Embedded newform data - 130.8.a.j.1.2

Formats: - HTML - YAML - JSON - 2026-01-03T15:21:58.030247

• 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': 8320, 'analytic_conductor': 40.610053312935825, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [130, 1, [27, 41], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 16844423981800640, 'field_disc_factorization': [[2, 6], [5, 1], [4715111, 1], [11163857, 1]], 'field_poly': [8343477, -15288, -7066, 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': [[3, [7033572, 183192, -5716, -60, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532396780552322, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], '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': '130.8.a.j', 'level': 130, '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, 5, 13], 'level_radical': 130, 'minimal_twist': '130.8.a.j', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+(15+\\beta _{1})q^{3}+2^{6}q^{4}+5^{3}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '130.8.a', 'trace_display': [32, 60, 500, 616], 'trace_hash': 1660303543520112606, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.921', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.491', 'prec': 17}, {'__RealLiteral__': 0, 'data': '42.425', 'prec': 20}, {'__RealLiteral__': 0, 'data': '22.812', 'prec': 20}, {'__RealLiteral__': 0, 'data': '703.539', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 32, 60, 256, 500, 480, 616, 2048, 6284, 4000, 10116, 3840, -8788, 4928, 7500, 16384, -21136, 50272, 41644, 32000, -31784, 80928, 163252, 30720, 62500, -70304, 432864, 39424, -35024, 60000, -45084, 131072, 132768, -169088, 77000, 402176, -22552, 333152, -131820, 256000, 480864, -254272, 1524508, 647424, 785500, 1306016, 263320, 245760, 1819444, 500000, -1248248, -562432, 916656, 3462912, 1264500, 315392, 2353648, -280192, 46660, 480000, -138016, -360672, 1628248, 1048576, -1098500, 1062144, 2802528, -1352704, 4683288, 616000, -2655204, 3217408, 7883656, -180416, 937500, 2665216, -5311096, -1054560, -4424056, 2048000, 9022268, 3846912, 4442376, -2034176, -2642000, 12196064, -6151920, 5179392, 25080, 6284000, -1353352, 10448128, 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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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-0.35752586413690796, -0.1306435346936783, -0.30296151176280134, -0.3213021794506574, -0.294436097063676, -0.13649971363134894, -0.3928277546317203, -0.3902839123093882, -0.16477171007757377, -0.33221108572412134, -0.37532956769764275, -0.23184758585957985, -0.3874756448796781, -0.20702037001424967, -0.3096466851534688, -0.17595319904940498, -0.2336846389712552, -0.3198965708386229, -0.11177903781003998, -0.2897539180338142, -0.13831618502494986, -0.41642186227315237, -0.2395007483867819, -0.34482979093355237, -0.21979735783481322], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -40.716885140610046, 'hecke_orbit': 10, 'hecke_orbit_code': 40532396780552322, 'label': '130.8.a.j.1.2', 'level': 130, 'weight': 8}
• 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': [4, 4, 4, 3, 3, 4, 4, 2], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [16, 13, 14, 15, 14, 14, 13, 17], 'Nk2': 8320, 'analytic_conductor': 40.610053312935825, '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': [130, 1, [27, 41], [1, 1]], 'conrey_index': 1, 'cusp_dim': 144, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217858, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 4, 4, 4, 4], 'label': '130.8.a', 'level': 130, '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, 5, 13], 'level_radical': 130, 'mf_dim': 152, 'mf_new_dim': 28, 'num_forms': 10, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 168, 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-123354678088, -16019750912, -132981541520, -52119888000, -78915507164, 24826014720, -50106594976, 5313867264, 91083784000, -8431980544, 120513487208, 41458288128, -86496470968, 5450176000, 1031457884, 85426738624, -109438151904, -8820473856, -1867364000, -7759457664, 115757888304, -49797079040, -14037634832, 6502000000, 53239302640, 29083787264, 58639232504, -57912469056, -2233184000, -14141793792, -113939160080, 87472627232, -10186729488, 0, -67246148380, -9340800352, -207370641596, 24565470720, -3057265000, -71839700736, 69916567904, -75957457920, 146701989232, -15453764000, 61991949712, 72720748288, -201033757472, -71330475264, 0, 15526395904, -224948527668, 74651777664, 40497927576, -10671760000, 58831526148, -3212862528, 103435003328, 995254272, -12352879000, -116989696704, -93976829568, -11809947136, 81100645200, 32634484000, -195119509136, -822476800, -266069344584, -11499259904, -120227174000, 79763101696, 110142528580, 162456869824, 32447492416, 0], 'weight': 8, '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

  
