Embedded newform data - 25.18.b.b.24.1

Formats: - HTML - YAML - JSON - 2024-05-19T21:09:10.618695

• 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_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': 8100, 'analytic_conductor': 45.80552183613992, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 24, 'dim': 4, 'field_disc': 24336, 'field_disc_factorization': [[2, 4], [3, 2], [13, 2]], 'field_poly': [100, 0, -19, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [4232283136, 0, 332288, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668648837145, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 518400, 'hecke_ring_index_factorization': [[2, 8], [3, 4], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '25.18.b.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.18.a.a', 'nf_label': '4.0.24336.2', 'prim_orbit_index': 2, 'qexp_display': 'q+(34\\beta _{1}+\\beta _{3})q^{2}+(549\\beta _{1}+52\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.18.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 341384020985665462, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.737', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '73.683', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2075.065', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -140288, 0, -17979552, 0, 0, -150683652, 0, -2106710912, 0, 0, 25158636384, 0, 11299057664, 0, 0, -13932982000, 0, 751880425968, 0, 0, 1459367193600, 0, 2793118146208, 0, 0, 8379197473000, 0, 9224644833648, 0, 0, -40785137598496, 0, 83780175135744, 0, 0, 185162581193616, 0, -290945462384872, 0, 0, 196930878705664, 0, 65916842739168, 0, 0, -49962773891828, 0, -1016789632544592, 0, 0, 1030039118827200, 0, -1382359734604800, 0, 0, 6204826596098000, 0, 927103175732488, 0, 0, 9190765145096192, 0, 13661983636217856, 0, 0, 1667450401893936, 0, 10242354790380368, 0, 0, 30129336083208544, 0, -48572297066598400, 0, 0, 5218668194316000, 0, -14583217294565676, 0, 0, -143932036192874496, 0, 11392902743358688, 0, 0, -122385728353281000, 0, -148913569441199472, 0, 0, -51660993199829536, 0, 334574484314554368, 0, 0, 182675519501302656, 0, 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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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0.010821544014752016, -0.12171118109598812, 0.00181061378547602, 0.03710059728529621, -0.389772524677533, -0.3607701655788286, 0.039659781807125906, -0.4004453903782896, -0.4019973587697779, -0.39965816999066944], 'char_orbit_index': 2, 'conrey_index': 24, 'dual_conrey_index': 24, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -0.5, 'embedding_root_real': 3.122498999199199, 'hecke_orbit': 2, 'hecke_orbit_code': 4503668648837145, 'label': '25.18.b.b.24.1', 'level': 25, 'weight': 18}
• 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': 8100, 'analytic_conductor': 45.80552183613992, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'conrey_index': 24, 'cusp_dim': 40, 'dim': 24, 'eis_dim': 6, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69021466649, 'hecke_orbit_dims': [2, 4, 6, 12], 'label': '25.18.