Newform data - 230.2.a.d

Formats: - HTML - YAML - JSON - 2024-04-24T20:50:42.275537

• 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': 920, 'analytic_conductor': 1.836559246489449, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1], [23, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [230, 1, [47, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 1101, 'field_disc_factorization': [[3, 1], [367, 1]], 'field_poly': [12, -9, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [12, -9, -1, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798915666150, 'hecke_ring_generator_nbound': 3, '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': True, 'label': '230.2.a.d', 'level': 230, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'minimal_twist': '230.2.a.d', 'nf_label': '3.3.1101.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+\\beta _{1}q^{3}+q^{4}-q^{5}+\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '230.2.a', 'trace_display': [3, 1, -3, 3], 'trace_hash': 260351684349126995, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.901', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.162', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.844', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.162', 'prec': 17}, {'__RealLiteral__': 0, 'data': '269.860', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, 'traces': [3, 3, 1, 3, -3, 1, 3, 3, 10, -3, 3, 1, -1, 3, -1, 3, -7, 10, 3, -3, -22, 3, -3, 1, 3, -1, -14, 3, -4, -1, -5, 3, -9, -7, -3, 10, -2, 3, 14, -3, 1, -22, 24, 3, -10, -3, -14, 1, 30, 3, -21, -1, -18, -14, -3, 3, -22, -4, 14, -1, 1, -5, 8, 3, 1, -9, 8, -7, -1, -3, 11, 10, -8, -2, 1, 3, -24, 14, -4, -3, 7, 1, 8, -22, 7, 24, 36, 3, 18, -10, 1, -3, -16, -14, -3, 1, -33, 30, 57, 3, -4, -21, 27, -1, 22, -18, 14, -14, -15, -3, 8, 3, -18, -22, 3, -4, -34, 14, 16, -1, 54, 1, -27, -5, -3, 8, 18, 3, 8, 1, 0, -9, 51, 8, 14, -7, -9, -1, -6, -3, 24, 11, -48, 10, 4, -8, 0, -2, -9, 1, -9, 3, -9, -24, 5, 14, 28, -4, -6, -3, -3, 7, 1, 1, 9, 8, 28, -22, -8, 7, 8, 24, -29, 36, 3, 3, 42, 18, -6, -10, -3, 1, -1, -3, 2, -16, 3, -14, -85, -3, 6, 1, 8, -33, -14, 30, -23, 57, -28, 3, 20, -4, -50, -21, -1, 27, -10, -1, -24, 22, 12, -18, -15, 14, -24, -14, -7, -15, 26, -3, -12, 8, -4, 3, 10, -18, -14, -22, -10, 3, -153, -4, -20, -34, 14, 14, 56, 16, -12, -1, -30, 54, -26, 1, -30, -27, 1, -5, -6, -3, -35, 8, -3, 18, 21, 3, -4, 8, -52, 1, -42, 0, -31, -9, 18, 51, 72, 8, 24, 14, 7, -7, 85, -9, 3, -1, -2, -6, 14, -3, -12, 24, 44, 11, 22, -48, 74, 10, -16, 4, -67, -8, -18, 0, -14, -2, 3, -9, 1, 1, 24, -9, 36, 3, -1, -9, -1, -24, -1, 5, 16, 14, 1, 28, -8, -4, -9, -6, -24, -3, 108, -3, 16, 7, -1, 1, -28, 1, -10, 9, 22, 8, 26, 28, -8, -22, -1, -8, -6, 7, 42, 8, -18, 24, 1, -29, 25, 36, 30, 3, 17, 3, -42, 42, -11, 18, 27, -6, 80, -10, -6, -3, 61, 1, 8, -1, -20, -3, -15, 2, -18, -16, 8, 3, -1, -14, 30, -85, -39, -3, 26, 6, 0, 1, 24, 8, 80, -33, -45, -14, 7, 30, 66, -23, 4, 57, -55, -28, 7, 3, 56, 20, -29, -4, -7, -50, 72, -21, 65, -1, -72, 27, -32, -10, -8, -1, -22, -24, -12, 22, 13, 12, -108, -18, -7, -15, -76, 14, -3, -24, 46, -14, 55, -7, -36, -15, -3, 26, -49, -3, 147, -12, -21, 8, -18, -4, -72, 3, 43, 10, -63, -18, 53, -14, -1, -22, 22, -10, -9, 3, -12, -153, 88, -4, 16, -20, 10, -34, -92, 14, -28, 14, 24, 56, 3, 16, -60, -12, -8, -1, -32, -30, 22, 54, 33, -26, -70, 1, 32, -30, 18, -27, -28, 1, -57, -5, 34, -6, -40, -3, -48, -35, 51, 8, 4, -3, -30, 18, -48, 21, -4, 3, -85, -4, -27, 8, -108, -52, -57, 1, 26, -42, 0, 0, -22, -31, 26, -9, 3, 18, 18, 51, 18, 72, -14, 8, -48, 24, 114, 14, 22, 7, 68, -7, 15, 85, 3, -9, 83, 3, -50, -1, 4, -2, -8, -6, -54, 14, -8, -3, -48, -12, 32, 24, 18, 44, 74, 11, -6, 22, 43, -48, 114, 74, -3, 10, -26, -16, -118, 4, 58, -67, -18, -8, 34, -18, -7, 0, -7, -14, 57, -2, -32, 3, -16, -9, 74, 1, 17, 1, -23, 24, 92, -9, -54, 36, -24, 3, 78, -1, 66, -9, -54, -1, 27, -24, 33, -1, 37, 5, 14, 16, -24, 14, 3, 1, -153, 28, -4, -8, 14, -4, -22, -9, -18, -6, -57, -24, 51, -3, -6, 108, -50, -3, -8, 16, 4, 7, -6, -1, -41, 1, -1, -28, 0, 1, -88, -10, 28, 9, 89, 22, 9, 8, -51, 26, 4, 28, -76, -8, 159, -22, 18, -1, -14, -8, -18, -6, 36, 7, -108, 42, 41, 8, 9, -18, 14, 24, 6, 1, -42, -29, 51, 25, 6, 36, 25, 30, 114, 3, -13, 17, -52, 3, -24, -42, -50, 42, 7, -11, -136, 18, 5, 27, 48, -6, -96, 80, -71, -10, 0, -6, 56, -3, -4, 61, -41, 1, -14, 8, -56, -1, 46, -20, 0, -3, 156, -15, -24, 2, 85, -18, 23, -16, 9, 8, -6, 3, -74, -1, 2, -14, -138, 30, 9, -85, 54, -39, 9, -3, 21, 26, 33, 6, 9, 0, 24, 1, 26, 24, -30, 8, -26, 80, -5, -33, -92, -45, 74, -14, 21, 7, 102, 30, -28, 66, 46, -23, -75, 4, -18, 57, -80, -55, 6, -28, 36, 7, 4, 3, -30, 56, -102, 20, 3, -29, -12, -4, 47, -7, -38, -50, 80, 72, -1, -21, 24, 65, -101, -1, -10, -72, 48, 27, -9, -32, 106, -10, 2, -8, -58, -1, -60, -22, -28, -24, 11, -12, 58, 22, -7, 13, -24, 12, 8, -108, 60, -18, 98, -7, 2, -15, 53, -76, -8, 14, -6, -3, 118, -24, 75, 46, -6, -14, 29, 55, 55, -7, -192, -36, -68, -15, -67, -3, -3, 26, -83, -49, -6, -3, 6, 147, 31, -12, -42, -21, 0, 8, 72, -18, 84, -4, -10, -72, 6, 3, -14, 43, -22, 10, 42, -63, -176, -18, 3, 53, -50, -14, -42, -1, -98, -22, -66, 22, 1, -10, -42, -9, 28, 3, -151, -12, -18, -153, -2, 88, 137, -4, -62, 16, 3, -20, -12, 10, -3, -34, 11, -92, -40, 14, -7, -28, -1, 14, 85, 24, -21, 56, 64, 3, -6, 16, 3, -60, -6, -12, 150, -8, 135, -1, -54, -32, -72, -30, -8, 22, -2, 54, 27, 33, 81, -26, -60, -70, 14, 1, 5, 32, -96, -30, -52, 18, 3, -27, 23, -28, 258, 1, -24, -57, 57, -5, -70, 34, 28, -6, 54, -40, 68, -3], 'weight': 2, 'weight_parity': 1}
• mf_hecke_nf •

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

  
  {'an': [[1, 0, 0], [1, 0, 0], [0, 1, 0], [1, 0, 0], [-1, 0, 0], [0, 1, 0], [1, -1, -1], [1, 0, 0], [4, -1, 1], [-1, 0, 0], [2, -1, 2], [0, 1, 0], [-1, 1, -1], [1, -1, -1], [0, -1, 0], [1, 0, 0], [-2, -1, 0], [4, -1, 1], [1, -1, -1], [-1, 0, 0], [-9, 2, -3], [2, -1, 2], [-1, 0, 0], [0, 1, 0], [1, 0, 0], [-1, 1, -1], [-5, 2, 1], [1, -1, -1], [-2, 2, 0], [0, -1, 0], [-1, -1, 1], [1, 0, 0], [-3, 3, 3], [-2, -1, 0], [-1, 1, 1], [4, -1, 1], [0, 0, 2], [1, -1, -1], [5, -2, -1], [-1, 0, 0], [0, -1, -2], [-9, 2, -3], [8, 0, 0], [2, -1, 2], [-4, 1, -1], [-1, 0, 0], [-6, 2, -2], [0, 1, 0], [11, -1, 2], [1, 0, 0], [-7, -1, -1], [-1, 1, -1], [-6, 0, 0], [-5, 2, 1], [-2, 1, -2], [1, -1, -1], [-9, 2, -3], [-2, 2, 0], [4, 2, 0], [0, -1, 0], [2, -1, 4], [-1, -1, 1], [5, -8, -1], [1, 0, 0], [1, -1, 1], [-3, 3, 3], [4, 0, 4], [-2, -1, 0], [0, -1, 0], [-1, 1, 1], [4, -1, 0], [4, -1, 1], [-4, 2, -2], [0, 0, 2], [0, 1, 0], [1, -1, -1], [-5, -8, 1], [5, -2, -1], [-4, 4, -4], [-1, 0, 0], [4, -4, 1], [0, -1, -2], [2, 0, -2], [-9, 2, -3], [2, 1, 0], [8, 0, 0], [14, -4, 2], [2, -1, 2], [4, 4, -2], [-4, 1, -1], [-2, 5, -2], [-1, 0, 0], [-5, 0, 1], [-6, 2, -2], [-1, 1, 1], [0, 1, 0], [-10, -3, 0], [11, -1, 2], [21, -3, 3], [1, 0, 0]], 'ap': [[1, 0, 0], [0, 1, 0], [-1, 0, 0], [1, -1, -1], [2, -1, 2], [-1, 1, -1], [-2, -1, 0], [1, -1, -1], [-1, 0, 0], [-2, 2, 0], [-1, -1, 1], [0, 0, 2], [0, -1, -2], [8, 0, 0], [-6, 2, -2], [-6, 0, 0], [4, 2, 0], [2, -1, 4], [4, 0, 4], [4, -1, 0], [-4, 2, -2], [-4, 4, -4], [2, 0, -2], [4, 4, -2], [-10, -3, 0], [-2, 2, 0], [10, -1, 2], [2, 6, -2], [-5, -1, -1], [-6, 0, 0], [4, 2, -4], [-2, 4, -2], [-3, -3, -3], [0, -2, 4], [-3, -3, -3], [-4, 3, 0], [10, -2, 0], [1, 1, 3], [12, -4, 4], [-8, -3, 2], [-2, -2, -2], [-1, 3, 3], [0, 6, 0], [4, -6, -2], [-8, 