Newform data - 16.20.a.a

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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': 6400, 'analytic_conductor': 36.61067144902092, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [1, 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': [[3, [50652, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 335544336, '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': '16.20.a.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '1.20.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-50652q^{3}-2377410q^{5}+16917544q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.20.a', 'trace_display': [0, -50652, -2377410, 16917544], 'trace_hash': 912933393234924566, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.135', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.788', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, -50652, 0, -2377410, 0, 16917544, 0, 1403363637, 0, 16212108, 0, 50421615062, 0, 120420571320, 0, 225070099506, 0, 1710278572660, 0, -856907438688, 0, -14036534788872, 0, -13421408020025, 0, -12212307114840, 0, 1137835269510, 0, 104626880141728, 0, -821175694416, 0, -40219938281040, 0, -169392327370594, 0, -2553955646120424, 0, -3309984750560838, 0, -1127913532193492, 0, -3336370744240170, 0, -3498693987674256, 0, -11112691890381207, 0, -11400250680177912, 0, 29956294112980302, 0, -38542827680280, 0, -86629030262374320, 0, -58391397642732420, 0, 23373685132672742, 0, 23741466076947528, 0, -119872851864549420, 0, 205102524257382244, 0, 710978560125944544, 0, 177902341950417768, 0, 299853775038660122, 0, 679821159030306300, 0, 274269050422752, 0, 92227090144007440, 0, -1012497699493199799, 0, -1208542823470585932, 0, -535083905266559460, 0, -57633632071220520, 0, 4371201192290304330, 0, 853009891362447728, 0, -5299560732938806656, 0, 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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

  
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[749667243378611918786307218833348], [-207727677446739257650699694241094], [258982704639426069669726290700342], [-824709308694068279585804928730560], [48892504406540805258620228119144], [11362430946294399417719408683506], [569030171365243761746653934517048], [1081414893414918785629102887276870], [521984319414978949600414734887006], [136267351925080074780420654938544], [846309521139048841779276807519420], [434000394331499716769892822384602], [-1354627118585024975547955102177194], [-77019196707596468932481803699212], [-935449930112229532293571551704310], [1018803751926289329784007175685468], [-1471362658286743739265775056781800]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 335544336, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.20.a.a', 'level': 16, 'maxp': 2999, 'weight': 20}
• 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]], 4, 4], [[[2, 1]], 5, 2]], 'ALdims': [5, 4], 'Nk2': 6400, 'analytic_conductor': 36.61067144902092, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 35, 'dim': 9, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 335544336, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 3], 'label': '16.20.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 41, 'mf_new_dim': 10, 'num_forms': 6, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 40, 'trace_bound': 3, 'trace_display': [0, 19684, 1782958, -143716952], 'traces': [9, 0, 19684, 0, 1782958, 0, -143716952, 0, 2289890269, 0, 1373123276, 0, -18820611578, 0, -246226810568, 0, 329867871938, 0, 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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: 12024
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.20.a.a', 'target_level': 1, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
  • id: 12025
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.20.a.a', 'target_level': 9, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 20}
  • id: 12026
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.20.a.a', 'target_level': 16, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
  • id: 12027
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.20.a.a', 'target_level': 25, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 20}
  • id: 12028
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.20.b.a', 'target_level': 25, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 20}
  • id: 12029
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.20.a.b', 'target_level': 49, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 20}