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 46, 'mf_new_dim': 26, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 24, 'sturm_bound': 45, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [24, 0, 0, -1332178, 0, 2905738, 0, 0, -1000861012, 0, -309522672, 0, 0, 42168252204, 0, 104723527234, 0, 0, -43059592400, 0, -276478542792, 0, 0, -2530824843150, 0, 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82160873978224998845616456, 0, 0, 19465911359720526666186550, 0, 16130454480237108059404818, 0, 0, 5133498472120887066515400, 0, -55961772786513272594388592, 0, 0, -13012210178880477825018300, 0, -155953618395611048637777602, 0, 0, 44532168112034906202271056, 0, 53809280094716471637743088, 0, 0, -134346408141094542197468376, 0, 10202509429497389169183078, 0, 0, -54242352507222602836056896, 0, -22467558807491785027346032, 0, 0, 84887290342035488761834400, 0, -132987050776115813698464900, 0, 0, -33647241760463316727600800, 0, -46452306431980214225780552, 0, 0, 84062600274776494301692350, 0, 7421956584113494459467076, 0, 0, 56264029210325710597780776, 0, -77122742909979549957833472, 0, 0, -87080811646958920912822746, 0, -45869407246211428507430600, 0, 0, 150361170792711125015800000, 0, 5552926890124585431393308, 0, 0, 8768962422058926642008028, 0, -29885910700375114612430952, 0, 0, 37357350144791731163077200, 0, -92632413622684260785153200, 0, 0, 64392061903909536078128824, 0, 129985175040758236400821200, 0, 0, -127548639548484640707599104, 0, 99360206532431305674573768, 0, 0, -81512069809593737501318400, 0, -127792668775581110293104584, 0, 0, -132284579622937481197343664, 0, -171653443936099964484067552, 0, 0, 208537172330223669680405456, 0, -111824171601399256251360000, 0, 0, -21385653194742049671896976, 0, 141857030755797214632211592, 0, 0, -59548811569006201846669146, 0, 178541809476642092112916536, 0, 0, -46017379345651456351504300, 0, -96762726849029892495915792, 0, 0, -83300306882202114611545236, 0, 4130323592851184936284548, 0, 0, -8586589828927109164694400, 0, 271339883849749662566985800, 0, 0, 233060663170624329146025450, 0, 319788093031797244986795600, 0, 0, -278487877985064696406069104, 0, -72019567719911722311094032, 0, 0, 257318906582053112581602768, 0, -187977765470837670276315642, 0, 0, -335325483911600892282233200, 0], 'weight': 18, 'weight_parity': 1}
• 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: 34640536
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837145, 'source_is_minimal': False, 'source_label': '25.18.b.b.24.1', 'source_level': 25, 'target_conrey_index': 24, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668648837145, 'target_is_minimal': False, 'target_label': '25.18.b.b.24.1', 'target_level': 25, 'twist_class_label': '5.18.a.a.1.2', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 34640537
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 24, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837145, 'source_is_minimal': False, 'source_label': '25.18.b.b.24.1', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 301989893, 'target_is_minimal': True, 'target_label': '5.18.a.a.1.2', 'target_level': 5, 'twist_class_label': '5.18.a.a.1.2', 'twist_class_level': 5, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 34640538
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 24, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837145, 'source_is_minimal': False, 'source_label': '25.18.b.b.24.1', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599929360409, 'target_is_minimal': False, 'target_label': '25.18.a.b.1.1', 'target_level': 25, 'twist_class_label': '5.18.a.a.1.2', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 34640539
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837145, 'source_is_minimal': False, 'source_label': '25.18.b.b.24.1', 'source_level': 25, 'target_conrey_index': 24, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503668648837145, 'target_is_minimal': False, 'target_label': '25.18.b.b.24.4', 'target_level': 25, 'twist_class_label': '5.18.a.a.1.2', 'twist_class_level': 5, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
