Newform data - 9.22.a.e

Formats: - HTML - YAML - JSON - 2023-03-26T09:00:14.019275

• 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': 4356, 'analytic_conductor': 25.152960985835588, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [9, 1, [2], [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': [[2, [-2464992, 666, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398878580745, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 126, 'hecke_ring_index_factorization': [[2, 1], [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': '9.22.a.e', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.22.a.c', 'nf_label': '2.2.649.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-333-\\beta )q^{2}+(589618+666\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.22.a', 'trace_display': [-666, 0, -996876, 679896112], 'trace_hash': 253949802517954802, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.086', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.579', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.622', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.576', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.917', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, -666, 0, 1179236, -996876, 0, 679896112, -2427055848, 0, 70231066524, -219869122968, 0, -48468909956, 711297706896, 0, -8288736440560, 11333529041436, 0, 11960585011624, -47140581172824, 0, 234277148563128, 146508390063504, 0, -4786354247074, 2464447363969716, 0, -223631286954656, 1798520043674052, 0, 11169107526944992, 10999491515934048, 0, 4867007487413652, 12383869767948000, 0, 12736264858660012, 111335877667820664, 0, -88663459120547472, -122972020616468052, 0, 288455418162270040, -236905239135592368, 0, -428027981395161168, -837243745741596960, 0, -715285396941470670, -68086886042031174, 0, -1659150748242045896, 43007964012775764, 0, 2294863118895313296, -2030730320050568640, 0, 5395375030104291852, 3523823330903857224, 0, -1779023128451013860, 5204128043677477536, 0, 5211692013463482944, 33242791066177513752, 0, -16454068667621610296, 927498335984326008, 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

  
  {'an': [[1, 0], [-333, -1], [0, 0], [589618, 666], [-498438, -13568], [0, 0], [339948056, -182016], [-1213527924, 1285756], [0, 0], [35115533262, 5016582], [-109934561484, -31263232], [0, 0], [-24234454978, -475236864], [355648853448, -279336728], [0, 0], [-4144368220280, -611332056], [5666764520718, -1677304320], [0, 0], [5980292505812, -22384332288], [-23570290586412, -8331896732], [0, 0], [117138574281564, 120345217740], [73254195031752, 73613782528], [0, 0], [-2393177123537, 13525613568], [1232223681984858, 182488330690], [0, 0], [-111815643477328, 119085495408], [899260021837026, -1163540203264], [0, 0], [5584553763472496, -1732114342656], [5499745757967024, 1651516028016], [0, 0], [2433503743706826, -5108222182158], [6191934883974000, -4521691532800], [0, 0], [6368132429330006, 15038204442624], [55667938833910332, 1473690146092], [0, 0], [-44331729560273736, 15824277223704], [-61486010308234026, 52192512395776], [0, 0], [144227709081135020, 12139771405824], [-118452619567796184, -91649782273720], [0, 0], [-214013990697580584, -97767584613576], [-418621872870798480, 6195754260992], [0, 0], [-357642698470735335, -123751970721792], [-34043443021015587, -2110852194607], [0, 0], [-829575374121022948, -296348356293300], [21503982006387882, -283816914561792], [0, 0], [1147431559447656648, 1507174913046528], [-1015365160025284320, 657971751305120], [0, 0], [2697687515052145926, -511801134150114], [1761911665451928612, 2106913298778112], [0, 0], [-889511564225506930, 1794014554180608], [2602064021838738768, -5007759687368048], [0, 0], [2605846006731741472, -4767644351391840], [16621395533088756876, 565689197159936], [0, 0], [-8227034333810805148, -3370226524784640], [463749167992163004, 2785096352248428], [0, 0], [9585424990837054800, -4686211603551600], [-8689613565575210472, 830682487764480], [0, 0], [25445573134236994538, 26617229816020992], [-40857213196837643742, -11375854508723798], [0, 0], [-34875056468046395032, -9215330426115192], 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[-1873816726783507538669761840711869744, 83085906414685391709038914638848], [1829267825209826837428201528509669252, 591132706296246886093296228086272], [660149589466961408597199233966620202, -473766942691372642516445327345664], [-506121980714270810442137274330162510, -323076653741018959999680990111488], [2429565865707577749316099650668145132, -358599805475978142357342279327232], [1484000638420488112421293017684177990, -594708760047130709949420033070080], [2854209529338080331443170456527495644, -82769337945897082575260288675328], [254594368202350517816131897436786472, -1947823918254029232717922188702208]], 'char_orbit_index': 1, 'field_poly': [-162, -1, 1], 'hecke_orbit_code': 18014398878580745, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 126], 'hecke_ring_inverse_numerators': [[1, 0], [63, 1]], 'hecke_ring_numerators': [[1, 0], [-63, 126]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '9.22.a.e', 'level': 9, 'maxp': 2999, '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': [[[[3, -1]], 5, 4], [[[3, 1]], 3, 2]], 'Nk2': 4356, 'analytic_conductor': 25.152960985835588, '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': [9, 1, [2], [1]], 'conrey_indexes': [1], 'cusp_dim': 19, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098761, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2], 'label': '9.22.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 23, 'mf_new_dim': 9, 'num_forms': 6, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 22, 'trace_bound': 2, 'trace_display': [738, 0, 15764994, -100527428], 'traces': [8, 738, 0, 7749908, 15764994, 0, -100527428, 9551476440, 0, -16900144236, -75612986748, 0, 113810666956, 592920650448, 0, 3910337823248, 8628605985798, 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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: 5759
