Embedded newform data - 80.12.a.g.1.1

Formats: - HTML - YAML - JSON - 2025-04-23T21:13:33.266674

• 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': 11520, 'analytic_conductor': 61.46745444476711, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [80, 1, [31, 21, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1969, 'field_disc_factorization': [[11, 1], [179, 1]], 'field_poly': [-492, -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, [-105696, 604, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597965549648, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 20, 'hecke_ring_index_factorization': [[2, 2], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '80.12.a.g', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.12.a.d', 'nf_label': '2.2.1969.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-302-\\beta )q^{3}+5^{5}q^{5}+(-7046+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.12.a', 'trace_display': [0, -604, 6250, -14092], 'trace_hash': 565387879321727582, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.197', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.348', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.882', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.277', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, -604, 0, 6250, 0, -14092, 0, 221914, 0, -421584, 0, 1730524, 0, -1887500, 0, -6323628, 0, 28897400, 0, -65446816, 0, 45236076, 0, 19531250, 0, -197876440, 0, 58226220, 0, -41413384, 0, -366506832, 0, -44037500, 0, 377255452, 0, -1094415848, 0, -785271036, 0, 1452987236, 0, 693481250, 0, 1288127748, 0, 8481998946, 0, 3889762056, 0, -30490836, 0, -1317450000, 0, -5811319600, 0, -8677102440, 0, 1115498764, 0, 40536764356, 0, 5407887500, 0, 12673769708, 0, 1728802848, 0, -13799832984, 0, -17842079516, 0, -5898437500, 0, 90377541264, 0, 12636930320, 0, 66213933922, 0, -41986488924, 0, -19761337500, 0, 24785411160, 0, 13208740020, 0, 89014903096, 0, 57180301568, 0, 90304375000, 0, -61787462828, 0, 251492724912, 0, 324743997084, 0, 262566173756, 0, -204521300000, 0, -65310754452, 0, -108746026100, 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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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-0.15466743006160477, -0.3261828875508893, -0.16349625092681838, -0.23638053176229198, -0.2634372352312744, -0.285768026866951, -0.18743251114495202, -0.3552604637111094, -0.14680696499993562, -0.2642891151399947, -0.13385234163688248, -0.3235746730617234, -0.09828054893326321, -0.2768281776268772, -0.26811217981420393, -0.35729608405125035, -0.27050195982628855, -0.39092070703193776, -0.2640622814391924, -0.20500273661815294, -0.11181122798960959, -0.105386080088608, -0.21988286353730038, -0.26757409301450347, -0.20031162947268188, -0.11431347092250266, -0.3272469645191372, -0.372506276508028, -0.3735336335365198, -0.2712440403730864, -0.2420996303159963, -0.38563094593910363, -0.08738883878324116, -0.10139834405365022, -0.11380450886650711, -0.26137538881628003, -0.23064510710273964, -0.1892838656343031, -0.21554516487339775, -0.2511776303278464, -0.2932890136949273, -0.3232591870308381, -0.15367077126278136, -0.19160282784335925, -0.2646173350974063, -0.18235273103903857, 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-0.23008510780050778, -0.14882807617720117, -0.35523215772178, -0.11528587968693484, -0.41415359942633667, -0.14550330672584255, -0.08051060249635043, -0.27369925594980055, -0.16058853851504767, -0.19203928588111466, -0.328917392473044, -0.43659472492240414, -0.31974840768781637, -0.2205150578310592, -0.3045089005628714, -0.19438677962753248, -0.21881453557112293, -0.2733484093850594, -0.13490034380141616, -0.3126837384359771, -0.27136366379763677, -0.15428251272710083, -0.24535196381562405, -0.24413583572145153, -0.24933632283019588], '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': 22.68670773233379, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597965549648, 'label': '80.12.a.g.1.1', 'level': 80, 'weight': 12}
