Newform data - 121.12.a.b

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  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': 17424, 'analytic_conductor': 92.96952484771026, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, -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': [121, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-24, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599828697209, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '121.12.a.b', 'level': 121, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '1.12.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+24q^{2}+252q^{3}-1472q^{4}+4830q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '121.12.a', 'trace_display': [24, 252, 4830, 16744], 'trace_hash': 2047593086393240363, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.916', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.684', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 24, 252, -1472, 4830, 6048, 16744, -84480, -113643, 115920, 0, -370944, 577738, 401856, 1217160, 987136, 6905934, -2727432, -10661420, -7109760, 4219488, 0, 18643272, -21288960, -25499225, 13865712, -73279080, -24647168, -128406630, 29211840, -52843168, 196706304, 0, 165742416, 80873520, 167282496, -182213314, -255874080, 145589976, -408038400, -308120442, 101267712, 17125708, 0, -548895690, 447438528, 2687348496, 248758272, -1696965207, -611981400, 1740295368, -850430336, -1596055698, -1758697920, 0, -1414533120, -2686677840, -3081759120, -5189203740, -1791659520, -6956478662, -1268236032, -1902838392, 2699296768, 2790474540, 0, -15481826884, -10165534848, 4698104544, 1940964480, 9791485272, 9600560640, -1463791322, -4373119536, -6425804700, 15693610240, 0, 3494159424, -38116845680, 4767866880, 1665188361, -7394890608, 29335099668, -6211086336, 33355661220, 411016992, -32358470760, 0, -24992917110, 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• 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], [24], [252], [-1472], [4830], [6048], [16744], [-84480], [-113643], [115920], [0], [-370944], [577738], [401856], [1217160], [987136], [6905934], [-2727432], [-10661420], [-7109760], [4219488], [0], [18643272], [-21288960], [-25499225], [13865712], [-73279080], [-24647168], [-128406630], [29211840], [-52843168], [196706304], [0], [165742416], [80873520], [167282496], [-182213314], [-255874080], [145589976], [-408038400], [-308120442], [101267712], [17125708], [0], [-548895690], [447438528], [2687348496], [248758272], [-1696965207], [-611981400], [1740295368], [-850430336], [-1596055698], [-1758697920], [0], [-1414533120], [-2686677840], [-3081759120], [-5189203740], [-1791659520], [-6956478662], [-1268236032], [-1902838392], [2699296768], [2790474540], [0], [-15481826884], [-10165534848], [4698104544], [1940964480], [9791485272], [9600560640], [-1463791322], [-4373119536], [-6425804700], [15693610240], [0], [3494159424], [-38116845680], [4767866880], [1665188361], [-7394890608], [29335099668], [-6211086336], [33355661220], [411016992], [-32358470760], [0], [-24992917110], [-13173496560], [9673645072], [-27442896384], [-13316478336], [64496363904], [-51494658600], [49569988608], [75013568546], [-40727164968], [0], [37534859200]], 'ap': [[24], [252], [4830], [16744], [0], [577738], [6905934], [-10661420], [18643272], [-128406630], [-52843168], [-182213314], [-308120442], [17125708], [2687348496], [-1596055698], [-5189203740], [-6956478662], [-15481826884], [9791485272], [-1463791322], [-38116845680], [29335099668], [-24992917110], [75013568546], [-81742959102], [-225755128648], [-90241258356], [-73482676310], [-85146862638], [262717201024], [-631528759932], [-297198746214], [-596793577940], [1115433620850], [824447297848], [1315116754406], [-357832759588], [-2754833892216], [950387449578], [1681384224780], [-996774496018], [2762403350592], [-5442387685442], [2876091504354], [728391402200], [6793168439188], [7334863021472], [1359839565924], 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[-5711856392554102908], [-17303308971799733852], [6547684690837717894], [-18169082447429234538], [-9760782655842540480], [-4114158894745559464], [3204127474514879346], [-10843789086536614152], [16293686169352771110], [-186485610881843966], [11492925925933776], [-4309562682404824740], [-6590558703175741798], [-6510772456911838794], [-15340050266367016788], [2725836408128808630], [9165605508054055172], [9117808694571255000]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599828697209, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '121.12.a.b', 'level': 121, 'maxp': 2999, 'weight': 12}
• 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': [[[[11, -1]], 47, 6], [[[11, 1]], 49, 4]], 'ALdims': [49, 47], 'Nk2': 17424, 'analytic_conductor': 92.96952484771026, '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': [121, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 115, 'dim': 96, 'eis_dim': 12, 'eis_new_dim': 9, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326713, 'hecke_orbit_dims': [1, 1, 3, 5, 8, 9, 9, 20, 20, 20], 'label': '121.12.a', 'level': 121, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 127, 'mf_new_dim': 105, 'num_forms': 10, 'plus_dim': 49, 'prim_orbit_index': 1, 'relative_dim': 96, 'sturm_bound': 132, 'trace_bound': 2, 'trace_display': [-8, 234, 11852, -57214], 'traces': [96, -8, 234, 94796, 11852, -4894, -57214, -27804, 5432546, -333590, 0, -24362, -1386976, -2599632, 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• 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: 105517
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.12.a.a', 'target_level': 1, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 105518
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.12.a.b', 'target_level': 9, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 105519
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.12.a.a', 'target_level': 16, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 105520
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.a.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 105521
    {'conductor': 55, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.b.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 105522
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.12.a.a', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 105523
    {'conductor': 77, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.12.c.b', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '77.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 105524
    {'conductor': 77, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.12.c.c', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '77.i', 'twisting_char_orbit': 9, 'weight': 12}
  • id: 105525
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.12.a.b', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '88.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 105526
    {'conductor': 88, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.12.a.f', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '88.g', 'twisting_char_orbit': 7, 'weight': 12}
  • id: 105527
    {'conductor': 99, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.12.c.b', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '99.g', 'twisting_char_orbit': 7, 'weight': 12}
  • id: 105528
    {'conductor': 99, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '81.12.c.d', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '99.h', 'twisting_char_orbit': 8, 'weight': 12}
  • id: 105529
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.12.a.b', 'target_level': 121, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 105530
    {'conductor': 132, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.12.a.d', 'target_level': 144, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '132.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 105531
    {'conductor': 143, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.12.a.a', 'target_level': 169, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '143.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 105532
    {'conductor': 165, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.12.a.b', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '165.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 105533
    {'conductor': 165, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.12.b.d', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '165.l', 'twisting_char_orbit': 12, 'weight': 12}
  • id: 105534
    {'conductor': 176, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.12.b.c', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '176.i', 'twisting_char_orbit': 9, 'weight': 12}
  • id: 105535
    {'conductor': 176, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.12.a.b', 'source_level': 121, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.12.b.e', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '176.l', 'twisting_char_orbit': 12, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 343325
    {'charpoly_factorization': [[[-24, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 2}
  • id: 343326
    {'charpoly_factorization': [[[-252, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 3}
  • id: 343327
    {'charpoly_factorization': [[[-4830, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 5}
  • id: 343328
    {'charpoly_factorization': [[[-16744, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 7}
  • id: 343329
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 11}
  • id: 343330
    {'charpoly_factorization': [[[-577738, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 13}
  • id: 343331
    {'charpoly_factorization': [[[-6905934, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 17}
  • id: 343332
    {'charpoly_factorization': [[[10661420, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 19}
  • id: 343333
    {'charpoly_factorization': [[[-18643272, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 23}
  • id: 343334
    {'charpoly_factorization': [[[128406630, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 29}
  • id: 343335
    {'charpoly_factorization': [[[52843168, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 31}
  • id: 343336
    {'charpoly_factorization': [[[182213314, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 37}
  • id: 343337
    {'charpoly_factorization': [[[308120442, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 41}
  • id: 343338
    {'charpoly_factorization': [[[-17125708, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 43}
  • id: 343339
    {'charpoly_factorization': [[[-2687348496, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 47}
  • id: 343340
    {'charpoly_factorization': [[[1596055698, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 53}
  • id: 343341
    {'charpoly_factorization': [[[5189203740, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 59}
  • id: 343342
    {'charpoly_factorization': [[[6956478662, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 61}
  • id: 343343
    {'charpoly_factorization': [[[15481826884, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 67}
  • id: 343344
    {'charpoly_factorization': [[[-9791485272, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 71}
  • id: 343345
    {'charpoly_factorization': [[[1463791322, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 73}
  • id: 343346
    {'charpoly_factorization': [[[38116845680, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 79}
  • id: 343347
    {'charpoly_factorization': [[[-29335099668, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 83}
  • id: 343348
