Embedded newform data - 48.22.a.g.1.1

Formats: - HTML - YAML - JSON - 2023-06-08T01:44:27.706221

• 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_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': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 0, '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_indexes': [1], 'dim': 2, 'field_disc': 649, 'field_disc_factorization': [[11, 1], [59, 1]], 'field_poly': [-162, -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': [[5, [-473947100199900, -996876, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021598133321776, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 32256, 'hecke_ring_index_factorization': [[2, 9], [3, 2], [7, 1]], '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': '48.22.a.g', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '3.22.a.c', 'nf_label': '2.2.649.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{10}q^{3}+(498438+53\\beta )q^{5}+(-339948056+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, -118098, 996876, -679896112], 'trace_hash': 1726526215791286204, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.960', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.624', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.919', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -118098, 0, 996876, 0, -679896112, 0, 6973568802, 0, -219869122968, 0, -48468909956, 0, -58864530924, 0, -11333529041436, 0, -11960585011624, 0, 40147185517488, 0, 146508390063504, 0, -4786354247074, 0, -411782264189298, 0, -1798520043674052, 0, -11169107526944992, 0, 12983051842137432, 0, 12383869767948000, 0, 12736264858660012, 0, 2862040663991844, 0, 122972020616468052, 0, -288455418162270040, 0, 3475891686531276, 0, -837243745741596960, 0, -715285396941470670, 0, 669233556367754364, 0, -43007964012775764, 0, -2294863118895313296, 0, 706260584351385576, 0, 3523823330903857224, 0, -1779023128451013860, 0, -2370651157622148912, 0, -33242791066177513752, 0, 16454068667621610296, 0, -8651173924859847696, 0, -17379227131150420944, 0, 50891146268473989076, 0, 282629431935472626, 0, 45428450983816025664, 0, 54055785594190591040, 0, 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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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'angles': [None, None, -0.33099090206351317, -0.3194891186790531, -0.3064563602281717, -0.11673115482852459, -0.3338490407720217, -0.3934206080570979, -0.26801984820940294, -0.3545343354666339, -0.4344828780232523, -0.29911496478602084, -0.08979620084825261, -0.3225319608401566, -0.351273021301351, -0.27999170392368283, -0.2830657049254834, -0.30491415932191285, -0.23494818181009874, -0.2792424515780412, -0.28779015848683287, -0.2187581257436409, -0.2501718350484968, -0.18472382133226325, -0.31681996247544164, -0.384659033624262, -0.3211447289409435, -0.21574544283619873, -0.23671887420761437, -0.19465364663965135, -0.28613499860564756, -0.11566000363046838, -0.4226336459378744, -0.19416293593316147, -0.1900738336129858, -0.0992521613581024, -0.2083575759782096, -0.23499543223217612, -0.23674245664693422, -0.16501570578129288, -0.21800801539425607, -0.2509978518378383, -0.3257065832808328, -0.2644031493950796, -0.13345957382280507, -0.15633610122922875, -0.29303905453545714, 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-0.4100505249069418, -0.3462881460932795, -0.33587005841230433, -0.27804410364498156, -0.1907337592421243, -0.33394580804437735, -0.2351944074475112, -0.28057930567183326, -0.21080839191928835, -0.26667235507888076, -0.41278227995297695, -0.15375553269029088, -0.3136204416975906, -0.3060553496147665, -0.21947321647110557, -0.16440390357597978, -0.15425349648233372, -0.19674460468141555, -0.19470868713723408, -0.2606860036370177, -0.16547699951362155, -0.15722638821700236, -0.14225122343354352, -0.3097651500377469, -0.36604159351607124, -0.18454050579117257, -0.23690087230164725, -0.2630417090498734, -0.291754181493414], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': -12.237739202856996, 'hecke_orbit': 7, 'hecke_orbit_code': 27021598133321776, 'label': '48.22.a.g.1.1', 'level': 48, 'weight': 22}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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], [3, -1]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, '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_indexes': [1], 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 0, 59049, 0, 20783558, 0, 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• 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: 45699944
