Newform data - 30.10.a.b

Formats: - HTML - YAML - JSON - 2026-05-12T01:03:41.069406

• 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': 3000, 'analytic_conductor': 15.451075084916194, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, -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': [30, 1, [11, 7], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[7, [7168, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142686, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '30.10.a.b', 'level': 30, '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': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '30.10.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}-3^{4}q^{3}+2^{8}q^{4}+5^{4}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '30.10.a', 'trace_display': [-16, -81, 625, -7168], 'trace_hash': 1045896760482845956, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.985', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.004', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.979', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.085', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.980', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -16, -81, 256, 625, 1296, -7168, -4096, 6561, -10000, -83748, -20736, 128126, 114688, -50625, 65536, 560802, -104976, -577660, 160000, 580608, 1339968, 2431296, 331776, 390625, -2050016, -531441, -1835008, 5791710, 810000, 4145312, -1048576, 6783588, -8972832, -4480000, 1679616, -7011658, 9242560, -10378206, -2560000, -8881398, -9289728, -15730684, -21439488, 4100625, -38900736, 60552072, -5308416, 11026617, -6250000, -45424962, 32800256, 30273366, 8503056, -52342500, 29360128, 46790460, -92667360, 45957660, -12960000, 37595102, -66324992, -47029248, 16777216, 80078750, -108537408, 196784012, 143565312, -196934976, 71680000, 56047992, -26873856, -159688054, 112186528, -31640625, -147880960, 600305664, 166051296, 201923360, 40960000, 43046721, 142102368, -362955444, 148635648, 350501250, 251690944, -469128510, 343031808, -272479110, -65610000, 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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], [-16], [-81], [256], [625], [1296], [-7168], [-4096], [6561], [-10000], [-83748], [-20736], [128126], [114688], [-50625], [65536], [560802], [-104976], [-577660], [160000], [580608], [1339968], [2431296], [331776], [390625], [-2050016], [-531441], [-1835008], [5791710], [810000], [4145312], [-1048576], [6783588], [-8972832], [-4480000], [1679616], [-7011658], [9242560], [-10378206], [-2560000], [-8881398], [-9289728], [-15730684], [-21439488], [4100625], [-38900736], [60552072], [-5308416], [11026617], [-6250000], [-45424962], [32800256], [30273366], [8503056], [-52342500], [29360128], [46790460], [-92667360], [45957660], [-12960000], [37595102], [-66324992], [-47029248], [16777216], [80078750], [-108537408], [196784012], [143565312], [-196934976], [71680000], [56047992], [-26873856], [-159688054], [112186528], [-31640625], [-147880960], [600305664], [166051296], [201923360], [40960000], [43046721], [142102368], [-362955444], [148635648], [350501250], [251690944], [-469128510], [343031808], [-272479110], [-65610000], [-918407168], [622411776], [-335770272], [-968833152], [-361037500], [84934656], [-600852478], [-176425872], [-549470628], [100000000]], 'ap': [[-16], [-81], [625], [-7168], [-83748], [128126], [560802], [-577660], [2431296], [5791710], [4145312], [-7011658], [-8881398], [-15730684], [60552072], [30273366], [45957660], [37595102], [196784012], [56047992], [-159688054], [201923360], [-362955444], [-272479110], [-600852478], [-432498138], [-876502864], [1481702772], [-1789041490], [-980881374], [5476300472], [2389500372], [-176190438], [144280700], [5512626870], [-2305323688], [13515776462], [-3820370884], [-1811015808], [-719388594], [178725300], [320937302], [15692086992], [12895904066], [31593143142], [27985266200], [-38042339308], [31578230216], [-62589833748], [-24884851930], [15943239066], [49633571760], [96246100082], [-48837087828], [179143602], [57377611536], [-20041281810], [61518712112], [-82900470778], [-199491305478], [64743554036], [-2219834394], [-23670097828], [-160673054808], [-203532311014], [198618675102], [78848196812], [-155474012878], [105926106852], [-373230322210], [441394947186], [-244730648280], [1491877352], [-261040863514], [433534509740], [515844836136], [-165641875290], [-458101751938], [359780782482], [-708479186470], [783197883300], [387008898182], [-64513528128], [-300404751694], [523612529480], [-431162205324], [-929626898430], [187400205002], [1251563499342], [-1032077390824], [-41357609508], [-1448323983360], [870547174112], [-2415562212228], [1139695688900], [-1921394745504], [264604676670], [1982274807882], [2955875361476], [-1114331445058], [-557204933908], [4043217469902], [1131406337676], [1847992405050], [-4055469816388], [1041473533442], [-4348620214668], [-143368095294], [-334258067400], [1277758186202], [172744904312], [384405093206], [5886183515802], [1612070279420], [-2778242887528], [2392228458402], [-416259435364], [5924099774112], [-7000118365554], [-6283274899980], [-5855299927498], [-6754191244894], [-2098792898778], [-8159786537244], [-4110140178988], [-8597859234978], [4301821107590], [-3627712702320], [12393832857392], [-9627576195634], [11191530251540], [-12459956570064], [-13585987307728], [-10876308017818], [6270033524922], [3679143389570], [-4912022460954], [7132119006812], [-3631731999138], [6069655677450], [-12837683488948], [13795058728662], [4094244544736], [4184588697252], [20563771292990], [-14734823031960], [-4749168291514], [-5471766136758], [-15028154146900], [26386994644296], [-29006282523298], [-19997944442478], [-6772034722324], [24963287491632], [-16916190994828], [11088713470752], [-25116512837560], [27647474554530], [43509580350602], [28208741361582], [31852231735452], [-26981303680374], [4226939376992], [-39294450379428], [54679188472482], [1735730166336], [-38194822271488], [-46686982895818]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599795142686, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '30.10.a.b', 'level': 30, 'maxp': 997, 'weight': 10}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [1, 1, 1, 0, 1, 1, 0, 1], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [4, 6, 6, 6, 5, 6, 6, 5], 'Nk2': 3000, 'analytic_conductor': 15.451075084916194, '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': [30, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 50, 'dim': 6, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 167772190, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '30.10.a', 'level': 30, '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': [2, 3, 5], 'level_radical': 30, 'mf_dim': 58, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 60, 'trace_bound': 5, 'trace_display': [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: 24210
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '30.10.a.b', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '30.10.a.b', 'target_level': 30, 'twist_class_label': '30.10.a.b', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 24211
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '30.10.a.b', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '90.10.a.f', 'target_level': 90, 'twist_class_label': '30.10.a.b', 'twist_class_level': 30, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 24212
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '30.10.a.b', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '150.10.a.k', 'target_level': 150, 'twist_class_label': '30.10.a.b', 'twist_class_level': 30, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 24213
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '30.10.a.b', 'source_level': 30, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '150.10.c.f', 'target_level': 150, 'twist_class_label': '30.10.a.b', 'twist_class_level': 30, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 24214
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '30.10.a.b', 'source_level': 30, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '240.10.a.i', 'target_level': 240, 'twist_class_label': '30.10.a.b', 'twist_class_level': 30, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 110475
    {'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 2}
  • id: 110476
    {'charpoly_factorization': [[[81, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 3}
  • id: 110477
    {'charpoly_factorization': [[[-625, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 5}
  • id: 110478
    {'charpoly_factorization': [[[7168, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 7}
  • id: 110479
    {'charpoly_factorization': [[[83748, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 11}
  • id: 110480
