Embedded newform data - 38.8.e.a.5.5

Formats: - HTML - YAML - JSON - 2024-06-08T08:16:50.955143

• 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': 2432, 'analytic_conductor': 11.870630968396627, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [38, 9, [21], [8]], 'cm_discs': [], 'conrey_index': 5, 'dim': 30, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [108015819711838162868595539904165656250967023561, -1948562379986117946477475735027697991686158779, -920305414221285359849156193095037316395171279, -24737284809001567901455245281309092809869178, 5911376741936935856134404356037752378256591, 178517371100498660441664077130273578849334, -3137634193461150141428473657175175582327, 59666402686798164188393216339202588861, 3775275320370694395193691151369891354, -476332564825651509811060785392312034, 12795882701177500973973281482449147, 21610894875993578628194432802156, 13988370656557996601704121378475, -479561465752913822004208703952, 30418458673722866791326259965, -840367814984801045159355468, 27195236446305820756025538, -341741557472170193374005, 8990773890506815548439, -29532229649838801783, 1221203031052371795, -15472915269304860, 504083095624827, -2972803849713, 77537897434, 302810589, -5241915, -99603, 2565, -45, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 275012124710, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 5, 1, 9, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '38.8.e.a', 'level': 38, '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, 19], 'level_radical': 38, 'minimal_twist': '38.8.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '7.2.3.c9', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '38.8.e', 'trace_display': [0, 45, 0, 1806], 'traces': [30, 0, 45, 0, 0, 360, 1806, -7680, -3105, 0, 9786, 0, -11130, 6144, -1818, 0, -65250, 29040, 105906, -47616, 172854, 102336, 101004, 23040, -132756, -92112, 43659, 96384, -273912, 0, 58710, 0, -406965, 84960, 356100, -198720, -2598852, -219336, 1769844, 0, 43377, -79056, 1126698, 818688, -912546, -530880, 588306, -368640, -2778285, 1665288, 3972045, -430080, 6520866, -486648, -1666818, -1849344, -6947844, -4573152, -970467, 4634496, -4037670, 755952, 7946472, -3932160, 1497690, 6499272, -4817025, 1472064, 10299876, 2848800, -25171290, 3179520, 1347750, -3123936, 8817984, 1583232, -11476764, -930960, 10777986, 0, -5365035, 347016, 9745314, 877056, 29258556, -9338208, 25598802, 5010432, -20353740, -30112128, 19748724, -14097792, -18738174, 12376608, -20427204, 0, -23005029, 14869008, -45819771, -15915264, 72315294, 27254496, -12366342, 9139200, 27990540, 10745376, 63588453, -3893184, -109061364, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.21410300531174778, -0.44848349396489856, -0.2436885846438684, -0.3797298888652075, -0.4857747670592159, -0.33250228413713767, -0.21517505220469638, -0.3709460021636443, -0.2201926845113783, -0.3310919514514822, -0.17398610422111707], 'char_orbit_index': 5, 'conrey_index': 5, 'dual_conrey_index': 23, 'dual_embedding_index': 5, 'dual_embedding_m': 20, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 1, 'hecke_orbit_code': 275012124710, 'label': '38.8.e.a.5.5', 'level': 38, 'weight': 8}
• 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

  
  {'Nk2': 2432, 'analytic_conductor': 11.870630968396627, 'char_conductor': 19, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [38, 9, [21], [8]], 'conrey_index': 5, 'cusp_dim': 198, 'dim': 66, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 275012124710, 'hecke_orbit_dims': [30, 36], 'label': '38.8.e', 'level': 38, '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, 19], 'level_radical': 38, 'mf_dim': 222, 'mf_new_dim': 66, 'num_forms': 2, 'prim_orbit_index': 5, 'relative_dim': 11, 'sturm_bound': 40, 'trace_bound': 1, 'trace_display': [0, -39, 0, -1182], 'traces': [66, 0, -39, 0, 0, 1032, -1182, 1536, -1677, 0, 11586, 0, -49464, 26976, 109410, 0, -151824, -256848, -54246, 768, 101412, 232320, 243924, 66048, -646824, -169968, 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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: 3047865
