Embedded newform data - 117.10.a.e.1.1

Formats: - HTML - YAML - JSON - 2024-12-26T13:06:10.169616

• 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': 11700, 'analytic_conductor': 60.25919283117316, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [13, -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': [117, 1, [92, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 10515371753027290161, 'field_disc_factorization': [[3, 1], [47, 1], [719, 1], [1910087, 1], [54302957, 1]], 'field_poly': [-59580, 396957, -4164, -1438, 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': [[2, [1249344, 383520, -8508, -1348, 15, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254261, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '117.10.a.e', 'level': 117, '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': [3, 13], 'level_radical': 39, 'minimal_twist': '13.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3-\\beta _{1})q^{2}+(72+10\\beta _{1}+\\beta _{4})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '117.10.a', 'trace_display': [-15, 0, -1803, 10099], 'trace_hash': 2035167767151341318, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.721', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '62.823', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1268.401', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, -15, 0, 361, -1803, 0, 10099, -23151, 0, 84505, -121746, 0, 142805, -8475, 0, -322463, 495669, 0, -840738, 1595607, 0, -2023594, 592152, 0, 1670362, -428415, 0, 2587955, -10678182, 0, 12885296, -3282927, 0, -9934079, -8380731, 0, 7171823, 25568814, 0, -54359445, -9294012, 0, 12831975, 41479074, 0, -59319696, -43354215, 0, 25249488, 16270770, 0, 10310521, -93231780, 0, 99448846, -199599225, 0, 151020970, -246496182, 0, -132232612, -158135724, 0, 91019105, -51495483, 0, -369388534, -238172073, 0, -144857425, -212150457, 0, -252729806, -192105957, 0, -953775990, -449666118, 0, -1247271728, -900649725, 0, 169559388, -1696894296, 0, -775363765, -3291621459, 0, 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'weight_parity': 1}
• 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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-0.0968117698885873, -0.1844083126111469, -0.29954022996034413, -0.45757707634630046, -0.36219654680951674, -0.2967763711315511, -0.2616899894171274, -0.2546668081113828, -0.3777290106666468, -0.1786598450431647, -0.27921552111461023, -0.2898327507805542, -0.1542964218935848, -0.16063045526083874, -0.19807405280543616, -0.33579101471510797, -0.3548411180096247, -0.18299793378351456, -0.2669039080074409, -0.19467286565630726, -0.438419630746879, -0.2435984062898007, -0.2434029197104515, -0.25390409187191315, -0.15348087788300652, -0.38661465824686486, -0.3253790140548794, -0.37351127634531484, -0.3110688070168316, -0.21811854468983607, -0.30119578599882546, -0.2166776919064211, -0.3380995950736935, -0.39851311680958135, -0.15208985662111393, -0.3824331744692387, -0.15753392428960752, -0.0859363600364984, -0.17126475130797236, -0.16195190522224093, -0.34955532201336387, -0.27690396211170193, -0.27587451012277614, -0.3282625828787139, -0.3318551825028197, -0.4271766592271352, 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-0.352064806008632, -0.3730555204438102, -0.30316591904038553, -0.10643389563513353, -0.21823657886183154, -0.29129343465589463, -0.25944947043781763, -0.23778289771107955, -0.28143051788108714, -0.24108212109262542, -0.09742005603495085, -0.1572176116496233, -0.31041376011298166, -0.33385648659636813], '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': 35.16848105772298, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254261, 'label': '117.10.a.e.1.1', 'level': 117, 'weight': 10}
• mf_newspaces •

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

  
  {'ALdims': [8, 10, 14, 13], 'Nk2': 11700, 'analytic_conductor': 60.25919283117316, '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': [117, 1, [92, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 122, 'dim': 45, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772277, 'hecke_orbit_dims': [3, 4, 4, 5, 5, 6, 8, 10], 'label': '117.10.a', 'level': 117, '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': [3, 13], 'level_radical': 39, 'mf_dim': 130, 'mf_new_dim': 45, 'num_forms': 8, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 45, 'sturm_bound': 140, 'trace_bound': 2, 'trace_display': [-50, 0, -3410, 18370], 'traces': [45, -50, 0, 12374, -3410, 0, 18370, -46968, 0, -52302, 65178, 0, 28561, 691370, 0, 3648538, 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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: 44141929