    {'charpoly_factorization': [[[-128126, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 13}
  • id: 110481
    {'charpoly_factorization': [[[-560802, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 17}
  • id: 110482
    {'charpoly_factorization': [[[577660, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 19}
  • id: 110483
    {'charpoly_factorization': [[[-2431296, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 23}
  • id: 110484
    {'charpoly_factorization': [[[-5791710, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 29}
  • id: 110485
    {'charpoly_factorization': [[[-4145312, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 31}
  • id: 110486
    {'charpoly_factorization': [[[7011658, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 37}
  • id: 110487
    {'charpoly_factorization': [[[8881398, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 41}
  • id: 110488
    {'charpoly_factorization': [[[15730684, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 43}
  • id: 110489
    {'charpoly_factorization': [[[-60552072, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 47}
  • id: 110490
    {'charpoly_factorization': [[[-30273366, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 53}
  • id: 110491
    {'charpoly_factorization': [[[-45957660, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 59}
  • id: 110492
    {'charpoly_factorization': [[[-37595102, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 61}
  • id: 110493
    {'charpoly_factorization': [[[-196784012, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 67}
  • id: 110494
    {'charpoly_factorization': [[[-56047992, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 71}
  • id: 110495
    {'charpoly_factorization': [[[159688054, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 73}
  • id: 110496
    {'charpoly_factorization': [[[-201923360, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 79}
  • id: 110497
    {'charpoly_factorization': [[[362955444, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 83}
  • id: 110498
    {'charpoly_factorization': [[[272479110, 1], 1]], 'hecke_orbit_code': 4503599795142686, 'p': 89}
  • id: 110499
    {'charpoly_factorization': [[[600852478, 1], 1]], 'hecke_orbit_code': 4503599795142686, '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': 2, 'label': '30.10.a.b', 'level': 30, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19689078
    {'hecke_orbit_code': 4503599795142686, 'n': 1, 'trace_an': 1}
  • id: 19689079
    {'hecke_orbit_code': 4503599795142686, 'n': 2, 'trace_an': -16}
  • id: 19689080
    {'hecke_orbit_code': 4503599795142686, 'n': 3, 'trace_an': -81}
  • id: 19689081
    {'hecke_orbit_code': 4503599795142686, 'n': 4, 'trace_an': 256}
  • id: 19689082
    {'hecke_orbit_code': 4503599795142686, 'n': 5, 'trace_an': 625}
  • id: 19689083
    {'hecke_orbit_code': 4503599795142686, 'n': 6, 'trace_an': 1296}
  • id: 19689084
    {'hecke_orbit_code': 4503599795142686, 'n': 7, 'trace_an': -7168}
  • id: 19689085
    {'hecke_orbit_code': 4503599795142686, 'n': 8, 'trace_an': -4096}
  • id: 19689086
    {'hecke_orbit_code': 4503599795142686, 'n': 9, 'trace_an': 6561}
  • id: 19689087
    {'hecke_orbit_code': 4503599795142686, 'n': 10, 'trace_an': -10000}
  • id: 19689088
    {'hecke_orbit_code': 4503599795142686, 'n': 11, 'trace_an': -83748}
  • id: 19689089
    {'hecke_orbit_code': 4503599795142686, 'n': 12, 'trace_an': -20736}
  • id: 19689090
    {'hecke_orbit_code': 4503599795142686, 'n': 13, 'trace_an': 128126}
  • id: 19689091
    {'hecke_orbit_code': 4503599795142686, 'n': 14, 'trace_an': 114688}
  • id: 19689092
    {'hecke_orbit_code': 4503599795142686, 'n': 15, 'trace_an': -50625}
  • id: 19689093
    {'hecke_orbit_code': 4503599795142686, 'n': 16, 'trace_an': 65536}
  • id: 19689094
    {'hecke_orbit_code': 4503599795142686, 'n': 17, 'trace_an': 560802}
  • id: 19689095
    {'hecke_orbit_code': 4503599795142686, 'n': 18, 'trace_an': -104976}
  • id: 19689096
    {'hecke_orbit_code': 4503599795142686, 'n': 19, 'trace_an': -577660}
  • id: 19689097
    {'hecke_orbit_code': 4503599795142686, 'n': 20, 'trace_an': 160000}
  • id: 19689098
    {'hecke_orbit_code': 4503599795142686, 'n': 21, 'trace_an': 580608}
  • id: 19689099
    {'hecke_orbit_code': 4503599795142686, 'n': 22, 'trace_an': 1339968}
  • id: 19689100
    {'hecke_orbit_code': 4503599795142686, 'n': 23, 'trace_an': 2431296}
