Newform data - 80.11.i.a

Formats: - HTML - YAML - JSON - 2026-07-12T06:19:22.896174

• 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': 9680, 'analytic_conductor': 50.82858021389793, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 80, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 3, 3]], 'cm_discs': [], 'conrey_index': 13, 'dim': 236, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 549940363344, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 80, 9, -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': '80.11.i.a', 'level': 80, '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, 5], 'level_radical': 10, 'minimal_twist': '80.11.i.a', 'prim_orbit_index': 9, 'related_objects': [], 'relative_dim': 118, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.11.i', 'trace_display': [-2, 0, -2, 0], 'traces': [236, -2, 0, 1220, -2, -4, 0, -69128, -4487724, 2046, -4, 738232, 0, 0, -4, -2041064, -4, 5924662, -5107040, 2913160, -4, 9808012, 0, 236196, 0, -6048244, 0, 15215716, 0, -30527308, -8, -82944132, -4, -150787640, -14674464, -100247348, 0, -209466216, 472392, 282957456, 0, 681994816, 31808124, -908940840, -19413154, -430213844, -4, 1394077780, 0, 981313210, 373209116, 1025053488, -4, 1241604372, 0, 1974486356, 236196, 624139296, 749542720, 5795514376, -1673280164, -438403556, -1129901000, -2847240880, -4, 4226634996, -5418553252, 3281041848, 1698475716, -5980058172, 0, 2490447808, -894454032, -3678024964, 241008096, 10579892476, 1129900992, 4072424540, 0, 28086184324, 79033779748, -26176518000, 0, -2938554144, 19531248, -2548694284, 236196, 2506934416, 0, 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• label 80.11.i.a does not appear in mf_hecke_nf
• 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

  
  {'Nk2': 9680, 'analytic_conductor': 50.82858021389793, 'char_conductor': 80, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 3, 3]], 'conrey_index': 13, 'cusp_dim': 236, 'dim': 236, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_orbit_code': 549940363344, 'hecke_orbit_dims': [236], 'label': '80.11.i', 'level': 80, '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, 5], 'level_radical': 10, 'mf_dim': 244, 'mf_new_dim': 244, 'num_forms': 1, 'prim_orbit_index': 9, 'relative_dim': 118, 'sturm_bound': 132, 'trace_bound': 0, 'trace_display': [-2, 0, -2, 0], 'traces': [236, -2, 0, 1220, -2, -4, 0, -69128, -4487724, 2046, -4, 738232, 0, 0, -4, -2041064, -4, 5924662, -5107040, 2913160, -4, 9808012, 0, 236196, 0, -6048244, 0, 15215716, 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: 70830
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 236, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '80.11.i.a', 'source_level': 80, 'target_char_orbit': 9, 'target_dim': 236, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '80.11.i.a', 'target_level': 80, 'twist_class_label': '80.11.i.a', 'twist_class_level': 80, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 70831
    {'conductor': 80, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 236, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '80.11.i.a', 'source_level': 80, 'target_char_orbit': 9, 'target_dim': 236, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '80.11.i.a', 'target_level': 80, 'twist_class_label': '80.11.i.a', 'twist_class_level': 80, 'twisting_char_label': '80.i', 'twisting_char_orbit': 9, 'weight': 11}