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254261, 'source_is_minimal': False, 'source_label': '117.10.a.e.1.1', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254261, 'target_is_minimal': False, 'target_label': '117.10.a.e.1.1', 'target_level': 117, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 44141930
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254261, 'source_is_minimal': False, 'source_label': '117.10.a.e.1.1', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 4503599795142669, 'target_is_minimal': True, 'target_label': '13.10.a.b.1.5', 'target_level': 13, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 44141931
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254261, 'source_is_minimal': False, 'source_label': '117.10.a.e.1.1', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 3, 'target_hecke_orbit_code': 31525197559365840, 'target_is_minimal': False, 'target_label': '208.10.a.h.1.3', 'target_level': 208, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 44141932
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254261, 'source_is_minimal': False, 'source_label': '117.10.a.e.1.1', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142981, 'target_is_minimal': False, 'target_label': '325.10.a.b.1.1', 'target_level': 325, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 10}
  • id: 44141933
    {'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254261, 'source_is_minimal': False, 'source_label': '117.10.a.e.1.1', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142825, 'target_is_minimal': False, 'target_label': '169.10.a.b.1.1', 'target_level': 169, 'twist_class_label': '13.10.a.b.1.5', 'twist_class_level': 13, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 335475
    {'charpoly_factorization': [[[1249344, 383520, -8508, -1348, 15, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 2}
  • id: 335476
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 18014398677254261, 'p': 3}
  • id: 335477
    {'charpoly_factorization': [[[-512670311383500, 5098977459000, -3475347315, -4092589, 1803, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 5}
  • id: 335478
    {'charpoly_factorization': [[[-5684631812366849888, -556625160811972, 772947069643, -62513861, -10099, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 7}
  • id: 335479
    {'charpoly_factorization': [[[19450453762899214039296, -2162481301083825888, -100685267329800, 2479670132, 121746, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 11}
  • id: 335480
    {'charpoly_factorization': [[[-28561, 1], 5]], 'hecke_orbit_code': 18014398677254261, 'p': 13}
  • id: 335481
    {'charpoly_factorization': [[[399153090461429727080315892, 17126546902780079776656, 98882562477434877, -289191316885, -495669, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 17}
  • id: 335482
    {'charpoly_factorization': [[[-2943821455732214929563897600, 43590663172787565531168, -132037771414811912, -260984517612, 840738, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 19}
  • id: 335483
    {'charpoly_factorization': [[[428621968496899390019183050752, -2574986399360436795752448, 5203750196460916224, -3493027002432, -592152, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 23}
  • id: 335484
    {'charpoly_factorization': [[[44459311911325939063349211345120, -5368198298306611736512176, -72928748649832496976, 16260933487592, 10678182, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 29}
  • id: 335485
    {'charpoly_factorization': [[[48102238044029854183074610622464, -302260787091748018727890688, 105055140872487792640, 32338285004512, -12885296, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 31}
  • id: 335486
    {'charpoly_factorization': [[[-51510793797841272350692715200003748, 6766082189398987208105351416, 2641277396215514731471, -294915826692917, -7171823, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 37}
  • id: 335487
    {'charpoly_factorization': [[[-494782986122239059884653191807270912, 138693246906168815606880689664, -3176296057078183644768, -1064915461247484, 9294012, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 41}
  • id: 335488
    {'charpoly_factorization': [[[16185929811522090497298671067442009008, 1401924732869580555364611427320, -1063158495960812067089, -2190268153760577, -12831975, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 43}
  • id: 335489
    {'charpoly_factorization': [[[10856493902269268859639670525864260864, 1107959277012333917870538355356, -118384348682900685487527, -3068542687682205, 43354215, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 47}