  {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 40532396780552322, 'source_is_minimal': True, 'source_label': '130.8.a.j.1.2', 'source_level': 130, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396780552322, 'target_is_minimal': True, 'target_label': '130.8.a.j.1.2', 'target_level': 130, 'twist_class_label': '130.8.a.j.1.2', 'twist_class_level': 130, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 363500
    {'charpoly_factorization': [[[-8, 1], 4]], 'hecke_orbit_code': 40532396780552322, 'p': 2}
  • id: 363501
    {'charpoly_factorization': [[[7033572, 183192, -5716, -60, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 3}
  • id: 363502
    {'charpoly_factorization': [[[-125, 1], 4]], 'hecke_orbit_code': 40532396780552322, 'p': 5}
  • id: 363503
    {'charpoly_factorization': [[[834275027664, 1164146144, -2367080, -616, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 7}
  • id: 363504
    {'charpoly_factorization': [[[-6547102671564, -4650031944, 25685308, -10116, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 11}
  • id: 363505
    {'charpoly_factorization': [[[2197, 1], 4]], 'hecke_orbit_code': 40532396780552322, 'p': 13}
  • id: 363506
    {'charpoly_factorization': [[[242085727209196752, -10299621495296, -910030728, 21136, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 17}
  • id: 363507
    {'charpoly_factorization': [[[-183945527878889196, 35955981883112, -1226076212, -41644, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 19}
  • id: 363508
    {'charpoly_factorization': [[[1371972915977472900, -190289231202552, 8870424796, -163252, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 23}
  • id: 363509
    {'charpoly_factorization': [[[-92788160339124224, -115726519112704, -3708019552, 35024, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 29}
  • id: 363510
    {'charpoly_factorization': [[[715791152114359990452, -676032235255624, -69530395428, 45084, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 31}
  • id: 363511
    {'charpoly_factorization': [[[973066195699976122944, 6513341022395968, -117446382800, 22552, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 37}
  • id: 363512
    {'charpoly_factorization': [[[-6439042057385336910000, 88243267319291840, -224656991720, -480864, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 41}
  • id: 363513
    {'charpoly_factorization': [[[9438559219529826805380, -145344851290986280, 750008453052, -1524508, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 43}
  • id: 363514
    {'charpoly_factorization': [[[-4410558948320564672304, -94222884411341280, -433568765672, -263320, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 47}
  • id: 363515
    {'charpoly_factorization': [[[34075192253911276290000, 718309479912767872, -1184683442120, -916656, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 53}
  • id: 363516
    {'charpoly_factorization': [[[300003460444901150264340, 741366355216882680, -1963522234996, -46660, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 59}
  • id: 363517
    {'charpoly_factorization': [[[-434139293992049987014656, 5973276587707109376, -6256056785760, 138016, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 61}
  • id: 363518
    {'charpoly_factorization': [[[-14283990236074908987278704, 21600068923013144832, -5933951407848, -2802528, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 67}
  • id: 363519
    {'charpoly_factorization': [[[-4236786285438392218845580, -12403922932887600120, -6272435440452, 2655204, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 71}
  • id: 363520
    {'charpoly_factorization': [[[179823782063587987483200, -5071897308515970240, 13623481854000, -7883656, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 73}
  • id: 363521