  • id: 70832
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 236, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '80.11.i.a', 'source_level': 80, 'target_char_orbit': 20, 'target_dim': 236, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '80.11.t.a', 'target_level': 80, 'twist_class_label': '80.11.i.a', 'twist_class_level': 80, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 70833
    {'conductor': 16, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 236, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '80.11.i.a', 'source_level': 80, 'target_char_orbit': 20, 'target_dim': 236, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '80.11.t.a', 'target_level': 80, 'twist_class_label': '80.11.i.a', 'twist_class_level': 80, 'twisting_char_label': '16.e', 'twisting_char_orbit': 5, 'weight': 11}
• hecke_orbit_code 549940363344 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': 9, 'hecke_orbit': 1, 'label': '80.11.i.a', 'level': 80, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10096638
    {'hecke_orbit_code': 549940363344, 'n': 1, 'trace_an': 236}
  • id: 10096639
    {'hecke_orbit_code': 549940363344, 'n': 2, 'trace_an': -2}
  • id: 10096640
    {'hecke_orbit_code': 549940363344, 'n': 3, 'trace_an': 0}
  • id: 10096641
    {'hecke_orbit_code': 549940363344, 'n': 4, 'trace_an': 1220}
  • id: 10096642
    {'hecke_orbit_code': 549940363344, 'n': 5, 'trace_an': -2}
  • id: 10096643
    {'hecke_orbit_code': 549940363344, 'n': 6, 'trace_an': -4}
  • id: 10096644
    {'hecke_orbit_code': 549940363344, 'n': 7, 'trace_an': 0}
  • id: 10096645
    {'hecke_orbit_code': 549940363344, 'n': 8, 'trace_an': -69128}
  • id: 10096646
    {'hecke_orbit_code': 549940363344, 'n': 9, 'trace_an': -4487724}
  • id: 10096647
    {'hecke_orbit_code': 549940363344, 'n': 10, 'trace_an': 2046}
  • id: 10096648
    {'hecke_orbit_code': 549940363344, 'n': 11, 'trace_an': -4}
  • id: 10096649
    {'hecke_orbit_code': 549940363344, 'n': 12, 'trace_an': 738232}
  • id: 10096650
    {'hecke_orbit_code': 549940363344, 'n': 13, 'trace_an': 0}
  • id: 10096651
    {'hecke_orbit_code': 549940363344, 'n': 14, 'trace_an': 0}
  • id: 10096652
    {'hecke_orbit_code': 549940363344, 'n': 15, 'trace_an': -4}
  • id: 10096653
    {'hecke_orbit_code': 549940363344, 'n': 16, 'trace_an': -2041064}
  • id: 10096654
    {'hecke_orbit_code': 549940363344, 'n': 17, 'trace_an': -4}
  • id: 10096655
    {'hecke_orbit_code': 549940363344, 'n': 18, 'trace_an': 5924662}
  • id: 10096656
    {'hecke_orbit_code': 549940363344, 'n': 19, 'trace_an': -5107040}
  • id: 10096657
    {'hecke_orbit_code': 549940363344, 'n': 20, 'trace_an': 2913160}
  • id: 10096658
    {'hecke_orbit_code': 549940363344, 'n': 21, 'trace_an': -4}
  • id: 10096659
    {'hecke_orbit_code': 549940363344, 'n': 22, 'trace_an': 9808012}
  • id: 10096660
    {'hecke_orbit_code': 549940363344, 'n': 23, 'trace_an': 0}
  • id: 10096661
    {'hecke_orbit_code': 549940363344, 'n': 24, 'trace_an': 236196}
  • id: 10096662
    {'hecke_orbit_code': 549940363344, 'n': 25, 'trace_an': 0}
  • id: 10096663
    {'hecke_orbit_code': 549940363344, 'n': 26, 'trace_an': -6048244}
  • id: 10096664
