Newform data - 48.26.a.c

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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
  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_largest	boolean
  is_maximal	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': 32448, 'analytic_conductor': 190.07845437707675, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[5, [292754850, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199690948656, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.26.a.c', 'level': 48, '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], 'level_radical': 6, 'minimal_twist': '6.26.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{12}q^{3}-292754850q^{5}-3580644032q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.26.a', 'trace_display': [0, 531441, -292754850, -3580644032], 'trace_hash': 116254218744148532, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.009', 'prec': 4}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.946', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.900', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 0, 531441, 0, -292754850, 0, -3580644032, 0, 282429536481, 0, -15111573238212, 0, 1221071681246, 0, -155581930238850, 0, 2518250853863682, 0, 7992693407413060, 0, -1902901045010112, 0, 99645642629247624, 0, -212317821678430625, 0, 150094635296999121, 0, -2080672742244316890, 0, 4937672075835729208, 0, -8030909593288623492, 0, 1048250906491555200, 0, 19829154107621718182, 0, 648927555353055486, 0, 224696060863159376442, 0, 72221008334482349884, 0, -82682616588064682850, 0, -189872435947262116992, 0, -1328247607980067683783, 0, 1338301752028169025762, 0, -2645676034335389555874, 0, 4423986356616768328200, 0, 4247644977129004019460, 0, 16454608826354674865340, 0, -35546954389065591688738, 0, -1011279634261218931392, 0, -357474656882420543100, 0, -106703750402023286661692, 0, 52955779964529986546184, 0, -73672004836753334994312, 0, -262402855870448192600374, 0, -112834395470606849780625, 0, 54109164529534712150784, 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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[10337867062911227782051305716162849580774388], [-171355716881819106861334393536228676993558], [22394006148418803537720561888048449824998582], [10872563718041414067166106981650047171417600], [-16971911606358311503559503222476421815276512], [-8766509280107103853317314249723720361097758], [31491625016387432663535784343405934500488104], [-15916783255798788774290063775890473023421290], [1225372956888324876088410077980638230581862], [23302059068844594872620709027454264730387728], [-33229065631567947343154219202328435298128500], [-6040184644601077752071819890053137255173174], [-37147735374486664063534248829366224731105898], [-3839312667764479982219019069752264659187676], [14790575975272594642144797615114122627555130], [26862367906257420637184441685142317528548428], [13627429966514089443115793647421885147563560]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199690948656, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '48.26.a.c', 'level': 48, 'maxp': 2999, 'weight': 26}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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

  
  {'ALdims': [6, 7, 6, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [42, 42, 43, 42], 'Nk2': 32448, 'analytic_conductor': 190.07845437707675, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 194, 'dim': 25, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 436207664, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 3, 3, 4], 'label': '48.26.a', 'level': 48, '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], 'level_radical': 6, 'mf_dim': 206, 'mf_new_dim': 25, 'num_forms': 11, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 25, 'sturm_bound': 208, 'trace_bound': 5, 'trace_display': [0, 531441, 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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: 39625
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '48.26.a.c', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.26.a.a', 'target_level': 6, 'twist_class_label': '6.26.a.a', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 39626
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '48.26.a.c', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '18.26.a.d', 'target_level': 18, 'twist_class_label': '6.26.a.a', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 39627