  • id: 34640540
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837145, 'source_is_minimal': False, 'source_label': '25.18.b.b.24.1', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989933, 'target_is_minimal': False, 'target_label': '45.18.a.a.1.1', 'target_level': 45, 'twist_class_label': '5.18.a.a.1.2', 'twist_class_level': 5, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 34640541
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 24, 'source_dim': 4, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503668648837145, 'source_is_minimal': False, 'source_label': '25.18.b.b.24.1', 'source_level': 25, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998438842448, 'target_is_minimal': False, 'target_label': '80.18.a.f.1.2', 'target_level': 80, 'twist_class_label': '5.18.a.a.1.2', 'twist_class_level': 5, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 96375
    {'charpoly_factorization': [[[4232283136, 0, 332288, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 2}
  • id: 96376
    {'charpoly_factorization': [[[11348827541327376, 0, 333622152, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 3}
  • id: 96377
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 4503668648837145, 'p': 5}
  • id: 96378
    {'charpoly_factorization': [[[233202426543564359119546896, 0, 490242414920328, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 7}
  • id: 96379
    {'charpoly_factorization': [[[236902421571241984, 1053355456, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 11}
  • id: 96380
    {'charpoly_factorization': [[[331275595349750473316226466755488931856, 0, 39083118527934388232, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 13}
  • id: 96381
    {'charpoly_factorization': [[[151495997900650687194281851810486287494416, 0, 1272241451741486107208, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 17}
  • id: 96382
    {'charpoly_factorization': [[[-6424586325449927855600, 6966491000, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 19}
  • id: 96383
    {'charpoly_factorization': [[[908805104206075094187198900558852412440336, 0, 3306151939016510259912, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 23}
  • id: 96384
    {'charpoly_factorization': [[[4273045551131385454660900, -4189598736500, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 29}
  • id: 96385
    {'charpoly_factorization': [[[-4462288418922260300438256, -4612322416824, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 31}
  • id: 96386
    {'charpoly_factorization': [[[5200197876627183234325651688902229296477776317245456, 0, 747517233899058176133020168, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 37}
  • id: 96387
    {'charpoly_factorization': [[[5289534226281316673015903524, 145472731192436, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 41}
  • id: 96388
    {'charpoly_factorization': [[[3739074825311529854476489641428532222192063186178817296, 0, 6388285190974782158943296072, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 43}
  • id: 96389
    {'charpoly_factorization': [[[396366073977047805169943032552247181944117379539592976, 0, 43910667991604461916136066248, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 47}
  • id: 96390
    {'charpoly_factorization': [[[798591035388453538805396455681704129104491257813332501776, 0, 173421962526684140338302740552, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 53}
  • id: 96391