    {'hecke_orbit_code': 549940363344, 'n': 27, 'trace_an': 0}
  • id: 10096665
    {'hecke_orbit_code': 549940363344, 'n': 28, 'trace_an': 15215716}
  • id: 10096666
    {'hecke_orbit_code': 549940363344, 'n': 29, 'trace_an': 0}
  • id: 10096667
    {'hecke_orbit_code': 549940363344, 'n': 30, 'trace_an': -30527308}
  • id: 10096668
    {'hecke_orbit_code': 549940363344, 'n': 31, 'trace_an': -8}
  • id: 10096669
    {'hecke_orbit_code': 549940363344, 'n': 32, 'trace_an': -82944132}
  • id: 10096670
    {'hecke_orbit_code': 549940363344, 'n': 33, 'trace_an': -4}
  • id: 10096671
    {'hecke_orbit_code': 549940363344, 'n': 34, 'trace_an': -150787640}
  • id: 10096672
    {'hecke_orbit_code': 549940363344, 'n': 35, 'trace_an': -14674464}
  • id: 10096673
    {'hecke_orbit_code': 549940363344, 'n': 36, 'trace_an': -100247348}
  • id: 10096674
    {'hecke_orbit_code': 549940363344, 'n': 37, 'trace_an': 0}
  • id: 10096675
    {'hecke_orbit_code': 549940363344, 'n': 38, 'trace_an': -209466216}
  • id: 10096676
    {'hecke_orbit_code': 549940363344, 'n': 39, 'trace_an': 472392}
  • id: 10096677
    {'hecke_orbit_code': 549940363344, 'n': 40, 'trace_an': 282957456}
  • id: 10096678
    {'hecke_orbit_code': 549940363344, 'n': 41, 'trace_an': 0}
  • id: 10096679
    {'hecke_orbit_code': 549940363344, 'n': 42, 'trace_an': 681994816}
  • id: 10096680
    {'hecke_orbit_code': 549940363344, 'n': 43, 'trace_an': 31808124}
  • id: 10096681
    {'hecke_orbit_code': 549940363344, 'n': 44, 'trace_an': -908940840}
  • id: 10096682
    {'hecke_orbit_code': 549940363344, 'n': 45, 'trace_an': -19413154}
  • id: 10096683
    {'hecke_orbit_code': 549940363344, 'n': 46, 'trace_an': -430213844}
  • id: 10096684
    {'hecke_orbit_code': 549940363344, 'n': 47, 'trace_an': -4}
  • id: 10096685
    {'hecke_orbit_code': 549940363344, 'n': 48, 'trace_an': 1394077780}
  • id: 10096686
    {'hecke_orbit_code': 549940363344, 'n': 49, 'trace_an': 0}
  • id: 10096687
    {'hecke_orbit_code': 549940363344, 'n': 50, 'trace_an': 981313210}
  • id: 10096688
    {'hecke_orbit_code': 549940363344, 'n': 51, 'trace_an': 373209116}
  • id: 10096689
    {'hecke_orbit_code': 549940363344, 'n': 52, 'trace_an': 1025053488}
  • id: 10096690
    {'hecke_orbit_code': 549940363344, 'n': 53, 'trace_an': -4}
  • id: 10096691
    {'hecke_orbit_code': 549940363344, 'n': 54, 'trace_an': 1241604372}
  • id: 10096692
    {'hecke_orbit_code': 549940363344, 'n': 55, 'trace_an': 0}
  • id: 10096693
    {'hecke_orbit_code': 549940363344, 'n': 56, 'trace_an': 1974486356}
  • id: 10096694
    {'hecke_orbit_code': 549940363344, 'n': 57, 'trace_an': 236196}
  • id: 10096695
    {'hecke_orbit_code': 549940363344, 'n': 58, 'trace_an': 624139296}
  • id: 10096696
    {'hecke_orbit_code': 549940363344, 'n': 59, 'trace_an': 749542720}
  • id: 10096697
    {'hecke_orbit_code': 549940363344, 'n': 60, 'trace_an': 5795514376}
  • id: 10096698
    {'hecke_orbit_code': 549940363344, 'n': 61, 'trace_an': -1673280164}
  • id: 10096699
    {'hecke_orbit_code': 549940363344, 'n': 62, 'trace_an': -438403556}
  • id: 10096700
    {'hecke_orbit_code': 549940363344, 'n': 63, 'trace_an': -1129901000}
  • id: 10096701
    {'hecke_orbit_code': 549940363344, 'n': 64, 'trace_an': -2847240880}
  • id: 10096702