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '48.26.a.c', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.26.a.c', 'target_level': 48, 'twist_class_label': '6.26.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 162650
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 2}
  • id: 162651
    {'charpoly_factorization': [[[-531441, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 3}
  • id: 162652
    {'charpoly_factorization': [[[292754850, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 5}
  • id: 162653
    {'charpoly_factorization': [[[3580644032, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 7}
  • id: 162654
    {'charpoly_factorization': [[[15111573238212, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 11}
  • id: 162655
    {'charpoly_factorization': [[[-1221071681246, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 13}
  • id: 162656
    {'charpoly_factorization': [[[-2518250853863682, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 17}
  • id: 162657
    {'charpoly_factorization': [[[-7992693407413060, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 19}
  • id: 162658
    {'charpoly_factorization': [[[-99645642629247624, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 23}
  • id: 162659
    {'charpoly_factorization': [[[2080672742244316890, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 29}
  • id: 162660
    {'charpoly_factorization': [[[-4937672075835729208, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 31}
  • id: 162661
    {'charpoly_factorization': [[[-19829154107621718182, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 37}
  • id: 162662
    {'charpoly_factorization': [[[-224696060863159376442, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 41}
  • id: 162663
    {'charpoly_factorization': [[[-72221008334482349884, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 43}
  • id: 162664
    {'charpoly_factorization': [[[189872435947262116992, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 47}
  • id: 162665
    {'charpoly_factorization': [[[2645676034335389555874, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 53}
  • id: 162666
    {'charpoly_factorization': [[[-16454608826354674865340, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 59}
  • id: 162667
    {'charpoly_factorization': [[[35546954389065591688738, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 61}
  • id: 162668
    {'charpoly_factorization': [[[106703750402023286661692, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 67}
  • id: 162669
    {'charpoly_factorization': [[[73672004836753334994312, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 71}
  • id: 162670
    {'charpoly_factorization': [[[262402855870448192600374, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 73}
  • id: 162671
    {'charpoly_factorization': [[[-1002642123108883497568840, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 79}
  • id: 162672
    {'charpoly_factorization': [[[1558588706101147601425596, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 83}
  • id: 162673
    {'charpoly_factorization': [[[-2181670205644666928498490, 1], 1]], 'hecke_orbit_code': 9007199690948656, 'p': 89}
  • id: 162674
    {'charpoly_factorization': [[[440165308375605500117758, 1], 1]], 'hecke_orbit_code': 9007199690948656, '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': 3, 'label': '48.26.a.c', 'level': 48, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 29438035
    {'hecke_orbit_code': 9007199690948656, 'n': 1, 'trace_an': 1}
  • id: 29438036
    {'hecke_orbit_code': 9007199690948656, 'n': 2, 'trace_an': 0}
  • id: 29438037
    {'hecke_orbit_code': 9007199690948656, 'n': 3, 'trace_an': 531441}
  • id: 29438038
    {'hecke_orbit_code': 9007199690948656, 'n': 4, 'trace_an': 0}
  • id: 29438039
    {'hecke_orbit_code': 9007199690948656, 'n': 5, 'trace_an': -292754850}
  • id: 29438040
    {'hecke_orbit_code': 9007199690948656, 'n': 6, 'trace_an': 0}
  • id: 29438041
    {'hecke_orbit_code': 9007199690948656, 'n': 7, 'trace_an': -3580644032}
  • id: 29438042
    {'hecke_orbit_code': 9007199690948656, 'n': 8, 'trace_an': 0}
  • id: 29438043
    {'hecke_orbit_code': 9007199690948656, 'n': 9, 'trace_an': 282429536481}
  • id: 29438044