    {'charpoly_factorization': [[[468217489784769817992456768, -213043471601125511360, -57572997578448, 4424056, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 79}
  • id: 363522
    {'charpoly_factorization': [[[95582647135675487538050000, 190992913886067996000, -51058552974120, -4442376, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 83}
  • id: 363523
    {'charpoly_factorization': [[[-17128157414954636424655344, 37678668800485488160, -21331581892712, -25080, 1], 1]], 'hecke_orbit_code': 40532396780552322, 'p': 89}
  • id: 363524
    {'charpoly_factorization': [[[-1070963595635786335261542000, -783384852125086696736, -159724847011400, -4112168, 1], 1]], 'hecke_orbit_code': 40532396780552322, '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': 10, 'label': '130.8.a.j', 'level': 130, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 53696227
    {'hecke_orbit_code': 40532396780552322, 'n': 1, 'trace_an': 4}
  • id: 53696228
    {'hecke_orbit_code': 40532396780552322, 'n': 2, 'trace_an': 32}
  • id: 53696229
    {'hecke_orbit_code': 40532396780552322, 'n': 3, 'trace_an': 60}
  • id: 53696230
    {'hecke_orbit_code': 40532396780552322, 'n': 4, 'trace_an': 256}
  • id: 53696231
    {'hecke_orbit_code': 40532396780552322, 'n': 5, 'trace_an': 500}
  • id: 53696232
    {'hecke_orbit_code': 40532396780552322, 'n': 6, 'trace_an': 480}
  • id: 53696233
    {'hecke_orbit_code': 40532396780552322, 'n': 7, 'trace_an': 616}
  • id: 53696234
    {'hecke_orbit_code': 40532396780552322, 'n': 8, 'trace_an': 2048}
  • id: 53696235
    {'hecke_orbit_code': 40532396780552322, 'n': 9, 'trace_an': 6284}
  • id: 53696236
    {'hecke_orbit_code': 40532396780552322, 'n': 10, 'trace_an': 4000}
  • id: 53696237
    {'hecke_orbit_code': 40532396780552322, 'n': 11, 'trace_an': 10116}
  • id: 53696238
    {'hecke_orbit_code': 40532396780552322, 'n': 12, 'trace_an': 3840}
  • id: 53696239
    {'hecke_orbit_code': 40532396780552322, 'n': 13, 'trace_an': -8788}
  • id: 53696240
    {'hecke_orbit_code': 40532396780552322, 'n': 14, 'trace_an': 4928}
  • id: 53696241
    {'hecke_orbit_code': 40532396780552322, 'n': 15, 'trace_an': 7500}
  • id: 53696242
    {'hecke_orbit_code': 40532396780552322, 'n': 16, 'trace_an': 16384}
  • id: 53696243
    {'hecke_orbit_code': 40532396780552322, 'n': 17, 'trace_an': -21136}
  • id: 53696244
    {'hecke_orbit_code': 40532396780552322, 'n': 18, 'trace_an': 50272}
  • id: 53696245
    {'hecke_orbit_code': 40532396780552322, 'n': 19, 'trace_an': 41644}
  • id: 53696246
    {'hecke_orbit_code': 40532396780552322, 'n': 20, 'trace_an': 32000}
  • id: 53696247
    {'hecke_orbit_code': 40532396780552322, 'n': 21, 'trace_an': -31784}
  • id: 53696248
    {'hecke_orbit_code': 40532396780552322, 'n': 22, 'trace_an': 80928}
  • id: 53696249
    {'hecke_orbit_code': 40532396780552322, 'n': 23, 'trace_an': 163252}
  • id: 53696250
    {'hecke_orbit_code': 40532396780552322, 'n': 24, 'trace_an': 30720}
  • id: 53696251
    {'hecke_orbit_code': 40532396780552322, 'n': 25, 'trace_an': 62500}
  • id: 53696252
    {'hecke_orbit_code': 40532396780552322, 'n': 26, 'trace_an': -70304}
  • id: 53696253
    {'hecke_orbit_code': 40532396780552322, 'n': 27, 'trace_an': 432864}
  • id: 53696254
    {'hecke_orbit_code': 40532396780552322, 'n': 28, 'trace_an': 39424}
  • id: 53696255
    {'hecke_orbit_code': 40532396780552322, 'n': 29, 'trace_an': -35024}
  • id: 53696256
    {'hecke_orbit_code': 40532396780552322, 'n': 30, 'trace_an': 60000}
  • id: 53696257
    {'hecke_orbit_code': 40532396780552322, 'n': 31, 'trace_an': -45084}
  • id: 53696258
    {'hecke_orbit_code': 40532396780552322, 'n': 32, 'trace_an': 131072}
  • id: 53696259
    {'hecke_orbit_code': 40532396780552322, 'n': 33, 'trace_an': 132768}
  • id: 53696260
    {'hecke_orbit_code': 40532396780552322, 'n': 34, 'trace_an': -169088}
  • id: 53696261
    {'hecke_orbit_code': 40532396780552322, 'n': 35, 'trace_an': 77000}
  • id: 53696262
    {'hecke_orbit_code': 40532396780552322, 'n': 36, 'trace_an': 402176}
  • id: 53696263
    {'hecke_orbit_code': 40532396780552322, 'n': 37, 'trace_an': -22552}
  • id: 53696264
    {'hecke_orbit_code': 40532396780552322, 'n': 38, 'trace_an': 333152}
  • id: 53696265
    {'hecke_orbit_code': 40532396780552322, 'n': 39, 'trace_an': -131820}
  • id: 53696266