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021598133321776, 'source_is_minimal': False, 'source_label': '48.22.a.g.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021598133321776, 'target_is_minimal': False, 'target_label': '48.22.a.g.1.1', 'target_level': 48, 'twist_class_label': '3.22.a.c.1.1', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 45699945
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021598133321776, 'source_is_minimal': False, 'source_label': '48.22.a.g.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199623839747, 'target_is_minimal': True, 'target_label': '3.22.a.c.1.1', 'target_level': 3, 'twist_class_label': '3.22.a.c.1.1', 'twist_class_level': 3, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 45699946
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021598133321776, 'source_is_minimal': False, 'source_label': '48.22.a.g.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398878580745, 'target_is_minimal': False, 'target_label': '9.22.a.e.1.2', 'target_level': 9, 'twist_class_label': '3.22.a.c.1.1', 'twist_class_level': 3, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 22}
  • id: 45699947
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021598133321776, 'source_is_minimal': False, 'source_label': '48.22.a.g.1.1', 'source_level': 48, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510867970687051, 'target_is_minimal': False, 'target_label': '75.22.b.d.49.3', 'target_level': 75, 'twist_class_label': '3.22.a.c.1.1', 'twist_class_level': 3, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 45699948
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021598133321776, 'source_is_minimal': False, 'source_label': '48.22.a.g.1.1', 'source_level': 48, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867970687051, 'target_is_minimal': False, 'target_label': '75.22.b.d.49.2', 'target_level': 75, 'twist_class_label': '3.22.a.c.1.1', 'twist_class_level': 3, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 22}
  • id: 45699949
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021598133321776, 'source_is_minimal': False, 'source_label': '48.22.a.g.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799251210315, 'target_is_minimal': False, 'target_label': '75.22.a.d.1.2', 'target_level': 75, 'twist_class_label': '3.22.a.c.1.1', 'twist_class_level': 3, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 161650
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021598133321776, 'p': 2}
  • id: 161651
    {'charpoly_factorization': [[[59049, 1], 2]], 'hecke_orbit_code': 27021598133321776, 'p': 3}
  • id: 161652
    {'charpoly_factorization': [[[-473947100199900, -996876, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 5}
  • id: 161653
    {'charpoly_factorization': [[[30226195943809600, 679896112, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 7}
  • id: 161654
    {'charpoly_factorization': [[[9567968315029628871312, 219869122968, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 11}
  • id: 161655
    {'charpoly_factorization': [[[-581175613138900030730492, 48468909956, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 13}
  • id: 161656
    {'charpoly_factorization': [[[24865365883742002897661124, 11333529041436, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 17}
  • id: 161657
    {'charpoly_factorization': [[[-1254902738782871092923486320, 11960585011624, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 19}
  • id: 161658
    {'charpoly_factorization': [[[-8592493658094899828360971200, -146508390063504, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 23}
  • id: 161659
    {'charpoly_factorization': [[[-2678625580534482741391902181500, 1798520043674052, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 29}
  • id: 161660
    {'charpoly_factorization': [[[23459030795921047816036853920000, 11169107526944992, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 31}
  • id: 161661
    {'charpoly_factorization': [[[-541976177001575793817733343976220, -12736264858660012, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 37}
  • id: 161662
