA332xgp0HtbKSA7nU6gpgCi1HkiAhQAIlI5oFM4NZRGd3SGr91JSaCCCUBKGQkGEDxw2N4iNvGcN5awlc6kI52ySmmxLf/ZmL/t5hvHHNa8M4SQD85ZEBvnheL8AKHxxZPnDcf94crG8kHN0lB0VdALMRu7jmDh+zehNc8sdT4Ex5mMw9J9+qzgClwyIzJwdaC9mcNGjAreVAnmDnIQd/84UKrvpZAaHpK9jRctseS6t4vTY6HakJMrCnkYKtYCeZ3t2RvhzNwrLDaMW1HRfe7rZXX2p6+xgLnk+MQMa/czzcBjk1t10QmDIPTOt1qmSfwxL84cvq4Az40Be6sPOgC12HucWSm6NXCQNCezjTWx9k7rdRYtRyaw4sCkYAiISgJ4jwzgum8cqTA4xMlBBFHIRIuE4E15nGKasERpLZv+jpm/PBA4fqbfPaBnDCi/jG9346KdGzeWK696wef5r1+gIlT8kyBMBOxjDVLKDeiOG7HImgenGZt1apTGikQiq0x61F67bA3c65tWrCBfaOMlzyxQquurGAkOm2xhbXtsNgoR0HDs1n6bB0LWAlY5iVuUVfgFYq0qJ/o+3nwiyjSH7jUaG7zVs3E/JBVJZLGnuCTE0xdsYGu7bquTqHRHN05QdUGrlxCgkT8qU4eQwJDoELz6sjTgj++gtd2DdqTYRtyVOTbIEcANEautHEzbqZEtXLp3UuqaaTPiVwXQeuU8D+w2XsPVQEAcC5QNFvIvAJBqvVZPWCwuZdW388OW/p+W1T2wZwAKrCbDT67pesjU6pjYk1JYegElB4LuA5FHMHCBb1d2FskqMcSOSVcAOODhKhDp3NLSgtWkJT3TuTAqlWTGJO8NVrSrjypwWEjKZu93x2TgfNu8Vj2XlRacBs3TpbFRQL4TPx69STScjTxXfem9nm1JE59SR7L5PRjDqR83aa9/QDli6uqIlWMHRAltHJE71jokrbgiQAR4KLXl7D5u0cl36jrBaUppabveBM/85AHkJFCxqQcz1fUnNZZbGzOz8nBJxK+L5EKXCxY1cv7mJFRIkLz1We9UrRQSEg2Hyg8FCpd/zd3V3VjnPLOm285qrLcco5F8pEzn5nbXTv7N4KQW+Xg+6Kg94uB0vmcAzP5fA9ksZ656LpZtK/W8HdsqBMHTtG+ybKchNO8JM7Avzrf5axb0LHlNCWICrrNaHKHe+ZWBNiFeohWSGfNE6GZB2U7RiRdBvJnAzqYTeyBdL2JdSKP9EXRta12fqbtMScdHhth+S2hujmS1HLts9lqlV2N2oNPTDhFK1KkL2WSEGn98khMdgnsGUPwxM7GXK3NCC/E4vb2TchSkhWZyd3pyQ548IpUHQkKh7QbLiYbjhoRhT1BkM9ZGg0GQAfZ56yeq/vyi/PWXphR4B3tOAA8I7XnYV6o3HFfzZ3DNemRorFgKrua55EpZjAd2MVmmBih+3fZk1OxrtFXkmxwU0yd3waUEViUCcB5cCPbgvwwS904dFtnk4YZnlwtzh0DDVhbQvLvCOnk3rSvqjMt8Jr5S05133bHDyF5W5xY7bTE5JutBMf2uJTTBaNzFt6+1nk+DiAVD1RMiKBjhvXXIcQCSE0iDUnZyTGqsURPvu+CXyAAtf9MlAmstWSG/d+OiHqOxIAscz8DWmIrCHdLXNn5rwZJTg4qpLgA5fBcwmKPoXkg9Os/OIrPM+fcY7ZTG989rOfxYWvPf/eObMqb/OxvWt2n0C5INBVilEpRigVYgR+BNdJdPF57cJvUxuseieW15IQXQoip3tr3k1iUJ6AOsAPbw3woS9W8Mh2X4GbtlpsK9abUBCqJEGXZF2JjQXntpPHihK0y8vlSqVRK6KPZtZ7RktuWWtDbWa04Oaioq0XXrtFt61+RpmyirztVj6LJDQXYWopWxbN6fvEopnmb62AwHyfBvFAT4LVy2M8uZ9h8zaWtwiZSW6Bq7Lk+XlrNSiZ5bAjHpVAp+JOphsJDo8LjIwnWP2i1ftGRsf+eM2aE6OZcDyjBQeAF52wDFNTE3h8+y/h0nHM7XeQCMB1lAX3nChtrGosTypb6cmxb3FIdfCMqhAqQKjFuUkCyhMQrsD94S9W8PATNrhncOgQXbRIg5t34NzZrV223bLTqe2wLf0JbaDI3myz1k+Dh+csOSxrbb2fxaUQHf+TufDtqqupokI6WfN8LLmtskBHH0I7g4SRDQmDFEAiLVsYAasWRvjkeyYgJXDtbQUAsVVfGVZwVjZxEso7ad/07Zui+W9CQnUZEQSJVF0bwljC5SqWfKCvjqGhAHPnL0K53HXEuT0iwLt6B5t7Dk7+6YGpRf+NaGNx5fwmQARcrrojODwCpQJSEsQJR5KwdFIza6CBbvhiLiUtySkmlCSgTHHu62738aF/q+CR7V4e3FbiQh7gaIk1MQkMVswJ8lajzYKQ/IS3WUAb7IYztlwB+ZdPDXFze26jJ8iAm579VDq06YcFcBDLgUQs0Os6JFpBUSC2ZEOjrmgZJP0NOngKlCrmIawLOQROWBjh0osnICRw/e1BZnLTHE7oBacuXAiGhGh3vDWnVONDaPd8Q3sxpZBgEUHACIpcIuBq4bysyPDysxZOd1fon/rl2c1nDPADB8ZFf//iu992UTIx/uQviz5PwJmE7zXh8DooU3cGITzU6gXVfVdXYbQVCXPq2jm58WAmKbjBgevv9PGBz3fh0Y7gNkqJoShqUqkF7qyuSSflRHbg3bLNcsMsfHJgJzkrb05RCvhWMm7OYMs2e9GVf4Ok5ro1lDanh+eSkq2LQVi70HmcBK1ANwWDhKpxqLk4aGbFhZSKoxNpWWPFzxNhadchsHJBhH/6iwlISXDDHT4Sjec0MkokWWwsUXJyDtzEigeCVJn8iUQcNuHqsNcadTFFPfgOg0sFfrVF4j1D504sW7L47pGxMfGMAT4w0AvAP7Rrqn5hg5x2czh1qzPYV8cjO5v49g0FbD/QBd+VeO9rJ7FmkcBkxBEn6j5lUtGMPp5ZcAPsJM+9WQLJgZ//ysNffq6CTTvcGcBtO3RojppwYnVEs4BMOwDYpiAdw2NTkLdvS7Hb8jkb0093yJZHut3a2OrgTIFtovXQgapIpCUfpBYFCJAmJrfXPdRAh6pzCANYs9Ck2mGdglxi5YIIn3v/OP48Bm7+lQY5kFGUtHChAAizFBVkVXyNoygBSDPBGccdwvtfOw7Pldh5kOCbP63iwR29qHgUb7xgbVRvNi90/cohxw+OOK9HBDghAXbvehI8WLO7u588UTtwz/Lv3DiJf7piCBONCrjDwQjg0TF86q01jE8VQIkE5wkkUxIis+hK5qq3qAlR4AYHbtzg4X2frWLzDk+tEDtybdYObljUBPn47rz3Mlt82XTFADQP9Payax0BbQM/z2GOGvByhm2ZTixbVJQMmArkGVVR/hZDVVT0HSGqcD6hMvOQ5pSVrM4DMaG1VGbvGaqhnUEZXdFxSGGC4XkR/u2vxvHezwI/2xAokJvJNWVnJVPKm6ZbRN9hHaYT2SlQpgBjEf7sVRQnD3eDUoHTVjRwwbrD+Nh3Grj7sUU4dfWqJ05fvXz3rp07MW/BgmcOcAAglOPuB3+4o1Dofcfk2PG33PHIFJrNHiztkyi7AgUP6OZduOOhbvRVgXIQIfAjEBKDmeI0Bty0xVtJYzheDEGBn23w8b7PdmHzTp1uNhO4aQZukOwWx4lss96dKlK1b5NtFt3y17QvNlsseR68Km4uPbewWfkRgN1itnNlI+xtyJzq0A4goYxi+pl04WmstrkASMbLhSAZ2KWqLZ4V9aR6XaUWmlQICNOL3fxeqvCeSKQrRtIEhudG+Ne/HMdf/IvETRsKir87mp5ICsgEkBTCxCsh07w9DgSuRMkHjpsXYHKygEe3xSgEMQpeiLmDkzht2QhOXT2E/t7xd9x53492LF987lPB96kBPjQ0G/XGBHyvvPfmO9itYbLn7OHBBLOqBK5DUPAJukouDo1xeE4Eh6nGTw7XseFpHLjm22nicALHi/HkKMEdDwT46L+XsXmHp8qr0ZmAbVtv6HreOgwW7RWpqGW9W4Fsh8V2VFRsnt2inKROiVY1AOb9dvAfjRVPPZp6RzmvJcmAb3NwWMBNtXAdm01Sq26KXZosIZuSmP+oKQuQWncIbUSo0K/VQlEV5tGXMjHyHwGiGMvnRfjf7x/HR/5d4q4HAuwcAeBCnTPJAMnUxWPNC9VW3HeAUkDQU+YYHefg1EHBF/DdAJPTLuYNlDF32epbV6x85d5GYxJBUHlKgLOn/ASAT3z8Uzhx3e+MEFKdLFD6OhbtQX+3C8aAwGOoFB2UCkDB06UldDkJhyc6+141fmIsAecROIvgBRG27KX45L934fNXlLHzgAfpmHQzDrt2d1rq2AI3gWIxxh1vYr1ZGhKbeSmNV9JUr8qqWCGncacyIlXtMXKauK1fWzo3oUaLJumDQn+Gmm2ZRp69brnYaJZo0Smct+0ZQK54PM1fmB3vVOl3yvSC7SSTptCbYdGdv4RJqppJECAB+rsTrD+5iVmzEzy2lWNklCEtRUsYJGFgRFc2YKo9qcclfJeg4BJ4LoHDGSgjiCKK/SMUew8Cy1esw/CSRX81Nbbttkr3sqOB7lNbcDPOPHEBiqXy3f2l5g/WLNr3e48+vhn3PFKA73K4LoHDdXaOsZa5Qj66uxmNwWkMz1fg/ocvV/D9n5XQEDzLxmnj2XnObSad64O36YhRTQxo0gydltomre7s1gweWxdsPfGt3JvYL2Y010ex7LS8ea2cvN0zmcls6cJSKBYAY5khUwueWX1t4S1lJatFbri4AIXlATUyoQCkLrBPTFqajhYk+tZGoQK7EBEMVhO86ZU1eI7EP3ypG1v3EMCPARIBhCGmHLHMMnhgrSHiWKIZSiQJhRuEuGfzFKo9w2DB8T+Au+ruqDlxtLC1w9WPPPoHZyFsju9Ye9LJ790x7l9z3zYHtaaA51AELuC7Ao6jLDczveHTViKqERTnEXwvxNa9FB/9She+f1MZDeoAvq5bklZ97RxAZXCUS2Ag7c1ac2XYWkDaZgWBFgtGcsV/UnpiQN6Bq6NlP0c9OmqFZuGYD5O1P54PqzUBWdqamu06jRC55AcThmsSf4kF/CzlUF0AVGXkS6oLCZmW4faDIREciWRIBEOScCTCQZw4aDYcuAnBRefW8ZF3jWLxUB0IQ0CEgIwQC4GGVfRHFQTSnYsjgUaYIIwAzxVYf7LE6WtwzdLhk9677+ChHYOz+o96io/aggNAtWcIV11/x86BWWduLPjNC6T/JKoVinJBaK6U6GJA1oMncFgMh4fw/Sa2HwI+8pUuXHlTWWXAc6YOg3KNINtiE3UNauTY4ObQYcktfHsmLp2va5Ldoo2S1UketMHdSrJzBrvNej8tmOcBa/4g+edc0RvLGtvv5x4kq19IZPv/y9SUTGY0sUUEOhuH6MQJqKq1oEo+JIDi51RdUkQnVEhKQaWAJKqqrZQUDo/xuvPqIAD+7jKC7QcI4FNIwtAQLhoC8IVElBCEiUQjApymUuLcCYqCR3DymmGccOJZG5Pp23YuXnj205rbpwVwAFi5eA5mzxq6dOrQjsWH9jVeX3DGUSpIFLwEgRfDdxN4TgzHieE4ERwnhOs0QWgTdzzM8aWry/jvmyoIqSmrZllp0xiJaHJhmUSmF5IONQtK7dBBy2IS2cLRBNV3LAdhAdNeULZp4DC34Ay/ufc7YPkoHJjtILdQntEPg3LrM8T6OwWnTC1yRkss5YRkwBfai5nREnMB6G8jmbWnetGpVEIlNVLdY0QgC8oyVbNUS26qBAUp1B1AMHAe48KXNCHFKC67OsZ9jwPNmCImFNOUw4upEicitYYiAOIkRqOZoFDoRcyWXVHpO+3SidHdT3tej2qRaY9/+7fP4byXnt30ivOvW9T30PqiPz6/4Ar4noDvxvC9CL4bwfeaCLwmAq8ByRq4/Mcu3nVpL+7ZXELEPIC7APUUNaFW8FRu1ZfJgGkNb+Rd8SbUNd+0NU9Z8s+y4/Ys3LU1CEvTFrvMWhq2ai0202eSLkhzC8/c6w6LQNq+FsjddaCPBSR/h0rzRUn6unNVgPwdzS7alCvglIY624tK68LNeVipJUVm5kWaeojQiomgoKA4fnGE319fw8ikxGOPM4QJQ0I5TAMwqi+UREg0Q2AqJAhJ6bY3XHD6Rffev3Fqxco1TxvgT9uCA8DLXvoyPLDx3pqUrwkfvesqLBs8BM+Buq04MTw3gu+GKBbqSGgd377Ow99+tQdj04EGdr7DQus9Pz2hgGWl1cGm7ndk1MRYVdrBendUFdDphGeL0k58m+gDy/SDdHnZmZAcJR9PKYls2ZHMW2wY2ZBkn5c6rgTGQpM8PWmjLTA1U2B5OY3l15Vi7eRm6NxNJQSqbB8i9WuJrPwDQ75DsbbqQqXAUSIgBAdjDNVCiE++fRycSHzrWmC6TjCNAC5VjXIJkYgTAkYEXrymgDe/8fxwrBHXXnzuS58JVJ8ZwAFg0fxhSCk2yPpp66Kx6wLfrUMKBofH8L0mikENT4408aPbA3zqW70YqxUA1wOYA0qYspZQFtcABdn5SofthTSfT8EN2dkaov11qyJiLyRtQNuItbCV5+I5AOt/jXVuxfkRUN4B05mTh+S3GY6cAlm/N2P0IMmAmtIQYisolgcU2WKTmH3rfagQAQoQkXInk2ppxEGb57fOXeoDSQQ444hjByW/iY++dQoel7jmNoEtowSTJIDPCFwGNGKJasnFyhWn1xfMG96gaNEzG88Y4JVKCWGzdsmSFWfKH//kofdjaos/fzZHpVRDpVjDfVsifOybVfzi4S40RQHE98Apg0NJLk/SnEXD9WxvnJohrYhYwMyVNU4nW+aBDdkO7txtufUiIG2AN/y71UrnMHvUfDv/QQMmG9w5oNsvDLhzV4NlvZFZbrS68838Wg/z/dnFYPN3qXdvzoFOSBQUaQ8S+/itg8pCB0z5OXXgil4JxLoEdpJwBG6If3h7HS9fF+Kj30ywYdMAGo6H/qJEf0+Ms9fNa5z/irP/FYT/baFYfKYwffoc3B4f+/gn5Hj5rFsPjJWZA76uvzLG5gyO4oFtTXz4qz34+f19ELwE1/NQdBjKHChxiSKTCJiEm5YuNtyZ5PRrA+i2uG4L6MxK30o5eAuPNtsIaeXWGd2nNJ9KlnFzYjmASOaUSbeTFkcPcg4em5fn+Xr7XaYteQGdww3yPDzj9ACy74DMuD+y/5uPpGwtsWxf3DK9LtO7W+4KAwCaglnadcgTqiTDRFU+SxKWhlMngiEWKiiPMY5lcxMsn1vHYzsldh30MVgmeM05c8I3vWrg0lld2z7mVU6OnxKIRxjP2IKbcdGpMozl/E+X+XgY1uJ//PzVjF5791w8tK2MQpnD5QQFKuExAdfUDzc16nQIZyIkIqFuc4lod4MDectKLW6tprlV3cgWStmCqz1PMe/4Mf83v7MW1pLjKR2tuuHIR23ZZ/h/xg2PzMqmyokJY01d9dDeRIt329bcfAZ5S24S4TP3vczxeHVYOlwAxPCc9IAz5SejOImkEIkptk9zKY1Zw4MEDucIIwf1hofViyJ85h01/PDOvbhv0zwxLQb/cffhJZ+9/aHR8Kmm7Wim9dce2zZ9D71V7/ib7trzwF9+5l6WJAVQpn4wJ4BLTdsTpACHlqjiBIgEECaqFUUsVdkuYQUbtXPovCPHjvs2+09rD6YWXLa76dO/Sbuyoi026fQZQqw7giloT1KrzghJ1RbjomfU+lwndUcfG6G6WUDufet1mlp3pGfTSMDuGm16juZbxdjt0Qmxmn5ZhVEzKVDmF88W4I2jKBEUccwQJ6qeZRyrcn7Q5031Wk10+IYAISqwixKg3qzjsbGXJWPRktUOqT389tf/7q+NzV/bggOA4EtQHqg8XukeePfFf1j+0l0b7qFP7E8w1VDVP1W8gaqrYiiFlKqIeRQTkNjSaHW/FWOHW61keyKF9X4Hy5zn5e3b2iS19DWxvtNarLZ96Qx//xpDtvBtm5NnFhqdrTOxLbRSJfIOILM/ZbvtIkLqvJDs21pOgE6fSN/K82+k0YiJoAgjimbEEUUMsVBfSgjAmIDDmS7LrUA+Oc2wbU8RS4dPEqevXvrug8nQ44EcfVbm8lkB+JIlp2Dr44+H5551xteqdEehGlQ+9/Vr9mOy7iFwJDwu4TmAwwk4Q5pJHQuJRqhoShjn3dKts0uyae08WpUPWGzCjhrEDMBveQ3MDOzsQiIzHcYzwrp9tzKvO7CW/BsG3LY0CNtjiXyorFZUYLyZxEQlZsA2UaCdD1LXo7KBL+3zpPYXJQz1hoNGyBDFisJQqpqXuU6C2E3gCYKKE+HwVB2P7J2NUeH9r4vXr/sa2b49WbjoxGcwg+3jWQE4ACxZtgyHDu9NVp38O1u3jA1Ouu5PywVnEowS+C5Q9HWUGFO3aKnpCaMCtaaKRVBNjfITRjuAOqcytI6nAq/1PtV/pHVFzHm2F1bWPkFmAPWzZLlnHDkwEyvsVQE75ckGyETmrbiRCK2Jk/YtALLjfJL0asofSirdACl9AQGoVEGwLFEXz3SdY6LGEcXq85SqLn2+qxanjEpMTFHM6u3F216/brLce8bWffv2JAsXLXrWpu5ZAzgAMB5g957aNS8945T38CT51//6wQ09O/ZMwnc