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 30, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124710, 'source_is_minimal': True, 'source_label': '38.8.e.a.5.5', 'source_level': 38, 'target_conrey_index': 5, 'target_dim': 30, 'target_embedding_index': 5, 'target_hecke_orbit_code': 275012124710, 'target_is_minimal': True, 'target_label': '38.8.e.a.5.5', 'target_level': 38, 'twist_class_label': '38.8.e.a.5.5', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3047866
    {'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 30, 'source_embedding_index': 5, 'source_hecke_orbit_code': 275012124710, 'source_is_minimal': True, 'source_label': '38.8.e.a.5.5', 'source_level': 38, 'target_conrey_index': 23, 'target_dim': 30, 'target_embedding_index': 5, 'target_hecke_orbit_code': 275012124710, 'target_is_minimal': True, 'target_label': '38.8.e.a.23.5', 'target_level': 38, 'twist_class_label': '38.8.e.a.5.5', 'twist_class_level': 38, 'twisting_char_label': '19.4', 'twisting_conrey_index': 4, 'weight': 8}
• hecke_orbit_code 275012124710 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '38.8.e.a', 'level': 38, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7904412
    {'hecke_orbit_code': 275012124710, 'n': 1, 'trace_an': 30}
  • id: 7904413
    {'hecke_orbit_code': 275012124710, 'n': 2, 'trace_an': 0}
  • id: 7904414
    {'hecke_orbit_code': 275012124710, 'n': 3, 'trace_an': 45}
  • id: 7904415
    {'hecke_orbit_code': 275012124710, 'n': 4, 'trace_an': 0}
  • id: 7904416
    {'hecke_orbit_code': 275012124710, 'n': 5, 'trace_an': 0}
  • id: 7904417
    {'hecke_orbit_code': 275012124710, 'n': 6, 'trace_an': 360}
  • id: 7904418
    {'hecke_orbit_code': 275012124710, 'n': 7, 'trace_an': 1806}
  • id: 7904419
    {'hecke_orbit_code': 275012124710, 'n': 8, 'trace_an': -7680}
  • id: 7904420
    {'hecke_orbit_code': 275012124710, 'n': 9, 'trace_an': -3105}
  • id: 7904421
    {'hecke_orbit_code': 275012124710, 'n': 10, 'trace_an': 0}
  • id: 7904422
    {'hecke_orbit_code': 275012124710, 'n': 11, 'trace_an': 9786}
  • id: 7904423
    {'hecke_orbit_code': 275012124710, 'n': 12, 'trace_an': 0}
  • id: 7904424
    {'hecke_orbit_code': 275012124710, 'n': 13, 'trace_an': -11130}
  • id: 7904425
    {'hecke_orbit_code': 275012124710, 'n': 14, 'trace_an': 6144}
  • id: 7904426
    {'hecke_orbit_code': 275012124710, 'n': 15, 'trace_an': -1818}
  • id: 7904427
    {'hecke_orbit_code': 275012124710, 'n': 16, 'trace_an': 0}
  • id: 7904428
    {'hecke_orbit_code': 275012124710, 'n': 17, 'trace_an': -65250}
  • id: 7904429
    {'hecke_orbit_code': 275012124710, 'n': 18, 'trace_an': 29040}
  • id: 7904430
    {'hecke_orbit_code': 275012124710, 'n': 19, 'trace_an': 105906}
  • id: 7904431
    {'hecke_orbit_code': 275012124710, 'n': 20, 'trace_an': -47616}
  • id: 7904432
    {'hecke_orbit_code': 275012124710, 'n': 21, 'trace_an': 172854}
  • id: 7904433
    {'hecke_orbit_code': 275012124710, 'n': 22, 'trace_an': 102336}
  • id: 7904434
    {'hecke_orbit_code': 275012124710, 'n': 23, 'trace_an': 101004}
  • id: 7904435
    {'hecke_orbit_code': 275012124710, 'n': 24, 'trace_an': 23040}
  • id: 7904436
    {'hecke_orbit_code': 275012124710, 'n': 25, 'trace_an': -132756}
  • id: 7904437
    {'hecke_orbit_code': 275012124710, 'n': 26, 'trace_an': -92112}
  • id: 7904438
    {'hecke_orbit_code': 275012124710, 'n': 27, 'trace_an': 43659}