3, 2], [-10, 4, 2], [2, 0, -6], [0, -4, 0], [-2, -6, 2], [-2, 0, 4], [-8, 6, 2], [-4, -4, -4], [-12, 4, -2], [-9, -7, 1], [0, -2, 2], [-10, -3, -2], [10, -2, 4], [3, 3, 5], [2, -4, 4], [-2, -2, 4], [14, 4, 2], [-6, 0, 0], [4, -9, 4], [4, 0, -4], [-1, -1, -5], [-5, 1, -5], [12, -6, 8], [-3, 5, -3], [8, 1, 0], [10, -4, -4], [-12, 0, 6], [26, 0, -2], [-8, 4, 0], [0, 2, -6], [-14, 5, 2], [0, 0, 0], [-14, 1, 4], [-20, 3, -2], [16, 2, -6], [21, -1, -3], [-8, 4, -8], [7, -5, 3], [14, -2, -6], [17, 5, 1], [-17, 3, 1], [-5, -5, 1], [15, -7, -5], [10, -8, 0], [0, -6, 6], [30, 0, 2], [4, -6, -4], [2, -8, 6], [-24, 2, 0], [10, -2, 10], [-16, 4, -4], [17, -1, -1], [-18, 6, 0], [6, 4, -4], [2, 0, 6], [4, 4, -6], [-1, 3, -3], [-16, -4, 2], [8, 0, -8], [-2, 4, 4], [14, -1, -2], [-6, 0, 8], [-4, 9, 4], [-12, 2, -2], [4, 5, 0], [-11, 7, -3], [-8, 8, 8], [-18, 4, 4], [10, 7, 4], [11, -7, -11], [8, -2, 8], [-4, -4, -10], [-18, 6, 2], [6, -4, 10], [3, 1, 11], [4, 12, -4], [30, -1, 0], [10, -4, 8], [-6, 0, 0], [13, -7, -9], [-14, 2, 2], [1, -7, 9], [6, -3, 8], [-27, 5, -5], [-18, 3, -10], [14, 8, 4], [-12, 4, -8], [9, -5, -1], [-4, 10, -4], [12, 16, -2], [9, 3, 9], [6, -4, -12], [-8, 0, 2], [20, -10, 4], [16, -2, 10], [16, 5, 6], [-14, -2, -6], [2, -12, 4], [18, -8, -2], [36, 2, 4], [-2, 0, -8], [22, -6, 2], [25, -9, 13], [-6, 12, 0], [38, 2, -2], [4, -14, 4], [-28, -1, -2], [0, 0, -6], [3, 15, -7], [8, -16, 8], [-14, -2, 6], [-34, -2, -6], [8, -4, -8], [-18, -4, 4], [9, -7, 9], [6, -17, 8], [-1, -13, 5], [-6, 9, -12], [-4, 14, 4], [26, 5, 2], [3, -5, -1], [2, -1, 2], [16, 5, -4], [18, 4, 4]], 'char_orbit_index': 1, 'field_poly': [12, -9, -1, 1], 'hecke_orbit_code': 13510798915666150, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [7, -1, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-7, 1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '230.2.a.d', 'level': 230, 'maxp': 997, 'weight': 2}
• mf_newspaces •

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

  
  {'AL_dims': [[[[2, -1], [5, -1], [23, -1]], 2, 1], [[[2, 1], [5, 1], [23, -1]], 2, 1], [[[2, 1], [5, -1], [23, 1]], 2, 1], [[[2, -1], [5, 1], [23, 1]], 3, 1]], 'ALdims': [0, 2, 2, 0, 3, 0, 0, 2], 'Nk2': 920, 'analytic_conductor': 1.836559246489449, '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': [230, 1, [47, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 33, 'dim': 9, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554662, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '230.2.a', 'level': 230, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 40, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 72, 'trace_bound': 3, 'trace_display': [1, 4, -1, 8], 'traces': [9, 1, 4, 9, -1, 0, 8, 1, 17, -1, 0, 4, 6, 0, 4, 9, -6, -3, 8, -1, -16, 8, -1, 0, 9, -14, -8, 8, -10, -4, 4, 1, -24, -6, 0, 17, 10, -8, -16, -1, -26, -32, 24, 0, -13, -1, -24, 4, 13, 1, -32, 6, -22, -24, -12, 0, -48, -26, -28, 4, 10, 0, -16, 9, -6, -8, 24, -6, -4, -4, -12, -3, 2, -6, 4, 8, -8, 16, 24, -1, 33, 10, 8, -16, 14, 24, 16, 8, 18, -13, 16, -1, 40, 8, -12, 0, 10, 25, 8, 9, -2, 16, 32, -14, 8, -30, 48, -8, 10, 8, 48, 8, 10, 16, 1, -10, -26, 36, 16, -4, 57, -14, -32, 4, -1, 24, 24, 1, -16, 2, -20, -24, 56, 32, 40, -6, -14, 4, 4, 0, 16, 40, -16, 17, -14, -14, -20, 10, 26, 0, -4, -8, -46, -24, 0, -16, 2, -8, 8, -1, -4, -23, 52, -26, -24, 16, 40, -32, 27, 2, -8, 24, -42, 32, 8, 0, 48, -6, -4, -13, -30, 8, -80, -1, 30, -40, -40, -24, -80, 0, 24, 4, -14, -22, -16, 13, -34, 88, -32, 1, -16, -34, -80, -32, -10, 48, -13, 6, -32, 32, 20, -22, -96, 8, -32, -24, -8, -46, 24, -12, -52, -8, -32, 0, 17, -6, -96, -48, 18, 9, -132, -26, 42, -58, 40, -28, 96, -8, -24, 4, -86, 53, 20, 10, -41, 4, 24, 0, -32, -1, 48, -16, 8, 32, 28, 9, -6, 32, -40, -6, 54, -4, -16, -8, -10, 28, 8, 24, 54, -16, -52, -6, 120, -14, 0, -4, 6, 44, 48, -4, -14, 8, -8, -12, 24, -8, 64, -3, 23, -6, 0, 2, 10, 4, -20, -6, -72, -62, 2, 4, -48, 16, 40, 8, -6, 50, -28, -8, 0, 24, 64, 16, -14, 66, -16, 24, -2, -8, -48, -1, 168, 0, 112, 33, 6, -40, 40, 10, -32, 28, 68, 8, 50, -16, 0, -16, -14, 39, 24, 14, 48, 48, -32, 24, 0, -62, 28, 16, 38, 0, 36, 8, 2, 56, -40, 18, 8, -44, 96, -13, 1, -38, 148, 16, 22, 40, 8, -1, -98, -18, -64, 40, 26, -28, 4, 8, 108, -72, -8, -12, -48, -40, -48, 0, 16, 42, 200, 10, -14, -40, 2, 25, 136, -62, 0, 8, -66, -16, 44, 9, 74, 96, -136, -2, 39, -24, -24, 16, -26, -10, -128, 32, -48, -13, 16, -14, -88, -64, 32, 8, 58, 60, -112, -30, -6, 44, -48, 48, 48, -16, 80, -8, -54, -24, -8, 10, 0, 40, -92, 8, 77, -100, -4, 48, -42, -24, -56, 8, 54, -3, -72, 10, 48, -16, 28, 16, -38, 2, -96, 1, -74, -176, 64, -10, 16, -30, 40, -26, -144, 0, -8, 36, -24, 8, 8, 16, 50, 8, -120, -4, -92, 26, 32, 57, 62, -92, -112, -14, 64, -41, -28, -32, -84, -88, -100, 4, -32, -16, -52, -1, -72, -80, 168, 24, -30, -12, -92, 24, 30, 40, -96, 1, -216, -78, -24, -16, -128, -80, 52, 2, 34, -106, -48, -20, -16, -48, -16, -24, 9, 30, -92, 56, -92, 104, -16, 32, -40, -18, 152, 40, 54, -24, 104, -6, 26, 56, -20, -14, 34, 8, -40, 4, -24, 54, 24, 4, -6, -16, 16, 0, -16, 90, 64, 16, 22, 24, 80, 40, -6, 32, 40, -16, 48, 40, -1, 17, 26, 3, -32, -14, 112, -112, -32, -14, -14, -54, -60, -20, -48, -28, 92, 10, 42, 136, 8, 26, 192, -6, -92, 0, -58, 96, 104, -4, -37, 48, -16, -8, 120, -2, 80, -46, -14, 24, -8, -24, 138, 56, 72, 0, -16, -16, -56, -16, 9, 18, -40, 2, 84, -8, 104, -8, -24, -38, -8, 8, -34, 16, 20, -1, -110, 112, -112, -4, 56, -8, 32, -23, 0, -14, -8, 52, 102, -144, -20, -26, 114, 48, -32, -24, 18, 44, -72, 16, -32, 10, -6, 40, -80, 24, 204, -32, 58, 98, -8, 27, -86, -56, 128, 2, -72, -32, -44, -8, -2, -24, -56, 24, -28, 4, 44, -42, 72, -8, 20, 32, 156, 14, 136, 8, 90, 104, -48, 0, -8, 10, -32, 48, -54, 24, 32, -6, 24, 44, 80, -4, -128, 80, -36, -13, 48, -35, 136, -30, -10, -40, 72, 8, 41, -2, -104, -80, 82, -40, -44, -1, 128, 130, 28, 30, -16, 0, -16, -40, 2, 26, -120, -40, -72, -4, 16, -24, -176, 44, 48, -80, 82, -48, 28, 0, -58, 160, 88, 24, -34, 48, -128, 4, -54, 48, 96, -14, 50, -40, 4, -22, -152, -22, 152, -16, 128, 14, 176, 13, -50, 24, -16, -34, -80, 32, -40, 88, 108, -46, 32, -32, -22, -24, -56, 1, 50, 58, -256, -16, 0, -68, 104, -34, 110, -57, -68, -80, -72, 112, -12, -32, 0, 138, -200, -10, -130, -56, 120, 48, -24, -56, 160, -13, 62, -24, -96, 6, -30, 64, -16, -32, -48, -16, -72, 32, 15, -62, -120, 20, 25, -152, 64, -22, -8, -6, -18, -96, 94, -72, -80, 8, -70, -8, 52, -32, 48, 88, -8, -24, 82, 122, 108, -8, -184, -88, -104, -46, -142, -12, 0, 24, -122, -64, -152, -12, 98, 245, 44, -52, -96, 40, -40, -8, 24, -18, -80, -32, -144, -112, 20, 0, -40, 66, -104, 17, -20, -168, -152, -6, -14, 28, -72, -96, -26, -8, -96, -48, -24, 74, -8, 18, -64, -24, 104, 9, -188, -98, 32, -132, 10, 120, -48, -26, -174, 48, 48, 42, -48, -8, -16, -58, 58, -40, -80, 40, 2, -72, -10, -28, 100, 72, -60, 96, 68, -8, -96, -8, -78, -126, -72, -24, 128, 48, 156, 4, 37, -84, 0, -86, -2, 8, -24, 53, 60, 58, 80, 20, -144, -152, -16, 10, -54, 0, -96, -41, 66, 44, 8, 4, -6, -36, 160, 24, -16, -32, 12, 0, 48, 128, 16, -32, -10, -68, 208, -1], 'weight': 2, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 185605
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '230.2.a.d', 'target_level': 230, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
  • id: 185606
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '1150.2.a.q', 'target_level': 1150, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 2}