    {'charpoly_factorization': [[[24992917110, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 89}
  • id: 343349
    {'charpoly_factorization': [[[-75013568546, 1], 1]], 'hecke_orbit_code': 4503599828697209, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '121.12.a.b', 'level': 121, 'portrait': 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+rtEvN1n5GywJMeV+Z8Tl8WnJ9JubiYEpTavOXWFu++HQI5zIkLNS7OKq7OZ8wsJlyYt5yct9x23Rw//X2LbJsqsdgos9IocXFmiNOXAk5eSDl9OUF6Xb7t3jZCriE2G01Y3fh7VlV/FJs0/uYPve+bDYn/odefe4AbcxXgX1ydPnfPz/37L8tKdenu27c19JOHa5y60uW99y9w9z6PE+cn3dY/k3B1IWWhYZhvCi6uWNZNrPDT37/IrTvLXJod48pchasLmplFy8xCyvR8xlwzZXi0yz0HWtyxB3xZIlABs0uh+3eXBO0I0tQQ+oZKmDEylGKACzMpjRZsnvKolCKsFSB8Wh3DpjURiysarJMiKy2IUrBYluox6yc9mh2FUBZhImqhx6a1XVbaggtXNJnRjNUk1VAQeJCmgnYkmVmSXF20zC6nBEEXvJQ797W4+zrBRK3E4nKNS7MBVxZgdiFlZinlyhKcWbTcvHeBn/n+RdaN1rgyP8JiPWRhOeDKgubi1ZTT0zHHriTcdaDJt91V4cS5Cl9/uc2H3qHS9VPrnq6ue7fZsnnL061u8g/WjlWYGPvz63v5c6vBP/Hbf8B3fOT7/H/8r77k7Zp65f/3yNMvvnVlqb3l1IWGvOm6JpsmQ+YXy3ztZUEQtNixTpFlPpnVKCnwpCVQllAJriyFPHdacWD7Ens2dimH4GmJ7yl8X1MpScqepN3yOHE+5Ksv+VyYi2ikCScuRUyNLfGee5Y5sKPJLXvqnF9IWWgLykGXs1cs9UaF/dskK92MY+cV1bLm1Quwc52lG2d0Mx+tE0aqcPxSgNIZnkzRHnQiyW172nTakgM7MhqdjAtXqmxdo6iUY1Yiy+Rwm+VWg997FF45l3H4XJfN6xa5fneDkdGYd93Z5NvfZNm+pkqWDHPu8hBnpj0uzRim5xKm5zLOzAkuriTcsGuen/7eJlPDw1yaGWVmsczMYpAv+IwrcymXl1LuvLHOdzygOXtphMcOZVivxW27MnnyrN1y7NSrW2cXk9vvuGF7aXJ89GvPPv6H/NpHP/HNhswbvv5cMvjvf+q3CYe06i6Zf3L0xKm/sW3q1VqUDAWddoXnXktZSVp819u6qGyEj3054/rdM3z4/hKzC2NcmAmZWxIsrmQsNxKWGhmLDbi0ItClLnddt8R3vClm62SFlVaNuaUS80s+C3XBUt2wWDcsNw2NjqERWdrdlLFawqYpAwgCzzI95yFkwOZJxdZ1lnWTbWaXIw6dqnLzTku5tMzR06NUKzFx7DE2Yuh0Ye+mLp94dJjdG1OiyDI+JEmyDtUw4NXzXUpehRt3pRw+GzO76LN+LGDrWti0JkaphOkF8D2LEJbNUykjVUmzE9BqezTaHksNxdIKLNYNS/WMhXrGTB0Wuxmb1rf4jvsXuGuPJvRqzCzUWFgJWVzRLNYFCysZCysJ03OG6UbGB946z22by/zGF8YweoXvemtKuznGc0ctjU4HFQg+8JadmRdu+ef7bh7+6Yunm9mDD3z7Nxs6r3v9uQL4qdPHsaJcGg1ObfrqY0c+HHdnf+by9AJHLxm+5e4GI6URXjxW5qkjMYls8sPvaTEx0mH9ZIdAjjI9O8rMYon5ZY+FFcFyw7DSTFlppCw1LTN1wUzLYkWL999b5123GbatDYnjMsv1kJWWT72pWG4Jmm1BN7LEqSXLQElL4EEpsAzXLJOjCdrrcuZqzJHTASat8I7bY7S3wovHhtiyFr54MOXe/QFz9Q6hVqRZwugIpImH9lIWF8vcc1ODLz5TZetaeOFUhEeZt99mSEWHI2cyzk2HaOkzNaIZqQhKgcD3BUpAaiBOLN0Ymm3LSsvQbBtW2obFlqWTZWze0OZdd9R5/90xmCqLK0PML5dYWPFYamiWG7DcyFiuJ25BrMC5RYEXNNkwljE2rPjRd8eYeIynD/m8eDqmUmvz7jsUh04EjE6tYee2Nf/IL+/6/W+5Z/3FpXq3s2PXDd9sKPVef24AXl88SW10yn/+xeN/dX7myC8vX31ePHkklTs2Sg6dCDk5W+dvfaDFRGWc518r8dDBmFjM8c9/9Cp37YXllVHml4ZYWKmwWA9YrHssNwT1lmWlmVFvptRbhuWWZa4puFo3jAy3eestTe7ck7J5SlEreTSaIYEnAUWcSowRGAvtLiAMI9Uupy5bjI15+IUKUbvEjvU+dx1ok5gVHn9pmBt3epyaaVFfrnHHgTZfezFgatRy7ILlb76vwbHzAVOjkq++pLhrr2Kp3eDspVFu3BXz+JEOaVTmzn0+2zd26aQtvvKigkxwZlpTK2u0gHZHYqwgM5YkBaRB+4Z6y1KpJmxcG3H33jZvvTllrBIyuzTEYj1kuR6w3NSvuzfLzcyRQFNyqSHoNFrct3+Rf/rDHdLORr749DDPn0gZGq/zE+/vcO7iFC+eTti63nLk/JB553177C379/6Nurn5N5SZju+8ddc3G1LAnxOAWxvLLG2958Vnf3/H0bPq5w+98qw3UdMcOeez0o3xheLQecsdNyzwg+9MWDPs83uPKf75b2ruvmGJn/2xJW7dqak3R5hfqrHcLLHcCFhpalZainoLmi1Lo53SaGW0OoZ62zLfEsy3IMkirt/ZYc1oRqtteecdEVvWGNJMoqUlTuCxQyEX50LWjqQcPROCKbNng+Km3YYgbPPiqTbzCxWu21KhNrzMM4c9bt0ZstheYXm5xpo1loPHFN/1YIvnj2k2THostOosL41y0942zxzNGC0Nc92OFnP1OgdfG6akK9yy27JrUxdki0PnBJOjCbPzCY8f8ugmCikhM5Yta2PeekdMs6VYN2K4aSfEcZmlepmlesBKy6PRVtRbkkYLGu2MRiuj0Uqpty0rLZhvCy43BK1Om3v2zPKzP7bEPQck/+jXNvHpr1cZH+vyV79lmfv2DnHkTA2lIurNCq+chrFqg9tuvT05NVP7v7/jfd96ulYt/VE59M03G1vfdIBb28WY9Psvn33q333yDx4ZfebwHB96MGNmYYzpWcnZywn1VkqzCwuRZXSkyVtubXPorM9nnxqC1HD3vmXef88yH3lLSq1UYXZxiKV6iXoroNH2aLQ0jbak0YFW29LuZrQ6GZ3I0IkszS4stQStriVODeMjKUFgAYGvLFoK2h2FwGN8SLNljWD7Osum9W2irMmXnlccP13lbTcH3HHDMh/7ksEXI7zv/jZ/+EzK+uEaG9a1efTFEu+9K+arr8DWiZC1U0s89GSZ993r4QUL/OZDNe7eV+Yttzc4dKHLIwc1cVRhy5TPtnWCzWszJkZipExodTOUMmhlAUs5sEwMQ5x4NNs+y02PVlfT7ihaXUmr42wKrbah1clodjJaHUujY1huC+baktllS7VW53veNscH7u5y2x5JnCo+/5THkbMBb70lY6xaod4aptn2WGloTk8rrswnXFlu8x1v7XC1vp31W+5feuCeO/62p/VvTk2E31R8fVO9KFncwab2hz7zhSd+1u9+bjTtCjxZ4uLcIjfuWMbXY0jhMb8sWGqk6LpgZn6IX//cEMYK1tcE3RSePznFS6cqnLgyz/vuanPPdRFDlRqL9QrLjZBa2afZ1jTzh93patqRphtZurEhTixJYkkzd8WpjzUglcDTgtAXDFcFI1VYM27YMNVmfKTOl1+EJ172kGaIt93sccOeJk+9lhB3a9x1g6De6TC3WOHOXYbx4TYlHdBNFfONBGUEN+zSlKsRL50Iue+mIe64vslLJxTYIW7e5/OD717ia6/EfPX5CscuhmyaUKwZLTFSLTNUhVIAnrYoCcbCsXOCLBMkqSBOIUpwv2PkFnM3MrS7hnZkaHWgEcF8SzHXhK7p8pabFnnv3XW+620Ga6rMLgUkieae6wR37RU0OyHzS2Vml30WVzRzS5YLVxNOzkTctCcl6g5x8tQCzx///Oitu9v/au3md+mVevJfh4e8//0AnsbLSGV+8OWXHv3Zp554bPLKcpcPPQCjQ8NMz0/QjbpMjKR0Yh8pPTzPufOGy4ZWF7qJdQ8wFbRCwUq3ym8/GvLIyw3u3b/Cd7+5zv6tbcaGyyyulGl1AlodLwe2clcsiBJJkgrS1G31zrvlgkqtIfShXDKMVhPWT7ZJaXHqcsLvPR5y9lKF4aDErfs0dx5ocPBknYefrXH7zpBNa9t84lGBEgG1asJKK8JYUAImam0aTR+TlnjPvXP87hfLbJ8NedftbeJkkcePjJFkIbftm+RdtzbYubHOIy+1OXypzKFzPhtGJaM1QTkQ+J5bhFKAEBZjwRhLkuaLNbFEiVvIUQztGBpdwUokWGoCusuNu1f47reucO91GRO1gHqjTKMdEsUeUaKIYk03VjQ7mnpTs9yULNUtC8sJi/WUsi+peRUee0lxpdXl/fct8eQTj06u3SZ+9vbbHrBXZpZ+fd2a0f89AP5Lv/Yf+PHvHWfu8ue+75Vj4ud/4/NHxvetXeHMpRof+0qdv/6tM1y/s0oUK7RKmRiWgEYpD09LQj+l3M0cMyXQjS3VxFDzBStdzdLKKL//9SrPHW1x1/UrfPdbVrhxe52xrESaBrS7Ia2ORyfSxIkiSSVpJsmMwFiBwCKFJfAN5TAl8GN8L+LyYsRDL0hOT/ucmx5BmYDta332blXcvKeBCuY5cqbK+uEy122DNRPLLDVq7F8vSY3ly88HRG3JcCXl7bd1+aPHEy7OVNm9w+PqSpdXz3psnBrh+q3zPHW4yTOvCqLYZ8/WUfZsDNizocmZq0ucvgzPHy9z6myFshYEWlIJLKEHUjrNaa1brGkGcQpxJmhFgkZX0EggMSmZ7XLLzgbf/dYG9+7PWDvq041qLNZDmu2AbqTpxI4MoljR7iqaHUGjLVlpGpYbDtztyNCOJF86CLXhBj/2bU20HeOpw3Wmxv9w8vNfqP/8mcVSCjd8bKXzikgT7PjQ/zpl/L8U4P/03/wGt+/8Or/4sVv/StaZ/cWstTKsYjh6xiNQlmMXK/zS5ww/+t4Zdq7zSZMaQlQQApTUaKUIPEkYpHQiQxQZx0yJoBxbqkHGSEnQjDyWGyN8+okajx7qMjXS5sP319mzsUu30+K6rZaNaxRR4pFlisxIbAFuafB0xoVZy7kZwUrH8PmnylxeGMHGHiOhYt2YZvMazbb1cN32BkYu8Kt/VGFpaYjb92iu217nkUMCkXpMjkgq5ZR24iOtBCtR2qfeFcwuCfbZMvff3OTpl0qsG/e5/bpRfuDdC/zGF5s8f6JCq+uxuFJl67oSu9e2uW1Xkw/c1+TK0hKffypgsR1w4arH5cs+nhJIKREIjLVkBhJjyVLDyFjCgX1toihhz8aID94fMTmkGK0GJGnI1fmQdtenE2kH7kjRjSWdSNGJBJ1I0OxAs5VSb6UsNzIWGobLy5KOTdm5YYUffU/E1skhTl4MuWV3wvRlePXcU+N795T/zemzH/9HWH7QmuiJ/5WY+18G8L/5M7/F71+8TSRp9iGRnP+10F4qb19bpRT4nLvs0WhnbJ9KOXt5iJ/8DwF/9V1z/MA7FrDgSt+AlDqvQHoEvqHrZ4SxA3kYG6IEyrFlKMwYLQvasaQZVzg3XeFf/vYomBSRptx8oM3WNTFpCsYarHVFHCkEUgm053Pios+x0yGVUFP1JeNlwcSYZHJUs25CsXltxu7NK2RikV/6bI0LF4e5fZfHni0ZnbTJs0cChkseY0OW4WpMueSkkDGSelex1LIs1jPqrRL3XLfCC8faHL+oGK6F3LZvmB9+zyL/8XPw0ukKrY5lpamZXaqxZrzM5EiXzWNd/s6H2tTKdQ6fgxOXJJ5nUcoihAGs+5+FNIUtazLu2p+SJR5JGmBtmW7sMbPg04k8ujlbd2NFFEs6saQbCbqRoBML2h1Du5vRbGfUWxmLDcPlZcVMJ+YHv2WWH3h7Rqs1wbkrQyysaBotzfkrCcvNGOVdndj4ymcmDux5buvWvaeebFz+JVtb/7f+8gD8Dx/6JO+5a0L9zH979v3TV2Y+1py/ErYzw017Fti8rspwpcr0vEcllIR+wqkrIb/xxSl8b4aPPLBMmkmMASFAK+VA7iu6vuiBO44NUWKJk/w9xX2dQpwKuokkygKSLOT46QqHjkNmLQ7aTht7EnzlPB/VAK5bC7USDFUkI1XF2LBmchQ2rYlYO7FCYpf4pc8OcebsEDdtU2zbINm+YZmvv5oyuzjEzVslIzVD6HcIZIBVgjSTCGtJs5jlVsjsosdNe0rcsKvJUy+FTI0IymGVm3YZfvz9i/zi5wyvXq6y0jKsNBXzy5rx4QojtRIjtSFq5YSJSsLmm2ICL8XTKUplSOGCCYtbVEmimJvXJKkiSRVxooiS/D2WRIkceBdEMXRjQTcugtSMdiej2TGstAyzDclClPDdb5vlB98OyytrOXWpyuU5xdWFjKsLKWdnDbXhLu+7LubShfNUw+xX6yubO3/w1L7PfvrTv5V9+7d/9198gMfGijRN73noK5/dNqxnf/VS81JY9jSvnPb56JdW+PH3z3Hd9pihyhCVMCDwJZ6KaZ4u8Zknh7l73wJbJ9tEscZakMJDS4XvSTqeJIilA3SRDUmz/H3gyiDNLFlmyAxObxt64HYSCLQEz4NAC8JAUA4klbJiqCwZGRJMjqZsXtOmWlnhs0/HPH5klJWFGgc2KTav9di5sUsmVvjy82UqnmZiRFEtdzlyBtdxv9HSjhTX70w4sN0yczVjftmn0y3zjlubPHm4w6nLikpJEvg19m8z/PT3LfLYqx3+6LFxFhuWzZMZy3XNcE0xVPGolj0qJUsYGALfEOgMrZzUktI9A2txBSsjSI0kzQRpKkhSSZwKkkQSJSInBeEC0xjiJKMbZ0SRoRMb2l1Ls2NZ6QjmmoLN61t88J6EOFrLsXM1zl8VXJ1PuDiXcWExo1Jr8/3f0mDvxhpPHx3m4EuL4fBI8PFdGy9+f1Aa/9RnPvfJ7APv+9BfbIBfvnhGJ0n8X0+fv7jn6txx7jkQcOhkwK51CcdOj/DvPgVvur7OW2/sMlwdpVYpUyn5RCbiYt2y3MoIN3aplgMyIxAStLJ4niLwpcuExIIkUfkDki6DkFqSHNQO3C67kNk8U5JnS4QQSAlKCrQW+FoQ+JIwkFRKglrZMlw1TI1GTIw0Se0Kn3xS8htfHGMyDDmwSbBprceWdYbNa5f57LOWpaWQPWsUIzWolhNmz0vmlgP8rRAlgokhyfAwnDpnWW4YZhZCdm4JefDmJg89ETJWhcD3UXKY/dsFP/KuOTw5xx8+NcJrl0OmGgmTwylDFUW1pCiXJKVAE/gQeKC1dSAXIMUAyHELOzOQZYI0Iwc6JJnb9ZIkI0ndThgnhig2RLGlE9tezaDelTQTy0QtIjOCw6cDjp2DS3Mx52YtK3HMm25f5sEDMXvXD3H8wgiNuubw2YxNa06Ee3z5a3GqtBX6d3A88xcT4L/6m5/l4Udf/u6KeGXytWMLXF4RkLXZvSXAWh9BzGtnR3nxRIlGZ4m/8uYrjA4Ns3Gyyq4tbZQ3xy27YjztEwYxxgikcDrT94zTi/mWGqeCOBGkqXSMndLLaxcP1Rhb9HDm4HYAV0qglcDTDiBhAOXQUC2lDFdTJoY7jI+s8PTxmI8/XOLEuWG2DHlsXwMb1vhsmILdmxq00wYHj9UoKY+JEcVwFYarESNDKb6vEcItrk7ks9RIWGlb6q2UuWWfTWuq3LFnjoefb3Pico1ykOApHyGG2L5e8T1vWeCW3XN8/OEqB48Os9jSTNZShssp5VBSChWBJwg8iecJtJIoRZ4+dCh38Yy7H8U9SXMCSDNHCmlqSFJDnLraQJQ6Nu8mlk4Mza6kkUi6meXlkz7/9tMGlWUsL6XMNTLapstH3rrCD70rpd0a49j5Yc5e9jhxIWLP1iV2b5ZcunKp1jT2lz7ynn3+qSOf+42dB/7svOV/ZgC3dgmQP/TRj33uZ1967cLYfdeXeO7VKs12itawZlyRGQ9fJ5ybC/n0oxOcvNzgLTcuc9eeZe48kCKkyx3HSUopiBAWpLR42tDVmsBXxIkkTmXO3NIxUgZZJklzpir8JD1wuyJlztyglSuY+J4l9A2lMKUapozUItaON5itt/nlz3t8+YVRlpYr7JgQbJoUrJ/02TAp2Lqui/ZX+N3HNWcvVdg1JRmpSoYqGVJGXJ63BFoihQuY40SzebLB82Q02orlhmV2qcSuDSEfuL/Opx7xOT8b4OkEITyMrZCkkpu3LrP5Iw2+/FKbT3x5lBfPV1g/IhivZFTCjNAXBJ7A9ySeFmiFC5yl6JWsLW6RFfnyzDjA90CeOW9LIe/i1PnXu4mgHQsasWA5EaSkzDY8vvichzKCLetb3HGgwZtvjLl5e8DV2QnOX6lwZcFp8jTLqHgVLl3xefZVy817j41dmdv48zv2f7s6N13/r1s3/NlM3PozAbi1i4D+gSeffPpnH3vh+OSJ8x43X7fE+x+MaXXKRLFBigwhNL4nCYOEKwvw4uFRXjgWsmvjEn/lzR3ee3dErSIQUuT626CUwdMpvucRJ4o41SSJzJm70Jcur93T2tb99zYHt8i3bqXcbuApg+8ZAj+jFKRUSxHjwy06SYdHjlh+7+tDHDw6zIjvsX+9Ze2oZGrMZ92EZMNUzLb1yxw+3+HzT04wpDQTQ4JaRVArJ9TbGV98NqTqW4RwwOpEmvfcFfGF55wnpt4yzC1rNkxWed/dLQ4eb3LslE8lSFFSOJCbMt3Yaf3vebDOrrVz/O5jDZ55bZiLyyXW1ARDoaXsG0Jt8D3QSqCkW8iOyaFwZ5hcqhlTAN25E9PM9nbAOMsroqmgkwqaiaCRQjdNsEkXG8dUKinfds8CH3wwYte6EMUw5y6PMD3nM7skmF9KmV9JaLbhKwdDGnHK5PgKd1yXsDL3yuTp4xt+du+Be8zFq/WPblr7pw/yP1WA22yRl46mXJ31v/fiuUf+9ZWzD48Na0NFlviF3xdct7XOT377Ep6scmW+SikIKYeaWtlnuJIxVE45dLHCV17UHDys+NQjDT70ljbvuLvDUDUhiBIiLyFKfeLYc+BOFWmeGciyvGiT5eC2EpPr7SLVKITNg0rn49Da4HsZgZ9QCmKqpQ4ZHb72kuS3Hx3m6LkhRBKwZcSydtgyPqyYGPVZMy5ZN5GwaU2DS/NNfuWPKqRRiQ0bBMNVTa0CtXKC8GIanQrDVYsQbqElqWQ0UKQmpZn4NNsZyw3F5fkS+7ZV+dH3rvDzvxNwYb6CVkm+MDRpGtKNJWvGAm7e0eDAthavXrjM7329xMMvDnOlXqISKKo+VDyLry2eAi1dOV8IBpjcvRwB0Au+U+N2wMTk4M4E7VTQyiBODVkaY+Mu46UO73igwYff2uTe/YZA1jh3eYxDZ0a4OKtZXLEsrsQsNTLm6pZLSwLtt/jJDy6wd2OJTneco6ciTj/95cnvIv3Xb3vTPak1V/7bpbkym9YM//kEeKfd4fo9lW+9cuHx//jKi4/U2s02N+6o4CvNa+fhhVc1/2B5hfffvcLbbu5SKw9TK5cYrXlMjkqmxj0W4y4nFmGuXeYPn1Y8frjCbV/p8BMfbLJvU5vJ4Yhy2csB7pGmXp760mRGkmWSzEiMkY61c/Z24C52AYtWBq1TAj/FUzGNTsJ8I+Hffzbk3NwILx0bxhqfsZJgctwyPiQYqynGhj2mxiRrxlLWT7QZG17myy8bXnxtmAMbBCNVSbUsqZUNlVKM8CKCQKOV+/nWOvnUiTSdbkJqBM2OodmyLDU8ZhZr3Lm7xR37Vvjdr4aUlhRaJg6MVpNmPnEi6UQe48Mht2xvccuOFs+/6QoX5iUff3iYuZUy04sBvpJUPIFfyDDpAs8ekRdShVyPFwA3EBnophBnBrIEkSZo1WXdSIf9Wzr8xAcb3LYvYbgKNvPpRJYLs5YXj8FSI3GLtmmZrcNMy/KW2+d5/90RWyZqXLw6yqtnfY5fiAnDBg996ZGx+br3H99y763LcdT5/J8mJv/UAG66LyGC9eqLD31ix7Hjr9aWVq5yYIdmckjgeVUCLyA4Lzh8doyfuxCQmDnec0eXkVqVZqdEFCtCP2XH1kUee7VErEqkusJC1/DwwQpPvzpMNYz5vnc22TiWsHldlzv3t9BoKiWFEDoHt8IYgbXOL128BBYhLUpkRInFkoJMefWc5IXjmocOVnn1YpU4LVPViomSZbRiGSlblwevaUaHNGPDgjWjKesmOqydWObxoxG/+tAka4c1EzWoVRS1iqBadnHD0ycV3VjjVRyorBXEqSTUiht3dXjuyLAzPnUyVhoeCysBswsj/Oi7ZpleWOS5VybwJCASDJCmmjjxiGJJq6MZqYYM1yrcsavNmw60+cgD8xy/ZPjCwZCDx0ucPFshFZooUrQThRISIcTrAs/MQmaN8+MYgydShvyEkoi54+YWW9dGbBhP+J53dCkHglpZYrKQqCuRwiJli1/5YsK58wllD7oJrETQyhK+7e45/s6HOph0kiOnx3j1jObExYTpxZTx0ZiR2jRXzny99rVoZseHPvwR9eVnTmTvuGv3nx+AH331CIdOr/er3pN/dbTW+DdZtMzhU5M8cbTJ3dfXedvNEaE/jLWaZsfw6pUKP/MJwVOvLvDB+5a5ddcynhYsNw1XlixWDIEKkVLnD8HQSA2NRsq//p0RbJYyNdFl36aIsaGUDz7YYdNkhyRxASU4gPcSJrn+lNIgpODTj5U4fKaC0JoLV8pcni0TlhRDgWC4YqmFhloI1ZJgqKyoVRUjVc3YMIwPp0yNdVk/2SCzK3z6yRqdVoWdGyy1sqJallRLhmqY4nkxX34uJGpLvEmQ0JMolZLiHbd1eOJlQyuStDoZjbZmpamZWSyzd2uVD97b4KVXy1xYqqKkAZJcL3skmcsgdWNJq6upt3yqpTKVUsTeDV1u393l0lyd81dX0F7GobOaT329jFDKgVvI1Q/RGsBgjSFNDJunUj78YJvxIcOeTZbJcYtNPeK0jMkUjbbEGvd3aJ0ihWHjxApHznmcXwgIdMZtext88E113nK9xWSjnLw6xLHzmkNnYuaaXR68o85910lWVkZ56ugKaRD9myeffq799ru3/sbZM0fibdsP/PkA+IULF/H8uV0n5qd/+dTxF+S2DQnvrQ3x+SeH+MyjHlcW69y1d57h4RpYnzVVy3SjyqceD/nCc20+eP8Ka0dTXjhZ5uGXh0CXqCiFlweDFkVmFZn1cr1omWvWmD1ksCLjDw6mCJFhrUFYAwOpwDwXiBAKISRSKdJEI40r+1cD2DphqXiGcmAoB1AOBJWSpFpS1MqaoapkpAZjQykTIxHrJppkLPPvPxPy1JFJto/BSDln77