    {'charpoly_factorization': [[[-3236320683504071416217415206788380, -122972020616468052, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 41}
  • id: 161663
    {'charpoly_factorization': [[[20422014052056576252333627821382544, 288455418162270040, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 43}
  • id: 161664
    {'charpoly_factorization': [[[175145391146610038122501400267510016, 837243745741596960, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 47}
  • id: 161665
    {'charpoly_factorization': [[[-207030050658774363076063899255717660, 43007964012775764, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 53}
  • id: 161666
    {'charpoly_factorization': [[[-8330218510901569204890916469617236720, -3523823330903857224, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 59}
  • id: 161667
    {'charpoly_factorization': [[[-7499211833306953514709935971949729084, 1779023128451013860, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 61}
  • id: 161668
    {'charpoly_factorization': [[[38426138072633986075475758464585324304, -16454068667621610296, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 67}
  • id: 161669
    {'charpoly_factorization': [[[73731940006249948459840818142158840384, 17379227131150420944, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 71}
  • id: 161670
    {'charpoly_factorization': [[[-1177475052967536980841330181448812006940, -50891146268473989076, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 73}
  • id: 161671
    {'charpoly_factorization': [[[696870771172646553940685208956000896000, -54055785594190591040, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 79}
  • id: 161672
    {'charpoly_factorization': [[[33821569729627591043863309060411124112, 111108429277666677288, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 83}
  • id: 161673
    {'charpoly_factorization': [[[-1799807783379772542206757843646509935580, -226920767965448065524, 1], 1]], 'hecke_orbit_code': 27021598133321776, 'p': 89}
  • id: 161674
    {'charpoly_factorization': [[[-274582606355521712179751768740010094660476, 128331469252795746236, 1], 1]], 'hecke_orbit_code': 27021598133321776, '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': 7, 'label': '48.22.a.g', 'level': 48, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 182343000
    {'hecke_orbit_code': 27021598133321776, 'n': 1, 'trace_an': 2}
  • id: 182343001
    {'hecke_orbit_code': 27021598133321776, 'n': 2, 'trace_an': 0}
  • id: 182343002
    {'hecke_orbit_code': 27021598133321776, 'n': 3, 'trace_an': -118098}
  • id: 182343003
    {'hecke_orbit_code': 27021598133321776, 'n': 4, 'trace_an': 0}
  • id: 182343004
    {'hecke_orbit_code': 27021598133321776, 'n': 5, 'trace_an': 996876}
  • id: 182343005
    {'hecke_orbit_code': 27021598133321776, 'n': 6, 'trace_an': 0}
  • id: 182343006
    {'hecke_orbit_code': 27021598133321776, 'n': 7, 'trace_an': -679896112}
  • id: 182343007
    {'hecke_orbit_code': 27021598133321776, 'n': 8, 'trace_an': 0}
  • id: 182343008
    {'hecke_orbit_code': 27021598133321776, 'n': 9, 'trace_an': 6973568802}
  • id: 182343009
    {'hecke_orbit_code': 27021598133321776, 'n': 10, 'trace_an': 0}
  • id: 182343010
    {'hecke_orbit_code': 27021598133321776, 'n': 11, 'trace_an': -219869122968}
  • id: 182343011
    {'hecke_orbit_code': 27021598133321776, 'n': 12, 'trace_an': 0}
  • id: 182343012
    {'hecke_orbit_code': 27021598133321776, 'n': 13, 'trace_an': -48468909956}
  • id: 182343013
    {'hecke_orbit_code': 27021598133321776, 'n': 14, 'trace_an': 0}
  • id: 182343014
    {'hecke_orbit_code': 27021598133321776, 'n': 15, 'trace_an': -58864530924}
  • id: 182343015
    {'hecke_orbit_code': 27021598133321776, 'n': 16, 'trace_an': 0}
  • id: 182343016
    {'hecke_orbit_code': 27021598133321776, 'n': 17, 'trace_an': -11333529041436}
  • id: 182343017
    {'hecke_orbit_code': 27021598133321776, 'n': 18, 'trace_an': 0}
  • id: 182343018
    {'hecke_orbit_code': 27021598133321776, 'n': 19, 'trace_an': -11960585011624}
  • id: 182343019
    {'hecke_orbit_code': 27021598133321776, 'n': 20, 'trace_an': 0}
  • id: 182343020
    {'hecke_orbit_code': 27021598133321776, 'n': 21, 'trace_an': 40147185517488}
  • id: 182343021
    {'hecke_orbit_code': 27021598133321776, 'n': 22, 'trace_an': 0}
  • id: 182343022
    {'hecke_orbit_code': 27021598133321776, 'n': 23, 'trace_an': 146508390063504}
  • id: 182343023
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