Embedded newform data - 84.12.b.a.55.10

Formats: - HTML - YAML - JSON - 2024-05-23T17:04:31.011937

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 12096, 'analytic_conductor': 64.54082716700546, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 28, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [84, 2, [43, 29, 73], [1, 2, 1]], 'cm_discs': [], 'conrey_index': 55, 'dim': 44, 'has_non_self_twist': 1, 'hecke_orbit': 1, 'hecke_orbit_code': 68920803412, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 28, 4, 1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '84.12.b.a', 'level': 84, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.12.b.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 44, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.12.b', 'trace_display': [-23, -10692, 0, -134], 'traces': [44, -23, -10692, 1541, 0, 5589, -134, -18695, 2598156, -828424, 0, -374463, 0, 4198365, 0, -4412759, 0, -1358127, 6983052, -44417108, 32562, -17991462, 0, 4542885, -453628696, -98243700, -631351908, 197028053, -77673208, 201307032, 363408768, -193132863, 0, 244149820, -387281676, 90994509, 341371884, -414182420, 0, -770410876, 0, -1020202695, 0, -880133666, 0, -1775052978, -1792699304, 1072300437, -819617000, 2158233149, 0, -4514138716, 1914807152, 330024861, 1785927092, -16112780167, -1696881636, 5084833750, 3729062416, 10793357244, 0, -18353275776, -7912566, -12067108399, -5624825000, 4371925266, 0, 885261520, 0, 34763977928, 0, -1103921055, 0, -40922634778, 110231773128, 82420472236, -2093349112, 23873219100, 0, -62176412340, 153418513644, -5083269068, 34205636344, -47877816879, 105152127628, 242964863598, 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• mf_hecke_cc •

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

  
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-0.423874427254741, -0.37090545944675035, -0.4424143493228159, 0.15852251930743952, -0.4687141227887576, -0.37665265170923834, -0.4766659737855365, -0.4150830782971006, -0.4199560274788858, -0.22930863257491518, -0.4838931620721673, 0.15420471402472183, 0.11632437655896347, -0.17655152405662608, -0.4571979261334306, -0.4811602917611585, -0.32266347014759394, 0.08632593919691077, -0.2597586133911103, 0.02007806366192061, 0.11114123685198253, -0.41754923258877485, -0.3874861473981851, 0.16805569991252692, 0.18788875530743698, 0.10654098186061838, -0.49497638294614027, -0.48644894209564965, -0.4848996434984742, -0.3880757884328026, -0.47624282771702064, -0.2757793016489972, -0.14376389359082042, -0.3106062124315819, 0.08577794244832462, 0.04095529020935667], 'char_orbit_index': 2, 'conrey_index': 55, 'dual_conrey_index': 55, 'dual_embedding_index': 9, 'dual_embedding_m': 9, 'embedding_index': 10, 'embedding_m': 10, 'hecke_orbit': 1, 'hecke_orbit_code': 68920803412, 'label': '84.12.b.a.55.10', 'level': 84, 'weight': 12}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 12096, 'analytic_conductor': 64.54082716700546, 'char_conductor': 28, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [84, 2, [43, 29, 73], [1, 2, 1]], 'conrey_index': 55, 'cusp_dim': 172, 'dim': 88, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 68920803412, 'hecke_orbit_dims': [44, 44], 'label': '84.12.b', 'level': 84, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 180, 'mf_new_dim': 88, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 88, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [-46, 0, 0, 0], 'traces': [88, -46, 0, 3082, 0, 0, 0, -37390, 5196312, 0, 0, 0, 0, 1258394, 0, -8825518, 0, -2716254, 0, 0, 65124, -35982924, 0, 0, -907257392, 0, 0, 148166010, -155346416, 402614064, 0, 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-424569378562398656, 0, 0, 0, 0, 324323193321535268, 0, 8152198377585192, 0, 393589337673729484, 0, 0], 'weight': 12, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 728193
