Embedded newform data - 90.12.a.l.1.1

Formats: - HTML - YAML - JSON - 2025-04-23T22:23:25.898982

• 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': 12960, 'analytic_conductor': 69.150886250363, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [5, 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': [90, 1, [11, 37], [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': [[7, [-6119033984, -14092, 1]], [11, [-265195133136, 421584, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596102402138, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [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': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '90.12.a.l', 'level': 90, '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, 3, 5], 'level_radical': 30, 'minimal_twist': '10.12.a.d', 'nf_label': '2.2.1969.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{5}q^{2}+2^{10}q^{4}-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': '90.12.a', 'trace_display': [-64, 0, -6250, 14092], 'trace_hash': 2014968071156392630, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.917', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.347', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.483', 'prec': 17}, {'__RealLiteral__': 0, 'data': '65.276', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -64, 0, 2048, -6250, 0, 14092, -65536, 0, 200000, -421584, 0, 1730524, -450944, 0, 2097152, 6323628, 0, -28897400, -6400000, 0, 13490688, 45236076, 0, 19531250, -55376768, 0, 14430208, -58226220, 0, 41413384, -67108864, 0, -202356096, -44037500, 0, 377255452, 924716800, 0, 204800000, 785271036, 0, -1452987236, -431702016, 0, -1447554432, 1288127748, 0, 8481998946, -625000000, 0, 1772056576, 30490836, 0, 1317450000, -461766656, 0, 1863239040, -8677102440, 0, 1115498764, -1325228288, 0, 2147483648, -5407887500, 0, -12673769708, 6475395072, 0, 1409200000, -13799832984, 0, -17842079516, -12072174464, 0, -29590937600, -90377541264, 0, -12636930320, -6553600000, 0, -25128673152, -41986488924, 0, -19761337500, 46495591552, 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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-0.2811854644288771, -0.2733484093850594, -0.36509965619858387, -0.18731626156402292, -0.27136366379763677, -0.34571748727289914, -0.24535196381562405, -0.25586416427854847, -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': -21.68670773233379, 'hecke_orbit': 12, 'hecke_orbit_code': 49539596102402138, 'label': '90.12.a.l.1.1', 'level': 90, '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': [2, 1, 3, 3, 1, 2, 3, 2], 'Nk2': 12960, 'analytic_conductor': 69.150886250363, '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': [90, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 190, 'dim': 17, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 201326682, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2], 'label': '90.12.a', 'level': 90, '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, 3, 5], 'level_radical': 30, 'mf_dim': 206, 'mf_new_dim': 17, 'num_forms': 14, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 216, 'trace_bound': 7, 'trace_display': [-32, 0, -3125, -22880], 'traces': [17, -32, 0, 17408, -3125, 0, -22880, -32768, 0, 100000, 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0, -83906752098359008, 135726260376462848, 0, 24783495991656448, 128598776850925086, 0, 40054124381586768, -32128012291200000, 0, 94559459043625344, -75856174515533832, 0, -20021503727156250, -14019027941351808, 0, -26564128995745792, -73590299953641672, 0, 156739238494618000, 2227271792328704, 0, 27456810938393088, 54088599962525000, 0, 48753180133554262, 40209177183423872, 0, 1000000000000000], '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: 47369041
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539596102402138, 'source_is_minimal': False, 'source_label': '90.12.a.l.1.1', 'source_level': 90, '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': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 47369042