  • id: 7904439
    {'hecke_orbit_code': 275012124710, 'n': 28, 'trace_an': 96384}
  • id: 7904440
    {'hecke_orbit_code': 275012124710, 'n': 29, 'trace_an': -273912}
  • id: 7904441
    {'hecke_orbit_code': 275012124710, 'n': 30, 'trace_an': 0}
  • id: 7904442
    {'hecke_orbit_code': 275012124710, 'n': 31, 'trace_an': 58710}
  • id: 7904443
    {'hecke_orbit_code': 275012124710, 'n': 32, 'trace_an': 0}
  • id: 7904444
    {'hecke_orbit_code': 275012124710, 'n': 33, 'trace_an': -406965}
  • id: 7904445
    {'hecke_orbit_code': 275012124710, 'n': 34, 'trace_an': 84960}
  • id: 7904446
    {'hecke_orbit_code': 275012124710, 'n': 35, 'trace_an': 356100}
  • id: 7904447
    {'hecke_orbit_code': 275012124710, 'n': 36, 'trace_an': -198720}
  • id: 7904448
    {'hecke_orbit_code': 275012124710, 'n': 37, 'trace_an': -2598852}
  • id: 7904449
    {'hecke_orbit_code': 275012124710, 'n': 38, 'trace_an': -219336}
  • id: 7904450
    {'hecke_orbit_code': 275012124710, 'n': 39, 'trace_an': 1769844}
  • id: 7904451
    {'hecke_orbit_code': 275012124710, 'n': 40, 'trace_an': 0}
  • id: 7904452
    {'hecke_orbit_code': 275012124710, 'n': 41, 'trace_an': 43377}
  • id: 7904453
    {'hecke_orbit_code': 275012124710, 'n': 42, 'trace_an': -79056}
  • id: 7904454
    {'hecke_orbit_code': 275012124710, 'n': 43, 'trace_an': 1126698}
  • id: 7904455
    {'hecke_orbit_code': 275012124710, 'n': 44, 'trace_an': 818688}
  • id: 7904456
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  • id: 7904457
    {'hecke_orbit_code': 275012124710, 'n': 46, 'trace_an': -530880}
  • id: 7904458
    {'hecke_orbit_code': 275012124710, 'n': 47, 'trace_an': 588306}
  • id: 7904459
    {'hecke_orbit_code': 275012124710, 'n': 48, 'trace_an': -368640}
  • id: 7904460
    {'hecke_orbit_code': 275012124710, 'n': 49, 'trace_an': -2778285}
  • id: 7904461
    {'hecke_orbit_code': 275012124710, 'n': 50, 'trace_an': 1665288}
  • id: 7904462
    {'hecke_orbit_code': 275012124710, 'n': 51, 'trace_an': 3972045}
  • id: 7904463
    {'hecke_orbit_code': 275012124710, 'n': 52, 'trace_an': -430080}
  • id: 7904464
    {'hecke_orbit_code': 275012124710, 'n': 53, 'trace_an': 6520866}
  • id: 7904465
    {'hecke_orbit_code': 275012124710, 'n': 54, 'trace_an': -486648}
  • id: 7904466
    {'hecke_orbit_code': 275012124710, 'n': 55, 'trace_an': -1666818}
  • id: 7904467
    {'hecke_orbit_code': 275012124710, 'n': 56, 'trace_an': -1849344}
  • id: 7904468
    {'hecke_orbit_code': 275012124710, 'n': 57, 'trace_an': -6947844}
  • id: 7904469
    {'hecke_orbit_code': 275012124710, 'n': 58, 'trace_an': -4573152}
  • id: 7904470
    {'hecke_orbit_code': 275012124710, 'n': 59, 'trace_an': -970467}
  • id: 7904471
    {'hecke_orbit_code': 275012124710, 'n': 60, 'trace_an': 4634496}
  • id: 7904472
    {'hecke_orbit_code': 275012124710, 'n': 61, 'trace_an': -4037670}
  • id: 7904473
    {'hecke_orbit_code': 275012124710, 'n': 62, 'trace_an': 755952}
  • id: 7904474
    {'hecke_orbit_code': 275012124710, 'n': 63, 'trace_an': 7946472}
  • id: 7904475
    {'hecke_orbit_code': 275012124710, 'n': 64, 'trace_an': -3932160}
  • id: 7904476
    {'hecke_orbit_code': 275012124710, 'n': 65, 'trace_an': 1497690}
  • id: 7904477
    {'hecke_orbit_code': 275012124710, 'n': 66, 'trace_an': 6499272}
  • id: 7904478
    {'hecke_orbit_code': 275012124710, 'n': 67, 'trace_an': -4817025}
  • id: 7904479
    {'hecke_orbit_code': 275012124710, 'n': 68, 'trace_an': 1472064}
  • id: 7904480
    {'hecke_orbit_code': 275012124710, 'n': 69, 'trace_an': 10299876}
  • id: 7904481
    {'hecke_orbit_code': 275012124710, 'n': 70, 'trace_an': 2848800}
  • id: 7904482
    {'hecke_orbit_code': 275012124710, 'n': 71, 'trace_an': -25171290}
  • id: 7904483