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 44, 'source_embedding_index': 10, 'source_hecke_orbit_code': 68920803412, 'source_is_minimal': True, 'source_label': '84.12.b.a.55.10', 'source_level': 84, 'target_conrey_index': 55, 'target_dim': 44, 'target_embedding_index': 10, 'target_hecke_orbit_code': 68920803412, 'target_is_minimal': True, 'target_label': '84.12.b.a.55.10', 'target_level': 84, 'twist_class_label': '84.12.b.a.55.9', 'twist_class_level': 84, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 728194
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 44, 'source_embedding_index': 10, 'source_hecke_orbit_code': 68920803412, 'source_is_minimal': True, 'source_label': '84.12.b.a.55.10', 'source_level': 84, 'target_conrey_index': 55, 'target_dim': 44, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503668548173908, 'target_is_minimal': True, 'target_label': '84.12.b.b.55.9', 'target_level': 84, 'twist_class_label': '84.12.b.a.55.9', 'twist_class_level': 84, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 728195
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 44, 'source_embedding_index': 10, 'source_hecke_orbit_code': 68920803412, 'source_is_minimal': True, 'source_label': '84.12.b.a.55.10', 'source_level': 84, 'target_conrey_index': 55, 'target_dim': 44, 'target_embedding_index': 10, 'target_hecke_orbit_code': 4503668548173908, 'target_is_minimal': True, 'target_label': '84.12.b.b.55.10', 'target_level': 84, 'twist_class_label': '84.12.b.a.55.9', 'twist_class_level': 84, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 12}
  • id: 728196
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 44, 'source_embedding_index': 10, 'source_hecke_orbit_code': 68920803412, 'source_is_minimal': True, 'source_label': '84.12.b.a.55.10', 'source_level': 84, 'target_conrey_index': 55, 'target_dim': 44, 'target_embedding_index': 9, 'target_hecke_orbit_code': 68920803412, 'target_is_minimal': True, 'target_label': '84.12.b.a.55.9', 'target_level': 84, 'twist_class_label': '84.12.b.a.55.9', 'twist_class_level': 84, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 12}
• hecke_orbit_code 68920803412 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '84.12.b.a', 'level': 84, 'portrait': 'data:image/png;base64,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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19921000
    {'hecke_orbit_code': 68920803412, 'n': 1, 'trace_an': 44}
  • id: 19921001
    {'hecke_orbit_code': 68920803412, 'n': 2, 'trace_an': -23}
  • id: 19921002
    {'hecke_orbit_code': 68920803412, 'n': 3, 'trace_an': -10692}
  • id: 19921003
    {'hecke_orbit_code': 68920803412, 'n': 4, 'trace_an': 1541}
  • id: 19921004
    {'hecke_orbit_code': 68920803412, 'n': 5, 'trace_an': 0}
  • id: 19921005
    {'hecke_orbit_code': 68920803412, 'n': 6, 'trace_an': 5589}
  • id: 19921006
    {'hecke_orbit_code': 68920803412, 'n': 7, 'trace_an': -134}
  • id: 19921007
    {'hecke_orbit_code': 68920803412, 'n': 8, 'trace_an': -18695}
  • id: 19921008
    {'hecke_orbit_code': 68920803412, 'n': 9, 'trace_an': 2598156}
  • id: 19921009
    {'hecke_orbit_code': 68920803412, 'n': 10, 'trace_an': -828424}
  • id: 19921010
    {'hecke_orbit_code': 68920803412, 'n': 11, 'trace_an': 0}
  • id: 19921011
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  • id: 19921012
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  • id: 19921013