• mf_newspaces •

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

  
  {'ALdims': [6, 5, 5, 6], 'Nk2': 11520, 'analytic_conductor': 61.46745444476711, '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': [80, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 126, 'dim': 22, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 201326672, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3], 'label': '80.12.a', 'level': 80, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 138, 'mf_new_dim': 22, 'num_forms': 13, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 144, 'trace_bound': 3, 'trace_display': [0, -486, 0, 136306], 'traces': [22, 0, -486, 0, 0, 0, 136306, 0, 1091834, 0, 540844, 0, 0, 0, 1518750, 0, 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205121688682008, 0, 880197366284556, 0, -615384698047872, 0, 2768797095434618, 0, -619251425687500, 0, 7465583935508218, 0, 4552240856637904, 0, 10155690589391920, 0, 4469348876815736, 0, -1825309408087500, 0, 308779799662620, 0, -17723189584073336, 0, -1044620913358784, 0, 1481832409180712, 0, 3866435369825000, 0, 5039723390019316, 0, -16749925537342484, 0, 13598374913435912, 0, -11516125030722356, 0, -1773523945312500, 0, -6143647701611880, 0, 11043194564739108, 0, 2351627181693220, 0, -25084799989848934, 0, -1934987566075000, 0, -14156131816814436, 0, -4669496259489928, 0, -1859204089796900, 0, 26747026061122896, 0, 1677827684950000, 0, 2541204651202416, 0, -7534457577244540, 0, -2464312551934400, 0, 22567259078653168, 0, -4922843359962500, 0, -4709235059751844, 0, 2818410002204252, 0, 3189661211855928, 0, 19910872530174808, 0, 3970667066425000, 0, 2755569460890064, 0, 17906827194146360, 0, 291555505512516, 0, -21884890065324564, 0, 1700814960937500, 0, -11133233663638574, 0, 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-99973994377087088, 0, 4510784694021816, 0], 'weight': 12, '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: 45696669
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597965549648, 'source_is_minimal': False, 'source_label': '80.12.a.g.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597965549648, 'target_is_minimal': False, 'target_label': '80.12.a.g.1.1', 'target_level': 80, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 45696670
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597965549648, 'source_is_minimal': False, 'source_label': '80.12.a.g.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799083438090, 'target_is_minimal': True, 'target_label': '10.12.a.d.1.2', 'target_level': 10, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 45696671
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597965549648, 'source_is_minimal': False, 'source_label': '80.12.a.g.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596102402138, 'target_is_minimal': False, 'target_label': '90.12.a.l.1.1', 'target_level': 90, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 12}
  • id: 45696672
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597965549648, 'source_is_minimal': False, 'source_label': '80.12.a.g.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518067057655858, 'target_is_minimal': False, 'target_label': '50.12.b.f.49.2', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 45696673
