Newform data - 15.12.e.a

Formats: - HTML - YAML - JSON - 2024-06-04T10:44:47.164144

• 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': 2160, 'analytic_conductor': 11.525147708393833, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 15, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [15, 4, [11, 7], [2, 1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 40, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275079233551, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 5, 3, -1, 4, 0], [1, 1, 15, 5, 1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '15.12.e.a', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.12.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '11.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.12.e', 'trace_display': [0, 504, 0, 31504], 'traces': [40, 0, 504, 0, 0, 2940, 31504, 0, 0, 305140, 0, -1714188, -3448472, 0, -6075120, -43202180, 0, 3729120, 0, 0, 33570840, -21743260, 0, 0, -68969000, 0, 113282712, 253355948, 0, 536094300, 67990880, 0, -563443560, 0, 0, 1116103980, 1292573224, 0, 0, -2754089880, 0, -5132304780, 4012128208, 0, 4994447400, -8170829920, 0, -13847034876, 0, 0, 5424535440, 10287332704, 0, 0, -23061806800, 0, -10576855656, 56277468420, 0, 66297294060, -24994982320, 0, -50371112832, 0, 0, 56311074600, 37314988144, 0, 0, -90895488900, 0, -92983114440, 51361482568, 0, 96079968600, -121004023440, 0, -104085843000, 0, 0, -22936122360, -56747065840, 0, 0, 5885083240, 0, 84564024000, 148338843420, 0, 17247857160, 230876677280, 0, 38932525008, 0, 0, -437860137180, -294950050616, 0, 0, 639643392900, 0, 599838983040, -238063099952, 0, -489443980800, 673703934080, 0, 912275755884, 0, 0, -763134586560, -1253122959356, 0, 0, 357070798960, 0, 1186463803344, -1855209056460, 0, -589315695300, 1086264155640, 0, 272847256560, 0, 0, -3067352750400, -2991129539696, 0, 0, -1348375588000, 0, 4563121740180, 1978674999216, 0, 992528986320, 6883946367960, 0, -3226148265000, 0, 0, -2654001012360, -3520655852920, 0, 0, -2427764841600, 0, 3120173112696, 8810360254808, 0, 8124001992600, 3444947967680, 0, -7059964294200, 0, 0, -8861844437760, -1264040056376, 0, 0, -20780685662180, 0, 9745117922160, 7896014088688, 0, 13215439959000, 10775613097280, 0, -25269015238620, 0, 0, -10070634193920, -25981665111896, 0, 0, -22983851889200, 0, 18977315012400, 35902835817960, 0, 36476855143800, 27275045618480, 0, -23220755884512, 0, 0, -41814334398120, -32976226039840, 0, 0, -34039868627280, 0, 66624434211612, 21946168009768, 0, 23626273249200, 74467280826620, 0, 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0, -941649563873136, -1027182206888932, 0, -1092373030455000, -1340215537285120, 0, 1095864555264120, 0, 0, 2795190833982000, 152340884962024, 0, 0, 2727278694917200, 0, -2701494477172440, -746501649542944, 0, -1365648011251200, -1848723052233000, 0, 1785045497896680, 0, 0, 2700293969858640, 3266291532833644, 0, 0, 798301865078560, 0, -2336562027737256, -2031356173667280, 0, -1335437484510900, -2767838311003120, 0, 1181816534106960, 0, 0, 4196324036781600, 4527348465202688, 0, 0, -198070699889800, 0, -5581789381338588, -723351874156472, 0, -1061410282000800, -10051464191576040, 0, 518477265682980, 0, 0, 2718611966815680, 4169906460477200, 0, 0, 2852091381841200, 0, -2988089097975600, -1340433849036892, 0, -357093749064000, -1116225088899200, 0, 1299375583725168, 0, 0, 7236169997438160, 2911001066992744, 0, 0, -560216855088080, 0, -7793465521723080, -3702701231467472, 0, -2501739053229840, -4161613050535720, 0, 3134911704562848, 0, 0, 4888625396346240, 13060980907663620, 0, 0, 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• label 15.12.e.a does not appear in mf_hecke_nf