KkWkopl2Iq5Q6lUplASZTMNThO9yaJR7cj6EQZzUjR6hqaHeNa5io+07ND3LMv4sc/NMu/+5Tm4kqAEAZrE0xmSVKPOJF0I49WR1HtaCqhT7kUUg7KhEFCtRRz884Y30u4dWfKd7+5jVZpXgQyCGFXdwTkks4YiRCSwNcI68r3y8sKk++OxjrvTp6MQskM3/P4Fz/Y4R23TPPSKZ+p0Yxvvy8h9EosN2ssrrgtbKHVZWi0ztvva3PvPp9T5yd56GlJI24DB+We9f4vH3qp+2Sn0z36p4HN/2mA/8tf+RRHrviltHHi/Wn9mIgin9i0WTvVYvemUYzxefLFUY6eiRkrQ5QYyj5sqGUMBYpmNMTvPVwjzUBqGAkEgQZfWpSwjvXyy7VoQWrJAe9An+bfG8xxF9kSIVwZXgvhKpUKwpIl1JZQZQQeBBpC31IKBCVfUi5JyqF2AK8IhquG0VrK2HDE5GiLdZOL/OpDhk88PMXGYcV41VCrKKplRaUM5VJGtZRwddFw5mpA6Dv7LRROP0E31mxdY1gz3qXR9el0bc7ikpWmploKqZaH+e43z3H26gy/9vn1aKmxGDKTkRpLkmqiWNGJFZ1I0g4l5a6mFHiUAteKFvgpvpfh6QzPy9DSNUpImSGlddJN5CkmIfKYxe2E9WYeqOdmNJM7Lot/p+CPfnarxL37Mx680ZCkIY22x+KyTydyfpfQz3jrbTEjtZSJWoUT50c5fkFzdWmFiZGYWljilcMviOHKwvtvu2HDmdNHPtbZceD7vrkA37s+9JfrC3//1YX5vz8715VzdcvJOZ8Noz6hlqwfV4S+ZblZIulaKqHBWPC1pexnjIaCpApZHgwKTK8CVzCMqzyKVTncXmWuCJQsOKXtXiK/pLQO4NKgiyqoAk8JPG1d3lgLwkAS+pJSoCiFimpJUi1bhioZw9WU0VrE+EibTVOLHDwZ8buPrWMkDJiqGmpl4cBdklRCQyVMqZYjDp6AQ8fL7Jiwue7tl807keLW3Zadmzo8f3SYdmTpdDNaHZ2D3KMcliiFw3zHfUscOjnHc8fWgFUYkzk7bGpJE9vzk3QiTblrKYWK0DcEvkfgZwTaoHWGpw1aOTAqaZHSWYOFcBQi8hihSKdauxrQvXoCovBy9awOQri/z61il8VKM5fzj2JnS7YWyr6i0yxz6IrH/IomTjLefLNh/VRELUy4upjKq1fm/smzZsLX/vg/B+JvGsDrjZaMos5PfekLH/3bY8G0742V6XQMcbtE29dURwSjw65ZYbhsiFNDmqnew3El4twnMtBs0ENo8crZ2QVEDLzbPFPy+s9W5LrlQEFHybxiqcDTrlHAz6t/ga8IA0UpEJRLgmrJUitnDFVShqsRY0Md1k0s89yJDj/1m1NcnB5m27hhuAy1kqJSUlRCqIQZpTDB97rUuxYlFZ6ySNn/hdzDlySpT62U0E4N7cidz+Mce5J6SVFuBoRBlS1rEn76r9b5px+TPHtsCovCWJPbEFLi1BAnTkp0AkkpUoS+JPAtga8ItMHzXL5fK+sArmy++G0vdeqyKzYHuOg5OQezUbb3/W/woHCLwVkBXECd5L6XNIM0k8SJoNMVNNqWJBWM+UP4skyznXF1XnP09BV/797h//sHvvedXpp0/pH2Sn/icv6fGOBLyw3SNP3nzz3zxE8+8szFsFJt85EHWywuDbFQ94kSVw3rRoLQ9+h0LVGcOZDnPpE0LapnoldsGLx5b/Q+CPKCRVYBOwc3RTGnB3CBUi5dpvNWNE9LAt8NAAoDN5KhFFgqJUO1lFErJwxVY0ZrHdZNrPDc8Tb/9DfGOXFxlM2jLsNSLUkqZenYu2QphxnlMCHJYn7rq1WkUnj5LtJjcOsAnmYe3/O2Zb7yYkwzDmhHRb+ootlS1ANN6AcEXo3dG1N+5gcX+ce/IXjm6BTGSjJjSDOTA9w630joupWCQBB6gsB3lU1f217FViuDVC43LnPmLQAuxOo7ugrQAwWz/jPo75rFAjB5yrFon+tfubMztnS6hnYnpRsbri5AlCgWGoq5ZpcPvblDVZ0Nn3nmyf/rvvseEFG3+Q+CsPq/FuArCyex1tzRWnmidMvOiEcPlfmFzzS4/4YZ7tjlYW2Z+eUSyw2Plaai2ZF0ImfDTHK/Q9FWleUMXrC4Nf301RuBO8f26lgy/78C4IUHo6jkKSXQuaHKAVziedL5N3xBGLiZJ+XQlb1r5YRaJWa41mFiuM7B421+6qOjvHphnA0jgrHKgDQJNZXQ+VdKYUopcCOTLy+O4CmBkiZPy/WDzCyTpKli7YglTRMaSUgnsnQjQ6eb0exKSm1F6Hv4Xoinh9izIeVnfmCef/jr8Nxrk2RGkmYmJ4vMeUgSQxQYwljS9VVPgnkeeNpJNOdTsWjpJJzMgT7I4rnCXkUkhe5eDXLR20UL+dUzcxl6wE5SnLclMT3rbaOdsdyyzNYFmUi47bo6f+X6FGlHeeSFjODkM6Xa2KY7hBT8SV9/IoD/o1/6Ir/4UFLeKR7xn3gl5rotHYaCCi+cGOaFYzHX7WjynQ8ucGBTSDkcQakSWkPgCbqx6LWKFa6/tGdjtRhjXRn5jwH5GzE3q4CduwSFaxwupImSEq3FgDyB0IPAN5RCSylw+rlcSqiVY4YrHcZH6rx4qss//q8jHLkwwbphxUTFMFQSVENJOVSUS4JSaCkHRak/5rljglbXJ1Tki8xp8KIJITOCJNVUQsWd1zU5+GqNduJkigOAohkoAl/he36un4fZu9Hwcz88x9/7L/DMsUkSI0mMyZul+z2YkS8JfOPYO/emePnidlduVSjK+IMgF706UO/VI5NvAG7TK/vnADcO1MVunaSWJHcndqKMZtswswLz7Yzd2xt85MEm12/RdDojvHgiYHy0w/4tyzz+yEP+3/k7N5TTpd9u69G/8mcP8MvTZ1m3fsPwP/mFP/iV2e7KfXftgbOXJ7HGsG+TYakZcPGCz89/IuKvvW+F23Z0GCprsKCVxPdF7jnub1uuvD4AcNNvnrX53e2zhn3Dz+WY24FIyLw7J3cKOoA7Fve0YzLfA98zhH5usAoySrm8qJYihqodRqoNXjkd8Y//6wiHzk+yZlgzUTYMlaASCiolRbmkKPfYOyMMUqrlLo8f8lmph4yM9MvkOT4cCDJBkikmxxRvvqHF4y8YOrFr4OiDXBJ6ktDTeNpH6xJSGvZutPzsD8/x9/6L5ZkTkyRGk2S5AzCzuWQxBInsuQt9LdE6N2FJgdLuvqg8PnF1ArEK4G8kAFexd/H1QLnf7U6Qmf4Onab9zxTnDdCNDjQjw50HGvy19yZIJjhzqcxy3cMawWTV46lDCft2Lt539fT8ryfV7/+xixfvWdm0acufLcAvXZllZn7p7w1z7jtfPLvE224z3DOpuDzrsdyERsuwtZOx1NAcORGyZTx101hNitYu2o+Tvr01yT3JhfPP+badGciYgeDSMKD1VkejPf1YPKgBj7dSfcegVi5742mL57nG4tA3hH5GKUwphwmVMKJa7jI6VOelkxF//7+M88rZKSaHPSbLGUNlm4M7Z+9QUgoc+4dBSjmISU1EMw4QSuIVDN7T4CIHQ24QSzwqftfZBeKQkQLk3Yy27xg88CWe1ng6cNkPYdm/xfLzPzbL3/3PhmeOT5EYTZQJ4izX44kgTAyBZ/E9ga9NvntJt5vlO5q7P3lXfvE+sAsOvvrZldWXsTkhFVIzs6TGWW/TrN94EifFLuNGzk0Nw42bK5w6X2axrmm0BY182tblhYxSJcajyVefnPnOW29//kyaJv/wz5TBrT0KTG3+l//h0wcWF8/yrjsiRocytk51mBqpMrMYUm9p2pGHMTA2lDmdpzLKJefhDry+vTVOJUnidFqaG/CdUcqlDR3AV2u8HsAFFCZQMfBQiqyJzDt0im1Ya4unHLB9bXvuwdDLct2cUAojRmpthipNnjuW8g9+dZyXz04xMaSZKGUMhZZqDu5S6NKJBbhLQUbop9QqMcfOWx57qYIvJZ5ynTWDYCnYLskUqdHcf3PCjm0tzlwsMVF2kwKKVrF2N2dhrdDaQ0mbF40s122Gn/uRBf7hfzE8+eoE3aRElEni1FJOHZgCDwdyXexeJge4RKksZ3F3iZzBpegz+aotctUzyL3lBRHlzSRZHlP1rbc2Dy7772mW34NU8txhj5EaGJvSjZy7cmbZMt8ybFhjeeQVxX3Xn+DqpeBAZfNf3/zUS6cv3HPzjj99gK8szxJ1R7cszT31CzKZ/9Zjp1osrFii1PDAzS1u2t7klqkS9VaZessnSiS+NoR+iqczV6TJ3KSkOJHO6toDuSQZBHgOctMD+bVB5gCw8z/204IWqYq0oOtsUTJnbW3xtcHzDIGXOYD7KWEQUw4jRofaLDfbPHEUfu6313D49DjjObiHS5ZqSVAJRS9X7jIvxrF3/neVgog4y+h2QkLlFlkPMD2iELlMkaSpdlpeR65zJhEDADf4fobvaTxPopVCSa8HcARcv1Xwcz+2zL/+nZRnjo9xpV6jW5EMZ5Zqagk9S5BfXk+i5fclZ+9CqvQZ3L33SGTVZx9Mzw5ISVOMqnDdU0lPmliSTOTs7Sy4aeZqGJ6yRGnGzLLrnV3pCFY6GUO1Lrfub/OmmyxJFDBVs0xfbX/rCC9kD951y/914cLM+c2b1/zpAvzEqQtob/72uctn3j+iL7Bv0wRHzxumF2KOnCmza0uLB29qccfuOmsnPMZqEmNlL0XktmTlEv+JJop17ucugO76BNPc010ELGYgOrdFp/gAuJ3utgPsnQdOBbiVY26tDZ42+D17bErou7kn5TBidLTF/HKHn/2tMp9/doKF1ggTQ5KJMAd36HR3OQ8sS4GkHNicwZ32DoMYiHn0FZ/lxGcsYJUfuyhaFanCLC+E1ALNgze1ee5ETDMJGEpcm1g3NviR86r72gHcLVgPIS3kFcg9GyX/7m81+MJzHf75R6eYXhihM6wZ9gXV1FBOIUjc6GVfuYFGXhFoStELgovPWgC88I+vYvJr6g8FgxdJgqznJ7fEGcQJrisoFXRTQTuVxKmrPCepxaRu1YwOx5TLEW+5vs2bb0zZsyFAUeXSTIWjZz0Onb7EO95y/P1zs9XfarY65//UGfzLD38ZKRXN1gK+6nLTXsmGqQqnLgScnFYcORbw4okqk6Mtrt/W4padHTpduH1vwg07MqzRGOPT7rr5G93Ioxt7OeAVSc7maWZyXzcDpWH6zsBrbCbklU8h6RUulLS9ZgadW2M97ead+F6G76WEfkLgJ1RLHbRu8/ihjF//Yo2HnpokNjUma4Lx0MkSlwIs8uQqv0TO3IPsnaB1xNOvDdOONWvLNq8YXsvgRbZBkqSK0FPcsbdDahzAO4nIJ3e53HY3Mi441CJncfpldlw2Y3xY8J0PtKgGV/joFzs88doYM0mJdiippZaKtg7kOo9DlO1lUrQU+ecsSEL0M1LXMnj+CzjrxDUAz8gtBC6DEqWCKIF2ImimkpUIulFGJhKkjblxR5c793TpdAU37krYv8WwdjjEZMOcvzLMyQs+Jy9lzDfabNvYpLV0mIWlPT9x0613v7y41Dk1Nlr6nwd41LzAf/r4FxkdnTxguyf/6dJMnedPeezeMsu9Nw5TLY2itcZTMdOLPhcuBZy+NMTnnspI4pRN67psmuxSC2N++N0tbtjWplYOWG5W8LsB3djDiz1irfBSRdoDucglSsHiYnXeu2AYYfvSJNenfYCbPriV82IEXoLvJ4ReTLncxffb/PbDmn/53yY5Mz+KF4SsqQpGg4xaYKkEUMk77EuBq3aGeUHI+VeyfCdw8mShkdGKfXylnJ9mgL0LgJgi0MzcjhWnHiWvy5rhDivtKp1E5OPWXKzgeVme5lN5ulP1izO9wNU5H7/13ha37pvn5z7e5RNfnmAprdAOPCqepKadByfQ4Ku+R9zdL3oZFSkGU652FcCLBVrIxX7DRCFNXDGnaHNrJq7Frd1KCIIWd+1t8EPvaVL2YeMkbF0j6HQ9pPCxJmRuucr0XJkT532OnEl4+WzCnq119m3RPP5Sl+ro0Tdp1VlXb9RPHTl2iQN7N/7PAdyajJ/8sQ9sOXrk5Cc/8akn90TdlCOXS5z+g4z33N7gbTc1OH91DeVAsmbYUA0tja6iGWm6BFyeqXBq2pJmKQePtrnvliW+760N7toXU29V0Z1S3nyg8RJNnOZNC5kkK6SJEa8v7PQCS9uTJg7gJn9gBbizXJ6k+NpJksCPCLwO52dTfu0LFT735BhnZ0eolT1GQxgJMqqBzUvvBbhlDm7ZKwqFufYOfLdwapWIzz6tOXWhRKiEqxjKASYskm+2vztlmSRJNXs2w7tvbfLrXxqjVdbUEks3sQRxHjcog9bSZT8UAyAfGGxp3a6waVzyD76rzYGt0/yXh0Y5OzPEUlqi7WkqSlDOge5L25MqvYC8uJeDIC92yyLQhNflv10Ds3CyJIVOKqgnkpXI0u20eODAAn/lrQ0evAnGh3ySxCdOfFotjyjxaHc9mm2PZsej1dGsdDJevbzCO+5p8q7bI0o64PyspL78Gs3udb86ufGWd8bd+n9XqvyxADdZhJA+s9NPbajPH9peIuLCfI0xndFoVvnsIyEvv5ogjdvyhsqC0LdUQ5f3jBK3TXUTQSvxWO4M89tfrXLo+BL/749c5S031pHCuEv6DuiJymcFussWPZWD8mSgrCxzn3fRbS9zgGuV5QajzHXu6JQgiPB1RDOL+eVP+nz0C2u4vDiMUSVGhxSjvmXIN5Rz5i73yvcy96nk0iTPnffA7bvqZZTEnJoOaMUBI0EOGnGNpu210A14UhJNraLZuiFGBV2acZWOLygllqgAuM7yQo3KJUVhAX598JpmivGhNj/6rW3ef/8MH/1Cg1/79BgLnQodHRJqRVkLQmUJpc3ZPJcqYjBu6AP92lpiIVGK38NlhVwQ2c3y5uTYknabvOvmOf7fH2qzbV1Io13l6nxAN/JcLDY4fCh28Zgxguu3J9y4C7asKWHMMI22x+Zxj0MnE4w+vv3mm4INb7nv1vPdKCUMvjGM/1iAR52LhOXqhLHyk08efN6zXshbbpGcvKCYX85odQVZ5hEGrpsbQR5k2Dz959JEUWroxjBaEix1FCcvT/CPf02gf/Qy917XxlqZ90k6Bs4GAV7o72uMWIIisOwzt/NXODuopzKUyvC9hNCP8b2Yejfm6cOS3364xqefHKObVfF9n1FfMOwbqr6bs132++AOA0kQSIJcmrjCUJ6ZyAHue67yee6q5YkXy8SJR1Cxrwswe8TR0+DOex0nCs/TvPnWJr/7tRYnpit0QkGUCCLP4qfgJQYvNi69J12nvBSyP9yH1Tn2zEjKgWZquMPf/Y42ezdFfOLhKi8cG2K+U6GrfDxPE2pBSTp7smN093l1HjtIBhuWXy9TBvs5E+MA3kgF9QSyuM3bb5znn/1gh81rhrg6X6PeCml3vXxEnMpTxvnIj9ygBW4uTMkf5fg5QasjmVu2nL6Usm6yxczlZ73SXTd8cnp24YZ2qzX/J2bwONsuL5588fYTxx8aGi4bhkiZHG0iRIWRmp+7wWyOudxn0UvyW+c3yfIhMrGlHVkqvkFLydGzo/zi77XY+bcXWDPcdUN9hEUp10RsjOw1DdsC4ANMIoTp2z170sS43K7K8HVK6McoHVNvpTx1VPCbX6rx8EtDLNWryFJIpaQY8Sw131D2LGXfUvLJWdsxdymQhL4i9AWhT+7QMzm4DYHn9LfSESen4XI9dIWVvNl3sHDSAyKuD7IAeWokcayZqgl2buxw5GJKO/GI8hnffozL4asslyhFoQbkNZ05xeLppSEzTRh4fPjNHd5+2zKPvNzkY1+u8cKxGovNEnUZ0PI1vhL40vVvesJpcy0GAs83YvFcomTWmatiA51M0MoESTdh21iDv/XhJns3lzkzPczCcoV6y6MdKbpRv+CXJPkQolzHWwtCSECSJJZmJ2NuKWGhmYDvY7KEx598aOhdwXtu37frpi/xxwwP+mMBnnRPBQL+85PPNysVDy7NG05ezrhzd0S4RrLScgWbrHdTi0iaXonWRdSGJHFDMmsdgxWWK4uWdiJJrUHpFN+LHcClRsksN9nLnuehT955cJXLkkKeSJXlnSV5NkMmzDczHn9R8cWnqnz+iSHmGhVEGOJVPWoahjzXyVPyyGUHlHyRXzK3nOa62xcEBXsXANcpvu8WkrUJj74UcOFqifFRgSdNLyPxOnBYsAUIjSDLFJ3IY/OU4M03tfncszGtxKOTCELP4qeOxaOksLpmToPn+XWEXCVT3OUaFYyRblxbqikFER9+oMNbb13kD55s8oWnyjx+uMpcvUxH+HR8jfIUWgg8KdE5k2tBzuSWASne0+KZFcQWIiOIMkiNAZPgy5SSb4kTn/nlCtNzJRptRTeCJHFavcBHMYHM5HNaisA1SS2NliGzCffd3KFUCpieVQR2sdJN1X9+7dzFvUDnTwTwY8dfpdlsYeIV1k5VaLYCyr7TtUOVKJ+Y6vLWTlbQ22ac99cNlk+yYrSDy49WKjHr1i3y9jtWGKsIrLEolQHkLCz7TcN2Vfye57wL5jb5+AfH2EGY0I0yTlyG81cUv/fVGl96ocbcUgX8EF3zKCtJVVuqnqHkWUoehJ4Dd+i5mYTOZioHLpH/c5uD3PRA7nuuPe3MFcORcwF4Hp7sj2roTZYa2ON7GQjbL2ylmRvnvH9rxL4NLY5fLtMJBeVUECSWSJGn9kzPX+MCzSIF2dcqvTx7norMTHH/Nd3Yo1SK+L53RLz7zhUefrHF73+tzPnLIcevlIhXArLAI1IKoVQuU0T//ZqUoc278lNbHCBgwSQgMmabPh/7UoXpmxXNhubqgiLNp2alAz4VZ/ulV+Ivxuw5DLkG5nIgaTer2FizsGColeqcP38Mz//jbbTfEOCL8xdEknR+4vFHPj6uvJi1axa4Zd8QNvMolwyZEXS6Ks9dF+k96UYPpMX22NdVWV52lwIO7MzYsSli/zYLQpMZi5aucdWYDN3riF+d+3bgNjnTG4IgQ6mUNM24uij46tc1Z6ZDHjtY5vJyiTOXyxAEqIpHqCUVDRVtKGlLybME2g2ODzxyEBeXzC+VA5xcc+fg9jICz7G3rxPCMObcPBw7X8aTq9ODg0Fa4QfvdSUVmRRT3EOPfZs77Jxsc/RsSjv1qCaCSIOfuhMt1ADApRQIKVcxeU+mrHL3FQU0TZppkswj8nyGSjHf87Yu9x6oc3m5zqPPB5y95POVlypcWQzIuj6ZVGS+yo0+zuwjWL1Y+/9nwGRgM5CGpU7Ix75a4YWTin1TBl93Ub1TKFZXPtMc0O6zurnmSSrcXJbIqYPT82BszOY1i2wTAc+8cHL8R77/u3/i/KXLP79l4/o3dOF9Q4A/+dQzZFn2nS+/tly5eLXKfzylmRjPuHX3MjvXx0zULLs2CuI0oN31SFKdD8DMsyCp2xqz3ukJ7iF72jBcjZgYkXSiAN+PkCIDZVD0W6QKQcJAMOmAnaGDjCSznL0kOXJW8dWDZY6eC3jtXIlGFBBFAfg+akjjK0lZQUVbStqBOlAOsA7chW3W+cKDXJb4vsL3Zf7v2L729jJXWfQKnZ9gTczskiSyAVpL/GJbl4PpzIF9yPa3dpMHhFmeDxdoJkZjpOrSSjzaWhCkFj/pG8a0MqsqkFIMkoHs2Rmskb1agltE7ud4mXLjJ1KPdtdnzUjMpqmYm7dFdOIO33+uwdHzHl99rsSRswFnLwUkqQbfRc22cLW9TpS7zvwe4JUGFXBx0UMmGSOlDE/huoaK/lpDrr8FSeaqnd1MkGQuZrMmY8umDlO1iB3rEm7ZJVk3KplfCpleWKwcP3rwO5VSP///icEffvgrSLukvOyg2LouxZclzMUKp87EvHCsTJSkbJhssX97mwdvbHLf/hilPCol529OUk2WuWlT3ViRGdXLYWtl8mNBOmidoGSKlBkC0xd3QiCVdcIPSxpDuwNIuDCj+MRXQzqx4pXXAk5fCllo+USp72YfKw9Z0wRKUFJQlpZQQ6BND9i+cnbZwMsbnAfB7Un8XJYEPgQ+edbElcw9bfC9NK+IJpTCmLnljK8+U6XeDBgZEmhp+o0E8vUZiB7IzUBAaCRRpBgfU7z9zi5feaHDxXqFjiedTNHgpRYvB7rKxyNLmbl0IYOzTuRAGk9je1pfYjK3W2RakWaKRHkkqYenAwIvoeIn3Ls/4c59Me97U5dT05JDr/m0Y8Unvlri3IwHQtJuK7LYZb+sENgcuP1X/kuLmHYqudRyOXFP9neyxLgqZ5Q6SWKyjKCUIFWKNQkP3tzkzTfG7N+esWFc0elUabaGOTtd4dQFy+XFmAvzh8W3ve1m9ezTX0nvvPvt/2MA18piGf7lP/q6d31mF7luS5u9W0t8+Rmfw2cdmI5dKPPiGcPnnokYrUZkWcqN2zt8+IEWSQxJohirWW65LqPig8lcYdlp5wypEoRKsdKQCdPrEhYCGi3BK694LNYlpRCeP+bzh08GdBNFN9FcnfEwQpNYDyM80BoRaKRUBFJQUpZQQqhy56DKq3c6B3cOat8Dv+jL7IFb5T2aos/ensH3DYFX6G7H3r6foFTM119WfO7ZKsrXBNLm1UGusZ6+nsF7OeQ8hkkyRbfr8Z67Onz+6QafeHSIVhpSyXW4V+jwhF7TcNEtJApW7QkIuSoIdHrc5HlySeY5oGudkmWKNE1JUo2OfZRyg/RHSwl37s64Y1eMlRkffLBFN898/OGTAc8f8ykFsFCXHHrVp9GS/YIQwmlxE0MaESUeiZR5rOCGC5WClBv2dRmrJaSJIUssH3yww/XbUpLEcwNMy5o4rtCJQqKowmvnSnzhuYxKucHujYYNk5XrJ0Zrv5xm9kf/hxjcmjqIWu3C8Y/vvmV3Sz38XIVffyhl67qUhSXFcNmVqTuxoB1J2mmZhcUKUWr5wnzGVw4abJZh04zqUMRtB7pU/BST5VuYNQgyBF7P9tpf9M7HvdKSvHDYp1FXSC2IjCIyCiuUmy2hNAgFSiOki/oDJQilJZTGgVg5MHs9kOeNDro/JtnL54H73uvB7Zjd4vsGvwC5lw1cKYFOsDbm8oJPHIUEQxI/t+eqwpc+WMVcVQns+2wKds2MIk48RqqKjeMxvujSSQM6qaCk3azAQQ+JK2oNNHoI2ftZtidXBMaY1UPwM0FmXXrSyyRZlqG1QmfaFchUSpJm6MR3klBlSJWycSJDyRQhDHu3tIhtE6mg0RA8f8RjpeVig9VZr6J6W0wbk72m5HIguGN/wmgN0sTFB8KGZCb3KMUeM/PuwLB25JEkmvUTEe+5t832dRmvni7z5OFEdYOV3X/rBz9UuzpXb6ydHPrjAb6ytIRS9Z9/5oX5Bz7+xYzZZcFw4DN7Fcoh1GousR8nLm0VJcY1L6QQG0mUSlLjuaR/WuHR591W5LZkgzEGk6YYE+crPM21W5HoFlghMUVJzSpct7DO93sHaikEnhBOdkhLII3L4eZjIfwcCMWfe+BW5Efvga9lzuSu8bgAt6+LfLfNGwZs7ugz+DrD0ymelxAECZcWDB//SgW0jydFP8AccOa9zls9UO4uhoQ6Ha7IMgfy7357hz94vMNrs1VamUc5dYfSutK67ftG8jN5ej8rJwry0Q4umJUDBq