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597965549648, 'source_is_minimal': False, 'source_label': '80.12.a.g.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518067057655858, 'target_is_minimal': False, 'target_label': '50.12.b.f.49.3', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 12}
  • id: 45696674
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597965549648, 'source_is_minimal': False, 'source_label': '80.12.a.g.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998338179122, 'target_is_minimal': False, 'target_label': '50.12.a.f.1.1', 'target_level': 50, 'twist_class_label': '10.12.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 250625
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597965549648, 'p': 2}
  • id: 250626
    {'charpoly_factorization': [[[-105696, 604, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 3}
  • id: 250627
    {'charpoly_factorization': [[[-3125, 1], 2]], 'hecke_orbit_code': 27021597965549648, 'p': 5}
  • id: 250628
    {'charpoly_factorization': [[[-6119033984, 14092, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 7}
  • id: 250629
    {'charpoly_factorization': [[[-265195133136, 421584, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 11}
  • id: 250630
    {'charpoly_factorization': [[[333553271044, -1730524, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 13}
  • id: 250631
    {'charpoly_factorization': [[[5019281400996, 6323628, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 17}
  • id: 250632
    {'charpoly_factorization': [[[197971028059600, -28897400, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 19}
  • id: 250633
    {'charpoly_factorization': [[[210845436908544, -45236076, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 23}
  • id: 250634
    {'charpoly_factorization': [[[-1431748799689500, -58226220, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 29}
  • id: 250635
    {'charpoly_factorization': [[[-2105156208388736, 41413384, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 31}
  • id: 250636
    {'charpoly_factorization': [[[17480309948609476, -377255452, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 37}
  • id: 250637
    {'charpoly_factorization': [[[-114826671650505276, 785271036, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 41}
  • id: 250638
    {'charpoly_factorization': [[[336108509700485824, -1452987236, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 43}
  • id: 250639
    {'charpoly_factorization': [[[-442680671101528224, -1288127748, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 47}
  • id: 250640
    {'charpoly_factorization': [[[-16603893556543158876, 30490836, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 53}
  • id: 250641
    {'charpoly_factorization': [[[18509725251559962000, 8677102440, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 59}
  • id: 250642
    {'charpoly_factorization': [[[-103704002815741824476, -1115498764, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 61}
  • id: 250643
    {'charpoly_factorization': [[[-60746012945005563584, -12673769708, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 67}
  • id: 250644
    {'charpoly_factorization': [[[35725810972161089664, 13799832984, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 71}
  • id: 250645
    {'charpoly_factorization': [[[-94457912778074183036, 17842079516, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 73}
  • id: 250646
    {'charpoly_factorization': [[[-138170886783705228800, -12636930320, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 79}
  • id: 250647
    {'charpoly_factorization': [[[-754529899228717633056, 41986488924, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 83}
  • id: 250648
    {'charpoly_factorization': [[[-209237659093918359900, -13208740020, 1], 1]], 'hecke_orbit_code': 27021597965549648, 'p': 89}