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  • id: 19921014
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  • id: 19921015
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  • id: 19921016
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  • id: 19921017
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  • id: 19921018
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  • id: 19921019
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  • id: 19921020
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  • id: 19921021
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  • id: 19921022
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  • id: 19921023
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  • id: 19921024
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  • id: 19921025
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  • id: 19921027
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  • id: 19921028
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  • id: 19921110
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  • id: 19921113
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  • id: 19921114
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  • id: 19921116
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  • id: 19921117
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  • id: 19921118
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  • id: 19921125
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  • id: 19921127
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  • id: 19921130
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    {'hecke_orbit_code': 68920803412, 'n': 940, 'trace_an': 28196824594904320}
  • id: 19921940
    {'hecke_orbit_code': 68920803412, 'n': 941, 'trace_an': 0}
  • id: 19921941
    {'hecke_orbit_code': 68920803412, 'n': 942, 'trace_an': 67236433034516820}
  • id: 19921942
    {'hecke_orbit_code': 68920803412, 'n': 943, 'trace_an': 70921131322720540}
  • id: 19921943
    {'hecke_orbit_code': 68920803412, 'n': 944, 'trace_an': -20619611463504052}
  • id: 19921944
    {'hecke_orbit_code': 68920803412, 'n': 945, 'trace_an': 5557068751728132}
  • id: 19921945
    {'hecke_orbit_code': 68920803412, 'n': 946, 'trace_an': -297977747233317468}
  • id: 19921946
    {'hecke_orbit_code': 68920803412, 'n': 947, 'trace_an': 0}
  • id: 19921947
    {'hecke_orbit_code': 68920803412, 'n': 948, 'trace_an': -10161702390279942}
  • id: 19921948
    {'hecke_orbit_code': 68920803412, 'n': 949, 'trace_an': -43856585467053712}
  • id: 19921949
    {'hecke_orbit_code': 68920803412, 'n': 950, 'trace_an': -110719396226003796}
  • id: 19921950
    {'hecke_orbit_code': 68920803412, 'n': 951, 'trace_an': 24647942450854296}
  • id: 19921951
    {'hecke_orbit_code': 68920803412, 'n': 952, 'trace_an': -149023239961045208}
  • id: 19921952
    {'hecke_orbit_code': 68920803412, 'n': 953, 'trace_an': -23853598155806480}
  • id: 19921953
    {'hecke_orbit_code': 68920803412, 'n': 954, 'trace_an': -3422991838113954}
  • id: 19921954
    {'hecke_orbit_code': 68920803412, 'n': 955, 'trace_an': 175067878551809964}
  • id: 19921955
    {'hecke_orbit_code': 68920803412, 'n': 956, 'trace_an': -81674211711029182}
  • id: 19921956
    {'hecke_orbit_code': 68920803412, 'n': 957, 'trace_an': 0}
  • id: 19921957
    {'hecke_orbit_code': 68920803412, 'n': 958, 'trace_an': 28367458730385568}
  • id: 19921958
    {'hecke_orbit_code': 68920803412, 'n': 959, 'trace_an': -61857806775893796}
  • id: 19921959
    {'hecke_orbit_code': 68920803412, 'n': 960, 'trace_an': 103479521197312764}
  • id: 19921960