+iwCTItCHVTpt7mUKpDE9lztClXHZK5elXKbO8mJa/i4wgl5ZTFcN77nG7cb9pOU9XZhqbadLUI8080lTl4/VUPllAMb/gfvfiz2mmcjt1Pr0rcsetZMZNQNg4pkhiy827G6wZS5lpXX3g5Jnpn8+y7K//dxn8uWcfRgjhN+oz3LPPp93VdGPRy0+6RtLBM3HclfRM7nlHtSHPjxeVLoiNoJNqVmKPehyQphFkEdg0z+4X26x0DF1cMp9KJSVKCDyZg1o4OeDlpqHi3QG7z3aeZsALnTfh5t0tfYDLnmwJ/BzU2gwElI61vZy9fZ0gZcyFGcF8I0RoTSBZJU96FcBCjrI6f9xzSg5o5DRTxKnHWC1i85oOx2ciOpmmm0GYCbzU9oJNlRa+EdNbQEKogdXU73h3RbMix1zofoM2JpdIBqUlmXJA18r0hgSpAtQy638tiuFB/a+LDJerXAgyo0hSnygOaXdDulFAlGgXA2RyVTW3n+nJDWiJJElEbzyd6+UFY1SvtTGKQ+rtDO3P8tVHHvGNeX2953UAP3nmHEIIutEyWzd1wJaQtsRKS9PuupO33JAaQzfOiGNXqUx63fH90xSKdJC1xfRSQzcWlNuCzCpWjOdSSka4AEUUwHZM3QO2cBU2X0CgXKDi5eAujEI9YMuiczx3y+VmogLc3ipwy/xAqwFwe0W/ZgHyPtCdq8/pU99PSEn4wtMlZudLeEMKv5AmeYA52N/4ukLPQL7aXFP06UZugu277m7x9OEujTSkrTWl1LhFm/arpP1KY5FCLX6SHJAGfdefA1NhcRV4mSDTgtQYvMyQKVeH8JQhVSpncYWUDvBSmT7YC0YfAHsf5O5npZmmG4esNKosN0O6ke6fSzqw2AZrAknvtGZ3PE0nsnS6tndaczcyLLcNQiVkNmHH+g7Li94b9uuuAvi/+ejXoBTe8/RTT95qOktoabhx9wofuK/O/HKN2aWApYZHvamotxXtjqQbu5J8mpp89EP/qJDebG76JwrEiWPIxShhpZ6CzI9PK0BdADtna19AkDO2J20fzCJXLtKuBrXszz4pgF0M+yl6El8H8CLgHAR278ry7MlAcOkl+F7MTN3w0ukSaB+dy5Me8N7IidfDt1g1yKh40IWHJM0USeJx046IseEO9eUy7VRRVuCl7neJM4vKLCoZBLizMPR+1EAluL9ziLyH0jF4pgVeEQPoDK0kWhky7dg9zWQ+CcuQKYU0WW6LcDJGmQwjM5SUPZArmfVqFZUwYaVhubJQYmGlTBQPWqCL3UX0F2BeIExyV2IUGzpdQ7Od0mhlLDVhZkUw17C874EON2z1CRTs3x3feuvt997zkz/w6acqU9/+xgC/fVcdpTvfUuo2bswaCcaE7N66wpmZBkv1Dvu3KrrRMGenh9zx2koQ5EdhZ5nqMUO/G74XOzpOyZ/2LUMd7jHzfPlgzCunQjpZkGtsD6RGCkEgcU63HNw9YBetaHKwmdj92YG76KDP2bsHcDEwMkL2Lr/Q3Jqe3g4GpMlgo4Sb75eidYIg4aEnA54+WkUGGl8KN3+75yC8ZoxFT6T0SLwXaPZZ3AWamVF0uh53Xtfh3fc2+bWHqsRZQCuVbqEXC3lwxxAGIWXOoIM/aoDJTQHuoggk3U6rINPW7SDKgT7LBJl24NaZG/eWGYMaALw2GZkSaCkxSqKsRJMihMXL2fXFk5aHnpZ0mh4jFbetXdtI0Utp9nYWV9ks5ry0OxnzK4bTs5ZOFrN3e4ewCc+frNBtlmh0Ii43ubGt429JEvPUGzJ4Fl1A+rW3nzry0Hc9vzTDofMZmUl46VLAiydCoghu2ZuwdSpm3/qYakmDgCAlr0DlN+yaBuHCNK9yNq2Ehs1rDXu2Rdy2Z4W/+5+GOH7Rc09LKJR07raStD050mPpQWDnrN0DuewDu/fn/JwarQuAy9UA90SeMmSVHPF6AWXeLDEgTdyVEJPw+4/WyGyA6lUvBwPMIrgUvczGKg1esHhvm5aYwvKQKbJMI/D48INtfusLESsmoWNCukY4d6ECleXzBVPRlyhIXu89kgOpSdEfrmTz2EoLt/sqQ6bzrI5yk7O0cl8r0we6Mu7dGIEyEqtcz61VxWnRTsOfvQw/9/ExXjw2xp51ls2TEaVQ5icyi/6sGPq9noP9nUWls921aC/lPfc12Lgm4va9MZ0IDh5PqPnLdCLNpQXN0TPZd73nHe947PDxy1+5fs/61QBPkoRAdXc0msn2C9OC6ekyzU5KakKEkVSk5fRp6K4IRn2fsSF6gzTtYO/k4IkKOXsXfZGBn1GrpIzWupR8wfXbDNvWpxyfFjm4JWUJZeXA7RdBoxxg6AFgqwE5UnztjgMsmDwHuJID8sSNTehlUgZkSa/jXtucuU2PuXWePdE6IfBiXjotOXUlxCoPJSW+NE42iUGJ0hfg12ZRWKXB+w0QRdHHFco8tq9L2LetxbMnSyTKp5MKQgleZtGpcC16wuYd8UXAKVdLld6CGpgvqAdmmfTe87ONdCE3XVygMtsDujYZygi0kRgpUSa7ZtqsRZmMzEjOXBa8fKZEI/ZZbFk8mVEpOWu1Azm9A7KKHb93dpDtD32ywJoRj/0bh9k4ZYjbTq7etcsxfr3ls7Bo6HSj7VES7Uiy5CuvY/C5uSWU7qKoc/0OQyUMqbecMUZYdwO1EgxXpdO1OsPX/YDCfcCBw54YaAJWFk9nhH5GtRQzVG1TCjscvQAXL/pgfYRyWYiytIQ5wL1VGjs3MKlBBi8Gag7OHhQDGrx/RKAekCWrhv9oi593mhfsXTQne0X2RDvt7bqCEiwJn3q0zOJiCRHonsVUXau/rw0wr+mI6U8MWO3jdifEKZJEMz4q+dCbm7x0ukaUhbSVTylzWlwL229QSG2edy+O8pauOjzA4gw4M01+nn2hh51Esmjt9LnJLEa7DItWBmMFyjgPkjamx+46N8StArjUWBRbNkTsWNPh8YWM+a5GCtelFHqu8VlLB3LxBvemALwQrjAXJ5Lj58tcXZBobfPzP11MV2/BobMdDgx3iNuLdFvd10uUZ574HFJKVuoNlPC4cXdMp6todZ3GBgeoUmColjPKYYrvmYHxuwOz63rs7bZQLfud7KUwYqTaxNo2z74WcLlRAc/Hl5KKyud26zxTUoB8QGOrXnvVNaytBuYPKlC9MWWyx+BaS3ydDwAqwO2RyxHH4J7ul+SLmdpe0RmkXOfOaxfgkw9XiaTXkydeTw8PeFAG4o836ogptubVOjzX4jnIw0zzobd1+c0vtTl8tkSiPNpS4mcm39kEMrOv1/y94faF+5y+/bgYx6EHgruBszMzDZly7K216acUlUAZtyh0/lmtEQxamgunZxz7rK2l3LavydPHG8w3hzFG0Umc975I465KpQ7MXCliNykcGSVZRieKCAP3TLFuNEW76w6pLYeC1vxpPv57i1jbX9ga4NmjV7j+urXl3/vYf9z69LFFhmtLfOj+FF+GZJlPJ/boRgop3PiFIK/mKVUMUe8/qNUAd8PRi9ax0I8ZqnRAtPiNL2p+4XfGWepU8UJNVVnXK5hLE/8NwF2AeBDYakCi9Ni6x9yyx95ai17Bp5gN4gZSFpOuTA/cuqe7Td76luZXgvJiTl3WNGMfevJkQH9fU54X4g2yKKv0cD8X3pMnRbCZuupexRPsXt/l8KmYzAR0jO9y4lK4rE0uVZw/vj9Gwy2sYoctTFDF8S6O390hVCIP8AS6J5tc8GmMJFMWnVdEVS+R4Nh71WAmVG/5ShFQrWT87e/s0Iln+egXYKZeo1XSVDwIc4AXkq4ATjHvsDhmXQmbTyRzfiJn1spc+jCBxGZoL+b999XZOhWjKhu3fu93/7Xyv/ypD7eF2OYAvrQ4y/MvNN7WMFN/7/DZw8wshyw1u6wb7/DADctUAsW+9W6bk3n6x513U4BbDGi8gQ6T/KZr5QIzpSJmljM+83jAz//WBFcbw3ilgCEPqj23X8HcBcDppf/6cqQAcwFyMQBy2Qe5lg4EWuSzQPK0YY+5c61dFHV6s1P6rO0Nam8/Yqlp+A+fqbLYCRGB5/LzcnV72uBkqDfwWa0GOi6GsasKMP3SfZpqamXN3/hAk0deqrEY+cRS05ESX4r+hNiCwRNXZBko8VBkUsDk4DbOkGVF4Z7AaIGXpw8LNjfGMbm2FmMNRilUT9aY3ud1i6WonvYdoLRhtAL/z/e28NRVPvt4h8uLNRoywFMaJVzb3eCwT2stGf0TqfundOTTcPOVsHlNTGU44v4bIzaOWd58U8Tl2QXGN4R/r7F0+Kkoav9Bj8FF+yVM5uOn59m7TrBjcpTpacvjL0V8+skWU8NtPvCmNiJf8QNZ1R4d3bgjZdemjDTtnwgg8vSVMoanX5Mcv6j5ygsjPH10iOVuhaDsU9NQ83LdPTCzYzW4VwNb5d+7FuQuwJQ9qaK07P09Dtj54tHkYB7InORgdx3+A7JEp3jKXb6f8HuPerx6pgTSQ8i+NVb1+kP7GrzYxq6d8bcK3L06wUCwmXfiZEaS5GXu/dvbfOu9DX7zSyFGB3Skn6cm815WIXoxgGPwonjWB7nTtWZgKmyfmHSeLNB5vaLo0FKmn1LMjEUbMKqw4ZpeS6HppSH7kqVYQENlyT/6noi33jrHwy/Uee1iyNFTJecrEnJAgFtMatm2Oeb6HbGbv5L/3T2hZ93i/cCbOkzWFCU9zLnLYxw8LFhqtAjmrnJ8+ihZGvclypYp0B74qWFjNSIM4PhFy+9+zePE5WFm5mocPp2fC2PzQfUWt4qNQZqM/du77F0fkaWpW302Ly8IgVCK50+GnJspY0WA8nyqZUFN05clum+O8nK21T0wD36dj01YNRa536dYzN3rB5v02FsXAaUy+c/pZ0uuvXSvk93JkzCIWa4b/vDrVRbqIYQeWkp8MTCL5VqJMqBMrq1kDkqV/jEsYsD5J3spwyTVjNQU732gzeef7rLYCoiVppPJvEZQZFP68uRaiQKOtd2PtwMglFjVD3SNdfe2CIL7AC/0t80DUNuPGbTJAT4ou0Ru05WkRlMJPd52S8Q7b+9yYbbDS6dWENe2BxlBmkh2brBct824snymegu+OC8oyxSWGmnqcWra5zNPGl676EMWcvetZfZVynQjF17ql46cwh8e3fLiiwd//KmnXyZOJX6QcHUeWl3Ftgn30NJMkdq+OT3NfSlxBt0MTk8PceSMJTNZ3tVh+o9WKPAlflniK0lJWcrKSRJfOdD1NPcAuAvW1gUjDwSSshdcil6nuVqlvweYWw0M39SDVz9r0r9y9s5dde5ylctz5wUnL4QYfITULhCWg+7BwQyKWG20GjyXciCQKoBgVwWZ/UYIZ0rSYDV7NsdsX9tl8XjJHb4qfYLMsfhgNXOQxUURaFoHckGR9TAD+lkOLDSBzmWLUoUmdyDXhYySTrI4W8YAmxc59IFFmuYGsjTVtLs+npcyNZzyvrtThMx6EZu1Rf7fuQdnF3zXRJObr/qyrd9EI4WlWupy9w0rbNzgE0hYM3KZO/fv/vF9++9+5Xved+K8VirD2s6aMDRvjzpNlhpDLDVcf+SmMQe+Ij85OJ6rGLBYzD3pJJZO6sxUkdGkpggU3AfxhCtlB8r0xhP4OXP3zVGsZt5rgsfinJ1BIPfZu5AmA8We3pEdufHqWnDnX+tBYF8L7iK4VAlfeLbKqYUSeBoh86riALjFNex97biIN5IpZsA+2z/sqfBq9APOJNZsG495151tnn+tDMYjzRQd0ffA9BeZ7WVSBCLvQ+j7NHoLzLrg0+WbZZ4CBKscm2tTsLjAKJunCnFAthI9MM89U4VDsejoL8xjuVtRK7TSqDij0zW9ZnEounucbyVJ89mVke7NTUlSSdabQNz3sVjA1yWmahmTVctyQ3Hx6iKNdvz2druzphvF53XJM4TaUtaGDeOW67Zo2l1NJ3KWWNf53D9qpHh3U/vzcRCxdQcoxYJO7DqrMyPI8i1SieKkM6cXi1Kz9wamqF41clWGZDWYdV4Je708yRlf9wtCWhcnqw0CfLXm9vIpWMWwIN0ryTvtXSrHPHtC8Qdfr9Dp+lD2nDVWDNhW3yDAHDxS5fXovsZwNcCgqwo+RTtbohmqad53f5cvPd3m4AkfKh5dI/GzfIqtAWmEs/dkRQf84LwNW7honSwZALvJ04A2H9WhLRgpUMXXhSYfBLrs588L3e6qoALPFGcISZJM4qWqd8KblCYvTl0D8FTRjT3aXU2748ZLFPPk01SQGDc/3pXxi8uSJIpubGh3LZ5yi6MbSbqRRgcypqwjkizFqDb7d7WReHS6PgsrIUsN5yKME3pdzllv7nN+HEXH0Gjn4xuExc9c6XdVwSe/lBxI/V0bRA58LXtsLFcFlrIHdnlNkNn/+9Q14Na5NHHvObjVoCQZGPGWn2FfGP99LyaJM770TJnXLpbB8xDSHVKri7M8B6qX4htp8EG5WbD2QHVj9VF9ol++L3ziRhPHmr2bUt5xd4tD50tEqU8mPTqZ+zy9QDffOQeOh2JQ7Noc1f28uMWq1ZVOY9y9LRaflrk+Hww+pejt7KkBL5csLodu0Vmets0kaU4ivSFNuTGM/D5kRpIkik6k8xOfPZptSbvrSDZN6c0cT/OBUp0oY7lpWGhY2rHBqIxbt7ewNmGxboi6KXr+0u8QVyRLsxFffrHE7z4e8613LXPzLhgZHqEUVGl1tBtvPDDDuzgirtPVLDcysDFxYsiszTunRX/McVHC7h3nN8DQuaQYLNb0ZMk1zD3I1lIO6vLBv6cAdgHu3GI6wOCrBnLmZ0jqHsj74NYqJfATjl4QfOXpEu2OBxWd23dzedJjcPs6YIvX0fdqs1VPg9trzv/sGaEcextddPtoajXJO+6O+PzjXQ6dDUB5RELSMQKd9aWKyHINnrO26GldF2SSe2H6loGc1a0hs+7e2sGFJh2olXLFIG2cFs9M/hxzJk+NRRuLzqxLz0qJSotJv4XVdvCMzv4ulqZufFu96TG7KFlqGDqRO7AsS/sjJQqCbXUtHZNRHu5w/+4m77wjY26xzB898hwXF48Tein6X/2OQmvBSkMTdwImfZ8XDld59pDlW++17N+SUgqzAb9EcZ5ODvhUMLtkmZ530/6lcBKh4KdVpy6IgRx2cfrZNaV29UagHgB2//vXApv+UPfcpKWU6QWXqjcy2PR0d7EAHKCvvVzXTmpTHnqqxBNHy+7EKumcg34uu6Tg9eX5VVmMbyBRBiyzZhDcgw5D2+/2cXpc0+14vOm6Nu+6p82rF0LSzMNKTddoJ1UGgtyiwklWLK0BJrf2dTLFWic7lLVYOVBdVQVb56lM1c+RK9PX6lnmnm2mLJlybKvyZ6KlzaWlvOYQ2rzqmh/qq5TF82IuzEjml7L8DFV6x0z2K6+WzMLerfDeewOMqdCoQzWIuH//IlHacDWY23bGCCmIuhndTZLQU2gFlRKsn0wYqnQIg8RtJ0W+M2cCT1tCP+Xrhwwvn68yVfEciORqUPcmPA0cyFoAVA6cMFBo6zcCdu/f6+XD6TkLlbQ9idOfCd4/4UEPyBOX5y6kSNaTKNeCWynn+37lvOSTj1YAH6RGiL48KR7SN6permrAfR3A+n6L1UEmvalXq0v3eTYi01ir+fCDHb76TJcXzriKamoUbeFYXA5KlXzi54BA6fnDDba3qLTMbbQyL/bkksTpbEMmBcrkz8Pkz8+4+1/MMtEKVOZK/WkmemOstYRU2vy52j7AB44wLEZfV8KETWsW+cLBgGdPDuXHt7jfYNCpKoWbRnbhiuYzj2jKYW6HVh4q1KA8sBZ9++6mS/SrmNBvu6ZQo9DaUC1FlEsdfC8ZOKa56C4TvHJKMbdi+dzzQzQiN3rY14PgGzinctUpAoOHRA2eMPB6OVJ835310we3kvRuXvF173vF8PsC4AWT6/xM9QLk+prgckCaeF5CYlIeO1jiyGmXOUF66Nz3rQUDBZ7+UXw9i6wodPAbdPQMShRw1T9rVzP4YDtXJslUweKKONbs397lTbc7Fu9kHlYoIuHREQKVDewmmc0V+YApbkCuoPKcuCpkSm7CkvlweykweexTTMvqPaM3ALp770s3pYQDtxT5Myqk6uBc8uLkZef9KYWWd929RDOOuLoS8PKpACGKEz6KCqcg1JKFluDMfIynQNiMLDOMjI9QrnqYLEO/eNwHofKG4JRmLFnquLMr3TmTAUIG+a5mnZEldxc+fqjE9HxIHJVZWyXPRoCfNxoUWlsOgFsN/lkNfu/17C0HGVteA+7ezekDuwC1uhbgq+SIA3eRLVl9JWidolSCrxNOXRV87MtVosRlThAKLZxzsAduSa+4snq02bV1+jfS3wNXweKGnoGpAFQB+qIZIk49ykHC976zzUNPlDlx2QOpMJmkI7T7XAZkJnqlnaJa2P/ZDsRYgS1ALt33lXTf6zG5tEjlPoOUAiMGgC77QJc5i2dZv06hsnxHV6KnxXsAVxaV5Q0p1iUpkkTSaJW5/0DGnXsbTC+u8MQhz9mBe5VNsMh8uq5ECDeDp9XWtNqackUQBHmg/MEPfO/U8RMn/59nnnuWRnsNxy4Izs8a2pFL5BsKNnHd8YV/GNwHCzVMDVlqgaHs55Oi8v7HXmld0juzUg4A+vXvDLD2akDLVaCmxwSFN1zKNwJ4/2z2waNM3khzewNFHa0TYpvy2UcrvHIydO0+QiMH29KulSdc8/4NjFarUL4K3EVOfOCMeDMQ5GWKTGV5060i7nrctKPDBx5s8Yu/HdAxrkE7MZK2kDmLF6arvGyP6EO8R4Y2t84OHAeYs7nKwW2kSz2afKSy+7PosXtm+s8syxwpyWyQwfNdRYIqpMsAo2e5qcv2XHqQZYpaucTWiZSdb3d1meJepL3qZuFll7QjnwtXAl47K4jSlL3b9v4/6zfu/BH9ya9cHF5YXHpnFl9i41rF8Qtj7N/guag2nxLbPwquqGTmMqVo/NUQ6P4gnaIPshdMFqAVOVMr+l9LcY1U6R8BKAfkR39bWy1JeseW9JogigmsBdhNj7mVsj0p4uyvfbArlfZGJPg64cRlye8+Usnb6Fxw6QkXXBbsLcR/P8DsvRfIH+hTtQNgX+UsHAgye/MLbV+uGKnIlMYazXe8ucPnHuty7JJ23g6jSYToS5Uc1iLL0xUFkw98BpMHnL18fNHGJguQu/uc5ZNyC4BmxXMtgsvieRYgL/6ZoMfoPWmaL5YijZsam09jcImLbqSpt3y0cnZsS96QnPbPcyoOOEsyCVZSLjW4stJirNZhz+ZN7xwbFcN6qBKRxYZzVyc40/HYssajVpZIUTR95gchxZn7OjEkKb1KkhCi5xXxBjpp+rlriZCvlyJSDGxjg2BepdlzxhZ9t961wF613fWOL7G9ALPXP6hNzuhZr+DQA3eRGpROg6cy44+eqnDsVOi0t9AIId3vmXfQFAvx9fr7mszJQMFnlUQZ9KMMyhUzyNx9BrfXmLCyzGnxvTu6vOeeNmd+NyTOEhAaIySRUA5Yq0YBOSbvtcvlbF38bCXz7EkeYMqcvbMBn40a+J7MZYoLQO0qwpLZ6qSCzK59xiLfgfOsWmpJtRu4GSeyt+MW99EdfS7cCInITXfoxuRN7243HaqW2TYVkGZdpmcE7ThC37ijSafVZNdYA8+rkiRu240SRaurabQkzbai2dG0OoZ2NyOOs95hnvS06GAe+/Vaug/sXIaIQYbupxBlT1MPHAko+npb9v48CHSTf23y/7Z/To8DesHg17K2u7R0zK10gu/HnLmq+E+frdGVOStK1yvqiYGg9trsyQBTrzq/k2/wutYfXrBpD+yDeej+sB4330TlbK4JMsVff3+LzzxW5swVN0MGoUiFoINEUTgLV+e/+0Ud2wswC/aWkjywpAfuTIiB51E8M9tnbSnyrEj+tXiDnbsXf/WBng4APU4EWrtR0e5Zq56DNclHSLS7glbH0OykNNuGZsfQjtx5nEI4b1RsBE0/YN1UiD53uUbSbbM0n3BpcY6dGyz7t0GSBoQ6YKVRZm4pZKGuWW4o6i1JJ5K9MREweHS27GtslbP0NZmTQWCvfrervnY30Q78uQ9o9z3zOhbvn7JWROU5sHtn9riRBqtz32kuTxK0SmhEhl/7fI3Lc4GTJsIFl0rQn3tSyBPyDpZB3T0w5Udci+Q30uD0gVZIlT7I6RmxirFngyasLDdirZ+I+eFva/Jzv+lRj4uBSZIUJ1WEsAOfxeLZwn3tvmewfYALkNY1/Rbsa3qpvFy2CBeLyUJ6DABd5vJFyjzIlasxIMQ13xMDLK9AJX2NXrC3se7ktnbX0milrDRSlpsZcyuWxY5B+a5B/ubtLbZtzDh1vsb2ccvmNRaNSKm34eCrI0zPexw8YmjElrUTTd5yS537r28wOjTM5fkqvhcA7uCjJJXYAYCLHoj7QeVg+1YPzEV+vGBiuZq5B98H00myZ+y/No9ajGowq0Auc5Ar5aSJY/Mc3APVSpVfWqboIOVTD4X86idrRFlua5QaKWSeObmmuDNojx2Q2dc2OvwxMSYDMV9+VIvt1Rv612AzhEQZSWYl0roSfqhTfvSDLU6e9/noH3mgEpcZQxAJTX+idz/Q7HXOWIsqCjjSOgBbB+LilAVZPM/es7O9XVsaO0BauUwRLuuihB1gbdHHhBD5qcr9Pw/WSXp46tekSFJotDPmlxJmlgwXlyAWMfff2OCtN2WsGSkRRUNYIxkLDNVKRkaGPrCtRWuyyahKmFuu0mwbZhYtxy76/Mqna1xZnOH73jbLhqmYTneM+aUyWsncCdYH7yCgi1+4Z91cVfixq0A+yM6OdVfLksEiQC9zMQD2VUDvdRvZnkRxE5lMbwTZtfLESRSX915ahs88UmY59vpzWoREFV07ot898w2LOwP03berfuNXH+j9mSX9sQ7XelTkgA5XqMxgpGPxIS/j/W9p87knSyw2ZS8osEbQRfWWmcUOHK6bt6JZixFuCm3R8JC9rlCX33cj+nJyIBZRwrF7DwPG5tKk30ZXsHKv0ir7tuJ+MXDwa3rzU9wwKVhuG84tZbSyiO9/xwrffleZi1cnef6Ix9VFSbNtuTDbZv/1grVToC/OhDTqIfMrMDZaZ2oiY3w0JAxK7NygGQp8PvZwi2YrwydFkbnRC7rv3huUGr3tuwiuVnmU+zel14E+cDZjkQZ8Hah7AGY1qHNH2ipWL87tGTiYSsprgkrpQK1z5lYyRZdTHvp6iYOHQ4zItbdwo+PcqLjX21FXg1xcA/Q/hsPtqreBlB29DvW+Bi9Gcbx+SJAr4zuAK51yx/6Id9/e4eMPee6BuJN1HJP38in9Yo/Jwa1sngTIZxf2yMpcQ0hiNagLVl8NdtfdP5gRK3pF3fMqHJd2YMe7FvjXpI9zV+loTXHH9Rn33D5Pu1un1RjlawcnabQVp2YiFtsJnoSJUcP2tZLJCY1eanrML3m8eEITZW4oy8SQYu2Y4oFbOii/y4/8wiTtlWGu3yzYsyllpOb3BuZ4enVQWGwrcuCZDnaZ9G6SYgCYXCMvvgFjFwdOCXrALjr3Bw+kEoXLTw7YM+Xqaamqlxp0hqozFxUfe6jCTMvPq5YFwEVv3skqz3UOl8H89zd8DQaU9LMmg5ZZKFrIbN8jzupgs59hke70hl5mxTUor6lkfP+7mzx1OODMnHSDGo