  • id: 12030
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.20.a.b', 'target_level': 64, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 20}
  • id: 12031
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.20.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '64.20.a.h', 'target_level': 64, 'twist_class_label': '1.20.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 20}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66100
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 2}
  • id: 66101
    {'charpoly_factorization': [[[50652, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 3}
  • id: 66102
    {'charpoly_factorization': [[[2377410, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 5}
  • id: 66103
    {'charpoly_factorization': [[[-16917544, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 7}
  • id: 66104
    {'charpoly_factorization': [[[-16212108, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 11}
  • id: 66105
    {'charpoly_factorization': [[[-50421615062, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 13}
  • id: 66106
    {'charpoly_factorization': [[[-225070099506, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 17}
  • id: 66107
    {'charpoly_factorization': [[[-1710278572660, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 19}
  • id: 66108
    {'charpoly_factorization': [[[14036534788872, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 23}
  • id: 66109
    {'charpoly_factorization': [[[-1137835269510, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 29}
  • id: 66110
    {'charpoly_factorization': [[[-104626880141728, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 31}
  • id: 66111
    {'charpoly_factorization': [[[169392327370594, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 37}
  • id: 66112
    {'charpoly_factorization': [[[3309984750560838, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 41}
  • id: 66113
    {'charpoly_factorization': [[[1127913532193492, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 43}
  • id: 66114
    {'charpoly_factorization': [[[3498693987674256, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 47}
  • id: 66115
    {'charpoly_factorization': [[[-29956294112980302, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 53}
  • id: 66116
    {'charpoly_factorization': [[[58391397642732420, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 59}
  • id: 66117
    {'charpoly_factorization': [[[-23373685132672742, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 61}
  • id: 66118
    {'charpoly_factorization': [[[-205102524257382244, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 67}
  • id: 66119
    {'charpoly_factorization': [[[-177902341950417768, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 71}
  • id: 66120
    {'charpoly_factorization': [[[-299853775038660122, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 73}
  • id: 66121
    {'charpoly_factorization': [[[-92227090144007440, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 79}
  • id: 66122
    {'charpoly_factorization': [[[1208542823470585932, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 83}
  • id: 66123
    {'charpoly_factorization': [[[-4371201192290304330, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 89}
  • id: 66124
    {'charpoly_factorization': [[[635013222218448094, 1], 1]], 'hecke_orbit_code': 335544336, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '16.20.a.a', 'level': 16, 'portrait': 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', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15381000
    {'hecke_orbit_code': 335544336, 'n': 1, 'trace_an': 1}
  • id: 15381001
    {'hecke_orbit_code': 335544336, 'n': 2, 'trace_an': 0}
  • id: 15381002
    {'hecke_orbit_code': 335544336, 'n': 3, 'trace_an': -50652}
  • id: 15381003
    {'hecke_orbit_code': 335544336, 'n': 4, 'trace_an': 0}
  • id: 15381004
    {'hecke_orbit_code': 335544336, 'n': 5, 'trace_an': -2377410}
  • id: 15381005
    {'hecke_orbit_code': 335544336, 'n': 6, 'trace_an': 0}
  • id: 15381006
    {'hecke_orbit_code': 335544336, 'n': 7, 'trace_an': 16917544}
  • id: 15381007
    {'hecke_orbit_code': 335544336, 'n': 8, 'trace_an': 0}
  • id: 15381008
    {'hecke_orbit_code': 335544336, 'n': 9, 'trace_an': 1403363637}
  • id: 15381009
    {'hecke_orbit_code': 335544336, 'n': 10, 'trace_an': 0}
  • id: 15381010
