Embedded newform data - 22.8.a.d.1.1

Formats: - HTML - YAML - JSON - 2024-04-25T20:55:35.902918

• 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
  conrey_indexes	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_prime	boolean
  level_is_prime_power	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': 1408, 'analytic_conductor': 6.872470560650679, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, -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': [22, 1, [13], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 14881, 'field_disc_factorization': [[23, 1], [647, 1]], 'field_poly': [-3720, -1, 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, [-3588, 23, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329238, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.8.a.d', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.8.a.d', 'nf_label': '2.2.14881.1', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}+(-11-\\beta )q^{3}+2^{6}q^{4}+(165+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.8.a', 'trace_display': [16, -23, 331, 1794], 'trace_hash': 842475210021442680, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.487', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '79.440', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 16, -23, 128, 331, -184, 1794, 1024, 3331, 2648, 2662, -1472, -5406, 14352, -11247, 8192, 15032, 26648, 16916, 21184, -124798, 21296, -51351, -11776, -94029, -43248, -159137, 114816, -207130, -89976, -19071, 65536, -30613, 120256, 401074, 213184, 351333, 135328, 940148, 169472, 123610, -998384, -159822, 170368, 722412, -410808, 451160, -94208, 1420470, -752232, -1928826, -345984, -1260832, -1273096, 440561, 918528, -3795736, -1657040, 887547, -719808, -597918, -152568, 5383748, 524288, -1772672, -244904, 2864711, 962048, -3628227, 3208592, 1306267, 1705472, -4577530, 2810664, -1381472, 1082624, 2387814, 7521184, -2946342, 1355776, -7367030, 988880, 9965450, -7987072, 4243754, -1278576, 7813560, 1362944, 10185377, 5779296, -17140888, -3286464, -9416131, 3609280, 6400800, -753664, -27765477, 11363760, 4433561, -6017856, 15763504, -15430608, -21247560, -2767872, -28526118, -10086656, 42486930, 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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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-0.20592817931339824, -0.26390166618126376, -0.4371630993481945, -0.3622667033957358, -0.4474104585216009, -0.15026224465117344, -0.35606380983706987, -0.10395347825557053, -0.2167841197595958, -0.29887904865370196, -0.20235317068373185, -0.3318784333302415, -0.3602646651873416, -0.36850518744019223, -0.11157368908966349, -0.18041959309989775, -0.2015945740825319, -0.16633850266426237, -0.26141415553722563], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 61.49385214921254, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329238, 'label': '22.8.a.d.1.1', 'level': 22, 'weight': 8}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, 1], [11, 1]], 1, 1], [[[2, -1], [11, -1]], 2, 1], [[[2, 1], [11, -1]], 1, 1], [[[2, -1], [11, 1]], 1, 1]], 'ALdims': [1, 1, 1, 2], 'Nk2': 1408, 'analytic_conductor': 6.872470560650679, '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': [22, 1, [13], [1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217750, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '22.8.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 23, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 24, 'trace_bound': 3, 'trace_display': [8, 28, 282, 104], 'traces': [5, 8, 28, 320, 282, -928, 104, 512, 5853, -5776, 1331, 1792, -7562, 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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: 42971958
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799016329238, 'source_is_minimal': True, 'source_label': '22.8.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799016329238, 'target_is_minimal': True, 'target_label': '22.8.a.d.1.1', 'target_level': 22, 'twist_class_label': '22.8.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 42971959