1jcmM9IisgK6qmriJblMCNsa6AI/oMXNh/V+3CgyAfAH9R9FotQwv5KHpmNClW72xFnn4w+zSYYXMDmlyHVrUs2LtVcf0OyVLb8GP/1sPPDNdvtezdJBgdFXjK0GykrB1NGKom6LMzKVdnM87PanasrTA+DBsmDddtXyHKlvnkUwFpNMx1GwVrRgSe50YvhD6EgRuYU+QyHWvbgZnQq42avRXcGxxprwkOX8/cqsfYBjEA7t7Xwgwwqu31gRb/TY/BiyMGZR/YKpcmUWb4ld8f4omXSvlKzeePS4kSbtCnawczq8xjq3zff4xk+Ubgt2/wdZ/JYbDj/lorq2Ny5TppjCHLNFmacd/NMT/yHQ1+6lc0UZoXFPJPYdBEwi3LrJhPaPPYQoq+3dbm6cUCqKzeiXtJhVVgH9zF+wGqHHzeb1ArsHb1nRAUi0PkqWdLaF1bXpQIZhYCtBxn8zrB++5r8vmnNC+crrI/lmRRwNiIZPPkIjs2dChXO+g9GyVrqpJ1Ycp12xqEfkKl0ma2HvHvP1VlZr7KjnFYOwKjQ67Du1IWVEuGUmAIPFcKV6rP3j1nWm9mRp/VxSpGzoNDNQjyvp1SvYEUKVi7fxWdK/0/S9nvGFkN8rTP3IU0CVIeed7nc4+XiSINpRzcQiGQvY6d3oLKO8ZXVS55PaD/O9L7DRl9tbNvsMdxwGlYZLWvDUSNOyGiVEp5/5s6PPxEia8+r0Glzuti3CcyQhORVyEN+NaSCZEHlrbP2MXzyuwq1pVi9f1QQqxi7t6OPPi1XL0LiAFA912U7he3FFVvm4+8dt5yLCil8ZRCyhJCjvLW/397/x1n2XlW+aPfN+x8UsWuqs5B3S21pG7lHGyDI07YhhmGdAcTB4bh95sxGIYwDDDADEMa2xhsY6wx4CQkZ0m2lS1ZwYotqbvVOYeKJ+58/3j3PudUS842Nty7Pzqq0FWnTlj72U9Yz1oXLnHumnn+8mMhD+0PqB3T+JZk/bSmLQPGRgN0t6dZbGkOz6U41XkeekrxzOEKvlUj7lmsrQsmGpJGVRc3qPopgZfhOcYM1dIpWmYgBxEmLdaL+kqiDF3eyuhdtvL60XbQux4ANC8ub0P2gaUGdfli9YFXnAjlv8mzpH7lUN9bJWgrYbEJn77fZfcJG+yBHjnCDLvKqaVicIleBu6haHQ2rMXwt14U8WIoZA/QXqYqZ6cp/fF9X3RnUHRm0qQqcaTZPBXz6mu7PPyczVJYPInyAcicPNNESDIBiRCmQ5QXReEwuIdO3rIVOlxjlelaORcYZorKUuZhuN7qA7w42YqiuvRWTfvDQzMttnSOY4lC3LXUY9GFQH7AilGLsbrHr/2bHo4zx56jKQ8+bTE9YtOo5ASuQF+57QwLi6dZnO/wkduncCTMBMafpjIuqQaSaqCpBYJakFP1Myp+QuCmeI5x+bV1glJZUe0Ks1cXacLYrCGV3BVB0SkpFa+K8fmgGBxMHsuoO1BOLfPdsnuTnw2VIj2CUqNa9tOVQtZXGQsOWUws0zzjps/4/M0tVXIGeXfZR1YCdLGL/sLLbHlinXUbSlu+rvA9dMUb3vIpozi5eEEunpU98bzUOTHgzmVKmiqkSvmZ17fZe0zxN7dI4rR4UNnwi6VJhCAVgriIxP0TuXgtzY+KQs4+74NeUf78kEakKMl1xTBMCBJZMkuHW4mDCJ7l9GWSS++ftM9zMlrwbmHSa8wWYqIkoxdpOqFkse1Sm7WpBgaL07WEN18f84n7O9z7dMTYaIi+/6k6S4sJ7aUGr7hEY2thBjmp0c32HQi8nMBLqfgpgRsTeMXNjXCdCEtHaG00odNU0e65LDZ9stzp93RFCZKhSF2OzFUf7Gkf3KoQW5ciW5aWlNG6bK3l5ZJhH+kDkJvInxUtxxQph1ITK+X5E4pb7/FptzR4ZdNe9YvLsqhUQxHsxZYZviKoXySV6WP7bD7KUDQvgT4oRofUo3Je2D4ciuCZzEgSRSWIef31XW6732PvcTWojEsdoCwHocmFIClu5WOleG1F/7Hkg+dLGeHNhFKLQt66v+UkhtTIjI5KqgYnQzkoMsGw6G+HktNtwVKUkWYpAoFWCkdJqhZUHai6ZmLZ6SW0uinNtmLOVXiOxLY0aabohTa2lVN1LLZvdhgb1+h6xYFM0xiJqAYZjlJIPAAsK8V3UjwnxXMTfCem4kXUqz2UChH0ODaXcfiMkWUQSpKnCZO1lMC2IHeL1GRQKA5v0QyIUOkA4GUhWERcKVOkMEZQUuYFD0YUJ45cJl4zHBYHKU15JSjv1/yNMIbPPeRy52MuOAojvl9EbwzNdFjQx6x/ZV8B1GIAgCHwf6PHcHelBNkyKm2pHDWsEosYaiOadEUKRRqmvPSiiJde0eXIpxVhNvSgMsy40rw7hgwuxPITrt/mKTQkMLLGJMUJYpleuxDSLFpI43XvSHBS0VdOsBTorAR+uS1URnLzenXjnNGRFuc1WpAnhhqrFYdPOxw/7TPXs/CamrqfU3Nz/HZO4CS4dorngKWkCWyqsJjRPeJMkeGhX3XD5OLnv7h424dvc1631LLZuEJx3YWwbqZtFh7cGMeOcW0TrcM45vhCyjMHBE/ttbn/WZ9Hn6/gaI2rFZbKedn2Lm+8xsbRNkIYiqqUQ1vsfTHLctEg6feoLW3adqUmoElPMvYckSy0BOetS6kGuSmqCvNZ48NZFF9DV2ETvQcAl8K4hQk74/5HXP7ob6ukmeq/WVDap4hlOWaZkvSj+FnR7KsD+mtDfbgQL+PlIG0pcu/hqH9Wr/yFqYuhlNoq49d+ssXuwxb3PizJ7OJJlSDv28aYbS2GYrbRc0vNtm9qtG5cL+OCjQkLbcmewxZISS40qdSkShNamo6S2FIaG8dM4KZG0MlQcE3hWKY7pa3M1lrG62+IuXFHoUNoRTh2yON7c760y+LJPR47DwYcmXU5tGDh2xJfmzQ6cKDmZKxbIbj6AsmaqYQoUfSs4LaT7XWL+uMf/+QpIcXv/8hLvNfFUY/J0R6+F+J5bXJCPvmQNHYZKsV1Mo7NWdz3ZIMDJz0W5j1sW7EiEFSsjIoNFRfC1gg791psWJlR9WOzSVOw++y+mHyKpeO+cpSlYzwnRqqYxVbG80cFDz2ryYVGKcHtDzocO6l45bUhK0YS1k3FvOSiEN+RRIkmS/Vy+++zAV6AW8qMw2cUf31rwMFjFniDnNuA3LTVTD6aLwfyst7tWdF6uO//TUTvwbCnBBnLatDlcmvDK1wDMc3BzeTlSSxZN53wM69vs/+g5tC8WC5VSG5O6jwb6tsBFOJNaUzVjnjJxR3WTsVMjqS8+tqIoycVtz1oGQUsoXj4GZfnjzosNF0SadO1LUKl6WUST0FQTE3zgs0oi5xdK6i4gnUzLp7y2H80ouJH+G6M50RsW9Pj0s09ziy2OXSqyf1P2xyZtbBto6gQJZq7v+wxF1mEJyyOzWnGah6eHyD1wd/P8/2ndJp1IZMo1QNniVaccO+zimcOOUSpx8PP2HRjQZJLM2VConKFbwvWTeRU7AzfzvFt8F1B1VeMNxS2ZawFs4I3rtRACs2x4sKxLMLWMZ4bYjsRh0/mfPYhi9sfCDhw0uGJAy65MHuQWaogg8cOZ4g8ZtVIj9dd1eRnf7DJ+esjeiEmTJQ5+XCKIgY2eIkNH/hEwMfv8sjdwUh7mRe7eOHU8gURezh09wGfIwboOWua+ZWBPXxqDJh++dAAqPw50f+V/hWrNBwYAneWS2QuyVHkvYw33tjl2f2aP36vJrIFDMkLm0OeNVY15P8L1rf5mTct8borI1Y0BHmmkVpx/mrBy3ZERdqZ8tT+FgdPSW5/0OPTX6pw5IRPZrt0bZs404bemxcMGGFa83k+iOJhJDh0UtMNFfWqReAl+E7C/JKH58ZU/Yhz10ScuyZBFBYpWS7oRTHXn5sSZYLdhyRP7LHpCQslbBytjdbLodMOlpbMLgie3JPTDQXdyMhBKCnZMpnTi3LakVmA0AJcK8fVWeH3LvAcgedIfFdSCTS1isZ382LKmQ/SEsukH44V4VgRth3i2iGzzYSPfMrhUw/4PPFcwKklD5QNtkXp4Gu5Bi5muzrj8FzEX33cZmoqZeuaJkqWHYUSdMvBLaVh/9/1sMv7P+3RS4ZSE1H2DgbpyWA89JWZ8AAAXmBJREFUMpRbl0OdoSXeb7Tv/eL4Horayz4f/MzZLUM4O5pLZF+OzRSexqFO4uqEn3x1lweftPn8Y5559HLoD4ihv1s0pZWKee01bX7uB0KS2KPTdUhSTZqZ96FPaJMJ29bGXLQp5poLmrzh+g6f+aLHh++ucWIxILFcmrlDWvzBcghkpaJYpqHQNzGrZ2FsUfEVvqPxXAvPSVlqJX2HaSWNmFCnZ9GLNNONHEulrKynXLEF2t2cAydC2mGBvbueLAqkTFOxAiZrqi8tLIV5EGcWY46fSYmLNSTjFGysKBxb4jqyALim4ktqQU7gZnh2usz62rViHDvCtUM8u4vt97jnCcUfvm+ER/ZUWOz55MpBVDWWVIW7WqFSVaaOuSDMJC1LETZzPn5XwKuv7LJ9g6nIhy7opl1YWNtJldPqKX7/vVX2H7XJtRikJgxF8rNAPTyGPztV+YrHst74t+Hoo7t0MB6K6rk4a/1NDBXeJpqLRLJhJuG//lSLB/+zTas79KTK1kqp8iqARHDhxoTX3xiRph7zS1V6kWNEL4tzr8/1USk6NApggRvxku0RV5zb4jU3dvnD99W567EamZvSzj1yzPBMCjP7sBPoxTmdXopW5nnEiaQXKXxX4PcUrpPh2LrvNK1VTpxIjp5yODUvSVLT0TFmBjmBF3PhhhjPjY1+y+uuWYGUim63Sad9gvG6xtEWOTmOleK7EftOLHLLF+r4jsC1C2/3IXC7tsJ1JL4rqHg5Fc/0yn03wXMSPMfkVI4d4jk9/KDDqcWId33Q5x/urHP0VIVUegjPwlWmgPBKn55iB7KclIER/1wIJUdDi0vOT1k7IYgiy7yZ5ZBHFMDGtCKjVPKOmwMef84mF8OAPqslUkZwMYjSL7q48FVB/I2he3m78IX/9oL7E8t/Lx+wYpZ1lYbzcbKUHVsifuFNbf7sQxWipBxJDrdXilTNEuw75fLgUy6bpzTNVoV2zyEtpqFCDNialhr4F0WJjaVjXCfkunMjNr5tng/d1eVdHx3l6EJKx/MBbVqwciDlZ+zIUyMclBo9wl4k6Trg2QLHkbh2jmunuHaGbcc8sGuB/Yd9Ko6hjuSAayfUqzErm1PUqjWSNEFfcc0rqVcDHnhkJx/7xK28+YYOF27MWOpkdKOI2x4V3PNEDZ1JGi4E7gDUA4ALPAd8N8N3M9MzL3rlvhvhuRGuE1LxuyjV4Z4vZ7zr4w3ueLhBJw0QjoOrFIESeDrH01lhQrXc5aEcKiBy/K5g1WTCqy7LcS2fbqiKF950S8qRiZAZws25+0s2f/vRgKXOcNdEDiLXWfj5RiCan/3L36aj7PW/0DXthX9sWSdmyDcnzyQZxpSq7mX81JvbfPkZi889qMArwn55WZJFu1RJFkOHT30Jzl+b48gara5x1SvpFLrYb7WGZKbNR02cWNhWxPRYj196Y8i5a0/yjltD7nsqo92rINDLUz+MWkNaOGXHcUYUKXqhpOtI3BBcO8dzBBU/ZdKNectL2tzzdIvbvlSlG9p02oodm0Ku2dji4steydTKHURhC71+OqVSyTi9KmL9dEKS5Tx5cImbbrc5NhcwO+cyU1eMjwjqFUXgSTynALctcJ3yjxtuiu8mBG6CXwyCfC/Ed3tUgw5adbj1fsWvv3OCA6er4Pto26aiBYHO8VWGowda4UYM/ywrbiWwLMGqCcX5mzzWTYwxu9BDFx0Zoelr3gmRgcrZdcDiXR8J2DtbqHKKQb69LIsWgyLuWzm+aYznX+Prr/ELw5OAMqqbm1lzE0nChtGEn39Lm4MnNc8fdcjLiXBhxCuUha0kgaM5dHScW++SbFtvG7Pc0jSgLzmtBo4YljJGXZYiSRMjt50qXEvzqqu7XLh5ll97V8Kt96a0OlUyzzbWKWSFN1AB7jQljDO8KMOxTbpisAZhZKy+hXCZGW/woy9Z4PsumeXEfMoHbq+D9Hn+qM3YWo2q2nS7Nnp2waEdukSRxdZVMU8dUNx8zwry1GK8Iti+CuqBpBYoAt9MjlxH4No5jp3j2gbYpuleDISKNo/vhlT9Lr7f4eRCyN1PaH77PeMcmqsjKy6uVlQ1BNoo3Dp6yOVBGxGhckvf1gLHMsatvqNo1DQj1YwzCzUEkorfM90PmRbE+hxtZ5xckvz+e6rceqdPXspfDefeLwab/Czo5F8da9+2oH12JvKV7niI+iC+xs/mQ5E8zRVKZ7zhxi5LXcmv/qni1JIyKzwFyLWU1HXOmJsxWYH5Rcn+o4JGTRG40rznVoZlDyzOHUthJSmxpbCHwJ0Ufp9JpplpdPnjn13Cs1LueTzm8Gyd065LlEmiNCNOy7G9GcuHUY5jZ7hRhm0LHEvRdSTdSNANLdrdKqcXXMbrIefNdPj9nwy5+Z4uj+1yudGyWTkqaLYEOkolNs7JKOGOM63x7z9+MmTbjE1g5/ieouJJPNcUka4Njg2OneFYmXkAdobrpEV+ZHrZbgHueq1DmnZ5+mDGH32gxl1PNZjvVLECm0BLqjozDg+W4R0YjnneB7atBVYhReHYEseSuI65itQr4FgZWWq4L0miyKzCpqNoS0Z5zqce8PnCwx65KME9vP7+ggG6+U+USwb5MrC/APQvhvpvNfyfjfm+DYm58zKbGDz0vM+mfLHzpF9sYk7nNBFYKuH7Luvxmqu7fPA2TZRmJQHFdMmkqX+UhChOWWqbPxbHEs+FyFY4yYAIlSSmLktSSZJIkjTt64IbZVwzeJqsd/mfP9/l3qdD/vgDIc8caTC7GNALNJ0UaklGEOd4UW5y7kjQtbKi3kuxu5KWrVi0BXNLksB1OObbVPwAz06ZqrW4YluFwMvuqNfsk2kq0JvP2cwTD//twTUT9v/ZNz7x/fOPH2B6xGfFiKIWCHzXRGqt076oTukp6TgprpXgOAmuneDaBti1oIfWXZ7Yn/GJL1rc+UiNR3Y3SLWH5ysqGio6wyu8eWyLIjWhuBSWH0064lgSx1a4tjnZTCFrznAp82VtNDALySkpn7zH4Y//tsbROacYxxd98uECszgh+ogteqwpJvMdXgDu4zcfEtB5UYznfDuT8WWgHjrdxHCPXpwN9MEDzgrxiDw3e5BRT7BqJOFX/32TpZ7i4/dr4izrR/L+sm+WE8bQ7qZIIchyZfw7S21uW+IkBthxkpGkGYmWJJkBurFgKSwRC23Fiq95zZVdZkbn+MKXO3zivhoP7avT6Xk0XUXNgYqVE0QZrpXjWIXFuhZGRFWmfY14x5J4rqAaaFaMCmpBiA7W8tzB3v/ZdeCOgz/7kz9iPHpm56HZFtgqY/NKydSYZMvaiNFqiO9GKJnTDTXtnibPBUoZRzLHjnFs41/jOyH1apeUkJ37cj71JZtP3l/lmSNVosTH8TVVS1DRxr7EtUw6UqYl1hCoTZvSkL3sAtyOLU2/3c0J3HyIqjvERBSmbWXbCUfmBX/78Sq793sQDPNMinewT7Qvx4UFnHNJLgyrLT2butrfhP/2Hl9PUTucigyGT2dz47Ohj8NnXNldkcapR2ZEoWDL2piffH2TR3baHJyzQKdkuVVY1Ajj4BHldLUBFsVrUFqIJJmhsaZZTmIVoj3Fx9QacosrPD9L8VAntNm+ocf560NedeVpPvHFJp98oMrTe6sca3n4gaZiKwN0y6REtjaU3Bxo9gSdyLzvni0Zq+RsWS0IgoCxKYdVjYw4Me+SBqiObkdpjxU9yQ32ASZGD3P/0zlzbdOikSJn+7qUTdMu7Z6FVoWpqxNS8Xso1aMXRXzoLs0zhz3ueKjK80cqtBMHx9GMeAJfg190RwywBy7D9pDcm9OP3BLHlgXAy05NjufmeF6G55q0yLKGF4kTLBWz2Er5i3+scM8TFfCN+iroIjQVPIuyM5Gnw/AxAM8lSQ4poq/AevZV4p/9GDLcHfT5y5W94QWPtE9NKLW3cyDPBsQ0keWkUpG3JddfEPNL/3aJ3/s7i4XIJlE2vUz0aaxhDFZkOiflkNjYbSvDZExFYW0jCu1u0deP77s2p5I0TUnTgj+UaMLIwnNctqwK2fimiB+48gyfe2iJZ4843PqlGqdaAQvCwXclNds0ISyd0+wJ1qxuc/X6HkrmeHZGu5Vz7xMBjSDg5y9Zx0uu3kaz1RsA3K9Mcd6W6c/999vv+qOTJ6q/KvOch3crFloS35FUPPBljw1TGb4bma6I3yEXPZ45mPHuTwTsOznC3sM+rcglSi18SzLpG8NPR2V97/mBbbbZL+inIloUEdvs4RlwKxxbmPU4Oy8AnuE7ZtnCtRMcKzFjfx1jWzG5jvibmz3ee3ODVu6B7fa34807lJpRdBYPzLLyoh8s836LLc2N6dawdvdXvQ2D8Svl519PiB76+sWGTQM9xHxoLzXr896VHDAwwaQn5R6nkV429yRlRpoqXEfw1jd2OLWg+ct/tOkmDh1l000FdiKw4ryv/2gktOlv/Q80WkTRCZGFxz19oaJ+JM8KKxOdEscKy9KEkU276+LYMetXxLz1tTG9qMtPvrLD/pOSd3+yxlP7a3R6Pr6radjm+W6dsXn9ZYKKl+B7EYstwZoJSSUQrKgd+6PxqTd/biw6PgD4tq0zvOev/kdnpi4PTPoeSdzk1KxmRcVmtCYZqSkqjker02RmYp7AX+TJfQkfuqfCZ+8b4WjTR0oLT0nqDsaKW2XGY74gwJf97LLtZysTsS1L4AwB3LKKqF2A2ynAXbYiDbgNVdKxi9G/HeNYIZ7T5emD8I931mhmFXA9hDJ2f8WgjDg1bwZ5jEhTZJaYCCflUO4syYUkycUgkucDXvTZ4P3Wo/qyJvaACtAncw2WmymZjeV20zLlgELjRcVIlRVrg5ootvvb92mqjb62NAS6LFcEnuCHb+xwx5daPLHfJlSKplTYUhrF4Nj8LfN4sv7jzPsyF7LQUCm9Pg3QswLoJlXJSLQgsSRxorBiXdCjM3TPNamlTrGthG1rI7ZvCLn+wnk++cUmH7u7wiN7x8hyj40jELYcHnkmYKwGY42EXhzzzIGc0WrAUqdz4P5H/6Dz67/2GwOAA7z+dS/Fdz1uv+cubvnsCcYbDqsnNfWKoFFNmR7vMl5v0ouX+JObbD545zTtbhVfK2Yq4Fk5dmEXMiwrXNJOS/vtvuFUkWtbZbdEmy6JZUlsW+JYoujaFBW1neG5RcfGSYtujenYOHaI7/d49lDGz/+vUZ7eXyf3fCxl4WvwVI4WRkW1kwiWIonME1aPdbhgc5cshyf3uBw67RhOgJCQKRKhiIXAkflyEhQvnq68IJJ/HcXmi01Il3VNyiUPsTwtGchlDMCtVYxlRxw9A0/ssclzuGBzwoqqUaUNQ5c40WSYfFbrhCyVkAvOW9fhnf95jp/+n4qnD2pa0sdRAisSQ5z4kpCcLaf05oXlSk5/RXEg+ZwVADdpS5yWOwA5UuqBMoLIkYUisG2l2FaM50b8yEu7vOGaRf7x7i7vvGUFJ5sVdh1JaXYyaoGiXtGsnpJcuH6O2uR5bD3vZURRFzgL4K1oilT5RNE4F6y1mJ7skeYZG6djRqopjtPi0d0hf/PZGo/uGUNkLqtrhk1Y5tNaDfjTy1ifBTNPS1H455iI3Y/a2hSTlh6A27HM1n4JbtNvN6tJnl2AuyBuBV6XWPb4609XeXJ3g9QJcC2bms4JCqNZXU5AY0FKzquuXuKnXjHPdTsilM74+8+6/Lf31DlwquyyaLJcEheb52XbMGOoPu0DPe+z+77hY5hmezY9QCz/ueUFZUl2KpiSKsZ2Yw6eFvy399b5+8/UQEluvLjHj7+8zY3bNa2uSxQbGoYhwGlSS5HlZvvggk1tfvY1i7z9HQ6tULMkHfQwdaGvmFAuQhQCnkBpRTgw0RryGir0VtJUoNPS1zTvl0SD509/KcbWKbaT4Dk+jUqXf/eSFtvWHufdnx7l0WcbnFzSjFRCNk3HHDmjqXg+P7h1jAs2j9Ptdvv32Qf4xIjGce2952+y9qkw3fD47kWeOODxS2+eo0KPD33O5SN3j3P0RI0VI4JRN8V3TA/btgSWkkWeZh6zKTzy/j5muZNXRu9yImlpk5KYmwG8ay2P3K6d4RY7oJ6T4Lllvz2kEnTJZZe/+6THR+8ZJbSruLbNiJVTtYpWpGVSIl2Ius+4Gb/57xLWrvDodVwcK+LHvr8HLPJ77xPsOyPJpSaXmiRXBuAMWoZlRpG/aK797WkRLiN4LRPJMUBTfbZkZkSMdMz+k/C77xvhpttGwPaQlsU9jwsOnugw/h8yHFUlR6BVOaAxEby0ypbkvP7aDrsOzfG3n1a0exIpbJTI+mI9kPeLdfNVVpzgg3Rl2IplOMKnOkdnpXSyeX5ZZuxOsqyvf1u0os2cxbMTmi2HWsXjqq0tVo4t8uF7Onz03jqWD29+Wchjz1vsPjbOsQVvX5TYe9u9uP86qvKTP/jD/811N1y/L0z8iUeejq5fWkjZvsmml/Z432d9Pnj7NLb0WDeWM1nNGalAI5DUAknVV1R9ReApfE/hFEItpXZIKYRua/kiuXaZb8tBQVlEbqeckpbgtgtwu4ZDXvG65KLNTbdp/uDvJjjVbOC6Dg07p25lVOycwMnxHUOsrweSFaOKbWtsVo05xIlNnivyXCIkXHpuj2Yv5aGnHaLMLCELqYwnZlFPlK7Gw64TA7uW5XYsw9rnLxD6l8NWLKX9YU7fTKv8e32niqyvd26cNJI+ycm2I2Ji/s9Hqrzjo2PgVNCOT9WxmKxKJiourvZJEq/oR8u+qCeUIjymjThSzbhiW5dmJ+GZ/TbtxCr0YQTLWDu5GDoRB//vn+9FpOt35vMhIhiiALYkjCStnqTVkbS65qTq9mQhk6zpRWaBvRdZNDsOVc/m+y6KWDXe5vS8xcnTE9Qcj6t3rGTrprXvOH3q4Hu2b7/4hRHcPEALIdzPrBjntZumO9v3n0p55OEqO3cHXLASam6G74JfLHu6tuyDtdQGF5j2UquTstiMjaYcxYJqGb376YkaitwmajtWXuTegympVw6Sipzbc0J8p0ej2ubvPy/5gw+Mc7LVwPYG4A7sHN8xixieIwgcSeBLRmoWU6OS2UUfpco3xnQilE55y0tDPnJnjyf3u0VfOCfJS6Gc5dvv+bLpzzffRhQv8kU5sCnZkWY+NaQRI/M+113rhF0HFR/9fBW0i7RdKpZkwskY883I/cQZGyVNJ6Pqi77ldskpH1wtMhqVnF//8RazLc0/3KFpysDYhQhZ8HzKV6CM5NkQR33otSjy8nLWMLxIraT52IsEiy1Bs218V00EL/EBjqVxHYXvGr/7xZbDmfmAC9d2SZKMp/Yu8eQhn+pY/sRFteAz7U532Wurhr+46aabqE6uPXxyPr3s1Jn4ojNzNooKUzWoejmNiqJRtRipaupVTb2qqFekKUQr0KjkjFQzJkaMZ/3JOSOWX0ZwS5cnwxC4z+qUuM6A42IKyiJyO0XkdiI814D74JmYP/r7ER5/fgwr8GjYgrptwB04OZ4NviPwXUHgSSq+phooAg88p7QRz/