    {'charpoly_factorization': [[[1914078695207942204669137555600, -3102413298049000, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 59}
  • id: 96392
    {'charpoly_factorization': [[[-1377381789391465112992191333116, -463551587866244, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 61}
  • id: 96393
    {'charpoly_factorization': [[[24108392781148932612245065053211831247148097995379671284672016, 0, 18329699396559373540098763657608, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 67}
  • id: 96394
    {'charpoly_factorization': [[[-7555251565288513304719217511536, -5121177395190184, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 71}
  • id: 96395
    {'charpoly_factorization': [[[2611124487045355406830529750175209047642698877447189593962526736, 0, 124845743827897353563715357986312, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 73}
  • id: 96396
    {'charpoly_factorization': [[[-71186042567099777287372887153600, -2609334097158000, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 79}
  • id: 96397
    {'charpoly_factorization': [[[399645724630070031557606259156967000896723510117428419655072019216, 0, 1299889837880907737691987871643592, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, 'p': 83}
  • id: 96398
    {'charpoly_factorization': [[[328904558130798933227322189272100, 61192864176640500, 1], 2]], 'hecke_orbit_code': 4503668648837145, 'p': 89}
  • id: 96399
    {'charpoly_factorization': [[[263640575407381809429679534832266969985557857849337147539833326786576, 0, 33844996305471303532493895865136648, 0, 1], 1]], 'hecke_orbit_code': 4503668648837145, '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': 2, 'hecke_orbit': 2, 'label': '25.18.b.b', 'level': 25, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 80519000
    {'hecke_orbit_code': 4503668648837145, 'n': 1, 'trace_an': 4}
  • id: 80519001
    {'hecke_orbit_code': 4503668648837145, 'n': 2, 'trace_an': 0}
  • id: 80519002
    {'hecke_orbit_code': 4503668648837145, 'n': 3, 'trace_an': 0}
  • id: 80519003
    {'hecke_orbit_code': 4503668648837145, 'n': 4, 'trace_an': -140288}
  • id: 80519004
    {'hecke_orbit_code': 4503668648837145, 'n': 5, 'trace_an': 0}
  • id: 80519005
    {'hecke_orbit_code': 4503668648837145, 'n': 6, 'trace_an': -17979552}
  • id: 80519006
    {'hecke_orbit_code': 4503668648837145, 'n': 7, 'trace_an': 0}
  • id: 80519007
    {'hecke_orbit_code': 4503668648837145, 'n': 8, 'trace_an': 0}
  • id: 80519008
    {'hecke_orbit_code': 4503668648837145, 'n': 9, 'trace_an': -150683652}
  • id: 80519009
    {'hecke_orbit_code': 4503668648837145, 'n': 10, 'trace_an': 0}
  • id: 80519010
    {'hecke_orbit_code': 4503668648837145, 'n': 11, 'trace_an': -2106710912}
  • id: 80519011
    {'hecke_orbit_code': 4503668648837145, 'n': 12, 'trace_an': 0}
  • id: 80519012
    {'hecke_orbit_code': 4503668648837145, 'n': 13, 'trace_an': 0}
  • id: 80519013
    {'hecke_orbit_code': 4503668648837145, 'n': 14, 'trace_an': 25158636384}
  • id: 80519014
    {'hecke_orbit_code': 4503668648837145, 'n': 15, 'trace_an': 0}
  • id: 80519015
    {'hecke_orbit_code': 4503668648837145, 'n': 16, 'trace_an': 11299057664}
  • id: 80519016
    {'hecke_orbit_code': 4503668648837145, 'n': 17, 'trace_an': 0}
  • id: 80519017
    {'hecke_orbit_code': 4503668648837145, 'n': 18, 'trace_an': 0}
  • id: 80519018
    {'hecke_orbit_code': 4503668648837145, 'n': 19, 'trace_an': -13932982000}
  • id: 80519019
    {'hecke_orbit_code': 4503668648837145, 'n': 20, 'trace_an': 0}
  • id: 80519020
    {'hecke_orbit_code': 4503668648837145, 'n': 21, 'trace_an': 751880425968}
  • id: 80519021