  • id: 185607
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1150.2.b.j', 'target_level': 1150, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 2}
  • id: 185608
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '1840.2.a.r', 'target_level': 1840, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
  • id: 185609
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '2070.2.a.z', 'target_level': 2070, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
  • id: 185610
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '5290.2.a.r', 'target_level': 5290, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 2}
  • id: 185611
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 52, 'target_is_minimal': False, 'target_label': '7360.2.a.bz', 'target_level': 7360, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 2}
  • id: 185612
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 57, 'target_is_minimal': False, 'target_label': '7360.2.a.ce', 'target_level': 7360, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 2}
  • id: 185613
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '230.2.a.d', 'source_level': 230, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 58, 'target_is_minimal': False, 'target_label': '9200.2.a.cf', 'target_level': 9200, 'twist_class_label': '230.2.a.d', 'twist_class_level': 230, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 2}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 548575
    {'charpoly_factorization': [[[-1, 1], 3]], 'hecke_orbit_code': 13510798915666150, 'p': 2}
  • id: 548576
    {'charpoly_factorization': [[[12, -9, -1, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 3}
  • id: 548577
    {'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 13510798915666150, 'p': 5}
  • id: 548578
    {'charpoly_factorization': [[[64, -21, -3, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 7}
  • id: 548579
    {'charpoly_factorization': [[[144, -39, -3, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 11}
  • id: 548580
    {'charpoly_factorization': [[[-18, -15, 1, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 13}
  • id: 548581
    {'charpoly_factorization': [[[-18, 7, 7, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 17}
  • id: 548582
    {'charpoly_factorization': [[[64, -21, -3, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 19}
  • id: 548583
    {'charpoly_factorization': [[[1, 1], 3]], 'hecke_orbit_code': 13510798915666150, 'p': 23}
  • id: 548584
    {'charpoly_factorization': [[[24, -32, 4, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 29}
  • id: 548585
    {'charpoly_factorization': [[[-8, -7, 5, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 31}
  • id: 548586
    {'charpoly_factorization': [[[-32, -40, 2, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 37}
  • id: 548587
    {'charpoly_factorization': [[[186, -59, -1, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 41}
  • id: 548588
    {'charpoly_factorization': [[[-8, 1], 3]], 'hecke_orbit_code': 13510798915666150, 'p': 43}
  • id: 548589
    {'charpoly_factorization': [[[-288, 4, 14, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 47}
  • id: 548590
    {'charpoly_factorization': [[[6, 1], 3]], 'hecke_orbit_code': 13510798915666150, 'p': 53}
  • id: 548591
    {'charpoly_factorization': [[[144, 28, -14, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 59}
  • id: 548592
    {'charpoly_factorization': [[[526, -157, -1, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 61}
  • id: 548593
    {'charpoly_factorization': [[[384, -144, -8, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 67}
  • id: 548594
    {'charpoly_factorization': [[[-24, 31, -11, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 71}
  • id: 548595
    {'charpoly_factorization': [[[-248, -40, 8, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 73}
  • id: 548596
    {'charpoly_factorization': [[[-1152, -240, 4, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 79}
  • id: 548597
    {'charpoly_factorization': [[[96, -20, -8, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 83}
  • id: 548598
    {'charpoly_factorization': [[[1152, -48, -18, 1], 1]], 'hecke_orbit_code': 13510798915666150, 'p': 89}
  • id: 548599
    {'charpoly_factorization': [[[166, 279, 33, 1], 1]], 'hecke_orbit_code': 13510798915666150, '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': 4, 'label': '230.2.a.d', 'level': 230, 'portrait': 'data:image/png;base64,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', 'weight': 2}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 125685000
    {'hecke_orbit_code': 13510798915666150, 'n': 1, 'trace_an': 3}
  • id: 125685001
    {'hecke_orbit_code': 13510798915666150, 'n': 2, 'trace_an': 3}
  • id: 125685002
    {'hecke_orbit_code': 13510798915666150, 'n': 3, 'trace_an': 1}
  • id: 125685003
    {'hecke_orbit_code': 13510798915666150, 'n': 4, 'trace_an': 3}
  • id: 125685004
    {'hecke_orbit_code': 13510798915666150, 'n': 5, 'trace_an': -3}
  • id: 125685005
    {'hecke_orbit_code': 13510798915666150, 'n': 6, 'trace_an': 1}
  • id: 125685006
    {'hecke_orbit_code': 13510798915666150, 'n': 7, 'trace_an': 3}
  • id: 125685007
    {'hecke_orbit_code': 13510798915666150, 'n': 8, 'trace_an': 3}
  • id: 125685008
    {'hecke_orbit_code': 13510798915666150, 'n': 9, 'trace_an': 10}
  • id: 125685009
    {'hecke_orbit_code': 13510798915666150, 'n': 10, 'trace_an': -3}
  • id: 125685010
    {'hecke_orbit_code': 13510798915666150, 'n': 11, 'trace_an': 3}
  • id: 125685011
    {'hecke_orbit_code': 13510798915666150, 'n': 12, 'trace_an': 1}
  • id: 125685012
    {'hecke_orbit_code': 13510798915666150, 'n': 13, 'trace_an': -1}
  • id: 125685013
    {'hecke_orbit_code': 13510798915666150, 'n': 14, 'trace_an': 3}
  • id: 125685014
    {'hecke_orbit_code': 13510798915666150, 'n': 15, 'trace_an': -1}
  • id: 125685015
    {'hecke_orbit_code': 13510798915666150, 'n': 16, 'trace_an': 3}
  • id: 125685016
    {'hecke_orbit_code': 13510798915666150, 'n': 17, 'trace_an': -7}
  • id: 125685017
    {'hecke_orbit_code': 13510798915666150, 'n': 18, 'trace_an': 10}
  • id: 125685018
    {'hecke_orbit_code': 13510798915666150, 'n': 19, 'trace_an': 3}
  • id: 125685019
    {'hecke_orbit_code': 13510798915666150, 'n': 20, 'trace_an': -3}
  • id: 125685020
    {'hecke_orbit_code': 13510798915666150, 'n': 21, 'trace_an': -22}
  • id: 125685021
    {'hecke_orbit_code': 13510798915666150, 'n': 22, 'trace_an': 3}
  • id: 125685022
    {'hecke_orbit_code': 13510798915666150, 'n': 23, 'trace_an': -3}
  • id: 125685023
    {'hecke_orbit_code': 13510798915666150, 'n': 24, 'trace_an': 1}
  • id: 125685024
    {'hecke_orbit_code': 13510798915666150, 'n': 25, 'trace_an': 3}
  • id: 125685025
    {'hecke_orbit_code': 13510798915666150, 'n': 26, 'trace_an': -1}
  • id: 125685026
    {'hecke_orbit_code': 13510798915666150, 'n': 27, 'trace_an': -14}
  • id: 125685027
    {'hecke_orbit_code': 13510798915666150, 'n': 28, 'trace_an': 3}
  • id: 125685028
    {'hecke_orbit_code': 13510798915666150, 'n': 29, 'trace_an': -4}
  • id: 125685029
    {'hecke_orbit_code': 13510798915666150, 'n': 30, 'trace_an': -1}
  • id: 125685030
    {'hecke_orbit_code': 13510798915666150, 'n': 31, 'trace_an': -5}
  • id: 125685031
    {'hecke_orbit_code': 13510798915666150, 'n': 32, 'trace_an': 3}
  • id: 125685032