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799016329238, 'source_is_minimal': True, 'source_label': '22.8.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998271070406, 'target_is_minimal': False, 'target_label': '198.8.a.f.1.1', 'target_level': 198, 'twist_class_label': '22.8.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 42971960
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799016329238, 'source_is_minimal': True, 'source_label': '22.8.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398643699888, 'target_is_minimal': False, 'target_label': '176.8.a.e.1.2', 'target_level': 176, 'twist_class_label': '22.8.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 42971961
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799016329238, 'source_is_minimal': True, 'source_label': '22.8.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799016329766, 'target_is_minimal': False, 'target_label': '550.8.a.d.1.2', 'target_level': 550, 'twist_class_label': '22.8.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 42971962
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799016329238, 'source_is_minimal': True, 'source_label': '22.8.a.d.1.1', 'source_level': 22, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197525811442, 'target_is_minimal': False, 'target_label': '242.8.a.h.1.1', 'target_level': 242, 'twist_class_label': '22.8.a.d.1.1', 'twist_class_level': 22, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 86450
    {'charpoly_factorization': [[[-8, 1], 2]], 'hecke_orbit_code': 13510799016329238, 'p': 2}
  • id: 86451
    {'charpoly_factorization': [[[-3588, 23, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 3}
  • id: 86452
    {'charpoly_factorization': [[[23670, -331, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 5}
  • id: 86453
    {'charpoly_factorization': [[[75440, -1794, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 7}
  • id: 86454
    {'charpoly_factorization': [[[-1331, 1], 2]], 'hecke_orbit_code': 13510799016329238, 'p': 11}
  • id: 86455
    {'charpoly_factorization': [[[-44494552, 5406, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 13}
  • id: 86456
    {'charpoly_factorization': [[[-150712788, -15032, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 17}
  • id: 86457
    {'charpoly_factorization': [[[-799953120, -16916, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 19}
  • id: 86458
    {'charpoly_factorization': [[[-536788152, 51351, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 23}
  • id: 86459
    {'charpoly_factorization': [[[8743188000, 207130, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 29}
  • id: 86460
    {'charpoly_factorization': [[[-6148026496, 19071, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 31}
  • id: 86461
    {'charpoly_factorization': [[[-11768742334, -351333, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 37}
  • id: 86462
    {'charpoly_factorization': [[[-234633419904, -123610, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 41}
  • id: 86463
    {'charpoly_factorization': [[[-591953661640, 159822, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 43}
  • id: 86464
    {'charpoly_factorization': [[[-72885726336, -451160, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 47}
  • id: 86465
    {'charpoly_factorization': [[[75106099260, 1260832, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 53}
  • id: 86466
    {'charpoly_factorization': [[[-564563979540, -887547, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 59}
  • id: 86467
    {'charpoly_factorization': [[[-456927065080, 597918, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 61}
  • id: 86468
    {'charpoly_factorization': [[[-2490832261212, -2864711, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 67}