  • id: 335490
    {'charpoly_factorization': [[[36723519617807505912655816002716762112, 1204843160261172809898664644096, -129076946266905410876064, -2145547062601020, 93231780, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 53}
  • id: 335491
    {'charpoly_factorization': [[[4372455985727469565995467194585904697600, -310469412650158482140152192248864, -5930341249581317084193432, -10091472046384188, 246496182, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 59}
  • id: 335492
    {'charpoly_factorization': [[[578110697319573188159158003609953783808, -8951528105021696916307122275072, -1049889574460517545593856, -6538173996828668, 132232612, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 61}
  • id: 335493
    {'charpoly_factorization': [[[-8568994877041624094412008079312263608064, -273369432837307438768980109950752, -1402869766077392493965528, 31699487729867620, 369388534, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 67}
  • id: 335494
    {'charpoly_factorization': [[[41821928126676484730584325399818860813792, 1522066704005485905711115864136076, -4880249511470949355321833, -103163802673700829, 212150457, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 71}
  • id: 335495
    {'charpoly_factorization': [[[1670294301045437304637381500483582889726816, 7409006510820583446681290412435536, -44119689947951932040208272, -180925206782132312, 252729806, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 73}
  • id: 335496
    {'charpoly_factorization': [[[-410024861234306597370828654020014035107840, 2253193366828739192300052181815296, 86820229442392262196871168, 535977005216281984, 1247271728, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 79}
  • id: 335497
    {'charpoly_factorization': [[[526809733080455133331026189945941188122624, 18546842306111067162747956572418304, 216125993836531517484173568, 965304229131652832, 1696894296, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 83}
  • id: 335498
    {'charpoly_factorization': [[[1903086219907992929581753200277786862796960, 61162600944059411370271828202285904, 170822820065517807458198544, -360717372948090904, -753854382, 1], 1]], 'hecke_orbit_code': 18014398677254261, 'p': 89}
  • id: 335499
    {'charpoly_factorization': [[[-142814432358561470129404623607552203752395232, 1438608683131201717747160784795813904, 153757537448202660807707632, -2441997563116303880, -3824606, 1], 1]], 'hecke_orbit_code': 18014398677254261, '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': '117.10.a.e', 'level': 117, '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: 40279711
    {'hecke_orbit_code': 18014398677254261, 'n': 1, 'trace_an': 5}
  • id: 40279712
    {'hecke_orbit_code': 18014398677254261, 'n': 2, 'trace_an': -15}
  • id: 40279713
    {'hecke_orbit_code': 18014398677254261, 'n': 3, 'trace_an': 0}
  • id: 40279714
    {'hecke_orbit_code': 18014398677254261, 'n': 4, 'trace_an': 361}
  • id: 40279715
    {'hecke_orbit_code': 18014398677254261, 'n': 5, 'trace_an': -1803}
  • id: 40279716
    {'hecke_orbit_code': 18014398677254261, 'n': 6, 'trace_an': 0}
  • id: 40279717
    {'hecke_orbit_code': 18014398677254261, 'n': 7, 'trace_an': 10099}
  • id: 40279718
    {'hecke_orbit_code': 18014398677254261, 'n': 8, 'trace_an': -23151}
  • id: 40279719
    {'hecke_orbit_code': 18014398677254261, 'n': 9, 'trace_an': 0}
  • id: 40279720
    {'hecke_orbit_code': 18014398677254261, 'n': 10, 'trace_an': 84505}
  • id: 40279721
    {'hecke_orbit_code': 18014398677254261, 'n': 11, 'trace_an': -121746}
  • id: 40279722
    {'hecke_orbit_code': 18014398677254261, 'n': 12, 'trace_an': 0}
  • id: 40279723
    {'hecke_orbit_code': 18014398677254261, 'n': 13, 'trace_an': 142805}
  • id: 40279724
    {'hecke_orbit_code': 18014398677254261, 'n': 14, 'trace_an': -8475}
  • id: 40279725
    {'hecke_orbit_code': 18014398677254261, 'n': 15, 'trace_an': 0}
  • id: 40279726
    {'hecke_orbit_code': 18014398677254261, 'n': 16, 'trace_an': -322463}
  • id: 40279727
    {'hecke_orbit_code': 18014398677254261, 'n': 17, 'trace_an': 495669}
  • id: 40279728
    {'hecke_orbit_code': 18014398677254261, 'n': 18, 'trace_an': 0}
  • id: 40279729
    {'hecke_orbit_code': 18014398677254261, 'n': 19, 'trace_an': -840738}
  • id: 40279730
    {'hecke_orbit_code': 18014398677254261, 'n': 20, 'trace_an': 1595607}
  • id: 40279731
    {'hecke_orbit_code': 18014398677254261, 'n': 21, 'trace_an': 0}
  • id: 40279732
    {'hecke_orbit_code': 18014398677254261, 'n': 22, 'trace_an': -2023594}
  • id: 40279733
    {'hecke_orbit_code': 18014398677254261, 'n': 23, 'trace_an': 592152}
  • id: 40279734