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '9.22.a.e', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '3.22.a.c', 'target_level': 3, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 5760
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '9.22.a.e', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '9.22.a.e', 'target_level': 9, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 5761
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '9.22.a.e', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '48.22.a.g', 'target_level': 48, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 5762
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '9.22.a.e', 'source_level': 9, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.22.a.d', 'target_level': 75, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 5763
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '9.22.a.e', 'source_level': 9, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.22.b.d', 'target_level': 75, 'twist_class_label': '3.22.a.c', 'twist_class_level': 3, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 38675
    {'charpoly_factorization': [[[-2464992, 666, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 2}
  • id: 38676
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398878580745, 'p': 3}
  • id: 38677
    {'charpoly_factorization': [[[-473947100199900, 996876, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 5}
  • id: 38678
    {'charpoly_factorization': [[[30226195943809600, -679896112, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 7}
  • id: 38679
    {'charpoly_factorization': [[[9567968315029628871312, 219869122968, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 11}
  • id: 38680
    {'charpoly_factorization': [[[-581175613138900030730492, 48468909956, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 13}
  • id: 38681
    {'charpoly_factorization': [[[24865365883742002897661124, -11333529041436, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 17}
  • id: 38682
    {'charpoly_factorization': [[[-1254902738782871092923486320, -11960585011624, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 19}
  • id: 38683
    {'charpoly_factorization': [[[-8592493658094899828360971200, -146508390063504, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 23}
  • id: 38684
    {'charpoly_factorization': [[[-2678625580534482741391902181500, -1798520043674052, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 29}
  • id: 38685
    {'charpoly_factorization': [[[23459030795921047816036853920000, -11169107526944992, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 31}
  • id: 38686
    {'charpoly_factorization': [[[-541976177001575793817733343976220, -12736264858660012, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 37}
  • id: 38687
    {'charpoly_factorization': [[[-3236320683504071416217415206788380, 122972020616468052, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 41}
  • id: 38688
    {'charpoly_factorization': [[[20422014052056576252333627821382544, -288455418162270040, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 43}
  • id: 38689
    {'charpoly_factorization': [[[175145391146610038122501400267510016, 837243745741596960, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 47}
  • id: 38690
    {'charpoly_factorization': [[[-207030050658774363076063899255717660, -43007964012775764, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 53}
  • id: 38691
    {'charpoly_factorization': [[[-8330218510901569204890916469617236720, -3523823330903857224, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 59}
  • id: 38692
    {'charpoly_factorization': [[[-7499211833306953514709935971949729084, 1779023128451013860, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 61}
  • id: 38693
    {'charpoly_factorization': [[[38426138072633986075475758464585324304, 16454068667621610296, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 67}
  • id: 38694
    {'charpoly_factorization': [[[73731940006249948459840818142158840384, 17379227131150420944, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 71}
  • id: 38695
    {'charpoly_factorization': [[[-1177475052967536980841330181448812006940, -50891146268473989076, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 73}
  • id: 38696
    {'charpoly_factorization': [[[696870771172646553940685208956000896000, 54055785594190591040, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 79}
  • id: 38697
    {'charpoly_factorization': [[[33821569729627591043863309060411124112, 111108429277666677288, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 83}