• 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': 2160, 'analytic_conductor': 11.525147708393833, 'char_conductor': 15, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [15, 4, [11, 7], [2, 1]], 'conrey_index': 2, 'cusp_dim': 40, 'dim': 40, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275079233551, 'hecke_orbit_dims': [40], 'label': '15.12.e', 'level': 15, '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': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 48, 'mf_new_dim': 48, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 20, 'sturm_bound': 24, 'trace_bound': 0, 'trace_display': [0, 504, 0, 31504], 'traces': [40, 0, 504, 0, 0, 2940, 31504, 0, 0, 305140, 0, -1714188, -3448472, 0, -6075120, -43202180, 0, 3729120, 0, 0, 33570840, -21743260, 0, 0, -68969000, 0, 113282712, 253355948, 0, 536094300, 67990880, 0, -563443560, 0, 0, 1116103980, 1292573224, 0, 0, -2754089880, 0, -5132304780, 4012128208, 0, 4994447400, -8170829920, 0, -13847034876, 0, 0, 5424535440, 10287332704, 0, 0, -23061806800, 0, -10576855656, 56277468420, 0, 66297294060, -24994982320, 0, -50371112832, 0, 0, 56311074600, 37314988144, 0, 0, -90895488900, 0, -92983114440, 51361482568, 0, 96079968600, -121004023440, 0, -104085843000, 0, 0, -22936122360, -56747065840, 0, 0, 5885083240, 0, 84564024000, 148338843420, 0, 17247857160, 230876677280, 0, 38932525008, 0, 0, -437860137180, -294950050616, 0, 0, 639643392900, 0, 599838983040, -238063099952, 0, -489443980800, 673703934080, 0, 912275755884, 0, 0, -763134586560, -1253122959356, 0, 0, 357070798960, 0, 1186463803344, -1855209056460, 0, -589315695300, 1086264155640, 0, 272847256560, 0, 0, -3067352750400, -2991129539696, 0, 0, -1348375588000, 0, 4563121740180, 1978674999216, 0, 992528986320, 6883946367960, 0, -3226148265000, 0, 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: 10625
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.12.e.a', 'target_level': 15, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 10626
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.12.e.a', 'target_level': 15, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 10627
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.12.e.a', 'target_level': 15, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 10628
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.12.e.a', 'target_level': 15, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
  • id: 10629
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.12.e.d', 'target_level': 75, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 10630
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.12.e.d', 'target_level': 75, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 10631
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.12.e.d', 'target_level': 75, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 10632
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 40, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.12.e.a', 'source_level': 15, 'target_char_orbit': 5, 'target_dim': 40, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.12.e.d', 'target_level': 75, 'twist_class_label': '15.12.e.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
• hecke_orbit_code 275079233551 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': 5, 'hecke_orbit': 1, 'label': '15.12.e.a', 'level': 15, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7965816
    {'hecke_orbit_code': 275079233551, 'n': 1, 'trace_an': 40}
  • id: 7965817
    {'hecke_orbit_code': 275079233551, 'n': 2, 'trace_an': 0}
  • id: 7965818
    {'hecke_orbit_code': 275079233551, 'n': 3, 'trace_an': 504}
  • id: 7965819
    {'hecke_orbit_code': 275079233551, 'n': 4, 'trace_an': 0}
  • id: 7965820
    {'hecke_orbit_code': 275079233551, 'n': 5, 'trace_an': 0}
  • id: 7965821
    {'hecke_orbit_code': 275079233551, 'n': 6, 'trace_an': 2940}
  • id: 7965822
    {'hecke_orbit_code': 275079233551, 'n': 7, 'trace_an': 31504}
  • id: 7965823
    {'hecke_orbit_code': 275079233551, 'n': 8, 'trace_an': 0}
  • id: 7965824
    {'hecke_orbit_code': 275079233551, 'n': 9, 'trace_an': 0}
  • id: 7965825
    {'hecke_orbit_code': 275079233551, 'n': 10, 'trace_an': 305140}
  • id: 7965826
    {'hecke_orbit_code': 275079233551, 'n': 11, 'trace_an': 0}
  • id: 7965827
    {'hecke_orbit_code': 275079233551, 'n': 12, 'trace_an': -1714188}
  • id: 7965828
    {'hecke_orbit_code': 275079233551, 'n': 13, 'trace_an': -3448472}
  • id: 7965829
    {'hecke_orbit_code': 275079233551, 'n': 14, 'trace_an': 0}
  • id: 7965830
    {'hecke_orbit_code': 275079233551, 'n': 15, 'trace_an': -6075120}
  • id: 7965831