    {'hecke_orbit_code': 13510798915666150, 'n': 33, 'trace_an': -9}
  • id: 125685033
    {'hecke_orbit_code': 13510798915666150, 'n': 34, 'trace_an': -7}
  • id: 125685034
    {'hecke_orbit_code': 13510798915666150, 'n': 35, 'trace_an': -3}
  • id: 125685035
    {'hecke_orbit_code': 13510798915666150, 'n': 36, 'trace_an': 10}
  • id: 125685036
    {'hecke_orbit_code': 13510798915666150, 'n': 37, 'trace_an': -2}
  • id: 125685037
    {'hecke_orbit_code': 13510798915666150, 'n': 38, 'trace_an': 3}
  • id: 125685038
    {'hecke_orbit_code': 13510798915666150, 'n': 39, 'trace_an': 14}
  • id: 125685039
    {'hecke_orbit_code': 13510798915666150, 'n': 40, 'trace_an': -3}
  • id: 125685040
    {'hecke_orbit_code': 13510798915666150, 'n': 41, 'trace_an': 1}
  • id: 125685041
    {'hecke_orbit_code': 13510798915666150, 'n': 42, 'trace_an': -22}
  • id: 125685042
    {'hecke_orbit_code': 13510798915666150, 'n': 43, 'trace_an': 24}
  • id: 125685043
    {'hecke_orbit_code': 13510798915666150, 'n': 44, 'trace_an': 3}
  • id: 125685044
    {'hecke_orbit_code': 13510798915666150, 'n': 45, 'trace_an': -10}
  • id: 125685045
    {'hecke_orbit_code': 13510798915666150, 'n': 46, 'trace_an': -3}
  • id: 125685046
    {'hecke_orbit_code': 13510798915666150, 'n': 47, 'trace_an': -14}
  • id: 125685047
    {'hecke_orbit_code': 13510798915666150, 'n': 48, 'trace_an': 1}
  • id: 125685048
    {'hecke_orbit_code': 13510798915666150, 'n': 49, 'trace_an': 30}
  • id: 125685049
    {'hecke_orbit_code': 13510798915666150, 'n': 50, 'trace_an': 3}
  • id: 125685050
    {'hecke_orbit_code': 13510798915666150, 'n': 51, 'trace_an': -21}
  • id: 125685051
    {'hecke_orbit_code': 13510798915666150, 'n': 52, 'trace_an': -1}
  • id: 125685052
    {'hecke_orbit_code': 13510798915666150, 'n': 53, 'trace_an': -18}
  • id: 125685053
    {'hecke_orbit_code': 13510798915666150, 'n': 54, 'trace_an': -14}
  • id: 125685054
    {'hecke_orbit_code': 13510798915666150, 'n': 55, 'trace_an': -3}
  • id: 125685055
    {'hecke_orbit_code': 13510798915666150, 'n': 56, 'trace_an': 3}
  • id: 125685056
    {'hecke_orbit_code': 13510798915666150, 'n': 57, 'trace_an': -22}
  • id: 125685057
    {'hecke_orbit_code': 13510798915666150, 'n': 58, 'trace_an': -4}
  • id: 125685058
    {'hecke_orbit_code': 13510798915666150, 'n': 59, 'trace_an': 14}
  • id: 125685059
    {'hecke_orbit_code': 13510798915666150, 'n': 60, 'trace_an': -1}
  • id: 125685060
    {'hecke_orbit_code': 13510798915666150, 'n': 61, 'trace_an': 1}
  • id: 125685061
    {'hecke_orbit_code': 13510798915666150, 'n': 62, 'trace_an': -5}
  • id: 125685062
    {'hecke_orbit_code': 13510798915666150, 'n': 63, 'trace_an': 8}
  • id: 125685063
    {'hecke_orbit_code': 13510798915666150, 'n': 64, 'trace_an': 3}
  • id: 125685064
    {'hecke_orbit_code': 13510798915666150, 'n': 65, 'trace_an': 1}
  • id: 125685065
    {'hecke_orbit_code': 13510798915666150, 'n': 66, 'trace_an': -9}
  • id: 125685066
    {'hecke_orbit_code': 13510798915666150, 'n': 67, 'trace_an': 8}
  • id: 125685067
    {'hecke_orbit_code': 13510798915666150, 'n': 68, 'trace_an': -7}
  • id: 125685068
    {'hecke_orbit_code': 13510798915666150, 'n': 69, 'trace_an': -1}
  • id: 125685069
    {'hecke_orbit_code': 13510798915666150, 'n': 70, 'trace_an': -3}
  • id: 125685070
    {'hecke_orbit_code': 13510798915666150, 'n': 71, 'trace_an': 11}
  • id: 125685071
    {'hecke_orbit_code': 13510798915666150, 'n': 72, 'trace_an': 10}
  • id: 125685072
    {'hecke_orbit_code': 13510798915666150, 'n': 73, 'trace_an': -8}
  • id: 125685073
    {'hecke_orbit_code': 13510798915666150, 'n': 74, 'trace_an': -2}
  • id: 125685074
    {'hecke_orbit_code': 13510798915666150, 'n': 75, 'trace_an': 1}
  • id: 125685075
    {'hecke_orbit_code': 13510798915666150, 'n': 76, 'trace_an': 3}
  • id: 125685076
    {'hecke_orbit_code': 13510798915666150, 'n': 77, 'trace_an': -24}
  • id: 125685077
    {'hecke_orbit_code': 13510798915666150, 'n': 78, 'trace_an': 14}
  • id: 125685078
    {'hecke_orbit_code': 13510798915666150, 'n': 79, 'trace_an': -4}
  • id: 125685079
    {'hecke_orbit_code': 13510798915666150, 'n': 80, 'trace_an': -3}
  • id: 125685080
    {'hecke_orbit_code': 13510798915666150, 'n': 81, 'trace_an': 7}
  • id: 125685081
    {'hecke_orbit_code': 13510798915666150, 'n': 82, 'trace_an': 1}
  • id: 125685082
    {'hecke_orbit_code': 13510798915666150, 'n': 83, 'trace_an': 8}
  • id: 125685083
    {'hecke_orbit_code': 13510798915666150, 'n': 84, 'trace_an': -22}
  • id: 125685084
    {'hecke_orbit_code': 13510798915666150, 'n': 85, 'trace_an': 7}
  • id: 125685085
    {'hecke_orbit_code': 13510798915666150, 'n': 86, 'trace_an': 24}
  • id: 125685086
    {'hecke_orbit_code': 13510798915666150, 'n': 87, 'trace_an': 36}
  • id: 125685087
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  • id: 125685088
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  • id: 125685089
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  • id: 125685090
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  • id: 125685091
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  • id: 125685092
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  • id: 125685093
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  • id: 125685094
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  • id: 125685095
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  • id: 125685096
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  • id: 125685097
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  • id: 125685098
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  • id: 125685099
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  • id: 125685100
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  • id: 125685101
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  • id: 125685102
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  • id: 125685103
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  • id: 125685104
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  • id: 125685105
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  • id: 125685106
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  • id: 125685107
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  • id: 125685108
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  • id: 125685109
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  • id: 125685110
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  • id: 125685111
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  • id: 125685112
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  • id: 125685113
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  • id: 125685114
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  • id: 125685115
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  • id: 125685116
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  • id: 125685117
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  • id: 125685118
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  • id: 125685119
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  • id: 125685120
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  • id: 125685121
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  • id: 125685122
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  • id: 125685123
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  • id: 125685124