    {'hecke_orbit_code': 4503668648837145, 'n': 22, 'trace_an': 0}
  • id: 80519022
    {'hecke_orbit_code': 4503668648837145, 'n': 23, 'trace_an': 0}
  • id: 80519023
    {'hecke_orbit_code': 4503668648837145, 'n': 24, 'trace_an': 1459367193600}
  • id: 80519024
    {'hecke_orbit_code': 4503668648837145, 'n': 25, 'trace_an': 0}
  • id: 80519025
    {'hecke_orbit_code': 4503668648837145, 'n': 26, 'trace_an': 2793118146208}
  • id: 80519026
    {'hecke_orbit_code': 4503668648837145, 'n': 27, 'trace_an': 0}
  • id: 80519027
    {'hecke_orbit_code': 4503668648837145, 'n': 28, 'trace_an': 0}
  • id: 80519028
    {'hecke_orbit_code': 4503668648837145, 'n': 29, 'trace_an': 8379197473000}
  • id: 80519029
    {'hecke_orbit_code': 4503668648837145, 'n': 30, 'trace_an': 0}
  • id: 80519030
    {'hecke_orbit_code': 4503668648837145, 'n': 31, 'trace_an': 9224644833648}
  • id: 80519031
    {'hecke_orbit_code': 4503668648837145, 'n': 32, 'trace_an': 0}
  • id: 80519032
    {'hecke_orbit_code': 4503668648837145, 'n': 33, 'trace_an': 0}
  • id: 80519033
    {'hecke_orbit_code': 4503668648837145, 'n': 34, 'trace_an': -40785137598496}
  • id: 80519034
    {'hecke_orbit_code': 4503668648837145, 'n': 35, 'trace_an': 0}
  • id: 80519035
    {'hecke_orbit_code': 4503668648837145, 'n': 36, 'trace_an': 83780175135744}
  • id: 80519036
    {'hecke_orbit_code': 4503668648837145, 'n': 37, 'trace_an': 0}
  • id: 80519037
    {'hecke_orbit_code': 4503668648837145, 'n': 38, 'trace_an': 0}
  • id: 80519038
    {'hecke_orbit_code': 4503668648837145, 'n': 39, 'trace_an': 185162581193616}
  • id: 80519039
    {'hecke_orbit_code': 4503668648837145, 'n': 40, 'trace_an': 0}
  • id: 80519040
    {'hecke_orbit_code': 4503668648837145, 'n': 41, 'trace_an': -290945462384872}
  • id: 80519041
    {'hecke_orbit_code': 4503668648837145, 'n': 42, 'trace_an': 0}
  • id: 80519042
    {'hecke_orbit_code': 4503668648837145, 'n': 43, 'trace_an': 0}
  • id: 80519043
    {'hecke_orbit_code': 4503668648837145, 'n': 44, 'trace_an': 196930878705664}
  • id: 80519044
    {'hecke_orbit_code': 4503668648837145, 'n': 45, 'trace_an': 0}
  • id: 80519045
    {'hecke_orbit_code': 4503668648837145, 'n': 46, 'trace_an': 65916842739168}
  • id: 80519046
    {'hecke_orbit_code': 4503668648837145, 'n': 47, 'trace_an': 0}
  • id: 80519047
    {'hecke_orbit_code': 4503668648837145, 'n': 48, 'trace_an': 0}
  • id: 80519048
    {'hecke_orbit_code': 4503668648837145, 'n': 49, 'trace_an': -49962773891828}
  • id: 80519049
    {'hecke_orbit_code': 4503668648837145, 'n': 50, 'trace_an': 0}
  • id: 80519050
    {'hecke_orbit_code': 4503668648837145, 'n': 51, 'trace_an': -1016789632544592}
  • id: 80519051
    {'hecke_orbit_code': 4503668648837145, 'n': 52, 'trace_an': 0}
  • id: 80519052
    {'hecke_orbit_code': 4503668648837145, 'n': 53, 'trace_an': 0}
  • id: 80519053
    {'hecke_orbit_code': 4503668648837145, 'n': 54, 'trace_an': 1030039118827200}
  • id: 80519054
    {'hecke_orbit_code': 4503668648837145, 'n': 55, 'trace_an': 0}
  • id: 80519055
    {'hecke_orbit_code': 4503668648837145, 'n': 56, 'trace_an': -1382359734604800}
  • id: 80519056
    {'hecke_orbit_code': 4503668648837145, 'n': 57, 'trace_an': 0}
  • id: 80519057
    {'hecke_orbit_code': 4503668648837145, 'n': 58, 'trace_an': 0}
  • id: 80519058
    {'hecke_orbit_code': 4503668648837145, 'n': 59, 'trace_an': 6204826596098000}
  • id: 80519059
    {'hecke_orbit_code': 4503668648837145, 'n': 60, 'trace_an': 0}
  • id: 80519060
    {'hecke_orbit_code': 4503668648837145, 'n': 61, 'trace_an': 927103175732488}
  • id: 80519061