    {'hecke_orbit_code': 549940363344, 'n': 65, 'trace_an': -4}
  • id: 10096703
    {'hecke_orbit_code': 549940363344, 'n': 66, 'trace_an': 4226634996}
  • id: 10096704
    {'hecke_orbit_code': 549940363344, 'n': 67, 'trace_an': -5418553252}
  • id: 10096705
    {'hecke_orbit_code': 549940363344, 'n': 68, 'trace_an': 3281041848}
  • id: 10096706
    {'hecke_orbit_code': 549940363344, 'n': 69, 'trace_an': 1698475716}
  • id: 10096707
    {'hecke_orbit_code': 549940363344, 'n': 70, 'trace_an': -5980058172}
  • id: 10096708
    {'hecke_orbit_code': 549940363344, 'n': 71, 'trace_an': 0}
  • id: 10096709
    {'hecke_orbit_code': 549940363344, 'n': 72, 'trace_an': 2490447808}
  • id: 10096710
    {'hecke_orbit_code': 549940363344, 'n': 73, 'trace_an': -894454032}
  • id: 10096711
    {'hecke_orbit_code': 549940363344, 'n': 74, 'trace_an': -3678024964}
  • id: 10096712
    {'hecke_orbit_code': 549940363344, 'n': 75, 'trace_an': 241008096}
  • id: 10096713
    {'hecke_orbit_code': 549940363344, 'n': 76, 'trace_an': 10579892476}
  • id: 10096714
    {'hecke_orbit_code': 549940363344, 'n': 77, 'trace_an': 1129900992}
  • id: 10096715
    {'hecke_orbit_code': 549940363344, 'n': 78, 'trace_an': 4072424540}
  • id: 10096716
    {'hecke_orbit_code': 549940363344, 'n': 79, 'trace_an': 0}
  • id: 10096717
    {'hecke_orbit_code': 549940363344, 'n': 80, 'trace_an': 28086184324}
  • id: 10096718
    {'hecke_orbit_code': 549940363344, 'n': 81, 'trace_an': 79033779748}
  • id: 10096719
    {'hecke_orbit_code': 549940363344, 'n': 82, 'trace_an': -26176518000}
  • id: 10096720
    {'hecke_orbit_code': 549940363344, 'n': 83, 'trace_an': 0}
  • id: 10096721
    {'hecke_orbit_code': 549940363344, 'n': 84, 'trace_an': -2938554144}
  • id: 10096722
    {'hecke_orbit_code': 549940363344, 'n': 85, 'trace_an': 19531248}
  • id: 10096723
    {'hecke_orbit_code': 549940363344, 'n': 86, 'trace_an': -2548694284}
  • id: 10096724
    {'hecke_orbit_code': 549940363344, 'n': 87, 'trace_an': 236196}
  • id: 10096725
    {'hecke_orbit_code': 549940363344, 'n': 88, 'trace_an': 2506934416}
  • id: 10096726
    {'hecke_orbit_code': 549940363344, 'n': 89, 'trace_an': 0}
  • id: 10096727
    {'hecke_orbit_code': 549940363344, 'n': 90, 'trace_an': -484086218}
  • id: 10096728
    {'hecke_orbit_code': 549940363344, 'n': 91, 'trace_an': 6679066556}
  • id: 10096729
    {'hecke_orbit_code': 549940363344, 'n': 92, 'trace_an': -35385670492}
  • id: 10096730
    {'hecke_orbit_code': 549940363344, 'n': 93, 'trace_an': 0}
  • id: 10096731
    {'hecke_orbit_code': 549940363344, 'n': 94, 'trace_an': -8232256100}
  • id: 10096732
    {'hecke_orbit_code': 549940363344, 'n': 95, 'trace_an': -6725122180}
  • id: 10096733
    {'hecke_orbit_code': 549940363344, 'n': 96, 'trace_an': 7881918696}
  • id: 10096734
    {'hecke_orbit_code': 549940363344, 'n': 97, 'trace_an': -4}
  • id: 10096735
    {'hecke_orbit_code': 549940363344, 'n': 98, 'trace_an': -23474977278}
  • id: 10096736
    {'hecke_orbit_code': 549940363344, 'n': 99, 'trace_an': -28071956444}
  • id: 10096737
    {'hecke_orbit_code': 549940363344, 'n': 100, 'trace_an': 22802628556}
  • id: 10096738
    {'hecke_orbit_code': 549940363344, 'n': 101, 'trace_an': -4}
  • id: 10096739
    {'hecke_orbit_code': 549940363344, 'n': 103, 'trace_an': -20087491072}