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  • id: 125685125
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  • id: 125685126
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  • id: 125685127
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  • id: 125685128
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  • id: 125685129
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  • id: 125685130
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  • id: 125685131
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  • id: 125685132
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  • id: 125685133
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  • id: 125685134
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  • id: 125685135
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  • id: 125685136
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  • id: 125685137
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  • id: 125685138
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  • id: 125685139
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  • id: 125685140
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  • id: 125685141
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  • id: 125685142
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  • id: 125685143
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  • id: 125685144
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  • id: 125685145
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  • id: 125685146
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  • id: 125685147
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  • id: 125685148
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  • id: 125685149
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  • id: 125685150
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  • id: 125685151
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  • id: 125685152
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  • id: 125685153
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  • id: 125685154
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  • id: 125685155
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  • id: 125685156
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  • id: 125685157
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  • id: 125685158
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  • id: 125685159
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  • id: 125685160
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  • id: 125685161
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  • id: 125685162
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  • id: 125685163
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  • id: 125685164
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  • id: 125685165
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  • id: 125685166
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  • id: 125685167
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  • id: 125685168
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  • id: 125685169
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  • id: 125685170
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  • id: 125685171
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  • id: 125685172
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  • id: 125685173
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  • id: 125685174
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  • id: 125685175
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  • id: 125685176
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  • id: 125685177
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  • id: 125685178
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  • id: 125685179
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  • id: 125685180
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  • id: 125685181
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  • id: 125685182
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  • id: 125685183
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  • id: 125685184
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  • id: 125685185
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  • id: 125685186
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  • id: 125685187
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  • id: 125685188
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  • id: 125685189
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  • id: 125685190
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  • id: 125685191
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  • id: 125685192
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  • id: 125685193
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  • id: 125685194
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  • id: 125685195
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  • id: 125685196
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  • id: 125685197
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  • id: 125685198
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  • id: 125685199
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  • id: 125685200
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  • id: 125685201
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  • id: 125685202
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  • id: 125685203
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  • id: 125685204
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  • id: 125685205
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  • id: 125685206
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  • id: 125685207
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  • id: 125685208
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  • id: 125685209
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  • id: 125685210
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  • id: 125685211
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  • id: 125685212
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  • id: 125685213
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  • id: 125685214
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  • id: 125685215
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  • id: 125685216
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  • id: 125685217
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  • id: 125685218
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  • id: 125685219
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  • id: 125685220
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  • id: 125685221
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  • id: 125685222
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  • id: 125685223
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  • id: 125685224
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  • id: 125685225
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  • id: 125685226
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  • id: 125685227
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  • id: 125685228