  • id: 250649
    {'charpoly_factorization': [[[-5142463397427716320604, 61787462828, 1], 1]], 'hecke_orbit_code': 27021597965549648, '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': 7, 'label': '80.12.a.g', 'level': 80, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46989517
    {'hecke_orbit_code': 27021597965549648, 'n': 1, 'trace_an': 2}
  • id: 46989518
    {'hecke_orbit_code': 27021597965549648, 'n': 2, 'trace_an': 0}
  • id: 46989519
    {'hecke_orbit_code': 27021597965549648, 'n': 3, 'trace_an': -604}
  • id: 46989520
    {'hecke_orbit_code': 27021597965549648, 'n': 4, 'trace_an': 0}
  • id: 46989521
    {'hecke_orbit_code': 27021597965549648, 'n': 5, 'trace_an': 6250}
  • id: 46989522
    {'hecke_orbit_code': 27021597965549648, 'n': 6, 'trace_an': 0}
  • id: 46989523
    {'hecke_orbit_code': 27021597965549648, 'n': 7, 'trace_an': -14092}
  • id: 46989524
    {'hecke_orbit_code': 27021597965549648, 'n': 8, 'trace_an': 0}
  • id: 46989525
    {'hecke_orbit_code': 27021597965549648, 'n': 9, 'trace_an': 221914}
  • id: 46989526
    {'hecke_orbit_code': 27021597965549648, 'n': 10, 'trace_an': 0}
  • id: 46989527
    {'hecke_orbit_code': 27021597965549648, 'n': 11, 'trace_an': -421584}
  • id: 46989528
    {'hecke_orbit_code': 27021597965549648, 'n': 12, 'trace_an': 0}
  • id: 46989529
    {'hecke_orbit_code': 27021597965549648, 'n': 13, 'trace_an': 1730524}
  • id: 46989530
    {'hecke_orbit_code': 27021597965549648, 'n': 14, 'trace_an': 0}
  • id: 46989531
    {'hecke_orbit_code': 27021597965549648, 'n': 15, 'trace_an': -1887500}
  • id: 46989532
    {'hecke_orbit_code': 27021597965549648, 'n': 16, 'trace_an': 0}
  • id: 46989533
    {'hecke_orbit_code': 27021597965549648, 'n': 17, 'trace_an': -6323628}
  • id: 46989534
    {'hecke_orbit_code': 27021597965549648, 'n': 18, 'trace_an': 0}
  • id: 46989535
    {'hecke_orbit_code': 27021597965549648, 'n': 19, 'trace_an': 28897400}
  • id: 46989536
    {'hecke_orbit_code': 27021597965549648, 'n': 20, 'trace_an': 0}
  • id: 46989537
    {'hecke_orbit_code': 27021597965549648, 'n': 21, 'trace_an': -65446816}
  • id: 46989538
    {'hecke_orbit_code': 27021597965549648, 'n': 22, 'trace_an': 0}
  • id: 46989539
    {'hecke_orbit_code': 27021597965549648, 'n': 23, 'trace_an': 45236076}
  • id: 46989540
    {'hecke_orbit_code': 27021597965549648, 'n': 24, 'trace_an': 0}
  • id: 46989541
    {'hecke_orbit_code': 27021597965549648, 'n': 25, 'trace_an': 19531250}
  • id: 46989542
    {'hecke_orbit_code': 27021597965549648, 'n': 26, 'trace_an': 0}
  • id: 46989543
    {'hecke_orbit_code': 27021597965549648, 'n': 27, 'trace_an': -197876440}
  • id: 46989544
    {'hecke_orbit_code': 27021597965549648, 'n': 28, 'trace_an': 0}
  • id: 46989545
    {'hecke_orbit_code': 27021597965549648, 'n': 29, 'trace_an': 58226220}
  • id: 46989546
    {'hecke_orbit_code': 27021597965549648, 'n': 30, 'trace_an': 0}
  • id: 46989547
    {'hecke_orbit_code': 27021597965549648, 'n': 31, 'trace_an': -41413384}
  • id: 46989548
    {'hecke_orbit_code': 27021597965549648, 'n': 32, 'trace_an': 0}
  • id: 46989549
    {'hecke_orbit_code': 27021597965549648, 'n': 33, 'trace_an': -366506832}
  • id: 46989550
    {'hecke_orbit_code': 27021597965549648, 'n': 34, 'trace_an': 0}
  • id: 46989551
    {'hecke_orbit_code': 27021597965549648, 'n': 35, 'trace_an': -44037500}
  • id: 46989552
    {'hecke_orbit_code': 27021597965549648, 'n': 36, 'trace_an': 0}
  • id: 46989553
    {'hecke_orbit_code': 27021597965549648, 'n': 37, 'trace_an': 377255452}
  • id: 46989554
    {'hecke_orbit_code': 27021597965549648, 'n': 38, 'trace_an': 0}
  • id: 46989555
    {'hecke_orbit_code': 27021597965549648, 'n': 39, 'trace_an': -1094415848}
  • id: 46989556