5KgXVktDhRtBXFifwE+waDTHaZGjqno/cUklmOuGmHF7rwt4WqDpa5dxCk8xgzUnb57J/7ZP//Ax7oZlbFJIsLzPVyVPK0mLFbUePTpLIqmYZuqIttyn/kS7M5ZEOzmpJI0B4DIdHmG4A+0aKmJjWObp6DeE6EgWfgjEJ362hFlexcP75I3MXnPK+OKpdgyA4ihk5+vGsAtyUz4rD0ctfe8EZfKC3eell3/hlP03q6O12EHgMnCkryJjK4CgEArOGRnHFrRwH9lXhukyrLto6mHlMo+bUIBJpTT1KLC+fPTpYbFsuy2X9oMV6o93yAy2W3f6iZ3O0Blt12g6jN8uUnhgunVr5FlpiPJNZ8JXlQbLnDGatk19cmmNIi6xpakMkQJkKqvO9JnYeiHHdXQR79kYIPMB3KRhT6wHOVJIMAUOx3AfWu/5g37wz/3p0Krp8dv+sZ3ce8SwDPN2p243d+ye/sWT4JfS8s6Y+tXPrPf3dFYJyQUAIgukGgeuoCllz+pt43bIaKsUGPvJtB2FShqTqtmtiu6W22EKfLHOeddwbhFQKhM3hiX2iOi0iLSudD8IibaA2J74Tjp9HQw4g8/Qaa262GRqdWnQdH57Ltk+5uOUMsuhJWj/S6sSR9WQyylcWqGX4uPl/jMcAaeBbNwT4+jW9eNF8iTk9IcoFBocT1Jrq7lEMCKZqDIuH1xw895wzPwTZ+Aah1edkvp65D/QpxpzBMh576JavLZ5X+eCpawZHjlswiYVzDqMRh2BUohQk6KmEqBQbiGJg9dIQjhsDGtgOlerBlDOIQBeEkaYRqW4eKrMGqOpsk450JG/J87w7+yzJWW/1/PQKaepDyGJMnmqQo9xm7a5NUclRknykYNYU1gJnGvdtHazMvjv1G+R6JIm0IhlAIBKKOHXk0LQAaDOSuH+rg4RTTNSB8SlVjUpIwHNjbDvYwKM7mgjRNzLZKH/w2ut++bXnCtzAcwhwADj3JedjsDrx7WWL+y+et6Ay+ZNfNXDvJrW4LPgClUKIUqGBoFDDdXd4aNQcOJTAY1I9OFQLQ66sbCRVS4tpU/1fIO2yKyzr3Rp3kqck+UKabVF7LVQmVWfk0Vnrp+3jOZqLoHVYt5asT09eHjTJDWn3Y1PcR1pAF3YSRDp1qZZuCqJyFqcphyY/M4oZwogjjDiimCtPpWAo+RQXnF5D0ogw2lQgrzckGCM4cTnDOWun0D9n1mSlZ/bFW3aOffvVrzr/GUzA0Y/nhKLYY8GcvaIwiCt+dftQHMueb5W9/X6lmKBabqKrXENP1xTGp0Pcu7UPCfFR5kCBCRQcVaqLEIkoBuoRwVREEMYxJAEiSpFQlT7FBAE3KgFapEBYYG6pSUjs7Z1c6Mi8qtJ+PcNvzcl4ZMZ384N0/LN93zY1abmYtThnRf7poqhUqjQyoQOiNP0SMvtsZrz1QtqqPsaoSljhTIEbIAhDF2HkohE6iGIGSiQchwJEwuEOEs/F6sUNdJfHcXjSQcAoPCdBpZZgZIxi/dpVjZ69vW+/43Hn+0Pd4RGL9jwb49eKRTma8cl//gn6Zr9d3r916LEV871Hls5nvzurupvPnz2F2X1jqEeT+Nuvl/Gz+/vBHR/dnkTFkyh4QNGTSl50AOLEkGQSRXcKIo4RhdDlDKhqDEp0oU1TJpkhbS1uim0yStoKb6r4aWIV19S4sQEPi9rkLgJiyZKd4k3UBzvGg7eWT269uPSxdXJSgbRsz804yf9LsudOzi5qqvBqTyfXXayNt9F1VGy/EE2MT0eYbkocHi9jYqqEWsNBnKhACfUbledzqD/GUN80bnuQ49CEj3pMEUcxFi9c0BiaPfdNb37N/KuPG4yTt7zhDc81/J57Cw4AF//pRfj5jVclv9z4hqt+98yvv3nXvt5vXrdhd6FSbOL6e7px7R19iFBAv6dqQhdcoKTBXQwoij7H204dxcpFIygEE7j6dgcf/cYAahFBRHxEbYsl2zLn3et5NznpTEts+TAHm5mHoQcm3NRIduQpOAtpeZFSqyN90IpByVaaViF5vQIlpvuwdRA2FUtpCyV5eqcpCmcxPLeJRDTw8csDXH1bD5hTxKq5AV66uoBSQaIUxEiE+j6Vd+vB4Ql+/6wafHc/fvyrCTDHQ3dlVY0VB/7kla9+8VX/8d3b5B//0eueD+g99xbcjG99+wp88dK5WLV24pHe5XO21ZvypdfeIvyfP9APwQKUXaDLkSi6EiVPolQgqBQouiscQ/0OBro5+quqdO+8WXXcsxHYsccDXAeMUvhmQapjXjjTFp0Zi555Ue0yEMaidwqbRZvFa7fgrX8DypIj3XYUGT0tkY6dI//y4ETL3x2vBBMnQkjOrhsQp3cSY72ZAGMqVsR1lJ5dLtZx9yaCf/7OIHaO9aHH8zBQIGCMZXH9ep45MzEtAAHH8FyKOf0JlsxbPP6GV8x51/nnX3nFp75YwZ+//bm33M87wAHgi1++Bm/769fjSx8nG4+bO7DHKy45p0jrhXp9HCThKHCJwAWKPlAuUHSVOKoVB71dBNVSgsBXSc0D1RC+G+LHvwoQSw+UcfgMcJlUtVIM0M3EU6Ipi64TTglM/6o0JU2Dr+WunqMgNsDa4lVSy0+siyQfNktbAd4ammvVZekcJmtr9S3INsebk/Cgn0mOZwMtC28dhGXA7XChE1dCCNHExy6v4BeP9aG74GGgKFD2AZcTMEbBKIXDAc8RcB0BzlVh1X2HY2zZswy8sv7whu3D7/v6TYPfefXKHpz30nc+n5B7fiiKPb526VvxtUuBsdHxb7/x9zhff+IvPv3l7/2w/76HQhQLEvsOO3AYge9SFAKGUkBR1MAGgCShADhOXTWNs1bVceO9XYCXnT7bgZMr9pNacyunkljWeobR+l5