oejoKMybGQKMm593GPBOPuIKXo23ZrJYZcm4d1GQcRXH2jEbx/G/YdGphpKTnkUKEGu6xWYZaV5RH/+0MVbnvQFNeOZdOwMupORtUz+iDGhUxhPG1K5aoiegujP1u2JLNcMN5ICbyQB54SzC1oYmUhECiGjLUEiK9AgimjebnVJPpb+6I4Uc2iOsD+4xmHjse0OgmdXka3l9GNMnphTi+kELo3xKtepGl3LY6e8un1XCquYuWkxcYZ8enTp/a842WveOuyx6HPfmDnnbMOKSS794fUnEXqXo8TJxRpZlENDDfFLwDi2iZPcnSGbWc4VkGT9dvsP6U4fKZCzZUEXgGAYsS6DNzLIncJ7rQAuInchk8e4zmGT14LOhw+E/Nb721w1xNjqMCjZglqVk5g5/2827VFcTMcFtcxrUdVtNCMsa0iSRRxorFSDYnm5ZdG/N7fJXRD0yc3rPJiovki0frsHvjy4xvLyZcvVQzn3gx1VMo+uCkyuxHc8YhLpi2EtLClmT+UlulCmHoojDJ64VC9JHOEUMtk78rx/0Iz4+rzW/zuW+f5rfdK9p+RLAiPso1aVCT9Answ7c2WPXPzpGT/ZJCFnaDQOb6TMTnS5dmjPR4/5FNzFDU3xSkaD84QD8nsGxgeUi3Q5MQcO9PBc2LWTNfxKhuX/e2vCPCXv+xGtFbRoQ8ucPeXFrClYO2YZGZSM14X1CsZFT8tRuVl7zLFsRKqQUjFa3PzF3P+753j+EgC2wxPSh9Mq+iWWGVaYg2Du1iDs1PDc7ETA3LH0AEMp7zDycUev/PeGh+9a5zYCqjZipqVEVgZnmYA7nIxo+Cz2NbA/c1M5ZZ7wpdmq0qEiCwtppzZwCBq6I389h/51zwNipWGF4zlc50TZ4pcKJSQxkdIDhwo8twU/UmSE8U5vVigI4FSakiLXQ+UwwrOdyAz3nh9i4xZfvOvJYcWBIt4RcFZbOOXiYcYtg7PljMeBcX6XFGzFDiUMqdRSfiR75vndLvNzfdMUHc0Dc8EKaegTNtWhmcLAjehFmiSRLNqCl56aQZ5gvZXcPFlL4uyLHnBa/YCgFdrI0yM1d62cd2Gc5tnjt2g85BqYDE9njM1FjFa71H1Q1w7xrISlMywCuu90wshH7zT4v2fmyRsB0yMZYNLtiqUQgtwlySaslvSz7ntrIjgBtieE/XTkorX5vRij7e/u8rN94wT2xUCR1G3Mnwrx7OKVMcqqAC2Ofttu7hiaIFdejWKcmizXFckzSQVP+fc9TFffDbv973LCH4WJs2b+B2Y44uv8PXZHBQpM57ZrWh2NEjZV8MtNQAHXQxjDRklEivOifry1xIp1ZBu5LDYqUnb3nRjG61O8/Z3Cw7Nw7xwKSO5GIrky0lo2WATSpStYomUhv5c9sa7ocXqEZ///OZ5Voz0+Mg9o+yb87GkNh03aSbggZXT8HJGKzHdMCPNLM7MVZkYq3PllZvuHptY/bY8XfzaAJ8cr/P+j3y2KbXeLbW4Vgup1k7nrJtuMdpoEiUd2klEohJEmiLyDEHKbY84fPSuBs8dHKVWsZmpmTzYDG/MJUcXXRQDbrO87BRpiYncWcFMTAdFpW0it+d2WWiH/OZfB9x89xixHeDZmrplnrxXXAn63BbbTEhtLU33pozeRcdCyhfSSiki+vh4zuuuC3no6Zz47BdoCMjD/fAX+7FvGdUM98JfeAYJclA5n7jXYf60AlcO5hBDR5YP2rZJkhHHglAPfJR0aa+tVP/kP1tR7A03tEjy0/zquyQnm5JFHJO3F9tC9JmMQ5G8IH2dnZ5EsRnwhbGk3dOcng8Yq+f86g8t8vqrjvDhu13ueCQgzVWxcCSwbc1i4jB32mKpkxOlsGlVhuvotFETuw/v+afmms0/+LUBXr6UvW7rF6rVymWLi6d2VIMuh2YXueuZjIef83nu4CSuK+nFGfOdCPKEduhg4zFWhwkvo+Gb4sZzyvRAmSFOUVQaYDMAdglqO8Utcm7XDnGdEN/t4Hpt/uJml4/eOUbkVHFsh5oFlbLXXbASy5TEHmpHlieYVfBglBrIMg9rHOZDl9UXA1W53/tV8PhtP76udThR6vacPUcV/SFLkubEqYnicSKJ45yoqIl0LJGlwq9QLxQ8LT5/040tdh04wx/fpAgFBuSioDYMR/KiT16EjP7jkUNRXCnQWqK1Rkm3WDhWbJpu8V9/pMN/eUuHNLVYbJqVtMDvsPtIkwefs9h/3KPZ8vDcHG03nmq22r9QqwYv+tK8KMD/P295JX//4Y+ltU3n5EcOHueTXwrZdbjO4pLNWEWybQV4tkTZKU+eyNh9NKDiKCbdjIZnKveqJ4r1tqLAsxWuPZSaWIO0ZADu5AWRO3C7BF6H2x/RfOjOUUK7gmUZcFetDE/nA96wXYz/raFcX5uiynBghnTI1fI3cdkcUpgo/wIc5f88oP5GT4AkGZx5A6nlMjUxtN/+WliSkygDcp0UzmYSlCpz5MLdrByfDxkNBDLjh28MefS5OW5/RBAiWBA2Il+ergiRF98bohmIzEiyicKbR4ii9Wj2M02dYHgqtYpN4HXYfcLm+UMrsJSL56TUg5gfuaHLbCtm9+Emuw+PcPHFW/LTsyrddvGbvn6AA1x37dV0ur0Pfenx5zfn8cnguq2SJDE0yqqvGKkJLjt3gS/snOUv/mmaFV7GmJ9S8yDwBL5rdFI8R5mbu3yI4y7bBkrw7LQoJmM8O8J1egRel8Br89mHFW971yTPHRlB+S41C2rWULdEU1Tcg02gkt9icn6KPn358Sx7lKIjUYI9CuHIaUU+fK0fbhaf9a1vK1rPOsTX+vccVk2mWE5OVPToUxiMynPI0tzIEyfCeFGmOTrJ0LFES0GkBCqWBbdF9dOc5Z0Vk4JsXp3zJ7/Q5G1/BZ9+SNCjynxuFa+VieSivzwiitSlr/g51CUqPTIkea77jMMkM9/XKuLWByX3PmJx+SZBo2ZTDVzStEKSpkw0Yq7bMdredsHlH7Is9yu+pOor/cOf/smf8MbXveLLG1dVfspTu+tLPYvAUYw3NOtnMi7e0sQPZrn5iw6zcz5TlZxGIKgFkkox1Qxcje/qQhjIgNvr97iHV92G0pJykON2qQZtPv2Q4u3vHueZIyNoz6NmCxpWTmBn+IW0rrkqCJP+9NuPqqDbykFKVHRr7FJ+wCo0W0rKrWW2kk7MJvzOe2qc6bigHKTShvZbFDy6aL8t9yj6dvTBGfTB1eBq03eLK41tCz12pVMsmTAxkXDzfT6LbdcsDUuJo8BSef8x6vLvKtEXrZeydDsrAT34vPQZWtYrF4ZMNT2ecfGWLodOZuw5oEikJhEKWfbJh4vLotJcXu8M5KFLddw0K21aDMAtK6cXRXz+cc3RUwqyjDQVhUFthyf3ZWw654oTi4utH7tw+yXxV8LxV4zgAGPTm+l1F4mf+yJhlIC0uGBTzKoV85xcWuTDn3J4/Lk6K+s541Wo+dKkJa5JSRynBJ3Jt00qcTa4ywmlGeKUOXfgt/nUlxS//u4xdh4aQXkeVUtQt3L8oh3oWANw923EreXdmn7kLlMUlfW95ocdJfqcapERRoLT84q8sCUQDNh0L4iqZy3mf+eC+bDoz0DYJ80FkyPmakheTl6LorJPYS052jlJOrjFSTFYKg18RWk7Ipe5qwlhFSAdtI02r4L/8TNLkMOnvgRhXmUBi7P75IM5QMFCzI1wapZCmuQkiZmuRrEkSszeZ5yav3TpORm//OY5PnJPzK4TVbqh4NJzJbmG6SmPS3asZqRe+6qv41cFuFeZCo+ebv3cYrbhIyPBc8H6mR5rZua4d2fE33+uTqfls7oumahBrSIJPI3nFLl2UUzaOsey8n4/07Hys8Cd9CO3W0TuwOtw2yOKt//VOM8cLsBtG3AHZTuwAHd/xW1ZMVnm3oPCsvQRGtyGVt1KTnWxNGA7udFOSY2scCnlJhnk6l/TeOobPgYttj6QS7AP01JLzZNhg9gI4iiFLCPPM+JiWcNc9ov0JM2LwVaRoqQ5Ks1M2lkMfoz3juyzP2UxCCof3ZC8EALYvDLnj352iSyHzzwMPTEM8uUiFuW43nR0suIEy4hiw0cJbUkvEvRCRTcShKEkihRXbm5y3toWH/x8zANP1HAPuKxaoXnp1VPtkUb+c42xFeE3DXDSxWz7uesebgQs/dPNu4IzzSX+7GOK3QfHCZRi3UrJSGWQknhO2SEx2/GGFEQxYi4Wle3M7HEOpSXDkdtzO9z+qOBt7xjj2SMG3BVb9sHtWkNFZdESLLktlpL96G1akoPorYdAroZuethRQqUImfLATpso1hQD7cK+ZOAHNHzJfQHQv0XUL5+KlvrgBWAKvkfp1VNqENqW4OptEQeOJ2R5QpJbxJkBc1pYgyTFLU1z0n70NmCXcT5EFCs9KuULWIzDfe3y802r2vzPn18iz+GOR6GbVwEL8jKKD0Be8ndMT960Cw15bLDF1e4a4lWzbbHY1swuOUw0Kvz4y1pctnmRR3alrBgR7LjoxqV6Y8PDneZS9tVez68K8NXTE3iudebpZ+I3r1p74V3P7fyS1W1WuGS9IVs5tiTwBIFndFKMnokRqy87FuWbLqVRqrKLnNt5kT6373a460nB//uOCXYdHYC70Y/cph1oIvbQLucwyMvorY2XqxELyosoni27DWxSDLiVTIhlyj/dU6PXU2Abn0xVWuGJ4Qi+PGX5tmUp/R778J4oQ7xrOeTVY/ZHPVfwxuu6fORzCWGWkmYZUV5sJGWDyF1G8bgfvQe5f5yoIUfiEuiyL0Aw7Ohc0gjK/2+cafO//8MSv/TngruegJ6osIBNqT1ufqcAeXFlkbJ8hoY6a4SERP/Ka7ClOD2vOXSigud4TI6GrJ3octklF8aO7r5ZqNEzfrXyVV/Orwpw37N54LHdrFy18mi319p39OCeLVtWh1SDnE5PoaWgUU2oBTFKmXwKAa5lRvnInDBUhLGCHLQ2fBWn5JfYcT9y+16Hzz8m+JW/mGD3sQLclhxKSwaR2y27JQV/3C4GOpYl+8OkUjjI0lk/els6Lz7P0LI0hc365rCOnfDsfsW+ow6ZtAxdVojCwnu5+Wt5DK+WvfjxTUC+yFEGnPMhofvShCofOB5nmWb9yoTN63s8td8j0ylhKokUxJnAKtKUJDU3XQI9Ge4mZf3cu3QeLqWgl4N6eENh8On66Q5/+cuL/PJf5nzhyzm9vMoiNn0bcTFIbUoWZhgbbx4pwLOMwI/ACABJaWq6eiDRGrpRjmcLLthSY/OWLftGp1YfzeKnUPaF3zzAwfRHR8R9B2/YXvtpK91wz82f/jKO5bJmQnPhpoixRpPnDkdEsWbtpEfFy6kGPbTqkWY5i9ToRb5hj6kMq+CtuEUrsFrp4Dlt7nxc8St/OcHu4w1kAe7Gi4DbKfrcw8vKA5aiLCamg3agLnLw0l3CeNUPrFMMzcC4Hisr4YFnbA4ddsilGX1rUboc52d1GIalVb692XhJRu0vVrwY0POBCWySatatjrn6vB5P7UkgTYilJiwcFuJSrlgVxWUqUInhnMdpjkyyvhOx7NsFiv4EUiCLq1PZdBvulZY0WcHaFfBnv7TEL/8FfOHL0M1qCKz+2mLp21MuxnQSwVwvIc0EtjAclKqXsnK6R5jC7v0eE1XNBRtyztsYkSRtZPU6PvUl/6eX7nj24P/z42u/5mv5NQF++YWb6PVaOE5wfNP6e++9aPOe6/YdjpkcSVg9fYZ7d8a8+58CJuseP/VqzfrpRU4uLnLLA5okclg3bjPZsKhVEnyZY+kUx4lx3ZBGtcOZZpfPPKz5nfdNsPvoCMpzTbfENutmZ4PbsYYit1WM4i05lKIsT0sGUdt8tMr0RJdAN5HctmK63YwvPuHSzo1XvRQKu7DxNlEtW2ZXPpySfGWIf5MbPuWyQDE+XW7nXUTvvFCOShWulFy1vccH7ujRTYz8QzdVeFJgq3KSWYAshUTlqD7QM2RicnCRqMGVqhjFl/LK/RPvBY+TPh98/ZTgT3+xye/+bcaDz2QcWWwghWUMdQv1Mq2g4ivWr8lZvbJFlHW55b4GJ84ErJ3M+KEbM8bHOrzz1pgHn6gwOeoyUrdYDGd41ZUX3HvjdVcd73S7CO1/zZdRfc2fAH7v9/6AH3rLK+dct9Jsd7IfEvE+/KDN/c8lfPK+EVbWq1x9rsemVRGdaIG//LjFLfdM0Fyo4lkuI1VVeGvGBJ7ZoRyttTk62+UP3u/x5zdPcHhuBO25ps9tF5G7JGJZhWScdVZaYsmzbmKgkmWZm2OZ7o35umBADslN2HaEbYUElR6ffsjinR9qsBB5YLlopQiU2em0ClOlsv8txYDTsnyT55vY6Bnmgw9/LCaJqjRJG54u9t2ezUfbSpmajNi1T7NrnwO2Ji+2kUqLv3ITyew+iqFW4IAv0ud4DxUVYll1WZzQZeQWw30Vo3I1OZLzkks6rJzu8uxexfF5G6EVtjLppe8IRmuKbetsrt0meMn2NpOjTZ47YpGELklUx7cDLt/aw3FbzDVzlppw7ZWXsHrNuv988NDB+zasW/d1xYmvGcHLw62cA2rk4Ut2NG+xOfKG/3vbAZ7aV+W8aZvtmzTbz4mYmZzlrz4juPPL42ybVmyakUw0ZFF0mu6J54aM1tscm+vy39/n87G7x+nJGo5v9SeUvs7MhPLsyN3nlwxF7uGRfJF36/KmhiK3zpanKcqYX1nKUHFnlzJuuq3G0SUXbBshNY7ErKoNAWTYCPbrDMQvYhnI1xXU+21CI7i1zNU4TQ0LMMkyVGqkIaYqCT/6ijb3PekzG9okyqKbKiOPNxS9laQoMAvd9aTsEg2To8q0pNzakf0H0l9BKx9jaaPCwHa8Hkj+zcs6ONZJfuc9sO/MGK5S+FZKnJguzql5wZPPV+mGkpddeJITc/O85+MW9l4BWGzfPMZbrjvDo7s6HFrYweiKzbdsP3/Lw53mwtcL268f4BvXjZOnzx5Env/LDz/2hArjudduWwlXnKc4d22PsdFZHtob8eDT42ydVKxfIZkctRirC2pBTMWLqfghI9UWx2a7/N7fBXzsvklCp0LFUdQ0BZ+7HL8XZKyhPrddkKkGnPLlAx2rn2+XRaUpbK3h7olOC9H2pNC0NvIEtz1q8dgzAQgHlI0tBa40kbvUdhmkJ8vz8RcD69ca43/NrssQY7FsCRqxHbNuJjOJzEyKkkhFnFgkls3F54Zcc0Gbj9/nkls2PSnpJWan1JJFoSlzElmkKMXVI+kLCA2fvLJ4DMU3clksGcuzFq/FCyeTqSLwNa+/ugPpSX77/XBobswYHFgZfidjbjHBtiy08lFqkmvOnePR3QvsPtggex56kSZN68yMhVjVyifWbr7klx9+5uihy7et/7oB/nWlKOXx3373Hbz2tW9cnJhce4GM567bsf4I1+6YRVkL/NGHFbc9OMqI5bBpWjE9YTM9JlkxGjPeCBlrtJkaW2Su3eR331/jo/dOk9sVGq5kxMqp2LkRvy8nnvby8XvpKPFiaUlfatka5N1GpTYbpCellUrRxbFtY6dS8bt8eU/O772vwZMHquS2j9YWgQZfG5VVS1EAfdh/fWDtLYdG37K4/JtxuHjh2H44RVk2os85e3VNynzohMqHouvQCbLsipIzUktZNRWxc5/FsVM2ubaQslyCGLLgLlqf/fvrO7iIgiFYNvHKIrI4LUv5t/55WMb44QJYkWVGSUug2LY+Znq0zSPPKo4vuVhKogtuiyGEFd48rs1LdnQ5d+MCn3tM8dyhlBPzsHrlJq684rqb49aRmy+54IJvBLJffwQvj5HRVWxYs/KP7n/8+Q1PP3/qhxu1g3zwbovHd42wZYVm/ZRmekKzYjRnciRktB4y3mjRqC7y5IEO7/3MKP90/wo8z6buDNwcLFWqXZVDnHLjZ3nOvSxqq6HIbRnehdalwFCh/aHyQTFZRm9VSr1FpFnMZx70uG9nhUy7CG3hKoGvcpOiFJyO5YA+KxR/hej7Nb/XtyUf3nx58fvMcoHIDSFJpENcjzIXT3IiaWHFNlef1+EVVzZ5fL9Hklh0pYunBFaRplhl0SmNqYNKIZU5SZHnx2LI83tIuWqZjeHQ9/onQD7YkIoTY+8YxhaBa/OaK9skyRne/dmEZw9NAMpMXdOYMM7pRRZh5LNxpeTSDWf4xTfNctNtM/zAdT4XXzj+oXM2X/JHi/NHv1G4fmMRHOAv/vx/U994adgR059eW91/w11Phmue3Fth04TNljUWG1ZqNq6MWb2iy/REm8nRFvXKAh+7N+GX/nKSZw5NMOpZTAYZdScnsIuisNAtXA5u2V83M5s5ciiKl0OegWB+Gb2tfiQfFJdmrS7FtmPsQuo58Ls8djDnzz7Y4OiZGngenlZUdW6itx7YqFhDsg7LOillwVaeAGdHbDH0tVoewUs9/mH5CdkvMgd/a2AfPoiWg7NrEM5FwTt13YxGLeKJpzVHTlvFrqbCFmZxWoqyMM77V5+SxspwinK2/suQq1v/zOyfrAMzARO9JVGsiWKjQZgmNuety3nLDQucaUY8stuj2dN0I+j2MnphRhQJepFFnrmsmsioBjHzrcn7fviHN71l/ugjrYmZa79hgH/DERzg//mJ17J/38OdLP2B6M4v38KU32T7JoutazNWrVhCqBYHT0acaoZcfF6LD9+j+J3/O02W1VhVhREvxbNNxC05yzlFdNGlPviLpCW27Ds+LIvUcvkoXhcSYH3OiRrue5vet2tHzC6k/M3NFR47WAXPxVZqIO9cgNsuQVgYmJbRdnjheCDr9uKinGevuglxFjaGT5b+Fg1Dk9J88DrlEpnnRbE5bL896Kp0Ohnnr2nzUz+4xIH3uJxoOfSUoicFTlrQbNKcRJn9yCQDWZCxyquDefxmrJ6pvC+ymWZysJ+aAxQLxWQIjI1jqjJylDGtys171OrY1Ho2Yw3Nb/3IAjpLuO2BEdZtAFcpjhxzOLmYcXpR0+7a7NhcZ9tal5G1r48efkx2Lr/4om8Gqt8cwAHWrd9MlmUPveVVl171zFMPeFvWtMllmyPzXe541OLBp6rUApcLN0X804Pj5FmdDY2c8SCjFgg8R6GkoN3N6YQZaZYXW/cDvULbLvXBy8hd6hmWKUiRE4vlOWzZWuvTTGU2oJmqFNuKUDrkrsc1N93eIBM+StsECgI1RAkoOCxl9+Ts1CHLTZbxAgVahhSvzkpNlmU34uxbPihgh9qARaZges2FoKUUOZkc7JOW92daiSYN+7GXd/j8o00+fLdLktp0lcYvgJ1kpqOSqryQQc5JZaleNVhUVhKSNEVnuaGrZnkhlmQeT7/j0m835oDp07e6mnbXXCl816LTs4hixdS44Dd+dJYdm3tcsC6g6lncu7PDHY+4LHVtHt3jkOQe3/fSa7orV256SAxdHf7ZAC5EnaWlzm9cd80N+Yj39K/cft8R94vPeBybG6WibC5eZ3PDxSF3PtUjjgLWj+RM13PGaop6VVP1FZ4LS+0eT+/NSFLRv2TbQ5vwpWSAY4tCJs6kIGXBx4tEPzl0K+3u+q3BQmb5+HzGTXfUSFIP4dv4WgxJvRVeQUV6UqYf5W5juUgwzEXJZD7Q5MsHIFluLvJiryMDOm6f7DTggZecjZLDkWYDQCuZYfVZhQOOjJQZ3TCjYSf86MvbPPBUwMEFl55ShErglgzDbOj5yOKjKE/eHNKCQSlBJzmWFn3V2Dw3op1l71xJM2gDYSSSk5QDx2GhaeE5kmqg6PQUcWLW41au6OG6mr++ZT0v3Q471rS5YssiJ2Z73P24JrZW9i6++IY/q1bc/6pt558f4AC1mp/t3/0XvxNRixc65/7aqtET9tKixZVbLDavlVy/o8WBecHkLsVUPWfFqGasoRmvK0brOWumeuw/Ocu9z1RRqYVnmxfKaKcI7MJ/03MKN7diza1sAw4kEcRggaSfFw8GIkZEJ+2P5rWKeHin5oEnq2B7OEr1/YKG25R2odZVykwkKeSx4VsnRR2mS2ClpjthItwgXfmqwC75GUVKosTQkoMsmY7mTpJMkKWSKFbGaQxDhkrSjDTL+g7PRrew0EvpOVxxfptLt7U5ep9Pmtp0M42fGdH6rBTP7KtODRh/Bvh5/3UtAWynRdqSK0AhihrDWIqYs8OYkS2x54TiwOER1k4KGlVNt6eIExulfFynxvOHI+57KsGVFmcW61xxPhw6kXP9xZPRfFr/4w9+8pbf/8Uf//dflS34HQU4wMFDa6IVIyN/eM1Fu6OHHl/83ZfsSOTFW1LWzyxxaK7Jzv01VtUFM2Oa6XGLFaOSydGYlRNdVk6e4ROP5BybV6ysmujVT1GswpPHEXgu+E6pMGtaf1ob4foolnQjs05Xco7Lo+Q0K1nm4Sm2jml1E/76k2MsdH10xaKiwdf0qbhmyGT2Ry0tCmVaCOOcKBGESUEIEiZyl4BNC5ubQnh1eX4O/an9shKxf/Up0gtZcmiMTYxSKVLmxIkijBTdUBFGhsqqVY5tib54JpiIWz7fbphSq0X8zA+0uevRKrORS5hposywDM0VZ/j1Ev1ULEshjIzrGZh0z9HGcCrLhha0hTKppRaF9rpJcyZGIzavj/jsowHdSLNyNKUbWsSJRggXx65z/to5ZqaWeGh3jdOLOc2Oy+ioyua66353bHTz//b0fPSt4vMb7qKcfbz/A//Ia9/0w0mttmJufNT7uYWFvXK0lpCLFu/4uMPJE1U2TWtWT9msWiFYOx2yadUSE6OnueWBhA98bgwrdxgNMipuscvpKXxXFXudELgZgZdR8RIqfkLFj6kFMY1qhFaw2LLphmYdQcpSnbQc0RdC+Zah5npeh1vu07zz1jEyq4JnWTSKPrxZgTPuum7hsmssys0yh+tI5tsZB+bM8GTwJpedEHHW+ppAqrJ7IgebM8XIX/ULZYppazFxtUoXO7MQErghgRcxt2Rx5JRLq6uIkyJd4ewc3DQ0+ixBctZMhew+As/s9UjLIVbBC+kbEvQXRAzlOEnh+ELOmaYkSgprknyg7NVv3hTccV3UT7Y2V9mKl7J5VZuFbo8Hdrm0OgqRlRs9CrDYOANb1y2x86DEtyWe0+WCC67Ktpyz6T9Zunfsla94zbcKz28d4AB//j/fzrYL1i9GEUfTzH+NSI6Ixw+kPLmrxjlTNptW26ybydi4qs3k6ByP7Vvi/3zS4aN3j0PiMVnJqHmCiicIXIXvabPT6WGA7adUvJSqH1OtRIxUe9QqTU4vtTh6JuXEaY92zyo0yAuwWAU110oLFwhjvbLYjviDm6rsOTaCdlwaFtTsHL+4lea2JbB91ziD1auaNSsE33/lHM14kccPuCSZQovlo3zdB3YJ5mGAi+UALw0BhhiPZjhlODOuY6a/Fb/JHY/FvP8zFdKoWNDNhzx3ztL963NYChqs7xjVsdsf9WhHDlqrwlom7zttOBpj9OVKar7G9SSJ1aKdRxydt4iSotArcq+y5h5ujQ4/FyEFVV9yxdYe561rshCm7D7m0OsCeWaGQMJmzYqcZi9ibtHj9a+4MluzbusvtPKLviClSt/7N3/5LWPzW05RAManz+eRx3ZFl+y46r0PPfGM/8Se+p/u3JWxdcZh61rDVV4306RWmeX9d0g+eMc4vnaZsAWOzgqd8aKwLO0CHZOWBF5K4KVUi1F/vdKlUW1