  • id: 10096740
    {'hecke_orbit_code': 549940363344, 'n': 107, 'trace_an': 0}
  • id: 10096741
    {'hecke_orbit_code': 549940363344, 'n': 109, 'trace_an': 27807629920}
  • id: 10096742
    {'hecke_orbit_code': 549940363344, 'n': 113, 'trace_an': -14490678836}
  • id: 10096743
    {'hecke_orbit_code': 549940363344, 'n': 121, 'trace_an': 0}
  • id: 10096744
    {'hecke_orbit_code': 549940363344, 'n': 125, 'trace_an': -51342690290}
  • id: 10096745
    {'hecke_orbit_code': 549940363344, 'n': 127, 'trace_an': -4}
  • id: 10096746
    {'hecke_orbit_code': 549940363344, 'n': 128, 'trace_an': -279199830408}
  • id: 10096747
    {'hecke_orbit_code': 549940363344, 'n': 131, 'trace_an': -87733092484}
  • id: 10096748
    {'hecke_orbit_code': 549940363344, 'n': 137, 'trace_an': 0}
  • id: 10096749
    {'hecke_orbit_code': 549940363344, 'n': 139, 'trace_an': -141630413440}
  • id: 10096750
    {'hecke_orbit_code': 549940363344, 'n': 149, 'trace_an': 0}
  • id: 10096751
    {'hecke_orbit_code': 549940363344, 'n': 151, 'trace_an': 0}
  • id: 10096752
    {'hecke_orbit_code': 549940363344, 'n': 157, 'trace_an': -350268992132}
  • id: 10096753
    {'hecke_orbit_code': 549940363344, 'n': 163, 'trace_an': 0}
  • id: 10096754
    {'hecke_orbit_code': 549940363344, 'n': 167, 'trace_an': 0}
  • id: 10096755
    {'hecke_orbit_code': 549940363344, 'n': 169, 'trace_an': -1993645882124}
  • id: 10096756
    {'hecke_orbit_code': 549940363344, 'n': 173, 'trace_an': 0}
  • id: 10096757
    {'hecke_orbit_code': 549940363344, 'n': 179, 'trace_an': 665140301760}
  • id: 10096758
    {'hecke_orbit_code': 549940363344, 'n': 181, 'trace_an': -59145713444}
  • id: 10096759
    {'hecke_orbit_code': 549940363344, 'n': 191, 'trace_an': -8}
  • id: 10096760
    {'hecke_orbit_code': 549940363344, 'n': 193, 'trace_an': -4}
  • id: 10096761
    {'hecke_orbit_code': 549940363344, 'n': 197, 'trace_an': 0}
  • id: 10096762
    {'hecke_orbit_code': 549940363344, 'n': 199, 'trace_an': -430814817280}
  • id: 10096763
    {'hecke_orbit_code': 549940363344, 'n': 211, 'trace_an': 993539362396}
  • id: 10096764
    {'hecke_orbit_code': 549940363344, 'n': 223, 'trace_an': 2060118091516}
  • id: 10096765
    {'hecke_orbit_code': 549940363344, 'n': 227, 'trace_an': 5259864228476}
  • id: 10096766
    {'hecke_orbit_code': 549940363344, 'n': 229, 'trace_an': 2264574142880}
  • id: 10096767
    {'hecke_orbit_code': 549940363344, 'n': 233, 'trace_an': -476388469232}
  • id: 10096768
    {'hecke_orbit_code': 549940363344, 'n': 239, 'trace_an': 0}
  • id: 10096769
    {'hecke_orbit_code': 549940363344, 'n': 241, 'trace_an': -8}
  • id: 10096770
    {'hecke_orbit_code': 549940363344, 'n': 243, 'trace_an': 0}
  • id: 10096771
    {'hecke_orbit_code': 549940363344, 'n': 251, 'trace_an': -4694792429604}
  • id: 10096772
    {'hecke_orbit_code': 549940363344, 'n': 256, 'trace_an': 2479774681136}
  • id: 10096773
    {'hecke_orbit_code': 549940363344, 'n': 257, 'trace_an': 1638115656076}
  • id: 10096774
    {'hecke_orbit_code': 549940363344, 'n': 263, 'trace_an': 5792831699328}
  • id: 10096775
    {'hecke_orbit_code': 549940363344, 'n': 269, 'trace_an': 2900443568960}
  • id: 10096776
    {'hecke_orbit_code': 549940363344, 'n': 271, 'trace_an': 4189030812152}
  • id: 10096777