O9JAyBVpKT1K3uCmI2d7BKEd7Wrh0q9dQbZdtB6NIB0mPKBfHk7rRNW3J1VTRF2Wi498FAcupKynnge8J/OJ+jg0bfUjJwbXmFsUS9WaC6TqD7zIUfIowpnB4gm37CDwWYN+4j8rAyw6ed8b6vznllPjblUoZ37/0+UbbMQC4GdXuLkxMT3x97tKzyYlr8Kmh8i/6Rxu78fhNXarWis9QDBiKgUTgK+vAmEgj3qplYKCawMTVEtiJEdnikmtqoh4kR0/avJLySKqdRXhtTQ0ZF5YW+ZYk+7vTTtv0dotutMmULYuB3CHbEX0dfkdq/aXuGZ8Gcevsd2pas5O0JbvZJ6UCB8YJJiY5zGWWCKAZA/WmRK2eaENE0AwpAq+JWx8S6C4uxJ/84WkHB+et+5BE8+uVoHqsYHbsAA4AlWIFk5O1r7325WfHT2z1PveVK37cPaurgXKRolRgKBUIyoUExSBG4MVweJI6G4QAkiSjCDmrbYGbMUVZGCeKqlCoWG1jNk1aVgoKOSPQlTVs9W5nK0tpAkplZjWPuMBsoyGdUupkpuwcYS5N8BUkslj6NA5buckFVZln0rLwlBIwSpEwYYE8+zbTrAvGyRYTNEJguinh1hO4LkVQ4xifYjg4WsTZJ3IUe84d7R5c9wEp+bdczzuWEDu2AAeAcrmAZti4fPaCNSPV6rYlf3SB+5mHN97jlAOgWhToKkUoFyMU/BCeG8HhMShNYPeRoVBZ2EYWzCy25uOc6EWmkQmzBGFVoTULQpLySEer21CbNC0YT5n27sFg3S6JZsVq673kaFELRbFrJNo9PPFUINc7N+EMBqhGPzcJGDbAlRXXcqqdhSNpzpKrqzdBI3FQiwm8JsCpql7m8Fgns1AMrzg7Om3xyAcHFr5oK6HkWkqPLbiBFwDAAcBzfbF1y+ZrPvye33c3bd5aG+z1Lju4dyOpliforN46SoUmXCdC4DVV2xSiewLpM2/r3ybHM6MmBJyrMF0DcpOpY6ydIKr3iyRH5CjpSAVJSawWkSZWQxfWISaYKT1Q5MKoWxePVFqFPGHVeXxqidLszyQXC0EQJ8ZNr79Xr0cYy3t9KaGIqFpgxm2pZjbpF2gkEqOhKkrYiBlqkQQQo1z0xfCKE2XPwLI/d3uGv7l9x8FwyZKBYw0rAC8QgAPAkqXD2LplczhrcPByiOTmnnLtoi5/88d37dsJPyDoLQKuUwdnMQCiTJFOKuRExa1wqoplca4qljpclXh2OIHDqbLkNOt4pqy3RBzLNMMIsG73aJfh8hY+K2GskpPV1aI4r6IuQpqY9naYtkY6Zs6nrBpX28itN6WlnmRatkoFJIhixZlVLLZ6cKE4txQiZVeUqvBVh6kUsyRRycPqJxCoAuQENG4glAwHExdD3U0E5Wk4pSWYv3DO38+ZM++/e3r6njx8cHc4vHzFsYZTOl4wAAcUyAHUH7n3+5tPfvk5n/7BNbG7cUflkkZzJ+sq7sZ/3UwwPNfFKSscROFUCjZjwV0mdXocycDtELicwtEPzggo0xwcQJIINCAQxVK5sG2aoq2iAZpdcgHIlp2J1HQCBKqEiMykQisgyuzTpiNGpkvDCKycy9Zh1xBM95VeJKaaLIGMgSgGGqGq1ApAc2118TscKgteV+lWXJyCMwrHBFEJ7fSnBOA+HM/H2SsPY9ncGr578yDWLnDx5tfMS0LM+sS1t5756VLXw8m6M8481hBqGy8ogJuxcu0f4Ovf/W7y1je+4yMHD47wsX03/689e6/3vnMDw8mLHfRX6iiX4pSsuhrcDlfgdjngOQQep3AdAtehcDjTlpwoK6+pQKL70EzXY0SRarKU6tZAzvAabKWcuiX2xaxOFbhNP3kTP21Z8ZbFZbYwNi7zfLKHiem2RxYynClH0JJoGBE0Q4mp6QSx0DUcqbqDcUHVRSygy60JEEK1s0blSkY6aVjVFpQAd3FcH8EFa7tx6gnA3tECXrzu7Ob6F5/zL5Vq70fu2fAfOOnUNx1r2HQcL0iAA8Bb3/hG1KanERSmL+mtnkuJP3vdCYtvoCsWynVRtI0DMSLhweUMPpPwHAnXAVxXBdh7+uFyCsehcB2q3udQn3VV+pTDJbZFAofGBZJEpI4gzqTqYpDWPFHHlXZdEKqnu9G/CQGoTsMyF4hp+GuSEMywVRIDaKbzFdMW4xq9hlNLoYKk0gpUZj/685xJcK4ukIIvsO8wsO+wcnipu5maAyeBJQcCuuMOCKFgVMLlDFHEEMUcUeTCIQ1QGUEkISbqg3Eo+u74+4t/R8wZWn7HwSlxycT4FCpdpWMNlxnHCxbgAGBVNPrQHbdeh7deeGbZ42P/XnHj191y/xS96/EAvkcRcAGPA75LELhEbfMoXJfB1dzb5YDnAr6rHBgFT6AYJBjsrWPHoSY27vIxUOSoFFSCNKFZnXBjUdOwVGQ1rYU0i0EFbliAV8sEksuFBJBacLsUhLHenEkwlllkKQhiYrqfESSaQplCoIC6QBwu4LsClWKE3uoY7t3KsGl3FbOqEkWPIPAkkkRCuEiL9CRC7U91UxNglMFhEq7DUIgZpuoejl8wjVefFuLw9HFizsIlV0a89M6d2/ZPnrzm1GMNj6MaL2iA22Pd2b8DUd80SfxlF+/eMWvLw3v6Vq1Y1Pi9RzZtAyRF4FIUXILApQg8hkLA4DlKOWEss9y+J1H0BcrFGNVSE/MHx1CtNDDSmAWfEfiuimUxi0dKSBqFaPThOE4QJSqMV3UxUyCVFAAnIImywEIQSJqXDNUeLBnQin7k3NSPUaqGolAEJCKaNih1RELXUNGLXAK1wHYdgVIhRLk4hZGah+2H1e9OhICAaQamjkFKpRxFMUGcUEhQ1UOJMbiOgziuYWRMoH9wLd7/pq4f7Km/eKNXXPx5mUxPvnztwmMNh6MevzEABwAaLAeAQxsfe/LvLn7LcQt2PbkZP79z4Pc2bHgYRTYF13HgewylAkO5SOE5+kRKfat2VCeKgp+gFETo6apDyClsO8ARxkxnvmS0g+ogLVdfKAREu6kFmqFEPVQAM9q75GpVSQgBFQAVUltw2QbuVuutqIRU9WO4UJ0ydBfpOuWohwyNUCkjhOi+AQRgQtMfqmqOUCrAGcGiwToEC3Fg0gMniV6Iq++hVLUsbkYApETTUQXruS5N12wC5XIVxd6TMY41Pxhes/J986cndwSlo++s8EIZv1EAN2PVinmQ8vCOxfNWfsDxnMvPWrvsvfWxjefccud2NOsNFAOCOf0xXCfGjn0OhGDwuDrBDpPw3ATFIESlWMNjuyLceE8XKDgcZkfYKS6e8Vem67pIxCLCQ08CAIVHFSjVxaTMPiVAQiWY5upZiQbkFpip91UHh7m6ZojnJvCcBK6TgPMEkBJPHujC/hGl46tjgg5RJRBCqT9CEsQxBYGD806q4Zq7J7Fpm4uKr+5MnqvK5EmpFtmSJtixP4HHCWYTFw4DPL8AWlmKoaVLbvFc5/MNHPfglm3RjmWLFxzr0/6Mxm8kwAGAkF4A2CKl3AJg464nJmcPzln9lU2bti6dPLSRDfSM4c7HImza1o3lcykKvo5RYRIuFygGESir45cPOtiyo4zBbgKPC0vRINpJpMBdCChKPtDTJfCi4WlsG2/irse60e1TdLkSQhrJzaghBAkFBFPyYwsFz7rAMZVkwLmE4wh4jkDgxQi8CIWgiXJhChs2C/x4g4eqL1EtMxR9DikpGCWItCyaJARJrIKeJqY9LJ9HsX7NBB7c1oWJpoOKnygOrvVy12FYsSgE8Sdx90M+qmUXZ5x+YrJw0dItm/Y03rVg2Rl7hcBm3zkqN9MLdvzGAtwMHc23eXpybHOlN3mF5xbm9HWfcOXtd/2wcssDB4tDZaDgq/S3OFGOF8YEAq+JRhRi074ucO6h6gn4joTLSeoFZdpB5LsERQ/oKiXoqURYPCfGx99yCH/4CYm9I72QRR3zbehGov5/WgUglQstfdwEhREDcgGHC3huDN+NUQwa6K5MYf/4ND78zSHE0w6GB5K0xQdlDhyuOHms6zqGMUUj5Jiq+wjDIpYN1FD26pgOHcS65gwjBGEkUGskiCKO173Ewdy586dPP/nVE2VfXtg/OGf3/AV0h8t+s4Ftxm88wM0olquQUu540eqeJ4Gx4xcefuXpl1xM/8/YoW1xiT7WMz6xs7xtVwnFAHB4BN9t4q7HCX56TxWzuoCuQCDw1K3fhNVyqlz8jkPge0p+K/gxCCFYMMDw5vMO41+u9DHWLMNjRNdhVB7RRNMGKUyYambDZ+LgXPcU9dwIxaAJSqfwvZt8PLmvhNkloNGUqDelir12BSJXLzyFRBSriD5KHVACHBgt4by1dVxxyxTueqSERihBGUG1QrB7JIRX6J2cs2jlyOLjFvHBxeIdrLDwznmD5fE4gXD4bwe4gec4q/75HjpjRmzf0RidNbDgJwN9XcPXfP+GJavXXfSJfdFpDzfRd3+1Wmh0d3GMTjfw1esKiJoeZpcFBrooyoEOyGKWS58RHdAvEXgJPDcGJQkAjj99bRN/cPYh1GoRpmKKKMna4ilOnAFdtGrm1H4YkBsrHqGrNI0f3Ebwlat6EQkHQhI0YoJGKBHGAnEsIBKpv0O53+OEYHKaY/+IjwOHi+C0gLe8YhyVQg2CFxEUuhqrj++//6/ftfrh977n9Z+4/kc3LmFO9/DgwMKf9AS1UULIbxW4gd8iC26PRQtnA6phRG3P3q3gnH9GgH/mlS9ezgb7C5eV/ZHhex/pPmvv6BTrKzPM6ZNYPj/B7sMC4xMMnNI0ecHEmTuOWpyWCyEqpSYgKTwS4HfPmMY1G6Yw3exG7GXWWmpFRtGUvAVPyyVbJY6JVb448CKMTkX4v7dXMJmUIRnFWF0i4AQlX4cVCJkeH3TsCSESB8dD7NjDsHZFgLmzijhxmYM3vHpxUiyecNui/mAzlVPvdt2RpFjw8YFL/kr2DiyuHevz9VyO30qA22No9hIgk6DjsYnD7yz4bvcSnPXJ8075qbvh/q3JqWv61y6eVztp7637wFmC7orEroNATxmQkgHaiVPwE4BMY3S6BiQFeG4BJy4ZwStOmsDVt3Uphm08kNAWPJGIY4KES91mT3FuhyuHTvp5o5MTCc+J8MO7HNy7uRf9JQeeG4LQJiLiYbrJ0GMJ2pwp7fuJXQKzeiSKRQlW7ENDFO6hTvNeypezD7z9NWFQ7P1wEjdHu8q9x/qUPK/jtx7graNa6QWAUQB/BgDbN/8CjNJztu+ffPnJJ9UurAZiOWVT+MqVmzAnAIRIMDkVoacs0FWs4/4nYvzsV904YX4FJw4TLF8Q4sxVDVx9W6J7EGknDAEgJZIEaEKoWoxCKSeeoygPZzK9UwhBEet2H4RI3PpQEc3YwwmzJdYup1i5dBrX39fEQw93YVZXAkaUc4ZzF4vmNiGDVejr7sKSeXTT0gn3ygNjPT99YO/Jt/zBBesB/MWxnvZjNv7HAbx1LBxeDwC3jI+N3vKi43ErZLLkyYMHBb92r1i2tH9Rtbvnbw7s343+2Q76eu7D/gcbuOfRHhSpi0WzJCZrPmr1GC5NUPEpSoEKrqJEheuOTatKXn1SoFRQlrtcSNBfDRHFBGNTDjhT/HliygVBgigicB2GLk+i7Av0lxmWD3H84sEJMG8Ia1bPxdx+YP78ORgdGf10tevxbS85YR31/FnU97ytQ5A/qVa7jvXUviDG/3iAm9FV7QaAn5jXT2zfB8/zqrv37L2DEIbuXjfqn9/9/pesJy8bHCphqErhhHdjuhmBMYbZ3T5WLPAxNj2NnXubqAQM/VWOvt4QN94bYrrhoxSoIjsD1Sl0dx3EDRt64LEKls5rolKs49C4hz2He7Bobg2looNZ3T56eso4ed2pGJwd4zXnNzG8qnjDcH/yudm9wll1/ApU+2bdIsJwjPkvjASDF9r4/wCfYSxeOAsAxgD8EABk9ARA8NhiQga7e7go8AS7H38YceiD0gSlwEF3kUSzl5z00f659VdDiOjExQ5OWFbD8Mpp3PtoF1YucLB0HsXypWO4+/E5mEY3Fs/3sHTpNAqBdJY47o+uvvbgRxPpO57LUQocFIolLF26Ej1dDCd1Cbp42NlPgG1rhucc6yn6jRi/XZrQMR5f+t5NIASDBw4c7mo2Y7l2EccpK+vYfnASP/plFavmOVg0RLFy0Sh+cKfErt0VnLKC4fglU/BcRgYGq+NSyv2s/Jpj/VN+a8b/Azul9aAMvSlcAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjQ3OjE1KzAwOjAwle2JxQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTo0NzoxNSswMDowMOSwMXkAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 252920000
    {'hecke_orbit_code': 94575592241891120, 'n': 1, 'trace_an': 8}
  • id: 252920001
    {'hecke_orbit_code': 94575592241891120, 'n': 2, 'trace_an': 0}
  • id: 252920002
    {'hecke_orbit_code': 94575592241891120, 'n': 3, 'trace_an': 0}
  • id: 252920003
    {'hecke_orbit_code': 94575592241891120, 'n': 4, 'trace_an': 0}
  • id: 252920004
    {'hecke_orbit_code': 94575592241891120, 'n': 5, 'trace_an': 40}
  • id: 252920005
    {'hecke_orbit_code': 94575592241891120, 'n': 6, 'trace_an': 0}
  • id: 252920006
    {'hecke_orbit_code': 94575592241891120, 'n': 7, 'trace_an': -11}
  • id: 252920007
    {'hecke_orbit_code': 94575592241891120, 'n': 8, 'trace_an': 0}
  • id: 252920008
    {'hecke_orbit_code': 94575592241891120, 'n': 9, 'trace_an': 158}
  • id: 252920009
    {'hecke_orbit_code': 94575592241891120, 'n': 10, 'trace_an': 0}
  • id: 252920010
    {'hecke_orbit_code': 94575592241891120, 'n': 11, 'trace_an': -41}
  • id: 252920011
    {'hecke_orbit_code': 94575592241891120, 'n': 12, 'trace_an': 0}
  • id: 252920012
    {'hecke_orbit_code': 94575592241891120, 'n': 13, 'trace_an': 28}
  • id: 252920013
    {'hecke_orbit_code': 94575592241891120, 'n': 14, 'trace_an': 0}
  • id: 252920014
    {'hecke_orbit_code': 94575592241891120, 'n': 15, 'trace_an': 0}
  • id: 252920015
    {'hecke_orbit_code': 94575592241891120, 'n': 16, 'trace_an': 0}
  • id: 252920016
    {'hecke_orbit_code': 94575592241891120, 'n': 17, 'trace_an': 71}
  • id: 252920017
    {'hecke_orbit_code': 94575592241891120, 'n': 18, 'trace_an': 0}
  • id: 252920018
    {'hecke_orbit_code': 94575592241891120, 'n': 19, 'trace_an': -177}
  • id: 252920019
    {'hecke_orbit_code': 94575592241891120, 'n': 20, 'trace_an': 0}
  • id: 252920020
    {'hecke_orbit_code': 94575592241891120, 'n': 21, 'trace_an': 292}
  • id: 252920021
    {'hecke_orbit_code': 94575592241891120, 'n': 22, 'trace_an': 0}
  • id: 252920022
    {'hecke_orbit_code': 94575592241891120, 'n': 23, 'trace_an': -184}
  • id: 252920023
    {'hecke_orbit_code': 94575592241891120, 'n': 24, 'trace_an': 0}
  • id: 252920024
    {'hecke_orbit_code': 94575592241891120, 'n': 25, 'trace_an': 200}
  • id: 252920025
    {'hecke_orbit_code': 94575592241891120, 'n': 26, 'trace_an': 0}