  • id: 38698
    {'charpoly_factorization': [[[-1799807783379772542206757843646509935580, 226920767965448065524, 1], 1]], 'hecke_orbit_code': 18014398878580745, 'p': 89}
  • id: 38699
    {'charpoly_factorization': [[[-274582606355521712179751768740010094660476, 128331469252795746236, 1], 1]], 'hecke_orbit_code': 18014398878580745, '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': 5, 'label': '9.22.a.e', 'level': 9, '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: 156505000
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  • id: 156505001
    {'hecke_orbit_code': 18014398878580745, 'n': 2, 'trace_an': -666}
  • id: 156505002
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  • id: 156505003
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  • id: 156505004
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  • id: 156505005
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  • id: 156505006
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  • id: 156505007
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  • id: 156505008
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  • id: 156505009
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  • id: 156505010
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  • id: 156505011
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  • id: 156505012
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  • id: 156505013
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  • id: 156505014
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  • id: 156505015
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  • id: 156505016
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  • id: 156505018
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  • id: 156505019
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  • id: 156505020
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  • id: 156505021
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  • id: 156505022
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  • id: 156505023
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  • id: 156505024
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  • id: 156505025
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  • id: 156505026
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  • id: 156505027
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  • id: 156505028
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  • id: 156505029
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  • id: 156505030
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  • id: 156505032
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  • id: 156505033
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  • id: 156505035
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  • id: 156505036
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  • id: 156505038
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  • id: 156505039
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  • id: 156505040
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  • id: 156505042
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  • id: 156505043
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  • id: 156505044
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  • id: 156505045
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  • id: 156505046
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  • id: 156505054
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  • id: 156505057
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  • id: 156505059
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  • id: 156505060
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  • id: 156505061
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  • id: 156505062
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  • id: 156505063
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  • id: 156505064
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  • id: 156505065
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  • id: 156505066
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  • id: 156505067
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  • id: 156505068
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  • id: 156505069
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  • id: 156505070
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  • id: 156505071
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  • id: 156505072
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  • id: 156505073
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  • id: 156505074
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  • id: 156505075
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  • id: 156505078
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  • id: 156505079
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  • id: 156505080
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  • id: 156505081
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  • id: 156505082
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  • id: 156505083
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  • id: 156505084
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  • id: 156505085