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539596102402138, 'source_is_minimal': False, 'source_label': '90.12.a.l.1.1', 'source_level': 90, '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': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 47369043
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539596102402138, 'source_is_minimal': False, 'source_label': '90.12.a.l.1.1', 'source_level': 90, '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': '12.11', 'twisting_conrey_index': 11, 'weight': 12}
  • id: 47369044
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539596102402138, 'source_is_minimal': False, 'source_label': '90.12.a.l.1.1', 'source_level': 90, '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': '15.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 47369045
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539596102402138, 'source_is_minimal': False, 'source_label': '90.12.a.l.1.1', 'source_level': 90, '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': '15.8', 'twisting_conrey_index': 8, 'weight': 12}
  • id: 47369046
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 49539596102402138, 'source_is_minimal': False, 'source_label': '90.12.a.l.1.1', 'source_level': 90, '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': '15.14', 'twisting_conrey_index': 14, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 273375
    {'charpoly_factorization': [[[32, 1], 2]], 'hecke_orbit_code': 49539596102402138, 'p': 2}
  • id: 273376
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 49539596102402138, 'p': 3}
  • id: 273377
    {'charpoly_factorization': [[[3125, 1], 2]], 'hecke_orbit_code': 49539596102402138, 'p': 5}
  • id: 273378
    {'charpoly_factorization': [[[-6119033984, -14092, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 7}
  • id: 273379
    {'charpoly_factorization': [[[-265195133136, 421584, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 11}
  • id: 273380
    {'charpoly_factorization': [[[333553271044, -1730524, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 13}
  • id: 273381
    {'charpoly_factorization': [[[5019281400996, -6323628, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 17}
  • id: 273382
    {'charpoly_factorization': [[[197971028059600, 28897400, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 19}
  • id: 273383
    {'charpoly_factorization': [[[210845436908544, -45236076, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 23}
  • id: 273384
    {'charpoly_factorization': [[[-1431748799689500, 58226220, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 29}
  • id: 273385
    {'charpoly_factorization': [[[-2105156208388736, -41413384, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 31}
  • id: 273386
    {'charpoly_factorization': [[[17480309948609476, -377255452, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 37}
  • id: 273387
    {'charpoly_factorization': [[[-114826671650505276, -785271036, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 41}
  • id: 273388
    {'charpoly_factorization': [[[336108509700485824, 1452987236, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 43}
  • id: 273389
    {'charpoly_factorization': [[[-442680671101528224, -1288127748, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 47}
  • id: 273390
    {'charpoly_factorization': [[[-16603893556543158876, -30490836, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 53}
  • id: 273391
    {'charpoly_factorization': [[[18509725251559962000, 8677102440, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 59}
  • id: 273392
    {'charpoly_factorization': [[[-103704002815741824476, -1115498764, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 61}
  • id: 273393
    {'charpoly_factorization': [[[-60746012945005563584, 12673769708, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 67}