    {'hecke_orbit_code': 9007199690948656, 'n': 10, 'trace_an': 0}
  • id: 29438045
    {'hecke_orbit_code': 9007199690948656, 'n': 11, 'trace_an': -15111573238212}
  • id: 29438046
    {'hecke_orbit_code': 9007199690948656, 'n': 12, 'trace_an': 0}
  • id: 29438047
    {'hecke_orbit_code': 9007199690948656, 'n': 13, 'trace_an': 1221071681246}
  • id: 29438048
    {'hecke_orbit_code': 9007199690948656, 'n': 14, 'trace_an': 0}
  • id: 29438049
    {'hecke_orbit_code': 9007199690948656, 'n': 15, 'trace_an': -155581930238850}
  • id: 29438050
    {'hecke_orbit_code': 9007199690948656, 'n': 16, 'trace_an': 0}
  • id: 29438051
    {'hecke_orbit_code': 9007199690948656, 'n': 17, 'trace_an': 2518250853863682}
  • id: 29438052
    {'hecke_orbit_code': 9007199690948656, 'n': 18, 'trace_an': 0}
  • id: 29438053
    {'hecke_orbit_code': 9007199690948656, 'n': 19, 'trace_an': 7992693407413060}
  • id: 29438054
    {'hecke_orbit_code': 9007199690948656, 'n': 20, 'trace_an': 0}
  • id: 29438055
    {'hecke_orbit_code': 9007199690948656, 'n': 21, 'trace_an': -1902901045010112}
  • id: 29438056
    {'hecke_orbit_code': 9007199690948656, 'n': 22, 'trace_an': 0}
  • id: 29438057
    {'hecke_orbit_code': 9007199690948656, 'n': 23, 'trace_an': 99645642629247624}
  • id: 29438058
    {'hecke_orbit_code': 9007199690948656, 'n': 24, 'trace_an': 0}
  • id: 29438059
    {'hecke_orbit_code': 9007199690948656, 'n': 25, 'trace_an': -212317821678430625}
  • id: 29438060
    {'hecke_orbit_code': 9007199690948656, 'n': 26, 'trace_an': 0}
  • id: 29438061
    {'hecke_orbit_code': 9007199690948656, 'n': 27, 'trace_an': 150094635296999121}
  • id: 29438062
    {'hecke_orbit_code': 9007199690948656, 'n': 28, 'trace_an': 0}
  • id: 29438063
    {'hecke_orbit_code': 9007199690948656, 'n': 29, 'trace_an': -2080672742244316890}
  • id: 29438064
    {'hecke_orbit_code': 9007199690948656, 'n': 30, 'trace_an': 0}
  • id: 29438065
    {'hecke_orbit_code': 9007199690948656, 'n': 31, 'trace_an': 4937672075835729208}
  • id: 29438066
    {'hecke_orbit_code': 9007199690948656, 'n': 32, 'trace_an': 0}
  • id: 29438067
    {'hecke_orbit_code': 9007199690948656, 'n': 33, 'trace_an': -8030909593288623492}
  • id: 29438068
    {'hecke_orbit_code': 9007199690948656, 'n': 34, 'trace_an': 0}
  • id: 29438069
    {'hecke_orbit_code': 9007199690948656, 'n': 35, 'trace_an': 1048250906491555200}
  • id: 29438070
    {'hecke_orbit_code': 9007199690948656, 'n': 36, 'trace_an': 0}
  • id: 29438071
    {'hecke_orbit_code': 9007199690948656, 'n': 37, 'trace_an': 19829154107621718182}
  • id: 29438072
    {'hecke_orbit_code': 9007199690948656, 'n': 38, 'trace_an': 0}
  • id: 29438073
    {'hecke_orbit_code': 9007199690948656, 'n': 39, 'trace_an': 648927555353055486}
  • id: 29438074
    {'hecke_orbit_code': 9007199690948656, 'n': 40, 'trace_an': 0}
  • id: 29438075
    {'hecke_orbit_code': 9007199690948656, 'n': 41, 'trace_an': 224696060863159376442}
  • id: 29438076
    {'hecke_orbit_code': 9007199690948656, 'n': 42, 'trace_an': 0}
  • id: 29438077
    {'hecke_orbit_code': 9007199690948656, 'n': 43, 'trace_an': 72221008334482349884}
  • id: 29438078
    {'hecke_orbit_code': 9007199690948656, 'n': 44, 'trace_an': 0}
  • id: 29438079
    {'hecke_orbit_code': 9007199690948656, 'n': 45, 'trace_an': -82682616588064682850}
  • id: 29438080
    {'hecke_orbit_code': 9007199690948656, 'n': 46, 'trace_an': 0}
  • id: 29438081
    {'hecke_orbit_code': 9007199690948656, 'n': 47, 'trace_an': -189872435947262116992}
  • id: 29438082
    {'hecke_orbit_code': 9007199690948656, 'n': 48, 'trace_an': 0}
  • id: 29438083
    {'hecke_orbit_code': 9007199690948656, 'n': 49, 'trace_an': -1328247607980067683783}
  • id: 29438084
    {'hecke_orbit_code': 9007199690948656, 'n': 50, 'trace_an': 0}
  • id: 29438085
    {'hecke_orbit_code': 9007199690948656, 'n': 51, 'trace_an': 1338301752028169025762}
  • id: 29438086
    {'hecke_orbit_code': 9007199690948656, 'n': 52, 'trace_an': 0}
  • id: 29438087
    {'hecke_orbit_code': 9007199690948656, 'n': 53, 'trace_an': -2645676034335389555874}
  • id: 29438088
    {'hecke_orbit_code': 9007199690948656, 'n': 54, 'trace_an': 0}
  • id: 29438089
    {'hecke_orbit_code': 9007199690948656, 'n': 55, 'trace_an': 4423986356616768328200}
  • id: 29438090
    {'hecke_orbit_code': 9007199690948656, 'n': 56, 'trace_an': 0}
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