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  • id: 156505086
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  • id: 156505087
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  • id: 156505088
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  • id: 156505089
    {'hecke_orbit_code': 18014398878580745, 'n': 90, 'trace_an': 0}
  • id: 156505090
    {'hecke_orbit_code': 18014398878580745, 'n': 91, 'trace_an': 429154174685185000352}
  • id: 156505091
    {'hecke_orbit_code': 18014398878580745, 'n': 92, 'trace_an': 338958281810136649248}
  • id: 156505092
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  • id: 156505093
    {'hecke_orbit_code': 18014398878580745, 'n': 94, 'trace_an': 246883115968835119776}
  • id: 156505094
    {'hecke_orbit_code': 18014398878580745, 'n': 95, 'trace_an': 1558683223531725831696}
  • id: 156505095
    {'hecke_orbit_code': 18014398878580745, 'n': 96, 'trace_an': 0}
  • id: 156505096
    {'hecke_orbit_code': 18014398878580745, 'n': 97, 'trace_an': -128331469252795746236}
  • id: 156505097
    {'hecke_orbit_code': 18014398878580745, 'n': 98, 'trace_an': 875730737371150330614}
  • id: 156505098
    {'hecke_orbit_code': 18014398878580745, 'n': 99, 'trace_an': 0}
  • id: 156505099
    {'hecke_orbit_code': 18014398878580745, 'n': 100, 'trace_an': 43585253557749061724}
  • id: 156505100
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  • id: 156505101
    {'hecke_orbit_code': 18014398878580745, 'n': 102, 'trace_an': 0}
  • id: 156505102
    {'hecke_orbit_code': 18014398878580745, 'n': 103, 'trace_an': -110997725102286224720}
  • id: 156505103
    {'hecke_orbit_code': 18014398878580745, 'n': 104, 'trace_an': -3089107318364932770864}
  • id: 156505104
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  • id: 156505105
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  • id: 156505106
    {'hecke_orbit_code': 18014398878580745, 'n': 107, 'trace_an': 811468735372666299240}
  • id: 156505107
    {'hecke_orbit_code': 18014398878580745, 'n': 108, 'trace_an': 0}
  • id: 156505108
    {'hecke_orbit_code': 18014398878580745, 'n': 109, 'trace_an': -162920020974569929796}
  • id: 156505109
    {'hecke_orbit_code': 18014398878580745, 'n': 110, 'trace_an': -8528795862978546509904}
  • id: 156505110
    {'hecke_orbit_code': 18014398878580745, 'n': 111, 'trace_an': 0}
  • id: 156505111
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  • id: 156505112
    {'hecke_orbit_code': 18014398878580745, 'n': 113, 'trace_an': 2108125891845462086172}
  • id: 156505113
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  • id: 156505114
    {'hecke_orbit_code': 18014398878580745, 'n': 115, 'trace_an': -5218562996980939317600}
  • id: 156505115
    {'hecke_orbit_code': 18014398878580745, 'n': 116, 'trace_an': -2931752157184395085752}
  • id: 156505116
    {'hecke_orbit_code': 18014398878580745, 'n': 117, 'trace_an': 0}
  • id: 156505117
    {'hecke_orbit_code': 18014398878580745, 'n': 118, 'trace_an': -12027749039130708288936}
  • id: 156505118
    {'hecke_orbit_code': 18014398878580745, 'n': 119, 'trace_an': 5425624646212797917856}
  • id: 156505119
    {'hecke_orbit_code': 18014398878580745, 'n': 120, 'trace_an': 0}
  • id: 156505120
    {'hecke_orbit_code': 18014398878580745, 'n': 121, 'trace_an': 14405994716141927183978}
  • id: 156505121
    {'hecke_orbit_code': 18014398878580745, 'n': 122, 'trace_an': -8649921305900409815916}
  • id: 156505122
    {'hecke_orbit_code': 18014398878580745, 'n': 123, 'trace_an': 0}
  • id: 156505123
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  • id: 156505124
    {'hecke_orbit_code': 18014398878580745, 'n': 125, 'trace_an': -467695087782469371576}
  • id: 156505125
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  • id: 156505126
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  • id: 156505127
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  • id: 156505128
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  • id: 156505129
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  • id: 156505130
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  • id: 156505131
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  • id: 156505132
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  • id: 156505133
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  • id: 156505134
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  • id: 156505135
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  • id: 156505136
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  • id: 156505137
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  • id: 156505138
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  • id: 156505140
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  • id: 156505141
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  • id: 156505142
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  • id: 156505143
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  • id: 156505144
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  • id: 156505145
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  • id: 156505146
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  • id: 156505147
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  • id: 156505150
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