    {'hecke_orbit_code': 275012124710, 'n': 72, 'trace_an': 3179520}
  • id: 7904484
    {'hecke_orbit_code': 275012124710, 'n': 73, 'trace_an': 1347750}
  • id: 7904485
    {'hecke_orbit_code': 275012124710, 'n': 74, 'trace_an': -3123936}
  • id: 7904486
    {'hecke_orbit_code': 275012124710, 'n': 75, 'trace_an': 8817984}
  • id: 7904487
    {'hecke_orbit_code': 275012124710, 'n': 76, 'trace_an': 1583232}
  • id: 7904488
    {'hecke_orbit_code': 275012124710, 'n': 77, 'trace_an': -11476764}
  • id: 7904489
    {'hecke_orbit_code': 275012124710, 'n': 78, 'trace_an': -930960}
  • id: 7904490
    {'hecke_orbit_code': 275012124710, 'n': 79, 'trace_an': 10777986}
  • id: 7904491
    {'hecke_orbit_code': 275012124710, 'n': 80, 'trace_an': 0}
  • id: 7904492
    {'hecke_orbit_code': 275012124710, 'n': 81, 'trace_an': -5365035}
  • id: 7904493
    {'hecke_orbit_code': 275012124710, 'n': 82, 'trace_an': 347016}
  • id: 7904494
    {'hecke_orbit_code': 275012124710, 'n': 83, 'trace_an': 9745314}
  • id: 7904495
    {'hecke_orbit_code': 275012124710, 'n': 84, 'trace_an': 877056}
  • id: 7904496
    {'hecke_orbit_code': 275012124710, 'n': 85, 'trace_an': 29258556}
  • id: 7904497
    {'hecke_orbit_code': 275012124710, 'n': 86, 'trace_an': -9338208}
  • id: 7904498
    {'hecke_orbit_code': 275012124710, 'n': 87, 'trace_an': 25598802}
  • id: 7904499
    {'hecke_orbit_code': 275012124710, 'n': 88, 'trace_an': 5010432}
  • id: 7904500
    {'hecke_orbit_code': 275012124710, 'n': 89, 'trace_an': -20353740}
  • id: 7904501
    {'hecke_orbit_code': 275012124710, 'n': 90, 'trace_an': -30112128}
  • id: 7904502
    {'hecke_orbit_code': 275012124710, 'n': 91, 'trace_an': 19748724}
  • id: 7904503
    {'hecke_orbit_code': 275012124710, 'n': 92, 'trace_an': -14097792}
  • id: 7904504
    {'hecke_orbit_code': 275012124710, 'n': 93, 'trace_an': -18738174}
  • id: 7904505
    {'hecke_orbit_code': 275012124710, 'n': 94, 'trace_an': 12376608}
  • id: 7904506
    {'hecke_orbit_code': 275012124710, 'n': 95, 'trace_an': -20427204}
  • id: 7904507
    {'hecke_orbit_code': 275012124710, 'n': 96, 'trace_an': 0}
  • id: 7904508
    {'hecke_orbit_code': 275012124710, 'n': 97, 'trace_an': -23005029}
  • id: 7904509
    {'hecke_orbit_code': 275012124710, 'n': 98, 'trace_an': 14869008}
  • id: 7904510
    {'hecke_orbit_code': 275012124710, 'n': 99, 'trace_an': -45819771}
  • id: 7904511
    {'hecke_orbit_code': 275012124710, 'n': 100, 'trace_an': -15915264}
  • id: 7904512
    {'hecke_orbit_code': 275012124710, 'n': 101, 'trace_an': 72315294}
  • id: 7904513
    {'hecke_orbit_code': 275012124710, 'n': 103, 'trace_an': -12366342}
  • id: 7904514
    {'hecke_orbit_code': 275012124710, 'n': 107, 'trace_an': 63588453}
  • id: 7904515
    {'hecke_orbit_code': 275012124710, 'n': 109, 'trace_an': -109061364}
  • id: 7904516
    {'hecke_orbit_code': 275012124710, 'n': 113, 'trace_an': 11655444}
  • id: 7904517
    {'hecke_orbit_code': 275012124710, 'n': 121, 'trace_an': 40474077}
  • id: 7904518
    {'hecke_orbit_code': 275012124710, 'n': 125, 'trace_an': 89797806}
  • id: 7904519
    {'hecke_orbit_code': 275012124710, 'n': 127, 'trace_an': -29363130}
  • id: 7904520
    {'hecke_orbit_code': 275012124710, 'n': 128, 'trace_an': 0}
  • id: 7904521
    {'hecke_orbit_code': 275012124710, 'n': 131, 'trace_an': -24352842}
  • id: 7904522
    {'hecke_orbit_code': 275012124710, 'n': 137, 'trace_an': 68185677}
  • id: 7904523
    {'hecke_orbit_code': 275012124710, 'n': 139, 'trace_an': 36872049}
  • id: 7904524
    {'hecke_orbit_code': 275012124710, 'n': 149, 'trace_an': -75704136}
  • id: 7904525
    {'hecke_orbit_code': 275012124710, 'n': 151, 'trace_an': -204511188}
  • id: 7904526
    {'hecke_orbit_code': 275012124710, 'n': 157, 'trace_an': 121216794}