  • id: 252920026
    {'hecke_orbit_code': 94575592241891120, 'n': 27, 'trace_an': 495}
  • id: 252920027
    {'hecke_orbit_code': 94575592241891120, 'n': 28, 'trace_an': 0}
  • id: 252920028
    {'hecke_orbit_code': 94575592241891120, 'n': 29, 'trace_an': 225}
  • id: 252920029
    {'hecke_orbit_code': 94575592241891120, 'n': 30, 'trace_an': 0}
  • id: 252920030
    {'hecke_orbit_code': 94575592241891120, 'n': 31, 'trace_an': 36}
  • id: 252920031
    {'hecke_orbit_code': 94575592241891120, 'n': 32, 'trace_an': 0}
  • id: 252920032
    {'hecke_orbit_code': 94575592241891120, 'n': 33, 'trace_an': -53}
  • id: 252920033
    {'hecke_orbit_code': 94575592241891120, 'n': 34, 'trace_an': 0}
  • id: 252920034
    {'hecke_orbit_code': 94575592241891120, 'n': 35, 'trace_an': -55}
  • id: 252920035
    {'hecke_orbit_code': 94575592241891120, 'n': 36, 'trace_an': 0}
  • id: 252920036
    {'hecke_orbit_code': 94575592241891120, 'n': 37, 'trace_an': -348}
  • id: 252920037
    {'hecke_orbit_code': 94575592241891120, 'n': 38, 'trace_an': 0}
  • id: 252920038
    {'hecke_orbit_code': 94575592241891120, 'n': 39, 'trace_an': 1077}
  • id: 252920039
    {'hecke_orbit_code': 94575592241891120, 'n': 40, 'trace_an': 0}
  • id: 252920040
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  • id: 252920138
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  • id: 252920143
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  • id: 252920144
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  • id: 252920146
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  • id: 252920985
    {'hecke_orbit_code': 94575592241891120, 'n': 986, 'trace_an': 0}
  • id: 252920986
    {'hecke_orbit_code': 94575592241891120, 'n': 987, 'trace_an': -93656}
  • id: 252920987
    {'hecke_orbit_code': 94575592241891120, 'n': 988, 'trace_an': 0}
  • id: 252920988
    {'hecke_orbit_code': 94575592241891120, 'n': 989, 'trace_an': -8970}
  • id: 252920989
    {'hecke_orbit_code': 94575592241891120, 'n': 990, 'trace_an': 0}
  • id: 252920990
    {'hecke_orbit_code': 94575592241891120, 'n': 991, 'trace_an': 64953}
  • id: 252920991
    {'hecke_orbit_code': 94575592241891120, 'n': 992, 'trace_an': 0}
  • id: 252920992
    {'hecke_orbit_code': 94575592241891120, 'n': 993, 'trace_an': -16155}
  • id: 252920993
    {'hecke_orbit_code': 94575592241891120, 'n': 994, 'trace_an': 0}
  • id: 252920994
    {'hecke_orbit_code': 94575592241891120, 'n': 995, 'trace_an': 55400}
  • id: 252920995
    {'hecke_orbit_code': 94575592241891120, 'n': 996, 'trace_an': 0}
  • id: 252920996
    {'hecke_orbit_code': 94575592241891120, 'n': 997, 'trace_an': -15812}
  • id: 252920997
    {'hecke_orbit_code': 94575592241891120, 'n': 998, 'trace_an': 0}
  • id: 252920998
    {'hecke_orbit_code': 94575592241891120, 'n': 999, 'trace_an': -123828}
  • id: 252920999
    {'hecke_orbit_code': 94575592241891120, 'n': 1000, 'trace_an': 0}