y386I3/nAOFZWY8fanJmJDC1NpyUr2lMmT836ObjrxNz1uOThpyrk2jYDHV1IWOgBqavUNPQcc7JVPEmjkjM1nrJ5leCnX7nAvY8rTnfGcQq2npUxUKAtBfG/muLV8HDH7Jb3NUgMzSDFtWICr0s77PCez05x+rSNR2RWvjKLLFPFJFEgCz0TJXVfbtlSKZa26EY2l17Q4vKtbT75YI3QskyRmQ+4jrIAqGNLKoFm9WTGv9ucIq2T/PYHatzz5ARxJsmKKIzIikUWBrZ+tjD226Gi3bXI8yqW9rl4fchV5zb5v58Pef9nx2iFDp1eRBhbJGmDq887w1UXZkyMdv7fi3Zc/t7F2b1pY/ycbwc0vz0AB7j0oi08uetI+n0ve8Nex3+86WR3VTfPtFg91WHF2CLHF9p8+AGbT98zxuZxxapxRZrlHD5l3MAsyzi6GVAJKsOR24up+iG1SpeRWpOHnuvy6+8ZZ3ZhhHOnII6NsGScyn5+WILHFJqmwMyymC8/79DNPJRtGTquzodkJwo9w75Yp8Z3jZRbrWKEReNUcP56wZuvn+ddH6/RthyCLCdNh3LvAtRny/CU2fcLaOTFN2T/8RY9eyvBc3rcdIfmmX1VVjUE7TCj2TFuzpJSW6SkCsjiZFZorc3k1rKIYxtPay4+p8unH+qRZg5RJpfn0gXILWUc7WwLwtDjnMmAP37rGX75r+DBpyeHVtFKlgzG9KoQVXVsQRCbnnkUw55DAWlWZ9VkjR+8agHFLHc/7bPrVIVmL2V2UXL9JSt51auvb06vuWhvHB9IG+Obvl2w/PYBHMD3fDasSD+x6rVX/oeJEf7sxP7bRx967jSnOxkP7QpYmh/hgpWCNVMWW9YKlnotdh3PCbBwtDA60J4wRq9+RtU3aUnFDwn8kGrQoZe2+Ic7qxw5McraSUHgGLJ+DstGx+UYW5bRzIpp9jI+cneFLg4VLQhUsQythiTf+lcSY1luriTGAMuxjUWfpSUVzzi1RZlDUuqPsLwX3t9D/Cqv2XChWbY6B61NY03S7DlkiSbNMNO+MKdnZVg6RRcSbIZBORA4MumOLqaJNp5j86YbuvzFP/VYjCpEmdnI7191+lcU0S+YOz3N6YUK61Z2+YmXzrF7j8tsr46SA5Ef8qxobxqGp2tLIl9i6QzXWeSxvSlLSw22rvVZN23zxqvnuWHHKb70XMjsnCaOV3DRpdfM2ZXr/tOzz4WfOHfrtyVr/s4AfNOaUQBOzy3edM0VV+v7s+iP7vryXRMrx84w6edsqCq2rLXYtCrj4q1zPHW4iVAjWJbAdSSBq6j6UA9SGhVTSAZ+SOCFBF4X32vxlzdrbn1wnFpNUXMyHMu08mQ/Dx3qI/d1tVM8N+KBxxSLHQ+pbYJSdkIPBIOccs/TLp2VxZBmuSn+tCwkyjIjFdwf8jAM7BcE56HvvEjWMrwFNjz0kRlCliew6V1HaU4UQy/OsaOSAqxMt0fJgnsjsSxFlCjsRBMlBuRVL+TyzW1ue6RO6JjFZLP+lpNnJbmqkHpLBGGkaHdtzsxXefXlZ3ju8Cn+/KMOp6UHSNI8K1qMGYKkSFMsOqEgihXahn1nuuza6xGGmlZbkaSj+EFEp2lz40V1Vqy98fSOi2781TiObxo/d+zbCu5vO8DLY2K0zuHji3974fbrZcM+/T/uuPvuiZodcO2FgvUzPerVJk8fbvKZh31UbjNaEVR8RTWQ1KspI7WYsXqP8UYXx46QMqbiddl1OOa9n5kkS31D1LLyQhK5XCxgqIDLB+C2Y+aaKX/zyYBT8z6OJ/GUYQoaWYvh7XyJrdUy14myG2NrY3s3sNQr8Hn2tLI/ABqaBL0IyIdX0l7sGPy0yXvjTBClgqiQQQ7jDCvO+kKWloZISyydG50RrYhiRVxE8Ym6xU+/ps2je3osxR6hbXr7aWrG9GlaqGClRTs0NjYinZ5DveLzU69a5I6HF3j8kEWGxWIoqHRgRc3IVSiVYFtmWXhu0cb3Krz6skVy5thzssaZJYsT85rrdjToJjF7F684/apLX/Z2yP7W0SPfCSjyzc9Av8axerpOJb3lveesF2/zqxvnzt+QsnZmjqmJ09z5ZIffv6nBU8/UmawKRmqSWkUxUs0Yr8esnGixZmqWhc4c3WiBqt/Bc0LufkxzajYwbbshXRQjEyEKxancrKMV00tLJfh+yL6jsHNPQCqdvrWgPRS9TfVfLlGIgvhVbgaZ7kY5DZUyKUbSg6tGCexhGuvw9/r/MFR4ns1bKU+WPrGp0EAhy8jylF5G34E4TnKipNAWKQAfxWLoZoZCcVIQnmJNktpccE7K5pVtol5CLxVEpZxERrGBn5OkEBcRPIw1vVDT6risGJHccFETEcW0egmO3yRoLPH8mZwjc5K5ZsZiM2axmTG7qDgzX+WSjXV+699FXHfJPEcXQw7Mdnh8T8I56zbMnen5b/utd3zhvULUvgFkfWPHdySCl8fIyh/l9s98+ANbNqyJntyV/tWeQ/urcZpz5yM1ZioVxmsGRNVA06gKxhsRqyZbWPYcf39Xxu2P1Ng0k/CLr4/YOJMSZQKJTaVfGA7vZQ5yT3MzkmyOHSNFxBd3Wpxq+diWIjibKVjYiA8iuOjfX8kptyyzLKFUgrRSLMsYVIkhfvVg/auQRJODnHaIoNdPZ4YpqH1vyb4N30DKLIkhT1KizBjZxmlOnEAS58RxRqwzYksQJYIoAbtUj7UMyCNLE8UWvchmpKK4+vw2X3w2optYhIkkTs1JkpQnTJwTJuZE6UWSMLIII4s8t7BUDijWjif8pzcusHEm5rZHmnz2oVEOzzpYytisB56FvWDR7DQYr3t8/44Fdu2PmBmxuXzHVBO99pe2VrN//Lc//IbvJAS/swAHeGxPmC11nA+tm1yVjPjiAw88+ryzY12Fi7eknF7IeGa/aQuO1lJWTrRxnDn+zycln7h/kjHHZmVFceh4l6mREwgRI7Tsy7aZNEIWpCyBYxVWKrpMKRICL2TfsYxP3l9nseczUhG4OiskJYqp6bB/kFXKv+VDCxRly82cNM12xp5jDplQWC9YfiiXCVhGRV0G8j5BS/Ql1UqP9wHIZX8zZv3KBK8SESU5vdQIoMZJPviYZEbyTBth+8iCKBHYsZFEi4tIHoY2o3WbH7i6xy0PNNl/yqNjSyqxuSpExVUhSjKiSBLGZRRXRLFxVkgzieMozhkVVNU0M/WQX379LOumTvLOW6Y4OmcTuCljDUWc5jz+XMqZeYtLNo9x6TlNsNb2JidXvPWq7fJjR0+1vqUx/PcEwH/1P/4YCwtnUs9zv3jk2Mnm4tLHqFpPOxmKaiVDygDfhemxHp63wLs+Jbn13gnW1DTnzEg2r7LIs4w40UU7Sha7muWmT2lHaHQPzQSwGO44EY7d445HNU/ur6It0xo0A45BiqKHlWhLum45fLGKlTdtGHqunfD8UbjvYZ9Mmb1NLQamVAN+tyiWhQ0XfNisaWCSWua/ZipplKfkkDOwIk41N1zSZd20cXIOU7UsivcBnmQG1IkgjiGyhNEBTyRRMszNdjh/fcgrLl3iHR+v04o9qonAj03xGsU5UZSa/DuSRQQ3qUqcaKOronI0gl0HPZT02bxG88arTpNlJ3nfJ1dwYt5mZiIlI2UpDIkyyd1PpLz86s29sfHJH/2/dzZueeCZdvrrv/zj32n4fedy8OHDCcaw7eB4bXTDBRddEPxYqtd19h21eXiXJsdmw8qYWmWRd34Cbrl3nPUjmg1Tgqlxi7E6BF5Cs5Pw9AEH15JDJlNFt8Mpux1G1NMpXJDrlS7PH0u45e4Ki90A3xZ42ni/GGmJYVvDgfSE1vlgdF4MXYyAUIqlYuIsp5PYCCmxZck/LzaKivs0E8vB9LLkkue54XmkhQhPnArixNhcp8XHJJUkiSokITS+kjgqJktTwn6aQv9mBH2MUlWcUIhYlilLGcEVYaLp9Gx8x+aNN3Q5d+UizW5KM5Z0YkGvmCeEcUYYZoW7maAbKnqhRS902LYuIQgS2j2YX0o4ekaw92jA0VMTvPFqzc++4RSzvYT9xzNknnPpORFrJnKuvGRtp6snf/xHf+SHbv6ha9P013/5R/85oPfPA3DPEggh0uO733HiuZ2THzl309q3jk/OLGrhsX4mZe30Ah+9L+RzD42yZcJi3YRgvGExVlM0qikjtR5nmgn3PVaj5mAsAh1hgO0IPDvHc43Vt1/4+lT8Hlp3+fyjFg/traPdojVYbA5ZQyAvi9ThzfxShm6ZSJBKESLmHz7vsRiaSWhfTlkV96UGVuW6uO9SOkIIMTCEygwYTUFniro4NRE3SYxOtnF/s/Bszb99WYuUiF4KYQHqUi223FI3kTwf3F+h1holppuSxCYXb3dcLlqf87JLF8myLos9aEeSTgS9GNNnj8yWTTeUdEJFp6dpdT1esiNjstFlti1YbGfMLWacmtMcOFZh/5EpXnmJwxtfMsf+MzH7jsSkicfq1TOLrrvmrezvfuR/vedj+Ste/eZ/FnD/swG8PC687Bc5b9sSn3lk5h+0t/0/XnPVlbOn2h4PPRfyzP4qV25y2LHRYtUKh0ZVUw1y6pWYsXqTh/ZIEuEyUvg+eq7CczSeI/tsQ99N8d2YihdSrbR49kjKxx9o0AkrVGyBr7ICuOXG/VfQNFQDsSBLDQSClEqM6eoRhzBzcBXF1s/g/vr3ObSN5FgSS4mCU1604eKcMM4Lxp4YSAcnRWoRS+LURF4pNJtXxpBGJJlpFyaZ6J8gSVo4N7wYwBNhTpikAHpi2n6u5fK6q0IuWjNHuxsy3xO0Q0knzOmGGb0wpRtmdHrQ6UraXYtmxyVNfC7b0uRkK2OhndPqpMw3cw6eUDy2y+eRnVOcv8bionMWufBczZatl8++/OoL/+NbX9/4B7m6yn/56e98WjJ8fMdz8LOPHVf9FAA7981+QCqtJydW/OFnPn/bxGTQYeMagSVNVT+/CGttGK11ObHQ5SN3j+JLTcPPqbiyIGVJfDcncFJ8NyFwTeQeqbXYfTjiN983yp1PjuMHFpXCw2cg3jNgzy3XM8z7yrh9Fazio2vH7D8pWGg5KKXN1aC/s1n+flkbqP4WkmWkGYnignIbmx09pU2XxHBJjKOYZZmc2YDbWHrEqaZekayf7nF4LiO0lQF2NgB4nC7PxaMS3Kl5PeMi7YljTagsFlo+V2/L+G8/tcBvv0+z88gkrtaF11EhuNQzasAtW+I6Gq/pUPMrvOXaeR54usmZVo2ZKKfiJ8w3E5JEMN9MWTdd4fLzbDZuffXpa6655Ncg+YAQ0//cUAP+mSP48LFtwxhTI/p9l11+zduvuOKVpzeuq/DMoQ5h2uPIbIv5pumJV4JF/vyWCkePV1lZzxmtCqoVReCrwsE4J/DSvu5KvdLi+WNd3v43o9z2yBS1wGHEBq+IyKUkg9WnqcqizVjyvwdyb0oPr7yl+F7MFx7VPH/Qw5KyvxRhl92YImo7jsJ1Zf/xVYOMRjXDc3J6YcpSK6bZSeh2Ezq9tIiYmK5Fv4ddgDvRJInF1jU5L7+kQ9JLiXKzAJH2o7fxwIxTc/LEUVkwGg+epMztM0GSmfvs9Fzml2q89CKb//7WWc5dPctsJ2OhJ2mFFI7DKZ1uRrOTs9iSzC3anJyrsmaiwn944yJLUcjskmC0ljIz1UFbEetmFmlFHtdf+6rTV15x9dvTxHnfdwvc8F2I4MPHSC0gz3rvfcMrr0g+odM/TbMHR84sHOXMnMXlWwRTE0s8uBue3F1npiqZGoGRmjbpiy8J3BzfzQi8hIof0ai1mWu1+Y33NLjrqSmmGpq6k/XP4mGKZ7mhYg2BuzTHKvNvNUQ5lSJDqBRpCeMmjLE0MUVo+fsmJXFtie8YcPuuSZ0aQcJsM+bh3ZLFRUHdF/iOWR8Dbdh8xeNxrNxE8cSkKEmqQWjSKIM0Ic0cI3Cfmx3JJMuJE4GK88K3NMUqiswkzc02UNZ3vyVNFZ1E0e3ZhJHN1dsW+L23nuYX/9LiVGsEV4v+9pRtJaYbhCrg4mLpBhetz7lsa4td+yx2H3S5+DxNlnSx3XW84eWXzdcnrv8v803r7yZG7e8mxL67AAcQ0uXUfHTTNZddOVcRcxv3HF71xxZPWKP1kEf3Jnz83hGmA4eJOjQqmpGauVyXBrK+kxD4EbVKl0Zlib+/y+a+pyaZrmtmKhkVF+Y7guNNScUyPvZmSbmI3lax79nvwhQbQ0W0L5eAtc5odXJ2H3Ho5RaV/iCIvsqtYxkWoucIAjen6mdU/YSqH7Nyoo12mxxZrDF7usKasZSk8JwRpAVdVWFriGxBHKl+FI9ihWUpNq5OcIOEJM2LZePSItD0sMvHqqQwUtVxsRiRmuJWirwwH4g5vRCw2HKp+BFJqrjmvDO84ao53nWrzxnLJbBTfMfQAWinpn2YmK5OlFSYaGh++IYlbtUdTi7A/sOCG6+/Kj54sv62mbXX7fU99Skhvrvg/p4AOMDkiJ09/fSeT5x3wavtkbHnOjPj7jtnTz4g9uxXcs2oz2jFDB2qvmL1ipzJ0TZHT9skqcKxM+pBj3plkb//PLz71kkaFZtVtYwVdcHUmMXUZMjndrbYfdCn5pp+tKGGGuag62Byec/omhvx/qxgKBoQWirn5BnJlx7z6MaKca9YFujruRhZC9cu6gLPgLteiahXjB7jYtgkil3OtAWBKwZEJQGyqAdsS+JGktA2rsRJYoYsDa246qKQqc/GnJobyMdRMP/CyOxR5rmRYDNa7INtHDDy1b7X5rnDCXc/MsrKMZfpcU2eCbRO+PnXzdHsHecf71xJxbao+RlKSTIy9h1PmKwrhLCJE8WRUw4jtTqbV7U4dkZl555/ZT4ysfUXr7nuvPefPHUiCvyN321Ymff5u/0AyuP8889hfvFoVBuZvGn1qtXndTn/tzauWcc5q9v4fgSkBB6sWtFhrjPPo7tCwjgn8CJGGwt8+O6UP3j/GCcWKoz7OaMVmBzRrJ7S3LA9462vXKTiR4SJKJRhzeTScQS+a7jntSBhpBpR9SOEMN2MJJX9y3ua5YSRQiGK4jLvd0xKcHvFyVLxU6pBTC0IaVTbVKsttNVDxD3mOimnOpLFjqDZyWkX+W4vTOlFxkt+0L+WJKkizxW+Zbg2gmK4VBS4eQ5LPcFCW9DsZnR6pgsSRhlRXOxK5gLbSml2Y973WY/7npQcPJFzYs5idtFhsekzUnH5jZ9Y4EdeepzZVsxSaK5Kl5yXUGu0OTKb0OlmSBnR6oU8tT/Bcdfx2pdu/q1Vq9afNzM9cdOxE4eiqZXfG+CG75EIXh7bzz8PoPu/3vmJ3adOvfQP161/yBZZ9TfaredVsxeyOQDH6bHnqOD0gsVoNSXOWvzOTR73PTVBfSwkbuYEjnEHGKlpxuo51SChERmrEpGZ9MTSpiD0nJyKl1GvxEw0Oow2muw7bnNyfgxbSyQ5vquMdJoAlCyMZQeKV2XkLe8vcM3+aD0IGa11CIIlDp3ocOiE0cOejc9wYmEEMgspsuJEKaewOVFkeCBx4UCWpGZkn6eSPDeR21LgWlALjA/oofmE/SclKyoCyLC0GYSFkSSOIUlFoTOes9hWNDswt5hQC2xqvsVY3WZuSbPY8fi51wi2rT/Dx74wwnzLZqImWbcq5/DxjGY3ZIMbMSoFF11wTrpypvH7196w/Q8PPrsvHRn/xpWnvtPH9xTAy+M//8Jr+Yv3fzT9hZ/40d/udI/rL95/z//7xBNPOY/vm6Ney/HtjJlRxfRkm70nE57bW+fl23x+7Afm+ZW/drF7DrVAUa9KGpWYwAuxWolp5QkG+bItimib0Kj2mBqf57kTPf7s5hnWjyjOXadwrIxqsaFiKlSFLcUQUWsg5ezY4Dmm6K36ESO1DiP1eT7/RMqvv3OGqVrGH/zKLBO1U7ztXRG3fXkSJW1snRotczvDjdKik1KCvCw0VXElMbm0rfK+zvbWdZo3zszzp/+UsPvwWCHhkOM5aTFml8SxIE4VSiiiJKUZ5iy1UxZbGYstSTfUPH/U4tf/ZhU/8bIq27cs8Mh0l4OHXY6fsUhCwWQj5uKtMUu9Sc4577Lwgu3X/sk5a8Z/e+fjN7Ftx499t2Hzosf3JMAB/uNPvpk8n+XoUf83LrvsVbIxuumq4x/7lFTOmase323p67alZLR5bJfNmO9z/gbBoZMWWWi0qRtVTaNiBkW2FbL3hOlGeE6hWutIXMds7Ff9mKnRNs8e7vHbH5ggbbusDDLaXSPRkJbmpMrYXGtp1GatoaGObQlcZ9DVqVV6BN4Sdz6V8V/fv5KlXpXz1qScPl5lbb3F7/7YEll2mvueWUHQVbiWkcQInawo6ORgslmM7JNEkSSFhooyRly+a/rtq8Z8/vtPnuS3PrDAwcNjVN2MIDQCQL3ISGt0eppGTbN+KmLXwYyljmCxmTBfsVlsWYw0NGtWJDy1V7JmRZ1Lzpnj0PEOT++vculWQatbSyYnKw98/yWvzVZMbXmgUhW/sfdok40rq99tuHzF43smB3+xQ4gxVq3yqNdrb5+qPnrjb/7i9Gu2nLPtozdcsjWbnhT80305u/bXuGCDxabVPe55StHraCZHNDMTgunxmFolAhFy+0M+vY6m5uV4hcV44ELgpdQrEblo8Z7Peuw9HFBzjT5JskxJKuPIrKYVaUO11QMNl7LV6Fp5QRWNmBhps/9UyG+8Z4r2UpXtKzNmGjbHTzfYdXCMmt/gf/xUi43Tc5xYErR6ZhUtjAuAx5ioWxKmYjO1nRlP+lvtJQUgy6HVsTlnxuanX7UIKmK+Lej08mIamdPpSZodI1H88ktjIGGxIzg5n3L8TMKJWU3Vc7h6e4/nj6c8tddiyyqPV13ZptkD6Zyf7bjooo/u75z/mk/d//yN1Vr17UJUvqfBDd/DEfzsY9U5P8ORwweb02vcX/qBkePP73zuS+dXa5NvuGDtQc5Z1WOpE3H0tGbVmGbdtGTlija2HUEu6EQZQmoanqDqU0xBRTHaTxhvdNlzLOapA3WqjsQtFLbOXlz+7EMeB085rKyUNtmiT7CyNTh2hmenVP2QVrfD391RZWGhxubJjNGqwLUl3Z5kdtHBcWpsmIn4ye9f4n99pMJ8z6ceGXDHSWbG66lZHYtjRSfUrBwXvOLyHk/uywrZCNM1SVJBN9R0uh7nr2uzYVWT/QfHGK/mdMOUTk/R6mqabc1Sy4Osi+9GZMKhmyUcmc0JPJeZ8QqrxrrUKz2ePQhaSS6/+FzqjYlbzr3wqqfPWT/95+1Or7l23dc2f/peOf7FABxg1eq1AGce33n4N9dvfcva8cnnaS/sfMP+vc9w4MQ8x064XL7F4sJzuiz05vjCAw3ecK3gmaMeR447jFehXtFUA22GRE5K1Y9w7Q47DwkWllwmXXPpL/VL1NDSciu0kWh8K+/TbEu9E63NgMh1UkZrXf7xbvjoPWOsrsFYFRpVjeMoepFgbknj2g4Vr8YPXtvhuaPzfPgOn6mqUQgoDVyTgmkYxYbNl+cOvhMTp2mhIFD8XAJhLOmENqNVxflr2+zc22CpK6mHOZ1uSrMtmXM1Z5Zc1qzQXH5uzNFjildfFfHFnV2e2ieYGrXZca5mtB4yWhthat0lrFy3+ZZXvG7Tf0q77YPaX/HdhsA3fHxPpyhf6dixbTXb1nPwyivO/S9r11/4ph2XveEeWbuSCzeOsX1TD/QCn/mSS7vlkyQp+45rZGoxNaKYHLUYbwhcGywrY6QaMt/q8vlHA6LQwbdLYU/R3+2s+DFP74fH9/rUbEHVzXFsMTB0Kvjgts7xnISMLo/vd/GkzUSQM1pVzIxrxusZc0sRR0/nnFm0mF/yiOIK29f3QEe0I8PzTrO8v+2TZGarpt216XQ9dmzIuHBDh2ZPFHqF5bDHRHHXdvi+S3rUax1m28YLM4wyZhcSTs7mHD/jIvIKG6fNQkjN8Xjl5SmR6PLAzpDjZ6b58TddzI/98GvvufTiC99UGz/3vxw4Ig5q/19O1B4+/kVF8OFDWKMAz+d5/jzw9MN72tM/+5OXvHv21Jc3vfPDD6m5MwEvvySjGSbsOWQzM2Kzdspi3XTGyskzPPV8g+mxnDDp8re3u9y7c5SaLVAyKwQly3Zihu9EHDsEp+ZcRlzBSGA6GHluFg5KpVmtTcH63OGcLz9bYdQT1ANo1CzWTudop8mDuyWe8KgHFo2qTbPtc/nWJlvWtDl9YoQkNRv7Uhg6rxTQ6mpyoBb4TDXazIxGHD9uNnrSItqTG/+ebmhz9bmSn3vdLH/3KZs4dWjU4KkDbTo9D60cql6FzasintwT8dxBh5dd6vNzP7jEmc4l6eYLdjy//ZxTP+uOXn0c2D28qPEv8fgXC/DyKN6A3Um0uDvPklc8rdKVv/jvr/zolx9+sObLw0EnPE3d9ZiYVLguTI52uXtnzuJczvZzYg7Npjz03BiucBDkdCOzRiaE6ZoEbspCK+GzD3m02w4bZnKmxy3GRwSP7o7JspSRWgZCoVSO60RkpISJzYQDVV9SCyTjjZBEtVnsunQSm6W2otlWtDoO9ZqNEgnt2EwlwQj81ysJFb/LI8/6TDRsXNtn6zqbl1/eY/ehhE5PExfRXqkc107MSRfXuXxTwucnunS7DuumBUEt5JGdDivGQp56XjA+FuDqEKXHiNT29ve95NKlE7Phm4Ng09HT3a0H1/wLB3Z5/IsHeP+J2HV6YX5wx4VXH56ba21b0bCu9Nz4bx547Llk8/p9o446Ut190EHKNktLhlN+YiHm1i9WWNMIsPOY0dGE2QVBGNtFGy7HsVNSMqNzLSVjVcnMhOb8c9rc8WRImvjMpIYHYumMPE/43GMOcaKp1MFzJUFR0PbymCSzScKcTi+j0zMSZ2MjFi+5uMvzRzJi0yTBUjBSDfGDkzy2e5pt61waVYs4dhmtREiZ0ks0cWw86G0rpdnr8vwJxVQdTpwZ4Sdescgn7+3R7lWoVQRRGrFiXLPvZMbE5Krmz/7IurlKY5uu+NZPe5W1D26brC5Cnn0rgvPfa8e/nmcCuI5ACJEJ2vMrV07fFgS1zf/rHbdufPNb/s3vp8E1OzeunXr84Gy1t/94nclGQi8K6XUDrjk/YdMqeMVFgh9/+Ry2ZTaGRmoxnp2QI7AsRcUV1ALJaA1Gqj3yPCKKzd/WElw7BZHw8LMOWaLwHTNNtC3DAymtSJLM5MXdUNDuKrTUXLElBDJ6sWEAgpGrkCrmTCdjvpmx2FK0uw5RbCEwmzfzrYxe0X354B2Cux6usuuIy71PKVzpoXTCsTMZV2y1uWq77jnezOP//i2X7HzN63749/c+9bGN1Vpt89j49G1z8515IcS/KnDDv6IIPnyMjk2BUVLrHDh8ANvSf5wL9ccXXLBeef5577Sq+eaGdfDah3Y+r7autmiGLdrtnIqrWOga2eap0ZSp8TkW2gqkj5KG3hq4Et/N8JwYqRQqN71w382oBiGOFeFYClfnfbUuxyqsuAs/GykMV7vdg26oiGNFlAi6ScZCV9GNzIZOmgnCVNOKBJ1eRrsraHctosSm5kkcEk4u5ozPazo9iWvnzM4JLJVSq3Q5fKrKDRf3aIfr0xWrV973koq1u9Xq/oJt9VLHcXjtv/2TfGZmY+e7/X59J49/lQAfPtatXgcD8agkCRd/5tqrnJGDR878wd3P3WFvXnkobcZjF29YZ11Sqe7jQ3c5rB7JWTHW5guPRzQXJrj+0i41N2WsqlBKIkVG4EXYdhUnM/qFEyMh7bDJMwc156+DU6dzAlcx2sjpRinzixrhWGgl8SsK34uZX4JWV7HYUTy5z2fb2ogkTDi96NMNIYwUAotumJCjSbKc2SWbVsfFtRUvu1Ay151j5x7NqVnJ1eel3PqAZmJsI34lefToSfHlV13XUO7E66OE6V9vTPfmpya/cyI734vHv3qAv+AJO3WAeeDnAT56691kubh+tBK/fMPMxJtfH8ktE5WMqfqXePfto6yvK7KkzZgHTOScXErZmmUcOgXdrqLiSnxPMFJr8cAzgtn5FVy4ocuDT0M1EFSCHrc9kmArl7FJC1srpuuaa3bMcfuDAc22T7MreGJPg+8/X3G61eXBJy3aPZs8l9RcxbrJEKU8JhpdDh7LObWYkUZtPLvOS86zeOR5jxWrt7FuneJa6eyaXjP+0dVT6vYk5Z7Vm24E/uN3+2X/7r3f3+0H8N0+3vz6GwDuSaPj98B5975xQm4U6Vw2f/TL2WUXblx/2eZVv9ZqPcv4CovVM3N84ZFFmp2Mxx8QTNUlgRNS8wQHT/a481Gbbas92r2MXAgCT+C6MQfPCFodqCfGCaHqw8qJlG6c0e4ZAbiqLZG5z407ljhyqsVi22d2qUsndLnuwg77DrbJspRjixNcduFKxsZjztlwHkGw7w+l09l/4UVXyw2rR+TGrfle4LaZqX95Q5nvxPH/8wAvD2VPA9xWfr0wP8vbtjiNpYVjD3zhiylORcXXX2L9ytpN1vdXvJSJUyEbjz/GrgOzeL5mvh0glWOmm4S4UqBFSp7FpIkkSWKyLCKKcuI4IY5jemFCq52w1IROmIGEil9l9bQk6tikZByZm+CNr76YE7Mu1cBi9LS4Y8eG+T9dOZNY/siFrFn1ynv+8YJwYWrFt1+Z9V/D8f8H+Fc4GiNjAAvAxwGWFg6B4LmxFXJFnORZfTxiZ7ib5w8uIJXCkjauQ/yyGy/7HcmJH3h5V8frp12q1S7XXZaxdavN+ESLS7ZrVtYDJqYnueYyn4rr4jditl+orVVjjU82O3f9jtaeJRzjMKcij3Ubt7NytUuUWnJqtTwJ7L/qgu/eIu+/pONfRzf/e+Q4tPd+BGLF3Oy++pO7Zb5izMWyQx58NuHyTTaN0Rb3PamZrPpcdu4CDz7tYSmbidGMPSe1WDU5s5jn+ckfeMU13+2n8q/m+P8CnA5r+blsTscAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTg6NTI6MzkrMDA6MDDqWSnNAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE4OjUyOjM5KzAwOjAwmwSRcQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 76799000