  • id: 7904527
    {'hecke_orbit_code': 275012124710, 'n': 163, 'trace_an': 167043696}
  • id: 7904528
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  • id: 7904529
    {'hecke_orbit_code': 275012124710, 'n': 169, 'trace_an': -290868330}
  • id: 7904530
    {'hecke_orbit_code': 275012124710, 'n': 173, 'trace_an': -878019042}
  • id: 7904531
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  • id: 7904532
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  • id: 7904533
    {'hecke_orbit_code': 275012124710, 'n': 191, 'trace_an': 377825580}
  • id: 7904534
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  • id: 7904535
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  • id: 7904536
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  • id: 7904537
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  • id: 7904538
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  • id: 7904540
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  • id: 7904541
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  • id: 7904542
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  • id: 7904543
    {'hecke_orbit_code': 275012124710, 'n': 241, 'trace_an': -1423072695}
  • id: 7904544
    {'hecke_orbit_code': 275012124710, 'n': 243, 'trace_an': 675083754}
  • id: 7904545
    {'hecke_orbit_code': 275012124710, 'n': 251, 'trace_an': 851071581}
  • id: 7904546
    {'hecke_orbit_code': 275012124710, 'n': 256, 'trace_an': 0}
  • id: 7904547
    {'hecke_orbit_code': 275012124710, 'n': 257, 'trace_an': 1544587968}
  • id: 7904548
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  • id: 7904549
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  • id: 7904550
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  • id: 7904551
    {'hecke_orbit_code': 275012124710, 'n': 277, 'trace_an': 2298433596}
  • id: 7904552
    {'hecke_orbit_code': 275012124710, 'n': 281, 'trace_an': 1382371119}
  • id: 7904553
    {'hecke_orbit_code': 275012124710, 'n': 283, 'trace_an': 2062228539}
  • id: 7904554
    {'hecke_orbit_code': 275012124710, 'n': 289, 'trace_an': 2154539910}
  • id: 7904555
    {'hecke_orbit_code': 275012124710, 'n': 293, 'trace_an': -1695513204}
  • id: 7904556
    {'hecke_orbit_code': 275012124710, 'n': 307, 'trace_an': 2602672632}
  • id: 7904557
    {'hecke_orbit_code': 275012124710, 'n': 311, 'trace_an': -368988858}
  • id: 7904558
    {'hecke_orbit_code': 275012124710, 'n': 313, 'trace_an': -2990328036}
  • id: 7904559
    {'hecke_orbit_code': 275012124710, 'n': 317, 'trace_an': -6466283934}
  • id: 7904560
    {'hecke_orbit_code': 275012124710, 'n': 331, 'trace_an': -3644845602}
  • id: 7904561
    {'hecke_orbit_code': 275012124710, 'n': 337, 'trace_an': -3865996227}
  • id: 7904562
    {'hecke_orbit_code': 275012124710, 'n': 343, 'trace_an': -9133851528}
  • id: 7904563
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  • id: 7904564
    {'hecke_orbit_code': 275012124710, 'n': 349, 'trace_an': -1333134126}
  • id: 7904565
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  • id: 7904566
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  • id: 7904569
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  • id: 7904570
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  • id: 7904571
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  • id: 7904572
    {'hecke_orbit_code': 275012124710, 'n': 389, 'trace_an': -2481743010}
  • id: 7904573
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  • id: 7904574
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  • id: 7904575
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  • id: 7904576
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  • id: 7904577