    {'hecke_orbit_code': 40532396780552322, 'n': 40, 'trace_an': 256000}
  • id: 53696267
    {'hecke_orbit_code': 40532396780552322, 'n': 41, 'trace_an': 480864}
  • id: 53696268
    {'hecke_orbit_code': 40532396780552322, 'n': 42, 'trace_an': -254272}
  • id: 53696269
    {'hecke_orbit_code': 40532396780552322, 'n': 43, 'trace_an': 1524508}
  • id: 53696270
    {'hecke_orbit_code': 40532396780552322, 'n': 44, 'trace_an': 647424}
  • id: 53696271
    {'hecke_orbit_code': 40532396780552322, 'n': 45, 'trace_an': 785500}
  • id: 53696272
    {'hecke_orbit_code': 40532396780552322, 'n': 46, 'trace_an': 1306016}
  • id: 53696273
    {'hecke_orbit_code': 40532396780552322, 'n': 47, 'trace_an': 263320}
  • id: 53696274
    {'hecke_orbit_code': 40532396780552322, 'n': 48, 'trace_an': 245760}
  • id: 53696275
    {'hecke_orbit_code': 40532396780552322, 'n': 49, 'trace_an': 1819444}
  • id: 53696276
    {'hecke_orbit_code': 40532396780552322, 'n': 50, 'trace_an': 500000}
  • id: 53696277
    {'hecke_orbit_code': 40532396780552322, 'n': 51, 'trace_an': -1248248}
  • id: 53696278
    {'hecke_orbit_code': 40532396780552322, 'n': 52, 'trace_an': -562432}
  • id: 53696279
    {'hecke_orbit_code': 40532396780552322, 'n': 53, 'trace_an': 916656}
  • id: 53696280
    {'hecke_orbit_code': 40532396780552322, 'n': 54, 'trace_an': 3462912}
  • id: 53696281
    {'hecke_orbit_code': 40532396780552322, 'n': 55, 'trace_an': 1264500}
  • id: 53696282
    {'hecke_orbit_code': 40532396780552322, 'n': 56, 'trace_an': 315392}
  • id: 53696283
    {'hecke_orbit_code': 40532396780552322, 'n': 57, 'trace_an': 2353648}
  • id: 53696284
    {'hecke_orbit_code': 40532396780552322, 'n': 58, 'trace_an': -280192}
  • id: 53696285
    {'hecke_orbit_code': 40532396780552322, 'n': 59, 'trace_an': 46660}
  • id: 53696286
    {'hecke_orbit_code': 40532396780552322, 'n': 60, 'trace_an': 480000}
  • id: 53696287
    {'hecke_orbit_code': 40532396780552322, 'n': 61, 'trace_an': -138016}
  • id: 53696288
    {'hecke_orbit_code': 40532396780552322, 'n': 62, 'trace_an': -360672}
  • id: 53696289
    {'hecke_orbit_code': 40532396780552322, 'n': 63, 'trace_an': 1628248}
  • id: 53696290
    {'hecke_orbit_code': 40532396780552322, 'n': 64, 'trace_an': 1048576}
  • id: 53696291
    {'hecke_orbit_code': 40532396780552322, 'n': 65, 'trace_an': -1098500}
  • id: 53696292
    {'hecke_orbit_code': 40532396780552322, 'n': 66, 'trace_an': 1062144}
  • id: 53696293
    {'hecke_orbit_code': 40532396780552322, 'n': 67, 'trace_an': 2802528}
  • id: 53696294
    {'hecke_orbit_code': 40532396780552322, 'n': 68, 'trace_an': -1352704}
  • id: 53696295
    {'hecke_orbit_code': 40532396780552322, 'n': 69, 'trace_an': 4683288}
  • id: 53696296
    {'hecke_orbit_code': 40532396780552322, 'n': 70, 'trace_an': 616000}
  • id: 53696297
    {'hecke_orbit_code': 40532396780552322, 'n': 71, 'trace_an': -2655204}
  • id: 53696298
    {'hecke_orbit_code': 40532396780552322, 'n': 72, 'trace_an': 3217408}
  • id: 53696299
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  • id: 53696300
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  • id: 53696301
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  • id: 53696302
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  • id: 53696303
    {'hecke_orbit_code': 40532396780552322, 'n': 77, 'trace_an': -5311096}
  • id: 53696304
    {'hecke_orbit_code': 40532396780552322, 'n': 78, 'trace_an': -1054560}
  • id: 53696305
    {'hecke_orbit_code': 40532396780552322, 'n': 79, 'trace_an': -4424056}
  • id: 53696306
    {'hecke_orbit_code': 40532396780552322, 'n': 80, 'trace_an': 2048000}
  • id: 53696307
    {'hecke_orbit_code': 40532396780552322, 'n': 81, 'trace_an': 9022268}
  • id: 53696308
    {'hecke_orbit_code': 40532396780552322, 'n': 82, 'trace_an': 3846912}
  • id: 53696309
    {'hecke_orbit_code': 40532396780552322, 'n': 83, 'trace_an': 4442376}
  • id: 53696310
    {'hecke_orbit_code': 40532396780552322, 'n': 84, 'trace_an': -2034176}
  • id: 53696311
    {'hecke_orbit_code': 40532396780552322, 'n': 85, 'trace_an': -2642000}
  • id: 53696312
    {'hecke_orbit_code': 40532396780552322, 'n': 86, 'trace_an': 12196064}
  • id: 53696313
    {'hecke_orbit_code': 40532396780552322, 'n': 87, 'trace_an': -6151920}
  • id: 53696314
    {'hecke_orbit_code': 40532396780552322, 'n': 88, 'trace_an': 5179392}