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  • id: 125685229
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  • id: 125685230
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  • id: 125685231
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  • id: 125685232
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  • id: 125685233
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  • id: 125685234
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  • id: 125685235
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  • id: 125685236
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  • id: 125685237
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  • id: 125685238
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  • id: 125685239
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  • id: 125685240
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  • id: 125685241
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  • id: 125685242
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  • id: 125685243
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  • id: 125685244
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  • id: 125685245
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  • id: 125685246
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  • id: 125685247
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  • id: 125685248
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  • id: 125685249
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  • id: 125685250
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  • id: 125685251
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  • id: 125685252
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  • id: 125685253
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  • id: 125685254
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  • id: 125685255
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  • id: 125685256
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  • id: 125685257
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  • id: 125685258
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  • id: 125685259
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  • id: 125685260
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  • id: 125685261
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  • id: 125685262
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  • id: 125685263
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  • id: 125685264
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  • id: 125685265
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  • id: 125685266
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  • id: 125685267
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  • id: 125685268
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  • id: 125685269
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  • id: 125685270
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  • id: 125685271
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  • id: 125685272
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  • id: 125685273
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  • id: 125685274
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  • id: 125685275
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  • id: 125685276
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  • id: 125685277
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  • id: 125685278
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  • id: 125685279
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  • id: 125685280
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  • id: 125685281
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  • id: 125685282
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  • id: 125685283
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  • id: 125685408
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  • id: 125685413
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  • id: 125685419
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  • id: 125685421
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  • id: 125685423
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  • id: 125685425
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  • id: 125685427
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  • id: 125685428
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  • id: 125685431
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  • id: 125685434
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  • id: 125685435
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  • id: 125685437
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  • id: 125685478
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  • id: 125685479
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  • id: 125685490
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  • id: 125685492
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  • id: 125685499
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  • id: 125685502
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  • id: 125685504
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  • id: 125685513
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  • id: 125685514
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  • id: 125685520
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  • id: 125685521
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  • id: 125685522
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  • id: 125685525
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  • id: 125685526
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  • id: 125685527
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  • id: 125685528
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  • id: 125685530
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  • id: 125685531
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  • id: 125685532
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  • id: 125685540
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  • id: 125685541
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  • id: 125685543
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  • id: 125685544
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  • id: 125685545
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  • id: 125685546
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  • id: 125685547
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  • id: 125685548
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  • id: 125685558
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  • id: 125685562
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  • id: 125685564
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  • id: 125685566
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  • id: 125685567
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  • id: 125685569
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  • id: 125685570
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  • id: 125685571
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  • id: 125685572
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  • id: 125685573
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  • id: 125685574