    {'hecke_orbit_code': 68920803412, 'n': 961, 'trace_an': -21245570688081620}
  • id: 19921961
    {'hecke_orbit_code': 68920803412, 'n': 962, 'trace_an': 38641746276139000}
  • id: 19921962
    {'hecke_orbit_code': 68920803412, 'n': 963, 'trace_an': 0}
  • id: 19921963
    {'hecke_orbit_code': 68920803412, 'n': 964, 'trace_an': 83801063023836688}
  • id: 19921964
    {'hecke_orbit_code': 68920803412, 'n': 965, 'trace_an': 0}
  • id: 19921965
    {'hecke_orbit_code': 68920803412, 'n': 966, 'trace_an': 96332950217964870}
  • id: 19921966
    {'hecke_orbit_code': 68920803412, 'n': 967, 'trace_an': 0}
  • id: 19921967
    {'hecke_orbit_code': 68920803412, 'n': 968, 'trace_an': 51399630247827055}
  • id: 19921968
    {'hecke_orbit_code': 68920803412, 'n': 969, 'trace_an': 0}
  • id: 19921969
    {'hecke_orbit_code': 68920803412, 'n': 970, 'trace_an': 196817081213238736}
  • id: 19921970
    {'hecke_orbit_code': 68920803412, 'n': 971, 'trace_an': -72044507871327792}
  • id: 19921971
    {'hecke_orbit_code': 68920803412, 'n': 972, 'trace_an': -1305671747151663}
  • id: 19921972
    {'hecke_orbit_code': 68920803412, 'n': 973, 'trace_an': -43019323950241128}
  • id: 19921973
    {'hecke_orbit_code': 68920803412, 'n': 974, 'trace_an': -263074506331827894}
  • id: 19921974
    {'hecke_orbit_code': 68920803412, 'n': 975, 'trace_an': 0}
  • id: 19921975
    {'hecke_orbit_code': 68920803412, 'n': 976, 'trace_an': -70284215433677324}
  • id: 19921976
    {'hecke_orbit_code': 68920803412, 'n': 977, 'trace_an': 79840202237907408}
  • id: 19921977
    {'hecke_orbit_code': 68920803412, 'n': 978, 'trace_an': 21593076071061366}
  • id: 19921978
    {'hecke_orbit_code': 68920803412, 'n': 979, 'trace_an': -151844927150710868}
  • id: 19921979
    {'hecke_orbit_code': 68920803412, 'n': 980, 'trace_an': -243244469767494276}
  • id: 19921980
    {'hecke_orbit_code': 68920803412, 'n': 981, 'trace_an': 1349083414177920}
  • id: 19921981
    {'hecke_orbit_code': 68920803412, 'n': 982, 'trace_an': -85565310384804110}
  • id: 19921982
    {'hecke_orbit_code': 68920803412, 'n': 983, 'trace_an': -239602515386916840}
  • id: 19921983
    {'hecke_orbit_code': 68920803412, 'n': 984, 'trace_an': -50761536339807504}
  • id: 19921984
    {'hecke_orbit_code': 68920803412, 'n': 985, 'trace_an': 0}
  • id: 19921985
    {'hecke_orbit_code': 68920803412, 'n': 986, 'trace_an': 94354719254795720}
  • id: 19921986
    {'hecke_orbit_code': 68920803412, 'n': 987, 'trace_an': 40325573959237512}
  • id: 19921987
    {'hecke_orbit_code': 68920803412, 'n': 988, 'trace_an': 260930589221027792}
  • id: 19921988
    {'hecke_orbit_code': 68920803412, 'n': 989, 'trace_an': -212284689281199328}
  • id: 19921989
    {'hecke_orbit_code': 68920803412, 'n': 990, 'trace_an': -1513663466169888}
  • id: 19921990
    {'hecke_orbit_code': 68920803412, 'n': 991, 'trace_an': 0}
  • id: 19921991
    {'hecke_orbit_code': 68920803412, 'n': 992, 'trace_an': 121488622767605088}
  • id: 19921992
    {'hecke_orbit_code': 68920803412, 'n': 993, 'trace_an': 0}
  • id: 19921993
    {'hecke_orbit_code': 68920803412, 'n': 994, 'trace_an': 155690588733795542}
  • id: 19921994
    {'hecke_orbit_code': 68920803412, 'n': 995, 'trace_an': 0}
  • id: 19921995
    {'hecke_orbit_code': 68920803412, 'n': 996, 'trace_an': 4076099188792596}
  • id: 19921996
    {'hecke_orbit_code': 68920803412, 'n': 997, 'trace_an': 0}
  • id: 19921997
    {'hecke_orbit_code': 68920803412, 'n': 998, 'trace_an': 196794668836864742}
  • id: 19921998
    {'hecke_orbit_code': 68920803412, 'n': 999, 'trace_an': -4898313415930788}
  • id: 19921999
    {'hecke_orbit_code': 68920803412, 'n': 1000, 'trace_an': -131443680850874216}