  • id: 53696315
    {'hecke_orbit_code': 40532396780552322, 'n': 89, 'trace_an': 25080}
  • id: 53696316
    {'hecke_orbit_code': 40532396780552322, 'n': 90, 'trace_an': 6284000}
  • id: 53696317
    {'hecke_orbit_code': 40532396780552322, 'n': 91, 'trace_an': -1353352}
  • id: 53696318
    {'hecke_orbit_code': 40532396780552322, 'n': 92, 'trace_an': 10448128}
  • id: 53696319
    {'hecke_orbit_code': 40532396780552322, 'n': 93, 'trace_an': -15987872}
  • id: 53696320
    {'hecke_orbit_code': 40532396780552322, 'n': 94, 'trace_an': 2106560}
  • id: 53696321
    {'hecke_orbit_code': 40532396780552322, 'n': 95, 'trace_an': 5205500}
  • id: 53696322
    {'hecke_orbit_code': 40532396780552322, 'n': 96, 'trace_an': 1966080}
  • id: 53696323
    {'hecke_orbit_code': 40532396780552322, 'n': 97, 'trace_an': 4112168}
  • id: 53696324
    {'hecke_orbit_code': 40532396780552322, 'n': 98, 'trace_an': 14555552}
  • id: 53696325
    {'hecke_orbit_code': 40532396780552322, 'n': 99, 'trace_an': -3168468}
  • id: 53696326
    {'hecke_orbit_code': 40532396780552322, 'n': 100, 'trace_an': 4000000}
  • id: 53696327
    {'hecke_orbit_code': 40532396780552322, 'n': 101, 'trace_an': 17113272}
  • id: 53696328
    {'hecke_orbit_code': 40532396780552322, 'n': 103, 'trace_an': -3148484}
  • id: 53696329
    {'hecke_orbit_code': 40532396780552322, 'n': 107, 'trace_an': -14844404}
  • id: 53696330
    {'hecke_orbit_code': 40532396780552322, 'n': 109, 'trace_an': 8172504}
  • id: 53696331
    {'hecke_orbit_code': 40532396780552322, 'n': 113, 'trace_an': -4090928}
  • id: 53696332
    {'hecke_orbit_code': 40532396780552322, 'n': 121, 'trace_an': -26985844}
  • id: 53696333
    {'hecke_orbit_code': 40532396780552322, 'n': 125, 'trace_an': 7812500}
  • id: 53696334
    {'hecke_orbit_code': 40532396780552322, 'n': 127, 'trace_an': -21152860}
  • id: 53696335
    {'hecke_orbit_code': 40532396780552322, 'n': 128, 'trace_an': 8388608}
  • id: 53696336
    {'hecke_orbit_code': 40532396780552322, 'n': 131, 'trace_an': 11858560}
  • id: 53696337
    {'hecke_orbit_code': 40532396780552322, 'n': 137, 'trace_an': -80858520}
  • id: 53696338
    {'hecke_orbit_code': 40532396780552322, 'n': 139, 'trace_an': -3208600}
  • id: 53696339
    {'hecke_orbit_code': 40532396780552322, 'n': 149, 'trace_an': -143453544}
  • id: 53696340
    {'hecke_orbit_code': 40532396780552322, 'n': 151, 'trace_an': -58249836}
  • id: 53696341
    {'hecke_orbit_code': 40532396780552322, 'n': 157, 'trace_an': -57155672}
  • id: 53696342
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  • id: 53696343
    {'hecke_orbit_code': 40532396780552322, 'n': 167, 'trace_an': -156154744}
  • id: 53696344
    {'hecke_orbit_code': 40532396780552322, 'n': 169, 'trace_an': 19307236}
  • id: 53696345
    {'hecke_orbit_code': 40532396780552322, 'n': 173, 'trace_an': -35790064}
  • id: 53696346
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  • id: 53696347
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  • id: 53696348
    {'hecke_orbit_code': 40532396780552322, 'n': 191, 'trace_an': 326212592}
  • id: 53696349
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  • id: 53696350
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  • id: 53696351
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  • id: 53696352
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  • id: 53696353
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  • id: 53696354
    {'hecke_orbit_code': 40532396780552322, 'n': 227, 'trace_an': 764465232}
  • id: 53696355
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  • id: 53696356
    {'hecke_orbit_code': 40532396780552322, 'n': 233, 'trace_an': 313673064}
  • id: 53696357
    {'hecke_orbit_code': 40532396780552322, 'n': 239, 'trace_an': -59403028}
  • id: 53696358
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  • id: 53696359
    {'hecke_orbit_code': 40532396780552322, 'n': 243, 'trace_an': 887936868}
  • id: 53696360
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  • id: 53696361
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  • id: 53696362
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  • id: 53696363
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  • id: 53696364
    {'hecke_orbit_code': 40532396780552322, 'n': 269, 'trace_an': -428408568}