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  • id: 125685575
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  • id: 125685576
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  • id: 125685577
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  • id: 125685578
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  • id: 125685579
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  • id: 125685580
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  • id: 125685581
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  • id: 125685582
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  • id: 125685583
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  • id: 125685584
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  • id: 125685585
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  • id: 125685586
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  • id: 125685588
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  • id: 125685589
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  • id: 125685590
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  • id: 125685591
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  • id: 125685593
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  • id: 125685594
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  • id: 125685595
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  • id: 125685596
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  • id: 125685597
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  • id: 125685598
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  • id: 125685599
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  • id: 125685600
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  • id: 125685601
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  • id: 125685602
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  • id: 125685603
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  • id: 125685604
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  • id: 125685605
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  • id: 125685606
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  • id: 125685607
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  • id: 125685608
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  • id: 125685609
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  • id: 125685610
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  • id: 125685611
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  • id: 125685612
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  • id: 125685613
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  • id: 125685614
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  • id: 125685615
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  • id: 125685616
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  • id: 125685617
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  • id: 125685618
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  • id: 125685619
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  • id: 125685620
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  • id: 125685621
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  • id: 125685622
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  • id: 125685623
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  • id: 125685624
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  • id: 125685625
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  • id: 125685626
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  • id: 125685627
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  • id: 125685628
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  • id: 125685629
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  • id: 125685630
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  • id: 125685631
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  • id: 125685632
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  • id: 125685633
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  • id: 125685634
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  • id: 125685639
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  • id: 125685641
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  • id: 125685642
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  • id: 125685662
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  • id: 125685663
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  • id: 125685665
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  • id: 125685666
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  • id: 125685667
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  • id: 125685668
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  • id: 125685669
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  • id: 125685670
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  • id: 125685671
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  • id: 125685822
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  • id: 125685865
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  • id: 125685866
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  • id: 125685867
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  • id: 125685868
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  • id: 125685869
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  • id: 125685870
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  • id: 125685871
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  • id: 125685872
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  • id: 125685873
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  • id: 125685874
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  • id: 125685875
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  • id: 125685876
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  • id: 125685877
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  • id: 125685878
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  • id: 125685879
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  • id: 125685880
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  • id: 125685881
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  • id: 125685882
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  • id: 125685883
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  • id: 125685884
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  • id: 125685885
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  • id: 125685886
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  • id: 125685887
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  • id: 125685888
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  • id: 125685889
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  • id: 125685890
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  • id: 125685891
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  • id: 125685892
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  • id: 125685893
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  • id: 125685894
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  • id: 125685895
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  • id: 125685896
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  • id: 125685897