  • id: 19689101
    {'hecke_orbit_code': 4503599795142686, 'n': 24, 'trace_an': 331776}
  • id: 19689102
    {'hecke_orbit_code': 4503599795142686, 'n': 25, 'trace_an': 390625}
  • id: 19689103
    {'hecke_orbit_code': 4503599795142686, 'n': 26, 'trace_an': -2050016}
  • id: 19689104
    {'hecke_orbit_code': 4503599795142686, 'n': 27, 'trace_an': -531441}
  • id: 19689105
    {'hecke_orbit_code': 4503599795142686, 'n': 28, 'trace_an': -1835008}
  • id: 19689106
    {'hecke_orbit_code': 4503599795142686, 'n': 29, 'trace_an': 5791710}
  • id: 19689107
    {'hecke_orbit_code': 4503599795142686, 'n': 30, 'trace_an': 810000}
  • id: 19689108
    {'hecke_orbit_code': 4503599795142686, 'n': 31, 'trace_an': 4145312}
  • id: 19689109
    {'hecke_orbit_code': 4503599795142686, 'n': 32, 'trace_an': -1048576}
  • id: 19689110
    {'hecke_orbit_code': 4503599795142686, 'n': 33, 'trace_an': 6783588}
  • id: 19689111
    {'hecke_orbit_code': 4503599795142686, 'n': 34, 'trace_an': -8972832}
  • id: 19689112
    {'hecke_orbit_code': 4503599795142686, 'n': 35, 'trace_an': -4480000}
  • id: 19689113
    {'hecke_orbit_code': 4503599795142686, 'n': 36, 'trace_an': 1679616}
  • id: 19689114
    {'hecke_orbit_code': 4503599795142686, 'n': 37, 'trace_an': -7011658}
  • id: 19689115
    {'hecke_orbit_code': 4503599795142686, 'n': 38, 'trace_an': 9242560}
  • id: 19689116
    {'hecke_orbit_code': 4503599795142686, 'n': 39, 'trace_an': -10378206}
  • id: 19689117
    {'hecke_orbit_code': 4503599795142686, 'n': 40, 'trace_an': -2560000}
  • id: 19689118
    {'hecke_orbit_code': 4503599795142686, 'n': 41, 'trace_an': -8881398}
  • id: 19689119
    {'hecke_orbit_code': 4503599795142686, 'n': 42, 'trace_an': -9289728}
  • id: 19689120
    {'hecke_orbit_code': 4503599795142686, 'n': 43, 'trace_an': -15730684}
  • id: 19689121
    {'hecke_orbit_code': 4503599795142686, 'n': 44, 'trace_an': -21439488}
  • id: 19689122
    {'hecke_orbit_code': 4503599795142686, 'n': 45, 'trace_an': 4100625}
  • id: 19689123
    {'hecke_orbit_code': 4503599795142686, 'n': 46, 'trace_an': -38900736}
  • id: 19689124
    {'hecke_orbit_code': 4503599795142686, 'n': 47, 'trace_an': 60552072}
  • id: 19689125
    {'hecke_orbit_code': 4503599795142686, 'n': 48, 'trace_an': -5308416}
  • id: 19689126
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  • id: 19689127
    {'hecke_orbit_code': 4503599795142686, 'n': 50, 'trace_an': -6250000}
  • id: 19689128
    {'hecke_orbit_code': 4503599795142686, 'n': 51, 'trace_an': -45424962}
  • id: 19689129
    {'hecke_orbit_code': 4503599795142686, 'n': 52, 'trace_an': 32800256}
  • id: 19689130
    {'hecke_orbit_code': 4503599795142686, 'n': 53, 'trace_an': 30273366}
  • id: 19689131
    {'hecke_orbit_code': 4503599795142686, 'n': 54, 'trace_an': 8503056}
  • id: 19689132
    {'hecke_orbit_code': 4503599795142686, 'n': 55, 'trace_an': -52342500}
  • id: 19689133
    {'hecke_orbit_code': 4503599795142686, 'n': 56, 'trace_an': 29360128}
  • id: 19689134
    {'hecke_orbit_code': 4503599795142686, 'n': 57, 'trace_an': 46790460}
  • id: 19689135
    {'hecke_orbit_code': 4503599795142686, 'n': 58, 'trace_an': -92667360}
  • id: 19689136
    {'hecke_orbit_code': 4503599795142686, 'n': 59, 'trace_an': 45957660}
  • id: 19689137
    {'hecke_orbit_code': 4503599795142686, 'n': 60, 'trace_an': -12960000}
  • id: 19689138
    {'hecke_orbit_code': 4503599795142686, 'n': 61, 'trace_an': 37595102}
  • id: 19689139
    {'hecke_orbit_code': 4503599795142686, 'n': 62, 'trace_an': -66324992}
  • id: 19689140
    {'hecke_orbit_code': 4503599795142686, 'n': 63, 'trace_an': -47029248}
  • id: 19689141
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  • id: 19689142
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  • id: 19689143
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  • id: 19689144
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  • id: 19689145
    {'hecke_orbit_code': 4503599795142686, 'n': 68, 'trace_an': 143565312}
  • id: 19689146
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    {'hecke_orbit_code': 4503599795142686, 'n': 70, 'trace_an': 71680000}
  • id: 19689148
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  • id: 19689149
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  • id: 19689150
    {'hecke_orbit_code': 4503599795142686, 'n': 73, 'trace_an': -159688054}
  • id: 19689151