    {'hecke_orbit_code': 4503668648837145, 'n': 62, 'trace_an': 0}
  • id: 80519062
    {'hecke_orbit_code': 4503668648837145, 'n': 63, 'trace_an': 0}
  • id: 80519063
    {'hecke_orbit_code': 4503668648837145, 'n': 64, 'trace_an': 9190765145096192}
  • id: 80519064
    {'hecke_orbit_code': 4503668648837145, 'n': 65, 'trace_an': 0}
  • id: 80519065
    {'hecke_orbit_code': 4503668648837145, 'n': 66, 'trace_an': 13661983636217856}
  • id: 80519066
    {'hecke_orbit_code': 4503668648837145, 'n': 67, 'trace_an': 0}
  • id: 80519067
    {'hecke_orbit_code': 4503668648837145, 'n': 68, 'trace_an': 0}
  • id: 80519068
    {'hecke_orbit_code': 4503668648837145, 'n': 69, 'trace_an': 1667450401893936}
  • id: 80519069
    {'hecke_orbit_code': 4503668648837145, 'n': 70, 'trace_an': 0}
  • id: 80519070
    {'hecke_orbit_code': 4503668648837145, 'n': 71, 'trace_an': 10242354790380368}
  • id: 80519071
    {'hecke_orbit_code': 4503668648837145, 'n': 72, 'trace_an': 0}
  • id: 80519072
    {'hecke_orbit_code': 4503668648837145, 'n': 73, 'trace_an': 0}
  • id: 80519073
    {'hecke_orbit_code': 4503668648837145, 'n': 74, 'trace_an': 30129336083208544}
  • id: 80519074
    {'hecke_orbit_code': 4503668648837145, 'n': 75, 'trace_an': 0}
  • id: 80519075
    {'hecke_orbit_code': 4503668648837145, 'n': 76, 'trace_an': -48572297066598400}
  • id: 80519076
    {'hecke_orbit_code': 4503668648837145, 'n': 77, 'trace_an': 0}
  • id: 80519077
    {'hecke_orbit_code': 4503668648837145, 'n': 78, 'trace_an': 0}
  • id: 80519078
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  • id: 80519979
    {'hecke_orbit_code': 4503668648837145, 'n': 980, 'trace_an': 0}
  • id: 80519980
    {'hecke_orbit_code': 4503668648837145, 'n': 981, 'trace_an': 13978635263191443406926600}
  • id: 80519981
    {'hecke_orbit_code': 4503668648837145, 'n': 982, 'trace_an': 0}
  • id: 80519982
    {'hecke_orbit_code': 4503668648837145, 'n': 983, 'trace_an': 0}
  • id: 80519983
    {'hecke_orbit_code': 4503668648837145, 'n': 984, 'trace_an': -105384155063333386950604800}
  • id: 80519984
    {'hecke_orbit_code': 4503668648837145, 'n': 985, 'trace_an': 0}
  • id: 80519985
    {'hecke_orbit_code': 4503668648837145, 'n': 986, 'trace_an': -97473185764433388132923200}
  • id: 80519986
    {'hecke_orbit_code': 4503668648837145, 'n': 987, 'trace_an': 0}
  • id: 80519987
    {'hecke_orbit_code': 4503668648837145, 'n': 988, 'trace_an': 0}
  • id: 80519988
    {'hecke_orbit_code': 4503668648837145, 'n': 989, 'trace_an': -163466565693788667699984}
  • id: 80519989
    {'hecke_orbit_code': 4503668648837145, 'n': 990, 'trace_an': 0}
  • id: 80519990
    {'hecke_orbit_code': 4503668648837145, 'n': 991, 'trace_an': -53640818878736454526640272}
  • id: 80519991
    {'hecke_orbit_code': 4503668648837145, 'n': 992, 'trace_an': 0}
  • id: 80519992
    {'hecke_orbit_code': 4503668648837145, 'n': 993, 'trace_an': 0}
  • id: 80519993
    {'hecke_orbit_code': 4503668648837145, 'n': 994, 'trace_an': -28895151412890648209772672}
  • id: 80519994
    {'hecke_orbit_code': 4503668648837145, 'n': 995, 'trace_an': 0}
  • id: 80519995
    {'hecke_orbit_code': 4503668648837145, 'n': 996, 'trace_an': -215401080148152566273298432}
  • id: 80519996
    {'hecke_orbit_code': 4503668648837145, 'n': 997, 'trace_an': 0}
  • id: 80519997
    {'hecke_orbit_code': 4503668648837145, 'n': 998, 'trace_an': 0}
  • id: 80519998
    {'hecke_orbit_code': 4503668648837145, 'n': 999, 'trace_an': -27272819718419605232666400}
  • id: 80519999
    {'hecke_orbit_code': 4503668648837145, 'n': 1000, 'trace_an': 0}