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  • id: 125685898
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  • id: 125685899
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  • id: 125685900
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  • id: 125685901
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  • id: 125685902
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  • id: 125685903
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  • id: 125685904
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  • id: 125685905
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  • id: 125685906
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  • id: 125685907
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  • id: 125685908
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  • id: 125685909
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  • id: 125685910
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  • id: 125685911
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  • id: 125685912
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  • id: 125685913
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  • id: 125685914
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  • id: 125685915
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  • id: 125685916
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  • id: 125685917
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  • id: 125685918
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  • id: 125685919
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  • id: 125685920
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  • id: 125685921
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  • id: 125685922
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  • id: 125685923
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  • id: 125685924
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  • id: 125685925
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  • id: 125685926
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  • id: 125685927
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  • id: 125685928
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  • id: 125685929
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  • id: 125685930
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  • id: 125685931
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  • id: 125685932
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  • id: 125685933
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  • id: 125685934
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  • id: 125685935
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  • id: 125685936
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  • id: 125685937
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  • id: 125685938
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  • id: 125685939
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  • id: 125685940
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  • id: 125685941
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  • id: 125685942
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  • id: 125685943
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  • id: 125685944
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  • id: 125685945
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  • id: 125685946
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  • id: 125685947
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  • id: 125685948
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  • id: 125685949
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  • id: 125685950
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  • id: 125685951
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  • id: 125685952
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  • id: 125685953
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  • id: 125685954
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  • id: 125685955
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  • id: 125685956
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  • id: 125685957
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  • id: 125685958
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  • id: 125685959
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  • id: 125685960
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  • id: 125685961
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  • id: 125685962
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  • id: 125685963
    {'hecke_orbit_code': 13510798915666150, 'n': 964, 'trace_an': -30}
  • id: 125685964
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  • id: 125685965
    {'hecke_orbit_code': 13510798915666150, 'n': 966, 'trace_an': 22}
  • id: 125685966
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  • id: 125685967
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  • id: 125685968
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  • id: 125685969
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  • id: 125685970
    {'hecke_orbit_code': 13510798915666150, 'n': 971, 'trace_an': 81}
  • id: 125685971
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  • id: 125685972
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  • id: 125685973
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  • id: 125685974
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  • id: 125685975
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  • id: 125685976
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  • id: 125685977
    {'hecke_orbit_code': 13510798915666150, 'n': 978, 'trace_an': 32}
  • id: 125685978
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  • id: 125685979
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  • id: 125685980
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  • id: 125685981
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  • id: 125685982
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  • id: 125685983
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  • id: 125685984
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  • id: 125685985
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  • id: 125685986
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  • id: 125685987
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  • id: 125685988
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  • id: 125685989
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  • id: 125685990
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  • id: 125685991
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  • id: 125685992
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  • id: 125685993
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  • id: 125685994
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  • id: 125685995
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  • id: 125685996
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  • id: 125685997
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  • id: 125685998
    {'hecke_orbit_code': 13510798915666150, 'n': 999, 'trace_an': 68}
  • id: 125685999
    {'hecke_orbit_code': 13510798915666150, 'n': 1000, 'trace_an': -3}