  • id: 53696365
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  • id: 53696366
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  • id: 53696367
    {'hecke_orbit_code': 40532396780552322, 'n': 281, 'trace_an': -624032560}
  • id: 53696368
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  • id: 53696369
    {'hecke_orbit_code': 40532396780552322, 'n': 289, 'trace_an': 625437260}
  • id: 53696370
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  • id: 53696371
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  • id: 53696372
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  • id: 53696373
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  • id: 53696374
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  • id: 53696375
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  • id: 53696376
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  • id: 53696377
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  • id: 53696378
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  • id: 53696379
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  • id: 53696380
    {'hecke_orbit_code': 40532396780552322, 'n': 353, 'trace_an': -610493464}
  • id: 53696381
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  • id: 53696382
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  • id: 53696383
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  • id: 53696384
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  • id: 53696385
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  • id: 53696386
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  • id: 53696387
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  • id: 53696388
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  • id: 53696389
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  • id: 53696390
    {'hecke_orbit_code': 40532396780552322, 'n': 409, 'trace_an': 1102811632}
  • id: 53696391
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  • id: 53696392
    {'hecke_orbit_code': 40532396780552322, 'n': 421, 'trace_an': -639439320}
  • id: 53696393
    {'hecke_orbit_code': 40532396780552322, 'n': 431, 'trace_an': -94013404}
  • id: 53696394
    {'hecke_orbit_code': 40532396780552322, 'n': 433, 'trace_an': -374723784}
  • id: 53696395
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  • id: 53696396
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  • id: 53696397
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  • id: 53696398
    {'hecke_orbit_code': 40532396780552322, 'n': 457, 'trace_an': -1030992648}
  • id: 53696399
    {'hecke_orbit_code': 40532396780552322, 'n': 461, 'trace_an': 8134786208}
  • id: 53696400
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  • id: 53696401
    {'hecke_orbit_code': 40532396780552322, 'n': 467, 'trace_an': 2122742236}
  • id: 53696402
    {'hecke_orbit_code': 40532396780552322, 'n': 479, 'trace_an': 1978792028}
  • id: 53696403
    {'hecke_orbit_code': 40532396780552322, 'n': 487, 'trace_an': 3996710800}
  • id: 53696404
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  • id: 53696405
    {'hecke_orbit_code': 40532396780552322, 'n': 499, 'trace_an': -4020780004}
  • id: 53696406
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  • id: 53696407
    {'hecke_orbit_code': 40532396780552322, 'n': 509, 'trace_an': 7377870000}
  • id: 53696408
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  • id: 53696409
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  • id: 53696410
    {'hecke_orbit_code': 40532396780552322, 'n': 523, 'trace_an': -7431121236}
  • id: 53696411
    {'hecke_orbit_code': 40532396780552322, 'n': 529, 'trace_an': -4708935876}
  • id: 53696412
    {'hecke_orbit_code': 40532396780552322, 'n': 541, 'trace_an': -8899753296}
  • id: 53696413
    {'hecke_orbit_code': 40532396780552322, 'n': 547, 'trace_an': -12034944788}
  • id: 53696414
    {'hecke_orbit_code': 40532396780552322, 'n': 557, 'trace_an': -7869217208}
  • id: 53696415
    {'hecke_orbit_code': 40532396780552322, 'n': 563, 'trace_an': 10595792540}
  • id: 53696416
    {'hecke_orbit_code': 40532396780552322, 'n': 569, 'trace_an': 3380072192}
  • id: 53696417
    {'hecke_orbit_code': 40532396780552322, 'n': 571, 'trace_an': -1983974744}
  • id: 53696418