    {'hecke_orbit_code': 335544336, 'n': 11, 'trace_an': 16212108}
  • id: 15381011
    {'hecke_orbit_code': 335544336, 'n': 12, 'trace_an': 0}
  • id: 15381012
    {'hecke_orbit_code': 335544336, 'n': 13, 'trace_an': 50421615062}
  • id: 15381013
    {'hecke_orbit_code': 335544336, 'n': 14, 'trace_an': 0}
  • id: 15381014
    {'hecke_orbit_code': 335544336, 'n': 15, 'trace_an': 120420571320}
  • id: 15381015
    {'hecke_orbit_code': 335544336, 'n': 16, 'trace_an': 0}
  • id: 15381016
    {'hecke_orbit_code': 335544336, 'n': 17, 'trace_an': 225070099506}
  • id: 15381017
    {'hecke_orbit_code': 335544336, 'n': 18, 'trace_an': 0}
  • id: 15381018
    {'hecke_orbit_code': 335544336, 'n': 19, 'trace_an': 1710278572660}
  • id: 15381019
    {'hecke_orbit_code': 335544336, 'n': 20, 'trace_an': 0}
  • id: 15381020
    {'hecke_orbit_code': 335544336, 'n': 21, 'trace_an': -856907438688}
  • id: 15381021
    {'hecke_orbit_code': 335544336, 'n': 22, 'trace_an': 0}
  • id: 15381022
    {'hecke_orbit_code': 335544336, 'n': 23, 'trace_an': -14036534788872}
  • id: 15381023
    {'hecke_orbit_code': 335544336, 'n': 24, 'trace_an': 0}
  • id: 15381024
    {'hecke_orbit_code': 335544336, 'n': 25, 'trace_an': -13421408020025}
  • id: 15381025
    {'hecke_orbit_code': 335544336, 'n': 26, 'trace_an': 0}
  • id: 15381026
    {'hecke_orbit_code': 335544336, 'n': 27, 'trace_an': -12212307114840}
  • id: 15381027
    {'hecke_orbit_code': 335544336, 'n': 28, 'trace_an': 0}
  • id: 15381028
    {'hecke_orbit_code': 335544336, 'n': 29, 'trace_an': 1137835269510}
  • id: 15381029
    {'hecke_orbit_code': 335544336, 'n': 30, 'trace_an': 0}
  • id: 15381030
    {'hecke_orbit_code': 335544336, 'n': 31, 'trace_an': 104626880141728}
  • id: 15381031
    {'hecke_orbit_code': 335544336, 'n': 32, 'trace_an': 0}
  • id: 15381032
    {'hecke_orbit_code': 335544336, 'n': 33, 'trace_an': -821175694416}
  • id: 15381033
    {'hecke_orbit_code': 335544336, 'n': 34, 'trace_an': 0}
  • id: 15381034
    {'hecke_orbit_code': 335544336, 'n': 35, 'trace_an': -40219938281040}
  • id: 15381035
    {'hecke_orbit_code': 335544336, 'n': 36, 'trace_an': 0}
  • id: 15381036
    {'hecke_orbit_code': 335544336, 'n': 37, 'trace_an': -169392327370594}
  • id: 15381037
    {'hecke_orbit_code': 335544336, 'n': 38, 'trace_an': 0}
  • id: 15381038
    {'hecke_orbit_code': 335544336, 'n': 39, 'trace_an': -2553955646120424}
  • id: 15381039
    {'hecke_orbit_code': 335544336, 'n': 40, 'trace_an': 0}
  • id: 15381040
    {'hecke_orbit_code': 335544336, 'n': 41, 'trace_an': -3309984750560838}
  • id: 15381041
    {'hecke_orbit_code': 335544336, 'n': 42, 'trace_an': 0}
  • id: 15381042
    {'hecke_orbit_code': 335544336, 'n': 43, 'trace_an': -1127913532193492}
  • id: 15381043
    {'hecke_orbit_code': 335544336, 'n': 44, 'trace_an': 0}
  • id: 15381044
    {'hecke_orbit_code': 335544336, 'n': 45, 'trace_an': -3336370744240170}
  • id: 15381045
    {'hecke_orbit_code': 335544336, 'n': 46, 'trace_an': 0}
  • id: 15381046
    {'hecke_orbit_code': 335544336, 'n': 47, 'trace_an': -3498693987674256}
  • id: 15381047
    {'hecke_orbit_code': 335544336, 'n': 48, 'trace_an': 0}
  • id: 15381048
    {'hecke_orbit_code': 335544336, 'n': 49, 'trace_an': -11112691890381207}
  • id: 15381049
    {'hecke_orbit_code': 335544336, 'n': 50, 'trace_an': 0}
  • id: 15381050
    {'hecke_orbit_code': 335544336, 'n': 51, 'trace_an': -11400250680177912}
  • id: 15381051
    {'hecke_orbit_code': 335544336, 'n': 52, 'trace_an': 0}
  • id: 15381052
    {'hecke_orbit_code': 335544336, 'n': 53, 'trace_an': 29956294112980302}
  • id: 15381053
    {'hecke_orbit_code': 335544336, 'n': 54, 'trace_an': 0}
  • id: 15381054
    {'hecke_orbit_code': 335544336, 'n': 55, 'trace_an': -38542827680280}
  • id: 15381055
    {'hecke_orbit_code': 335544336, 'n': 56, 'trace_an': 0}
  • id: 15381056
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    {'hecke_orbit_code': 335544336, 'n': 994, 'trace_an': 0}
  • id: 15381994
    {'hecke_orbit_code': 335544336, 'n': 995, 'trace_an': -2517849841130913681873474000}
  • id: 15381995
    {'hecke_orbit_code': 335544336, 'n': 996, 'trace_an': 0}
  • id: 15381996
    {'hecke_orbit_code': 335544336, 'n': 997, 'trace_an': -1615412567054620685341032994}
  • id: 15381997
    {'hecke_orbit_code': 335544336, 'n': 998, 'trace_an': 0}
  • id: 15381998
    {'hecke_orbit_code': 335544336, 'n': 999, 'trace_an': 2068671124747211575597014960}
  • id: 15381999
    {'hecke_orbit_code': 335544336, 'n': 1000, 'trace_an': 0}