    {'hecke_orbit_code': 4503599795142686, 'n': 74, 'trace_an': 112186528}
  • id: 19689152
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  • id: 19689153
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  • id: 19689154
    {'hecke_orbit_code': 4503599795142686, 'n': 77, 'trace_an': 600305664}
  • id: 19689155
    {'hecke_orbit_code': 4503599795142686, 'n': 78, 'trace_an': 166051296}
  • id: 19689156
    {'hecke_orbit_code': 4503599795142686, 'n': 79, 'trace_an': 201923360}
  • id: 19689157
    {'hecke_orbit_code': 4503599795142686, 'n': 80, 'trace_an': 40960000}
  • id: 19689158
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  • id: 19689159
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  • id: 19689160
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  • id: 19689161
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  • id: 19689162
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  • id: 19689163
    {'hecke_orbit_code': 4503599795142686, 'n': 86, 'trace_an': 251690944}
  • id: 19689164
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  • id: 19689165
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  • id: 19689166
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  • id: 19689167
    {'hecke_orbit_code': 4503599795142686, 'n': 90, 'trace_an': -65610000}
  • id: 19689168
    {'hecke_orbit_code': 4503599795142686, 'n': 91, 'trace_an': -918407168}
  • id: 19689169
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  • id: 19689170
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  • id: 19689171
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  • id: 19689172
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  • id: 19689173
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  • id: 19689174
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  • id: 19689175
    {'hecke_orbit_code': 4503599795142686, 'n': 98, 'trace_an': -176425872}
  • id: 19689176
    {'hecke_orbit_code': 4503599795142686, 'n': 99, 'trace_an': -549470628}
  • id: 19689177
    {'hecke_orbit_code': 4503599795142686, 'n': 100, 'trace_an': 100000000}
  • id: 19689178
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  • id: 19689179
    {'hecke_orbit_code': 4503599795142686, 'n': 103, 'trace_an': -876502864}
  • id: 19689180
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  • id: 19689181
    {'hecke_orbit_code': 4503599795142686, 'n': 109, 'trace_an': -1789041490}
  • id: 19689182
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  • id: 19689183
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  • id: 19689184
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  • id: 19689185
    {'hecke_orbit_code': 4503599795142686, 'n': 127, 'trace_an': 5476300472}
  • id: 19689186
    {'hecke_orbit_code': 4503599795142686, 'n': 128, 'trace_an': -268435456}
  • id: 19689187
    {'hecke_orbit_code': 4503599795142686, 'n': 131, 'trace_an': 2389500372}
  • id: 19689188
    {'hecke_orbit_code': 4503599795142686, 'n': 137, 'trace_an': -176190438}
  • id: 19689189
    {'hecke_orbit_code': 4503599795142686, 'n': 139, 'trace_an': 144280700}
  • id: 19689190
    {'hecke_orbit_code': 4503599795142686, 'n': 149, 'trace_an': 5512626870}
  • id: 19689191
    {'hecke_orbit_code': 4503599795142686, 'n': 151, 'trace_an': -2305323688}
  • id: 19689192
    {'hecke_orbit_code': 4503599795142686, 'n': 157, 'trace_an': 13515776462}
  • id: 19689193
    {'hecke_orbit_code': 4503599795142686, 'n': 163, 'trace_an': -3820370884}
  • id: 19689194
    {'hecke_orbit_code': 4503599795142686, 'n': 167, 'trace_an': -1811015808}
  • id: 19689195
    {'hecke_orbit_code': 4503599795142686, 'n': 169, 'trace_an': 5811772503}
  • id: 19689196
    {'hecke_orbit_code': 4503599795142686, 'n': 173, 'trace_an': -719388594}
  • id: 19689197
    {'hecke_orbit_code': 4503599795142686, 'n': 179, 'trace_an': 178725300}
  • id: 19689198
    {'hecke_orbit_code': 4503599795142686, 'n': 181, 'trace_an': 320937302}
  • id: 19689199
    {'hecke_orbit_code': 4503599795142686, 'n': 191, 'trace_an': 15692086992}
  • id: 19689200
    {'hecke_orbit_code': 4503599795142686, 'n': 193, 'trace_an': 12895904066}
  • id: 19689201
    {'hecke_orbit_code': 4503599795142686, 'n': 197, 'trace_an': 31593143142}
  • id: 19689202
    {'hecke_orbit_code': 4503599795142686, 'n': 199, 'trace_an': 27985266200}
  • id: 19689203
    {'hecke_orbit_code': 4503599795142686, 'n': 211, 'trace_an': -38042339308}