    {'hecke_orbit_code': 4503599828697209, 'n': 1, 'trace_an': 1}
  • id: 76799001
    {'hecke_orbit_code': 4503599828697209, 'n': 2, 'trace_an': 24}
  • id: 76799002
    {'hecke_orbit_code': 4503599828697209, 'n': 3, 'trace_an': 252}
  • id: 76799003
    {'hecke_orbit_code': 4503599828697209, 'n': 4, 'trace_an': -1472}
  • id: 76799004
    {'hecke_orbit_code': 4503599828697209, 'n': 5, 'trace_an': 4830}
  • id: 76799005
    {'hecke_orbit_code': 4503599828697209, 'n': 6, 'trace_an': 6048}
  • id: 76799006
    {'hecke_orbit_code': 4503599828697209, 'n': 7, 'trace_an': 16744}
  • id: 76799007
    {'hecke_orbit_code': 4503599828697209, 'n': 8, 'trace_an': -84480}
  • id: 76799008
    {'hecke_orbit_code': 4503599828697209, 'n': 9, 'trace_an': -113643}
  • id: 76799009
    {'hecke_orbit_code': 4503599828697209, 'n': 10, 'trace_an': 115920}
  • id: 76799010
    {'hecke_orbit_code': 4503599828697209, 'n': 11, 'trace_an': 0}
  • id: 76799011
    {'hecke_orbit_code': 4503599828697209, 'n': 12, 'trace_an': -370944}
  • id: 76799012
    {'hecke_orbit_code': 4503599828697209, 'n': 13, 'trace_an': 577738}
  • id: 76799013
    {'hecke_orbit_code': 4503599828697209, 'n': 14, 'trace_an': 401856}
  • id: 76799014
    {'hecke_orbit_code': 4503599828697209, 'n': 15, 'trace_an': 1217160}
  • id: 76799015
    {'hecke_orbit_code': 4503599828697209, 'n': 16, 'trace_an': 987136}
  • id: 76799016
    {'hecke_orbit_code': 4503599828697209, 'n': 17, 'trace_an': 6905934}
  • id: 76799017
    {'hecke_orbit_code': 4503599828697209, 'n': 18, 'trace_an': -2727432}
  • id: 76799018
    {'hecke_orbit_code': 4503599828697209, 'n': 19, 'trace_an': -10661420}
  • id: 76799019
    {'hecke_orbit_code': 4503599828697209, 'n': 20, 'trace_an': -7109760}
  • id: 76799020
    {'hecke_orbit_code': 4503599828697209, 'n': 21, 'trace_an': 4219488}
  • id: 76799021
    {'hecke_orbit_code': 4503599828697209, 'n': 22, 'trace_an': 0}
  • id: 76799022
    {'hecke_orbit_code': 4503599828697209, 'n': 23, 'trace_an': 18643272}
  • id: 76799023
    {'hecke_orbit_code': 4503599828697209, 'n': 24, 'trace_an': -21288960}
  • id: 76799024
    {'hecke_orbit_code': 4503599828697209, 'n': 25, 'trace_an': -25499225}
  • id: 76799025
    {'hecke_orbit_code': 4503599828697209, 'n': 26, 'trace_an': 13865712}
  • id: 76799026
    {'hecke_orbit_code': 4503599828697209, 'n': 27, 'trace_an': -73279080}
  • id: 76799027
    {'hecke_orbit_code': 4503599828697209, 'n': 28, 'trace_an': -24647168}
  • id: 76799028
    {'hecke_orbit_code': 4503599828697209, 'n': 29, 'trace_an': -128406630}
  • id: 76799029
    {'hecke_orbit_code': 4503599828697209, 'n': 30, 'trace_an': 29211840}
  • id: 76799030
    {'hecke_orbit_code': 4503599828697209, 'n': 31, 'trace_an': -52843168}
  • id: 76799031
    {'hecke_orbit_code': 4503599828697209, 'n': 32, 'trace_an': 196706304}
  • id: 76799032
    {'hecke_orbit_code': 4503599828697209, 'n': 33, 'trace_an': 0}
  • id: 76799033
    {'hecke_orbit_code': 4503599828697209, 'n': 34, 'trace_an': 165742416}
  • id: 76799034
    {'hecke_orbit_code': 4503599828697209, 'n': 35, 'trace_an': 80873520}
  • id: 76799035
    {'hecke_orbit_code': 4503599828697209, 'n': 36, 'trace_an': 167282496}
  • id: 76799036
    {'hecke_orbit_code': 4503599828697209, 'n': 37, 'trace_an': -182213314}
  • id: 76799037
    {'hecke_orbit_code': 4503599828697209, 'n': 38, 'trace_an': -255874080}
  • id: 76799038
    {'hecke_orbit_code': 4503599828697209, 'n': 39, 'trace_an': 145589976}
  • id: 76799039
    {'hecke_orbit_code': 4503599828697209, 'n': 40, 'trace_an': -408038400}
  • id: 76799040
    {'hecke_orbit_code': 4503599828697209, 'n': 41, 'trace_an': -308120442}
  • id: 76799041
    {'hecke_orbit_code': 4503599828697209, 'n': 42, 'trace_an': 101267712}
  • id: 76799042
    {'hecke_orbit_code': 4503599828697209, 'n': 43, 'trace_an': 17125708}
  • id: 76799043
    {'hecke_orbit_code': 4503599828697209, 'n': 44, 'trace_an': 0}
  • id: 76799044
    {'hecke_orbit_code': 4503599828697209, 'n': 45, 'trace_an': -548895690}
  • id: 76799045
    {'hecke_orbit_code': 4503599828697209, 'n': 46, 'trace_an': 447438528}
  • id: 76799046
    {'hecke_orbit_code': 4503599828697209, 'n': 47, 'trace_an': 2687348496}
  • id: 76799047
    {'hecke_orbit_code': 4503599828697209, 'n': 48, 'trace_an': 248758272}
  • id: 76799048
    {'hecke_orbit_code': 4503599828697209, 'n': 49, 'trace_an': -1696965207}
  • id: 76799049
    {'hecke_orbit_code': 4503599828697209, 'n': 50, 'trace_an': -611981400}
  • id: 76799050
    {'hecke_orbit_code': 4503599828697209, 'n': 51, 'trace_an': 1740295368}
  • id: 76799051
    {'hecke_orbit_code': 4503599828697209, 'n': 52, 'trace_an': -850430336}
  • id: 76799052
    {'hecke_orbit_code': 4503599828697209, 'n': 53, 'trace_an': -1596055698}
  • id: 76799053
    {'hecke_orbit_code': 4503599828697209, 'n': 54, 'trace_an': -1758697920}
  • id: 76799054
    {'hecke_orbit_code': 4503599828697209, 'n': 55, 'trace_an': 0}
  • id: 76799055
    {'hecke_orbit_code': 4503599828697209, 'n': 56, 'trace_an': -1414533120}
  • id: 76799056
    {'hecke_orbit_code': 4503599828697209, 'n': 57, 'trace_an': -2686677840}
  • id: 76799057
    {'hecke_orbit_code': 4503599828697209, 'n': 58, 'trace_an': -3081759120}
  • id: 76799058
    {'hecke_orbit_code': 4503599828697209, 'n': 59, 'trace_an': -5189203740}
  • id: 76799059
    {'hecke_orbit_code': 4503599828697209, 'n': 60, 'trace_an': -1791659520}
  • id: 76799060
    {'hecke_orbit_code': 4503599828697209, 'n': 61, 'trace_an': -6956478662}
  • id: 76799061
    {'hecke_orbit_code': 4503599828697209, 'n': 62, 'trace_an': -1268236032}
  • id: 76799062
    {'hecke_orbit_code': 4503599828697209, 'n': 63, 'trace_an': -1902838392}
  • id: 76799063
    {'hecke_orbit_code': 4503599828697209, 'n': 64, 'trace_an': 2699296768}
  • id: 76799064
    {'hecke_orbit_code': 4503599828697209, 'n': 65, 'trace_an': 2790474540}
  • id: 76799065
    {'hecke_orbit_code': 4503599828697209, 'n': 66, 'trace_an': 0}
  • id: 76799066
    {'hecke_orbit_code': 4503599828697209, 'n': 67, 'trace_an': -15481826884}
  • id: 76799067
    {'hecke_orbit_code': 4503599828697209, 'n': 68, 'trace_an': -10165534848}
  • id: 76799068
    {'hecke_orbit_code': 4503599828697209, 'n': 69, 'trace_an': 4698104544}
  • id: 76799069
    {'hecke_orbit_code': 4503599828697209, 'n': 70, 'trace_an': 1940964480}
  • id: 76799070
    {'hecke_orbit_code': 4503599828697209, 'n': 71, 'trace_an': 9791485272}
  • id: 76799071
    {'hecke_orbit_code': 4503599828697209, 'n': 72, 'trace_an': 9600560640}
  • id: 76799072
    {'hecke_orbit_code': 4503599828697209, 'n': 73, 'trace_an': -1463791322}
  • id: 76799073
    {'hecke_orbit_code': 4503599828697209, 'n': 74, 'trace_an': -4373119536}
  • id: 76799074
    {'hecke_orbit_code': 4503599828697209, 'n': 75, 'trace_an': -6425804700}
  • id: 76799075
    {'hecke_orbit_code': 4503599828697209, 'n': 76, 'trace_an': 15693610240}
  • id: 76799076
    {'hecke_orbit_code': 4503599828697209, 'n': 77, 'trace_an': 0}
  • id: 76799077
    {'hecke_orbit_code': 4503599828697209, 'n': 78, 'trace_an': 3494159424}
  • id: 76799078
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    {'hecke_orbit_code': 4503599828697209, 'n': 970, 'trace_an': 8695572865852320}
  • id: 76799970
    {'hecke_orbit_code': 4503599828697209, 'n': 971, 'trace_an': -21487665696030828}
  • id: 76799971
    {'hecke_orbit_code': 4503599828697209, 'n': 972, 'trace_an': -19725972671349504}
  • id: 76799972
    {'hecke_orbit_code': 4503599828697209, 'n': 973, 'trace_an': -9992711669027360}
  • id: 76799973
    {'hecke_orbit_code': 4503599828697209, 'n': 974, 'trace_an': -5277839322284736}
  • id: 76799974
    {'hecke_orbit_code': 4503599828697209, 'n': 975, 'trace_an': -3712431555768600}
  • id: 76799975
    {'hecke_orbit_code': 4503599828697209, 'n': 976, 'trace_an': -6866990520492032}
  • id: 76799976
    {'hecke_orbit_code': 4503599828697209, 'n': 977, 'trace_an': -8738799717564174}
  • id: 76799977
    {'hecke_orbit_code': 4503599828697209, 'n': 978, 'trace_an': -2164172529988224}
  • id: 76799978
    {'hecke_orbit_code': 4503599828697209, 'n': 979, 'trace_an': 0}
  • id: 76799979
    {'hecke_orbit_code': 4503599828697209, 'n': 980, 'trace_an': 12065015350120320}
  • id: 76799980
    {'hecke_orbit_code': 4503599828697209, 'n': 981, 'trace_an': 8350791783897330}
  • id: 76799981
    {'hecke_orbit_code': 4503599828697209, 'n': 982, 'trace_an': 11612715073634592}
  • id: 76799982
    {'hecke_orbit_code': 4503599828697209, 'n': 983, 'trace_an': 11892426157508232}
  • id: 76799983
    {'hecke_orbit_code': 4503599828697209, 'n': 984, 'trace_an': 6559563764920320}
  • id: 76799984
    {'hecke_orbit_code': 4503599828697209, 'n': 985, 'trace_an': 13891521966029820}
  • id: 76799985
    {'hecke_orbit_code': 4503599828697209, 'n': 986, 'trace_an': -21282425086618080}
  • id: 76799986
    {'hecke_orbit_code': 4503599828697209, 'n': 987, 'trace_an': 11339234730690048}
  • id: 76799987
    {'hecke_orbit_code': 4503599828697209, 'n': 988, 'trace_an': 9066794992837120}
  • id: 76799988
    {'hecke_orbit_code': 4503599828697209, 'n': 989, 'trace_an': 319279232436576}
  • id: 76799989
    {'hecke_orbit_code': 4503599828697209, 'n': 990, 'trace_an': 0}
  • id: 76799990
    {'hecke_orbit_code': 4503599828697209, 'n': 991, 'trace_an': 23440857788319392}
  • id: 76799991
    {'hecke_orbit_code': 4503599828697209, 'n': 992, 'trace_an': -10394584268931072}
  • id: 76799992
    {'hecke_orbit_code': 4503599828697209, 'n': 993, 'trace_an': -16023173525318736}
  • id: 76799993
    {'hecke_orbit_code': 4503599828697209, 'n': 994, 'trace_an': 3934767105464832}
  • id: 76799994
    {'hecke_orbit_code': 4503599828697209, 'n': 995, 'trace_an': 3518130472626000}
  • id: 76799995
    {'hecke_orbit_code': 4503599828697209, 'n': 996, 'trace_an': -10881679211246592}
  • id: 76799996
    {'hecke_orbit_code': 4503599828697209, 'n': 997, 'trace_an': 21400415987399554}
  • id: 76799997
    {'hecke_orbit_code': 4503599828697209, 'n': 998, 'trace_an': -2613065262540000}
  • id: 76799998
    {'hecke_orbit_code': 4503599828697209, 'n': 999, 'trace_an': 13352424013671120}
  • id: 76799999
    {'hecke_orbit_code': 4503599828697209, 'n': 1000, 'trace_an': 30328412970240000}