    {'hecke_orbit_code': 27021597965549648, 'n': 40, 'trace_an': 0}
  • id: 46989557
    {'hecke_orbit_code': 27021597965549648, 'n': 41, 'trace_an': -785271036}
  • id: 46989558
    {'hecke_orbit_code': 27021597965549648, 'n': 42, 'trace_an': 0}
  • id: 46989559
    {'hecke_orbit_code': 27021597965549648, 'n': 43, 'trace_an': 1452987236}
  • id: 46989560
    {'hecke_orbit_code': 27021597965549648, 'n': 44, 'trace_an': 0}
  • id: 46989561
    {'hecke_orbit_code': 27021597965549648, 'n': 45, 'trace_an': 693481250}
  • id: 46989562
    {'hecke_orbit_code': 27021597965549648, 'n': 46, 'trace_an': 0}
  • id: 46989563
    {'hecke_orbit_code': 27021597965549648, 'n': 47, 'trace_an': 1288127748}
  • id: 46989564
    {'hecke_orbit_code': 27021597965549648, 'n': 48, 'trace_an': 0}
  • id: 46989565
    {'hecke_orbit_code': 27021597965549648, 'n': 49, 'trace_an': 8481998946}
  • id: 46989566
    {'hecke_orbit_code': 27021597965549648, 'n': 50, 'trace_an': 0}
  • id: 46989567
    {'hecke_orbit_code': 27021597965549648, 'n': 51, 'trace_an': 3889762056}
  • id: 46989568
    {'hecke_orbit_code': 27021597965549648, 'n': 52, 'trace_an': 0}
  • id: 46989569
    {'hecke_orbit_code': 27021597965549648, 'n': 53, 'trace_an': -30490836}
  • id: 46989570
    {'hecke_orbit_code': 27021597965549648, 'n': 54, 'trace_an': 0}
  • id: 46989571
    {'hecke_orbit_code': 27021597965549648, 'n': 55, 'trace_an': -1317450000}
  • id: 46989572
    {'hecke_orbit_code': 27021597965549648, 'n': 56, 'trace_an': 0}
  • id: 46989573
    {'hecke_orbit_code': 27021597965549648, 'n': 57, 'trace_an': -5811319600}
  • id: 46989574
    {'hecke_orbit_code': 27021597965549648, 'n': 58, 'trace_an': 0}
  • id: 46989575
    {'hecke_orbit_code': 27021597965549648, 'n': 59, 'trace_an': -8677102440}
  • id: 46989576
    {'hecke_orbit_code': 27021597965549648, 'n': 60, 'trace_an': 0}
  • id: 46989577
    {'hecke_orbit_code': 27021597965549648, 'n': 61, 'trace_an': 1115498764}
  • id: 46989578
    {'hecke_orbit_code': 27021597965549648, 'n': 62, 'trace_an': 0}
  • id: 46989579
    {'hecke_orbit_code': 27021597965549648, 'n': 63, 'trace_an': 40536764356}
  • id: 46989580
    {'hecke_orbit_code': 27021597965549648, 'n': 64, 'trace_an': 0}
  • id: 46989581
    {'hecke_orbit_code': 27021597965549648, 'n': 65, 'trace_an': 5407887500}
  • id: 46989582
    {'hecke_orbit_code': 27021597965549648, 'n': 66, 'trace_an': 0}
  • id: 46989583
    {'hecke_orbit_code': 27021597965549648, 'n': 67, 'trace_an': 12673769708}
  • id: 46989584
    {'hecke_orbit_code': 27021597965549648, 'n': 68, 'trace_an': 0}
  • id: 46989585
    {'hecke_orbit_code': 27021597965549648, 'n': 69, 'trace_an': 1728802848}
  • id: 46989586
    {'hecke_orbit_code': 27021597965549648, 'n': 70, 'trace_an': 0}
  • id: 46989587
    {'hecke_orbit_code': 27021597965549648, 'n': 71, 'trace_an': -13799832984}
  • id: 46989588
    {'hecke_orbit_code': 27021597965549648, 'n': 72, 'trace_an': 0}
  • id: 46989589
    {'hecke_orbit_code': 27021597965549648, 'n': 73, 'trace_an': -17842079516}
  • id: 46989590
    {'hecke_orbit_code': 27021597965549648, 'n': 74, 'trace_an': 0}
  • id: 46989591
    {'hecke_orbit_code': 27021597965549648, 'n': 75, 'trace_an': -5898437500}
  • id: 46989592
    {'hecke_orbit_code': 27021597965549648, 'n': 76, 'trace_an': 0}
  • id: 46989593
    {'hecke_orbit_code': 27021597965549648, 'n': 77, 'trace_an': 90377541264}
  • id: 46989594
    {'hecke_orbit_code': 27021597965549648, 'n': 78, 'trace_an': 0}
  • id: 46989595
    {'hecke_orbit_code': 27021597965549648, 'n': 79, 'trace_an': 12636930320}
  • id: 46989596
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    {'hecke_orbit_code': 27021597965549648, 'n': 997, 'trace_an': 46016055069917932}