  • id: 273394
    {'charpoly_factorization': [[[35725810972161089664, 13799832984, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 71}
  • id: 273395
    {'charpoly_factorization': [[[-94457912778074183036, 17842079516, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 73}
  • id: 273396
    {'charpoly_factorization': [[[-138170886783705228800, 12636930320, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 79}
  • id: 273397
    {'charpoly_factorization': [[[-754529899228717633056, 41986488924, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 83}
  • id: 273398
    {'charpoly_factorization': [[[-209237659093918359900, 13208740020, 1], 1]], 'hecke_orbit_code': 49539596102402138, 'p': 89}
  • id: 273399
    {'charpoly_factorization': [[[-5142463397427716320604, 61787462828, 1], 1]], 'hecke_orbit_code': 49539596102402138, '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': 12, 'label': '90.12.a.l', 'level': 90, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56788099
    {'hecke_orbit_code': 49539596102402138, 'n': 1, 'trace_an': 2}
  • id: 56788100
    {'hecke_orbit_code': 49539596102402138, 'n': 2, 'trace_an': -64}
  • id: 56788101
    {'hecke_orbit_code': 49539596102402138, 'n': 3, 'trace_an': 0}
  • id: 56788102
    {'hecke_orbit_code': 49539596102402138, 'n': 4, 'trace_an': 2048}
  • id: 56788103
    {'hecke_orbit_code': 49539596102402138, 'n': 5, 'trace_an': -6250}
  • id: 56788104
    {'hecke_orbit_code': 49539596102402138, 'n': 6, 'trace_an': 0}
  • id: 56788105
    {'hecke_orbit_code': 49539596102402138, 'n': 7, 'trace_an': 14092}
  • id: 56788106
    {'hecke_orbit_code': 49539596102402138, 'n': 8, 'trace_an': -65536}
  • id: 56788107
    {'hecke_orbit_code': 49539596102402138, 'n': 9, 'trace_an': 0}
  • id: 56788108
    {'hecke_orbit_code': 49539596102402138, 'n': 10, 'trace_an': 200000}
  • id: 56788109
    {'hecke_orbit_code': 49539596102402138, 'n': 11, 'trace_an': -421584}
  • id: 56788110
    {'hecke_orbit_code': 49539596102402138, 'n': 12, 'trace_an': 0}
  • id: 56788111
    {'hecke_orbit_code': 49539596102402138, 'n': 13, 'trace_an': 1730524}
  • id: 56788112
    {'hecke_orbit_code': 49539596102402138, 'n': 14, 'trace_an': -450944}
  • id: 56788113
    {'hecke_orbit_code': 49539596102402138, 'n': 15, 'trace_an': 0}
  • id: 56788114
    {'hecke_orbit_code': 49539596102402138, 'n': 16, 'trace_an': 2097152}
  • id: 56788115
    {'hecke_orbit_code': 49539596102402138, 'n': 17, 'trace_an': 6323628}
  • id: 56788116
    {'hecke_orbit_code': 49539596102402138, 'n': 18, 'trace_an': 0}
  • id: 56788117
    {'hecke_orbit_code': 49539596102402138, 'n': 19, 'trace_an': -28897400}
  • id: 56788118
    {'hecke_orbit_code': 49539596102402138, 'n': 20, 'trace_an': -6400000}
  • id: 56788119
    {'hecke_orbit_code': 49539596102402138, 'n': 21, 'trace_an': 0}
  • id: 56788120
    {'hecke_orbit_code': 49539596102402138, 'n': 22, 'trace_an': 13490688}
  • id: 56788121
    {'hecke_orbit_code': 49539596102402138, 'n': 23, 'trace_an': 45236076}
  • id: 56788122
    {'hecke_orbit_code': 49539596102402138, 'n': 24, 'trace_an': 0}
  • id: 56788123
    {'hecke_orbit_code': 49539596102402138, 'n': 25, 'trace_an': 19531250}
  • id: 56788124
    {'hecke_orbit_code': 49539596102402138, 'n': 26, 'trace_an': -55376768}
  • id: 56788125
    {'hecke_orbit_code': 49539596102402138, 'n': 27, 'trace_an': 0}
  • id: 56788126
    {'hecke_orbit_code': 49539596102402138, 'n': 28, 'trace_an': 14430208}
  • id: 56788127
    {'hecke_orbit_code': 49539596102402138, 'n': 29, 'trace_an': -58226220}
  • id: 56788128
    {'hecke_orbit_code': 49539596102402138, 'n': 30, 'trace_an': 0}
  • id: 56788129
    {'hecke_orbit_code': 49539596102402138, 'n': 31, 'trace_an': 41413384}
  • id: 56788130
    {'hecke_orbit_code': 49539596102402138, 'n': 32, 'trace_an': -67108864}
  • id: 56788131
    {'hecke_orbit_code': 49539596102402138, 'n': 33, 'trace_an': 0}
  • id: 56788132