    {'hecke_orbit_code': 18014398677254261, 'n': 24, 'trace_an': 0}
  • id: 40279735
    {'hecke_orbit_code': 18014398677254261, 'n': 25, 'trace_an': 1670362}
  • id: 40279736
    {'hecke_orbit_code': 18014398677254261, 'n': 26, 'trace_an': -428415}
  • id: 40279737
    {'hecke_orbit_code': 18014398677254261, 'n': 27, 'trace_an': 0}
  • id: 40279738
    {'hecke_orbit_code': 18014398677254261, 'n': 28, 'trace_an': 2587955}
  • id: 40279739
    {'hecke_orbit_code': 18014398677254261, 'n': 29, 'trace_an': -10678182}
  • id: 40279740
    {'hecke_orbit_code': 18014398677254261, 'n': 30, 'trace_an': 0}
  • id: 40279741
    {'hecke_orbit_code': 18014398677254261, 'n': 31, 'trace_an': 12885296}
  • id: 40279742
    {'hecke_orbit_code': 18014398677254261, 'n': 32, 'trace_an': -3282927}
  • id: 40279743
    {'hecke_orbit_code': 18014398677254261, 'n': 33, 'trace_an': 0}
  • id: 40279744
    {'hecke_orbit_code': 18014398677254261, 'n': 34, 'trace_an': -9934079}
  • id: 40279745
    {'hecke_orbit_code': 18014398677254261, 'n': 35, 'trace_an': -8380731}
  • id: 40279746
    {'hecke_orbit_code': 18014398677254261, 'n': 36, 'trace_an': 0}
  • id: 40279747
    {'hecke_orbit_code': 18014398677254261, 'n': 37, 'trace_an': 7171823}
  • id: 40279748
    {'hecke_orbit_code': 18014398677254261, 'n': 38, 'trace_an': 25568814}
  • id: 40279749
    {'hecke_orbit_code': 18014398677254261, 'n': 39, 'trace_an': 0}
  • id: 40279750
    {'hecke_orbit_code': 18014398677254261, 'n': 40, 'trace_an': -54359445}
  • id: 40279751
    {'hecke_orbit_code': 18014398677254261, 'n': 41, 'trace_an': -9294012}
  • id: 40279752
    {'hecke_orbit_code': 18014398677254261, 'n': 42, 'trace_an': 0}
  • id: 40279753
    {'hecke_orbit_code': 18014398677254261, 'n': 43, 'trace_an': 12831975}
  • id: 40279754
    {'hecke_orbit_code': 18014398677254261, 'n': 44, 'trace_an': 41479074}
  • id: 40279755
    {'hecke_orbit_code': 18014398677254261, 'n': 45, 'trace_an': 0}
  • id: 40279756
    {'hecke_orbit_code': 18014398677254261, 'n': 46, 'trace_an': -59319696}
  • id: 40279757
    {'hecke_orbit_code': 18014398677254261, 'n': 47, 'trace_an': -43354215}
  • id: 40279758
    {'hecke_orbit_code': 18014398677254261, 'n': 48, 'trace_an': 0}
  • id: 40279759
    {'hecke_orbit_code': 18014398677254261, 'n': 49, 'trace_an': 25249488}
  • id: 40279760
    {'hecke_orbit_code': 18014398677254261, 'n': 50, 'trace_an': 16270770}
  • id: 40279761
    {'hecke_orbit_code': 18014398677254261, 'n': 51, 'trace_an': 0}
  • id: 40279762
    {'hecke_orbit_code': 18014398677254261, 'n': 52, 'trace_an': 10310521}
  • id: 40279763
    {'hecke_orbit_code': 18014398677254261, 'n': 53, 'trace_an': -93231780}
  • id: 40279764
    {'hecke_orbit_code': 18014398677254261, 'n': 54, 'trace_an': 0}
  • id: 40279765
    {'hecke_orbit_code': 18014398677254261, 'n': 55, 'trace_an': 99448846}
  • id: 40279766
    {'hecke_orbit_code': 18014398677254261, 'n': 56, 'trace_an': -199599225}
  • id: 40279767
    {'hecke_orbit_code': 18014398677254261, 'n': 57, 'trace_an': 0}
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    {'hecke_orbit_code': 18014398677254261, 'n': 883, 'trace_an': 60300453203669}
  • id: 40279953
    {'hecke_orbit_code': 18014398677254261, 'n': 887, 'trace_an': -8937174369360}
  • id: 40279954
    {'hecke_orbit_code': 18014398677254261, 'n': 907, 'trace_an': 24970615487571}
  • id: 40279955
    {'hecke_orbit_code': 18014398677254261, 'n': 911, 'trace_an': -69179514611982}
  • id: 40279956
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  • id: 40279957
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  • id: 40279958
    {'hecke_orbit_code': 18014398677254261, 'n': 937, 'trace_an': 29130796864366}
  • id: 40279959
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  • id: 40279960
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  • id: 40279961
    {'hecke_orbit_code': 18014398677254261, 'n': 953, 'trace_an': -108232415953281}
  • id: 40279962
    {'hecke_orbit_code': 18014398677254261, 'n': 961, 'trace_an': -30843827804763}
  • id: 40279963
    {'hecke_orbit_code': 18014398677254261, 'n': 967, 'trace_an': 28117624350445}
  • id: 40279964
    {'hecke_orbit_code': 18014398677254261, 'n': 971, 'trace_an': 16719573564771}
  • id: 40279965
    {'hecke_orbit_code': 18014398677254261, 'n': 977, 'trace_an': -20973810045762}
  • id: 40279966
    {'hecke_orbit_code': 18014398677254261, 'n': 983, 'trace_an': 7903279887285}
  • id: 40279967
    {'hecke_orbit_code': 18014398677254261, 'n': 991, 'trace_an': 54625386961514}
  • id: 40279968
    {'hecke_orbit_code': 18014398677254261, 'n': 997, 'trace_an': -14690754977110}