    {'hecke_orbit_code': 549940363344, 'n': 277, 'trace_an': 0}
  • id: 10096778
    {'hecke_orbit_code': 549940363344, 'n': 281, 'trace_an': 0}
  • id: 10096779
    {'hecke_orbit_code': 549940363344, 'n': 283, 'trace_an': -12115070602084}
  • id: 10096780
    {'hecke_orbit_code': 549940363344, 'n': 289, 'trace_an': 0}
  • id: 10096781
    {'hecke_orbit_code': 549940363344, 'n': 293, 'trace_an': -7414506412228}
  • id: 10096782
    {'hecke_orbit_code': 549940363344, 'n': 307, 'trace_an': -2275080787556}
  • id: 10096783
    {'hecke_orbit_code': 549940363344, 'n': 311, 'trace_an': 0}
  • id: 10096784
    {'hecke_orbit_code': 549940363344, 'n': 313, 'trace_an': 0}
  • id: 10096785
    {'hecke_orbit_code': 549940363344, 'n': 317, 'trace_an': 7676063491356}
  • id: 10096786
    {'hecke_orbit_code': 549940363344, 'n': 331, 'trace_an': -4960605702404}
  • id: 10096787
    {'hecke_orbit_code': 549940363344, 'n': 337, 'trace_an': -9959356612084}
  • id: 10096788
    {'hecke_orbit_code': 549940363344, 'n': 343, 'trace_an': -33082757950080}
  • id: 10096789
    {'hecke_orbit_code': 549940363344, 'n': 347, 'trace_an': 0}
  • id: 10096790
    {'hecke_orbit_code': 549940363344, 'n': 349, 'trace_an': 9689714723680}
  • id: 10096791
    {'hecke_orbit_code': 549940363344, 'n': 353, 'trace_an': -5213237576372}
  • id: 10096792
    {'hecke_orbit_code': 549940363344, 'n': 359, 'trace_an': -20846566599680}
  • id: 10096793
    {'hecke_orbit_code': 549940363344, 'n': 361, 'trace_an': 0}
  • id: 10096794
    {'hecke_orbit_code': 549940363344, 'n': 367, 'trace_an': 17957064660988}
  • id: 10096795
    {'hecke_orbit_code': 549940363344, 'n': 373, 'trace_an': -4}
  • id: 10096796
    {'hecke_orbit_code': 549940363344, 'n': 379, 'trace_an': 42151859288480}
  • id: 10096797
    {'hecke_orbit_code': 549940363344, 'n': 383, 'trace_an': 32373445093116}
  • id: 10096798
    {'hecke_orbit_code': 549940363344, 'n': 389, 'trace_an': -14004231959360}
  • id: 10096799
    {'hecke_orbit_code': 549940363344, 'n': 397, 'trace_an': -44366511483364}
  • id: 10096800
    {'hecke_orbit_code': 549940363344, 'n': 401, 'trace_an': -18523853104328}
  • id: 10096801
    {'hecke_orbit_code': 549940363344, 'n': 409, 'trace_an': 0}
  • id: 10096802
    {'hecke_orbit_code': 549940363344, 'n': 419, 'trace_an': -62116206343840}
  • id: 10096803
    {'hecke_orbit_code': 549940363344, 'n': 421, 'trace_an': -18208086563364}
  • id: 10096804
    {'hecke_orbit_code': 549940363344, 'n': 431, 'trace_an': 63192765250552}
  • id: 10096805
    {'hecke_orbit_code': 549940363344, 'n': 433, 'trace_an': -7090989328196}
  • id: 10096806
    {'hecke_orbit_code': 549940363344, 'n': 439, 'trace_an': 103801704638720}
  • id: 10096807
    {'hecke_orbit_code': 549940363344, 'n': 443, 'trace_an': -172306185549604}
  • id: 10096808
    {'hecke_orbit_code': 549940363344, 'n': 449, 'trace_an': 0}
  • id: 10096809
    {'hecke_orbit_code': 549940363344, 'n': 457, 'trace_an': 0}
  • id: 10096810
    {'hecke_orbit_code': 549940363344, 'n': 461, 'trace_an': 63301573779836}
  • id: 10096811
    {'hecke_orbit_code': 549940363344, 'n': 463, 'trace_an': -84429730076676}
  • id: 10096812
    {'hecke_orbit_code': 549940363344, 'n': 467, 'trace_an': 140100549930876}
  • id: 10096813
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