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  • id: 7904578
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  • id: 7904579
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  • id: 7904580
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  • id: 7904581
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  • id: 7904582
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  • id: 7904583
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  • id: 7904584
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  • id: 7904585
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  • id: 7904586
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  • id: 7904587
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  • id: 7904588
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  • id: 7904589
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  • id: 7904590
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  • id: 7904591
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  • id: 7904592
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  • id: 7904593
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  • id: 7904594
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  • id: 7904595
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  • id: 7904596
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  • id: 7904597
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  • id: 7904598
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  • id: 7904599
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  • id: 7904600
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  • id: 7904602
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    {'hecke_orbit_code': 275012124710, 'n': 853, 'trace_an': -84358678524}
  • id: 7904648
    {'hecke_orbit_code': 275012124710, 'n': 857, 'trace_an': 36272484798}
  • id: 7904649
    {'hecke_orbit_code': 275012124710, 'n': 859, 'trace_an': -94151790291}
  • id: 7904650
    {'hecke_orbit_code': 275012124710, 'n': 863, 'trace_an': -47284129944}
  • id: 7904651
    {'hecke_orbit_code': 275012124710, 'n': 877, 'trace_an': -41061804378}
  • id: 7904652
    {'hecke_orbit_code': 275012124710, 'n': 881, 'trace_an': 21246884796}
  • id: 7904653
    {'hecke_orbit_code': 275012124710, 'n': 883, 'trace_an': -61010801949}
  • id: 7904654
    {'hecke_orbit_code': 275012124710, 'n': 887, 'trace_an': 64543086396}
  • id: 7904655
    {'hecke_orbit_code': 275012124710, 'n': 907, 'trace_an': 240798635541}
  • id: 7904656
    {'hecke_orbit_code': 275012124710, 'n': 911, 'trace_an': 16397451588}
  • id: 7904657
    {'hecke_orbit_code': 275012124710, 'n': 919, 'trace_an': -10339784820}
  • id: 7904658
    {'hecke_orbit_code': 275012124710, 'n': 929, 'trace_an': -68780950065}
  • id: 7904659
    {'hecke_orbit_code': 275012124710, 'n': 937, 'trace_an': -6080185113}
  • id: 7904660
    {'hecke_orbit_code': 275012124710, 'n': 941, 'trace_an': -74117599494}
  • id: 7904661
    {'hecke_orbit_code': 275012124710, 'n': 947, 'trace_an': 82866075132}
  • id: 7904662
    {'hecke_orbit_code': 275012124710, 'n': 953, 'trace_an': 24924845148}
  • id: 7904663
    {'hecke_orbit_code': 275012124710, 'n': 961, 'trace_an': -54310192539}
  • id: 7904664
    {'hecke_orbit_code': 275012124710, 'n': 967, 'trace_an': -46588304352}
  • id: 7904665
    {'hecke_orbit_code': 275012124710, 'n': 971, 'trace_an': 222323396586}
  • id: 7904666
    {'hecke_orbit_code': 275012124710, 'n': 977, 'trace_an': -70571228700}
  • id: 7904667
    {'hecke_orbit_code': 275012124710, 'n': 983, 'trace_an': 11298842046}
  • id: 7904668
    {'hecke_orbit_code': 275012124710, 'n': 991, 'trace_an': 65452393290}
  • id: 7904669
    {'hecke_orbit_code': 275012124710, 'n': 997, 'trace_an': 30526284588}