  • id: 86469
    {'charpoly_factorization': [[[-5755066505400, -1306267, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 71}
  • id: 86470
    {'charpoly_factorization': [[[2038977114936, 4577530, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 73}
  • id: 86471
    {'charpoly_factorization': [[[-9189351784480, 2946342, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 79}
  • id: 86472
    {'charpoly_factorization': [[[22547926115976, -9965450, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 83}
  • id: 86473
    {'charpoly_factorization': [[[8815411816710, -10185377, 1], 1]], 'hecke_orbit_code': 13510799016329238, 'p': 89}
  • id: 86474
    {'charpoly_factorization': [[[192724568772626, 27765477, 1], 1]], 'hecke_orbit_code': 13510799016329238, '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': 4, 'label': '22.8.a.d', 'level': 22, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 136926000
    {'hecke_orbit_code': 13510799016329238, 'n': 1, 'trace_an': 2}
  • id: 136926001
    {'hecke_orbit_code': 13510799016329238, 'n': 2, 'trace_an': 16}
  • id: 136926002
    {'hecke_orbit_code': 13510799016329238, 'n': 3, 'trace_an': -23}
  • id: 136926003
    {'hecke_orbit_code': 13510799016329238, 'n': 4, 'trace_an': 128}
  • id: 136926004
    {'hecke_orbit_code': 13510799016329238, 'n': 5, 'trace_an': 331}
  • id: 136926005
    {'hecke_orbit_code': 13510799016329238, 'n': 6, 'trace_an': -184}
  • id: 136926006
    {'hecke_orbit_code': 13510799016329238, 'n': 7, 'trace_an': 1794}
  • id: 136926007
    {'hecke_orbit_code': 13510799016329238, 'n': 8, 'trace_an': 1024}
  • id: 136926008
    {'hecke_orbit_code': 13510799016329238, 'n': 9, 'trace_an': 3331}
  • id: 136926009
    {'hecke_orbit_code': 13510799016329238, 'n': 10, 'trace_an': 2648}
  • id: 136926010
    {'hecke_orbit_code': 13510799016329238, 'n': 11, 'trace_an': 2662}
  • id: 136926011
    {'hecke_orbit_code': 13510799016329238, 'n': 12, 'trace_an': -1472}
  • id: 136926012
    {'hecke_orbit_code': 13510799016329238, 'n': 13, 'trace_an': -5406}
  • id: 136926013
    {'hecke_orbit_code': 13510799016329238, 'n': 14, 'trace_an': 14352}
  • id: 136926014
    {'hecke_orbit_code': 13510799016329238, 'n': 15, 'trace_an': -11247}
  • id: 136926015
    {'hecke_orbit_code': 13510799016329238, 'n': 16, 'trace_an': 8192}
  • id: 136926016
    {'hecke_orbit_code': 13510799016329238, 'n': 17, 'trace_an': 15032}
  • id: 136926017
    {'hecke_orbit_code': 13510799016329238, 'n': 18, 'trace_an': 26648}
  • id: 136926018
    {'hecke_orbit_code': 13510799016329238, 'n': 19, 'trace_an': 16916}
  • id: 136926019
    {'hecke_orbit_code': 13510799016329238, 'n': 20, 'trace_an': 21184}
  • id: 136926020
    {'hecke_orbit_code': 13510799016329238, 'n': 21, 'trace_an': -124798}
  • id: 136926021
    {'hecke_orbit_code': 13510799016329238, 'n': 22, 'trace_an': 21296}
  • id: 136926022
    {'hecke_orbit_code': 13510799016329238, 'n': 23, 'trace_an': -51351}
  • id: 136926023
    {'hecke_orbit_code': 13510799016329238, 'n': 24, 'trace_an': -11776}
  • id: 136926024
    {'hecke_orbit_code': 13510799016329238, 'n': 25, 'trace_an': -94029}
  • id: 136926025
    {'hecke_orbit_code': 13510799016329238, 'n': 26, 'trace_an': -43248}
  • id: 136926026
    {'hecke_orbit_code': 13510799016329238, 'n': 27, 'trace_an': -159137}
  • id: 136926027
    {'hecke_orbit_code': 13510799016329238, 'n': 28, 'trace_an': 114816}
  • id: 136926028
    {'hecke_orbit_code': 13510799016329238, 'n': 29, 'trace_an': -207130}
  • id: 136926029
    {'hecke_orbit_code': 13510799016329238, 'n': 30, 'trace_an': -89976}
  • id: 136926030
    {'hecke_orbit_code': 13510799016329238, 'n': 31, 'trace_an': -19071}
  • id: 136926031
    {'hecke_orbit_code': 13510799016329238, 'n': 32, 'trace_an': 65536}
  • id: 136926032
    {'hecke_orbit_code': 13510799016329238, 'n': 33, 'trace_an': -30613}
  • id: 136926033