    {'hecke_orbit_code': 40532396780552322, 'n': 577, 'trace_an': -2598957464}
  • id: 53696419
    {'hecke_orbit_code': 40532396780552322, 'n': 587, 'trace_an': -11121449648}
  • id: 53696420
    {'hecke_orbit_code': 40532396780552322, 'n': 593, 'trace_an': 12579675896}
  • id: 53696421
    {'hecke_orbit_code': 40532396780552322, 'n': 599, 'trace_an': 2187784520}
  • id: 53696422
    {'hecke_orbit_code': 40532396780552322, 'n': 601, 'trace_an': -4151023448}
  • id: 53696423
    {'hecke_orbit_code': 40532396780552322, 'n': 607, 'trace_an': -16642000508}
  • id: 53696424
    {'hecke_orbit_code': 40532396780552322, 'n': 613, 'trace_an': -1416720072}
  • id: 53696425
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  • id: 53696426
    {'hecke_orbit_code': 40532396780552322, 'n': 619, 'trace_an': -24554858524}
  • id: 53696427
    {'hecke_orbit_code': 40532396780552322, 'n': 625, 'trace_an': 976562500}
  • id: 53696428
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  • id: 53696429
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  • id: 53696430
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  • id: 53696431
    {'hecke_orbit_code': 40532396780552322, 'n': 647, 'trace_an': 3706909476}
  • id: 53696432
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  • id: 53696433
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  • id: 53696434
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  • id: 53696435
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  • id: 53696436
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  • id: 53696437
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  • id: 53696438
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  • id: 53696439
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  • id: 53696440
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  • id: 53696441
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  • id: 53696442
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  • id: 53696443
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  • id: 53696444
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  • id: 53696445
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  • id: 53696446
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  • id: 53696447
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  • id: 53696448
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  • id: 53696449
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  • id: 53696452
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  • id: 53696453
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  • id: 53696462
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  • id: 53696463
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  • id: 53696464
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  • id: 53696465
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  • id: 53696467
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  • id: 53696468
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  • id: 53696469
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  • id: 53696470
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  • id: 53696471
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  • id: 53696472
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  • id: 53696473
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  • id: 53696474
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  • id: 53696475
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  • id: 53696476
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  • id: 53696477
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  • id: 53696478
    {'hecke_orbit_code': 40532396780552322, 'n': 961, 'trace_an': 31042901468}
  • id: 53696479
    {'hecke_orbit_code': 40532396780552322, 'n': 967, 'trace_an': -50826643520}
  • id: 53696480
    {'hecke_orbit_code': 40532396780552322, 'n': 971, 'trace_an': 34222597440}
  • id: 53696481
    {'hecke_orbit_code': 40532396780552322, 'n': 977, 'trace_an': -75114602168}
  • id: 53696482
    {'hecke_orbit_code': 40532396780552322, 'n': 983, 'trace_an': 8722739824}
  • id: 53696483
    {'hecke_orbit_code': 40532396780552322, 'n': 991, 'trace_an': -72569808624}
  • id: 53696484
    {'hecke_orbit_code': 40532396780552322, 'n': 997, 'trace_an': 23381409248}