    {'hecke_orbit_code': 49539596102402138, 'n': 34, 'trace_an': -202356096}
  • id: 56788133
    {'hecke_orbit_code': 49539596102402138, 'n': 35, 'trace_an': -44037500}
  • id: 56788134
    {'hecke_orbit_code': 49539596102402138, 'n': 36, 'trace_an': 0}
  • id: 56788135
    {'hecke_orbit_code': 49539596102402138, 'n': 37, 'trace_an': 377255452}
  • id: 56788136
    {'hecke_orbit_code': 49539596102402138, 'n': 38, 'trace_an': 924716800}
  • id: 56788137
    {'hecke_orbit_code': 49539596102402138, 'n': 39, 'trace_an': 0}
  • id: 56788138
    {'hecke_orbit_code': 49539596102402138, 'n': 40, 'trace_an': 204800000}
  • id: 56788139
    {'hecke_orbit_code': 49539596102402138, 'n': 41, 'trace_an': 785271036}
  • id: 56788140
    {'hecke_orbit_code': 49539596102402138, 'n': 42, 'trace_an': 0}
  • id: 56788141
    {'hecke_orbit_code': 49539596102402138, 'n': 43, 'trace_an': -1452987236}
  • id: 56788142
    {'hecke_orbit_code': 49539596102402138, 'n': 44, 'trace_an': -431702016}
  • id: 56788143
    {'hecke_orbit_code': 49539596102402138, 'n': 45, 'trace_an': 0}
  • id: 56788144
    {'hecke_orbit_code': 49539596102402138, 'n': 46, 'trace_an': -1447554432}
  • id: 56788145
    {'hecke_orbit_code': 49539596102402138, 'n': 47, 'trace_an': 1288127748}
  • id: 56788146
    {'hecke_orbit_code': 49539596102402138, 'n': 48, 'trace_an': 0}
  • id: 56788147
    {'hecke_orbit_code': 49539596102402138, 'n': 49, 'trace_an': 8481998946}
  • id: 56788148
    {'hecke_orbit_code': 49539596102402138, 'n': 50, 'trace_an': -625000000}
  • id: 56788149
    {'hecke_orbit_code': 49539596102402138, 'n': 51, 'trace_an': 0}
  • id: 56788150
    {'hecke_orbit_code': 49539596102402138, 'n': 52, 'trace_an': 1772056576}
  • id: 56788151
    {'hecke_orbit_code': 49539596102402138, 'n': 53, 'trace_an': 30490836}
  • id: 56788152
    {'hecke_orbit_code': 49539596102402138, 'n': 54, 'trace_an': 0}
  • id: 56788153
    {'hecke_orbit_code': 49539596102402138, 'n': 55, 'trace_an': 1317450000}
  • id: 56788154
    {'hecke_orbit_code': 49539596102402138, 'n': 56, 'trace_an': -461766656}
  • id: 56788155
    {'hecke_orbit_code': 49539596102402138, 'n': 57, 'trace_an': 0}
  • id: 56788156
    {'hecke_orbit_code': 49539596102402138, 'n': 58, 'trace_an': 1863239040}
  • id: 56788157
    {'hecke_orbit_code': 49539596102402138, 'n': 59, 'trace_an': -8677102440}
  • id: 56788158
    {'hecke_orbit_code': 49539596102402138, 'n': 60, 'trace_an': 0}
  • id: 56788159
    {'hecke_orbit_code': 49539596102402138, 'n': 61, 'trace_an': 1115498764}
  • id: 56788160
    {'hecke_orbit_code': 49539596102402138, 'n': 62, 'trace_an': -1325228288}
  • id: 56788161
    {'hecke_orbit_code': 49539596102402138, 'n': 63, 'trace_an': 0}
  • id: 56788162
    {'hecke_orbit_code': 49539596102402138, 'n': 64, 'trace_an': 2147483648}
  • id: 56788163
    {'hecke_orbit_code': 49539596102402138, 'n': 65, 'trace_an': -5407887500}
  • id: 56788164
    {'hecke_orbit_code': 49539596102402138, 'n': 66, 'trace_an': 0}
  • id: 56788165
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    {'hecke_orbit_code': 49539596102402138, 'n': 947, 'trace_an': 10040979083078028}
  • id: 56788349
    {'hecke_orbit_code': 49539596102402138, 'n': 953, 'trace_an': 5489257747508076}
  • id: 56788350
    {'hecke_orbit_code': 49539596102402138, 'n': 961, 'trace_an': -44891573001700734}
  • id: 56788351
    {'hecke_orbit_code': 49539596102402138, 'n': 967, 'trace_an': -15046076133491348}
  • id: 56788352
    {'hecke_orbit_code': 49539596102402138, 'n': 971, 'trace_an': -42871838889231744}
  • id: 56788353
    {'hecke_orbit_code': 49539596102402138, 'n': 977, 'trace_an': 16448259752210028}
  • id: 56788354
    {'hecke_orbit_code': 49539596102402138, 'n': 983, 'trace_an': -18832547208455604}
  • id: 56788355
    {'hecke_orbit_code': 49539596102402138, 'n': 991, 'trace_an': -23348174365141016}
  • id: 56788356
    {'hecke_orbit_code': 49539596102402138, 'n': 997, 'trace_an': 46016055069917932}