    {'hecke_orbit_code': 13510799016329238, 'n': 34, 'trace_an': 120256}
  • id: 136926034
    {'hecke_orbit_code': 13510799016329238, 'n': 35, 'trace_an': 401074}
  • id: 136926035
    {'hecke_orbit_code': 13510799016329238, 'n': 36, 'trace_an': 213184}
  • id: 136926036
    {'hecke_orbit_code': 13510799016329238, 'n': 37, 'trace_an': 351333}
  • id: 136926037
    {'hecke_orbit_code': 13510799016329238, 'n': 38, 'trace_an': 135328}
  • id: 136926038
    {'hecke_orbit_code': 13510799016329238, 'n': 39, 'trace_an': 940148}
  • id: 136926039
    {'hecke_orbit_code': 13510799016329238, 'n': 40, 'trace_an': 169472}
  • id: 136926040
    {'hecke_orbit_code': 13510799016329238, 'n': 41, 'trace_an': 123610}
  • id: 136926041
    {'hecke_orbit_code': 13510799016329238, 'n': 42, 'trace_an': -998384}
  • id: 136926042
    {'hecke_orbit_code': 13510799016329238, 'n': 43, 'trace_an': -159822}
  • id: 136926043
    {'hecke_orbit_code': 13510799016329238, 'n': 44, 'trace_an': 170368}
  • id: 136926044
    {'hecke_orbit_code': 13510799016329238, 'n': 45, 'trace_an': 722412}
  • id: 136926045
    {'hecke_orbit_code': 13510799016329238, 'n': 46, 'trace_an': -410808}
  • id: 136926046
    {'hecke_orbit_code': 13510799016329238, 'n': 47, 'trace_an': 451160}
  • id: 136926047
    {'hecke_orbit_code': 13510799016329238, 'n': 48, 'trace_an': -94208}
  • id: 136926048
    {'hecke_orbit_code': 13510799016329238, 'n': 49, 'trace_an': 1420470}
  • id: 136926049
    {'hecke_orbit_code': 13510799016329238, 'n': 50, 'trace_an': -752232}
  • id: 136926050
    {'hecke_orbit_code': 13510799016329238, 'n': 51, 'trace_an': -1928826}
  • id: 136926051
    {'hecke_orbit_code': 13510799016329238, 'n': 52, 'trace_an': -345984}
  • id: 136926052
    {'hecke_orbit_code': 13510799016329238, 'n': 53, 'trace_an': -1260832}
  • id: 136926053
    {'hecke_orbit_code': 13510799016329238, 'n': 54, 'trace_an': -1273096}
  • id: 136926054
    {'hecke_orbit_code': 13510799016329238, 'n': 55, 'trace_an': 440561}
  • id: 136926055
    {'hecke_orbit_code': 13510799016329238, 'n': 56, 'trace_an': 918528}
  • id: 136926056
    {'hecke_orbit_code': 13510799016329238, 'n': 57, 'trace_an': -3795736}
  • id: 136926057
    {'hecke_orbit_code': 13510799016329238, 'n': 58, 'trace_an': -1657040}
  • id: 136926058
    {'hecke_orbit_code': 13510799016329238, 'n': 59, 'trace_an': 887547}
  • id: 136926059
    {'hecke_orbit_code': 13510799016329238, 'n': 60, 'trace_an': -719808}
  • id: 136926060
    {'hecke_orbit_code': 13510799016329238, 'n': 61, 'trace_an': -597918}
  • id: 136926061
    {'hecke_orbit_code': 13510799016329238, 'n': 62, 'trace_an': -152568}
  • id: 136926062
    {'hecke_orbit_code': 13510799016329238, 'n': 63, 'trace_an': 5383748}
  • id: 136926063
    {'hecke_orbit_code': 13510799016329238, 'n': 64, 'trace_an': 524288}
  • id: 136926064
    {'hecke_orbit_code': 13510799016329238, 'n': 65, 'trace_an': -1772672}
  • id: 136926065
    {'hecke_orbit_code': 13510799016329238, 'n': 66, 'trace_an': -244904}
  • id: 136926066
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  • id: 136926991
    {'hecke_orbit_code': 13510799016329238, 'n': 992, 'trace_an': -624918528}
  • id: 136926992
    {'hecke_orbit_code': 13510799016329238, 'n': 993, 'trace_an': 82889053769}
  • id: 136926993
    {'hecke_orbit_code': 13510799016329238, 'n': 994, 'trace_an': -24595503376}
  • id: 136926994
    {'hecke_orbit_code': 13510799016329238, 'n': 995, 'trace_an': -15285112240}
  • id: 136926995
    {'hecke_orbit_code': 13510799016329238, 'n': 996, 'trace_an': 4453085568}
  • id: 136926996
    {'hecke_orbit_code': 13510799016329238, 'n': 997, 'trace_an': -19723740332}
  • id: 136926997
    {'hecke_orbit_code': 13510799016329238, 'n': 998, 'trace_an': 32535391680}
  • id: 136926998
    {'hecke_orbit_code': 13510799016329238, 'n': 999, 'trace_an': -34427865583}
  • id: 136926999
    {'hecke_orbit_code': 13510799016329238, 'n': 1000, 'trace_an': -19946684928}