  • id: 19689204
    {'hecke_orbit_code': 4503599795142686, 'n': 223, 'trace_an': 31578230216}
  • id: 19689205
    {'hecke_orbit_code': 4503599795142686, 'n': 227, 'trace_an': -62589833748}
  • id: 19689206
    {'hecke_orbit_code': 4503599795142686, 'n': 229, 'trace_an': -24884851930}
  • id: 19689207
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  • id: 19689208
    {'hecke_orbit_code': 4503599795142686, 'n': 239, 'trace_an': 49633571760}
  • id: 19689209
    {'hecke_orbit_code': 4503599795142686, 'n': 241, 'trace_an': 96246100082}
  • id: 19689210
    {'hecke_orbit_code': 4503599795142686, 'n': 243, 'trace_an': -3486784401}
  • id: 19689211
    {'hecke_orbit_code': 4503599795142686, 'n': 251, 'trace_an': -48837087828}
  • id: 19689212
    {'hecke_orbit_code': 4503599795142686, 'n': 256, 'trace_an': 4294967296}
  • id: 19689213
    {'hecke_orbit_code': 4503599795142686, 'n': 257, 'trace_an': 179143602}
  • id: 19689214
    {'hecke_orbit_code': 4503599795142686, 'n': 263, 'trace_an': 57377611536}
  • id: 19689215
    {'hecke_orbit_code': 4503599795142686, 'n': 269, 'trace_an': -20041281810}
  • id: 19689216
    {'hecke_orbit_code': 4503599795142686, 'n': 271, 'trace_an': 61518712112}
  • id: 19689217
    {'hecke_orbit_code': 4503599795142686, 'n': 277, 'trace_an': -82900470778}
  • id: 19689218
    {'hecke_orbit_code': 4503599795142686, 'n': 281, 'trace_an': -199491305478}
  • id: 19689219
    {'hecke_orbit_code': 4503599795142686, 'n': 283, 'trace_an': 64743554036}
  • id: 19689220
    {'hecke_orbit_code': 4503599795142686, 'n': 289, 'trace_an': 195911006707}
  • id: 19689221
    {'hecke_orbit_code': 4503599795142686, 'n': 293, 'trace_an': -2219834394}
  • id: 19689222
    {'hecke_orbit_code': 4503599795142686, 'n': 307, 'trace_an': -23670097828}
  • id: 19689223
    {'hecke_orbit_code': 4503599795142686, 'n': 311, 'trace_an': -160673054808}
  • id: 19689224
    {'hecke_orbit_code': 4503599795142686, 'n': 313, 'trace_an': -203532311014}
  • id: 19689225
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  • id: 19689226
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  • id: 19689227
    {'hecke_orbit_code': 4503599795142686, 'n': 337, 'trace_an': -155474012878}
  • id: 19689228
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  • id: 19689229
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  • id: 19689230
    {'hecke_orbit_code': 4503599795142686, 'n': 349, 'trace_an': -373230322210}
  • id: 19689231
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  • id: 19689232
    {'hecke_orbit_code': 4503599795142686, 'n': 359, 'trace_an': -244730648280}
  • id: 19689233
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  • id: 19689234
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  • id: 19689235
    {'hecke_orbit_code': 4503599795142686, 'n': 373, 'trace_an': -261040863514}
  • id: 19689236
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  • id: 19689237
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  • id: 19689238
    {'hecke_orbit_code': 4503599795142686, 'n': 389, 'trace_an': -165641875290}
  • id: 19689239
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  • id: 19689240
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  • id: 19689241
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  • id: 19689242
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  • id: 19689243
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  • id: 19689244
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  • id: 19689245
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  • id: 19689246
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  • id: 19689247
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  • id: 19689248
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  • id: 19689249
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  • id: 19689250
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  • id: 19689253
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  • id: 19689264
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  • id: 19689265
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  • id: 19689274
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  • id: 19689277
    {'hecke_orbit_code': 4503599795142686, 'n': 619, 'trace_an': 1612070279420}
  • id: 19689278
    {'hecke_orbit_code': 4503599795142686, 'n': 625, 'trace_an': 152587890625}
  • id: 19689279