    {'hecke_orbit_code': 275079233551, 'n': 16, 'trace_an': -43202180}
  • id: 7965832
    {'hecke_orbit_code': 275079233551, 'n': 17, 'trace_an': 0}
  • id: 7965833
    {'hecke_orbit_code': 275079233551, 'n': 18, 'trace_an': 3729120}
  • id: 7965834
    {'hecke_orbit_code': 275079233551, 'n': 19, 'trace_an': 0}
  • id: 7965835
    {'hecke_orbit_code': 275079233551, 'n': 20, 'trace_an': 0}
  • id: 7965836
    {'hecke_orbit_code': 275079233551, 'n': 21, 'trace_an': 33570840}
  • id: 7965837
    {'hecke_orbit_code': 275079233551, 'n': 22, 'trace_an': -21743260}
  • id: 7965838
    {'hecke_orbit_code': 275079233551, 'n': 23, 'trace_an': 0}
  • id: 7965839
    {'hecke_orbit_code': 275079233551, 'n': 24, 'trace_an': 0}
  • id: 7965840
    {'hecke_orbit_code': 275079233551, 'n': 25, 'trace_an': -68969000}
  • id: 7965841
    {'hecke_orbit_code': 275079233551, 'n': 26, 'trace_an': 0}
  • id: 7965842
    {'hecke_orbit_code': 275079233551, 'n': 27, 'trace_an': 113282712}
  • id: 7965843
    {'hecke_orbit_code': 275079233551, 'n': 28, 'trace_an': 253355948}
  • id: 7965844
    {'hecke_orbit_code': 275079233551, 'n': 29, 'trace_an': 0}
  • id: 7965845
    {'hecke_orbit_code': 275079233551, 'n': 30, 'trace_an': 536094300}
  • id: 7965846
    {'hecke_orbit_code': 275079233551, 'n': 31, 'trace_an': 67990880}
  • id: 7965847
    {'hecke_orbit_code': 275079233551, 'n': 32, 'trace_an': 0}
  • id: 7965848
    {'hecke_orbit_code': 275079233551, 'n': 33, 'trace_an': -563443560}
  • id: 7965849
    {'hecke_orbit_code': 275079233551, 'n': 34, 'trace_an': 0}
  • id: 7965850
    {'hecke_orbit_code': 275079233551, 'n': 35, 'trace_an': 0}
  • id: 7965851
    {'hecke_orbit_code': 275079233551, 'n': 36, 'trace_an': 1116103980}
  • id: 7965852
    {'hecke_orbit_code': 275079233551, 'n': 37, 'trace_an': 1292573224}
  • id: 7965853
    {'hecke_orbit_code': 275079233551, 'n': 38, 'trace_an': 0}
  • id: 7965854
    {'hecke_orbit_code': 275079233551, 'n': 39, 'trace_an': 0}
  • id: 7965855
    {'hecke_orbit_code': 275079233551, 'n': 40, 'trace_an': -2754089880}
  • id: 7965856
    {'hecke_orbit_code': 275079233551, 'n': 41, 'trace_an': 0}
  • id: 7965857
    {'hecke_orbit_code': 275079233551, 'n': 42, 'trace_an': -5132304780}
  • id: 7965858
    {'hecke_orbit_code': 275079233551, 'n': 43, 'trace_an': 4012128208}
  • id: 7965859
    {'hecke_orbit_code': 275079233551, 'n': 44, 'trace_an': 0}
  • id: 7965860
    {'hecke_orbit_code': 275079233551, 'n': 45, 'trace_an': 4994447400}
  • id: 7965861
    {'hecke_orbit_code': 275079233551, 'n': 46, 'trace_an': -8170829920}
  • id: 7965862
    {'hecke_orbit_code': 275079233551, 'n': 47, 'trace_an': 0}
  • id: 7965863
    {'hecke_orbit_code': 275079233551, 'n': 48, 'trace_an': -13847034876}
  • id: 7965864
    {'hecke_orbit_code': 275079233551, 'n': 49, 'trace_an': 0}
  • id: 7965865
    {'hecke_orbit_code': 275079233551, 'n': 50, 'trace_an': 0}
  • id: 7965866
    {'hecke_orbit_code': 275079233551, 'n': 51, 'trace_an': 5424535440}
  • id: 7965867
    {'hecke_orbit_code': 275079233551, 'n': 52, 'trace_an': 10287332704}
  • id: 7965868
    {'hecke_orbit_code': 275079233551, 'n': 53, 'trace_an': 0}
  • id: 7965869
    {'hecke_orbit_code': 275079233551, 'n': 54, 'trace_an': 0}
  • id: 7965870
    {'hecke_orbit_code': 275079233551, 'n': 55, 'trace_an': -23061806800}
  • id: 7965871
    {'hecke_orbit_code': 275079233551, 'n': 56, 'trace_an': 0}
  • id: 7965872
    {'hecke_orbit_code': 275079233551, 'n': 57, 'trace_an': -10576855656}
  • id: 7965873
    {'hecke_orbit_code': 275079233551, 'n': 58, 'trace_an': 56277468420}
  • id: 7965874
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    {'hecke_orbit_code': 275079233551, 'n': 967, 'trace_an': -206791486509730256}
  • id: 7966069
    {'hecke_orbit_code': 275079233551, 'n': 971, 'trace_an': 0}
  • id: 7966070
    {'hecke_orbit_code': 275079233551, 'n': 977, 'trace_an': 0}
  • id: 7966071
    {'hecke_orbit_code': 275079233551, 'n': 983, 'trace_an': 0}
  • id: 7966072
    {'hecke_orbit_code': 275079233551, 'n': 991, 'trace_an': 66543585125290880}
  • id: 7966073
    {'hecke_orbit_code': 275079233551, 'n': 997, 'trace_an': 51128961291103624}