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  • id: 19689280
    {'hecke_orbit_code': 4503599795142686, 'n': 641, 'trace_an': 2392228458402}
  • id: 19689281
    {'hecke_orbit_code': 4503599795142686, 'n': 643, 'trace_an': -416259435364}
  • id: 19689282
    {'hecke_orbit_code': 4503599795142686, 'n': 647, 'trace_an': 5924099774112}
  • id: 19689283
    {'hecke_orbit_code': 4503599795142686, 'n': 653, 'trace_an': -7000118365554}
  • id: 19689284
    {'hecke_orbit_code': 4503599795142686, 'n': 659, 'trace_an': -6283274899980}
  • id: 19689285
    {'hecke_orbit_code': 4503599795142686, 'n': 661, 'trace_an': -5855299927498}
  • id: 19689286
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  • id: 19689287
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  • id: 19689288
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  • id: 19689289
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  • id: 19689290
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  • id: 19689291
    {'hecke_orbit_code': 4503599795142686, 'n': 709, 'trace_an': 4301821107590}
  • id: 19689292
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  • id: 19689293
    {'hecke_orbit_code': 4503599795142686, 'n': 727, 'trace_an': 12393832857392}
  • id: 19689294
    {'hecke_orbit_code': 4503599795142686, 'n': 729, 'trace_an': 282429536481}
  • id: 19689295
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  • id: 19689296
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  • id: 19689297
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  • id: 19689298
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  • id: 19689299
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  • id: 19689300
    {'hecke_orbit_code': 4503599795142686, 'n': 761, 'trace_an': 6270033524922}
  • id: 19689301
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  • id: 19689302
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  • id: 19689303
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  • id: 19689304
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  • id: 19689305
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  • id: 19689306
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  • id: 19689307
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  • id: 19689308
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  • id: 19689309
    {'hecke_orbit_code': 4503599795142686, 'n': 827, 'trace_an': 4184588697252}
  • id: 19689310
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  • id: 19689311
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  • id: 19689312
    {'hecke_orbit_code': 4503599795142686, 'n': 841, 'trace_an': 19036758748231}
  • id: 19689313
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  • id: 19689314
    {'hecke_orbit_code': 4503599795142686, 'n': 857, 'trace_an': -5471766136758}
  • id: 19689315
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  • id: 19689316
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  • id: 19689317
    {'hecke_orbit_code': 4503599795142686, 'n': 877, 'trace_an': -29006282523298}
  • id: 19689318
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  • id: 19689319
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  • id: 19689320
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  • id: 19689321
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  • id: 19689322
    {'hecke_orbit_code': 4503599795142686, 'n': 911, 'trace_an': 11088713470752}
  • id: 19689323
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  • id: 19689324
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  • id: 19689325
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  • id: 19689326
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  • id: 19689327
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  • id: 19689328
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  • id: 19689329
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  • id: 19689330
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  • id: 19689331
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  • id: 19689332
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  • id: 19689333
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  • id: 19689334
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  • id: 19689335
    {'hecke_orbit_code': 4503599795142686, 'n': 997, 'trace_an': -46686982895818}