Embedded newform data - 12.14.a.b.1.1

Formats: - HTML - YAML - JSON - 2024-05-03T11:09:56.721586

• 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': 2352, 'analytic_conductor': 12.867711474229523, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [12, 1, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[5, [24570, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251532, 'hecke_ring_generator_nbound': 1, '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': '12.14.a.b', 'level': 12, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.14.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{6}q^{3}-24570q^{5}-173704q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '12.14.a', 'trace_display': [0, 729, -24570, -173704], 'trace_hash': 10108292462257958, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.909', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.692', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 729, 0, -24570, 0, -173704, 0, 531441, 0, -970164, 0, -24149410, 0, -17911530, 0, -157097934, 0, -119524780, 0, -126630216, 0, -94974984, 0, -617018225, 0, 387420489, 0, 4979572254, 0, 5638274384, 0, -707249556, 0, 4267907280, 0, -5881410442, 0, -17604919890, 0, 25753836330, 0, -68456366164, 0, -13057505370, 0, 2961760464, 0, -66715930791, 0, -114524393886, 0, 312742734102, 0, 23836929480, 0, -87133564620, 0, 461474147484, 0, 283119140462, 0, -92313427464, 0, 593351003700, 0, -1303439183836, 0, -69236763336, 0, -1263983854680, 0, 594014324138, 0, -449806286025, 0, 168521367456, 0, -1153793301952, 0, 282429536481, 0, -4820378432364, 0, 3859896238380, 0, 3630108173166, 0, 728548990650, 0, 4194849114640, 0, 4110302025936, 0, 2936723844600, 0, 2588736358562, 0, -515584926324, 0, -15150297677562, 0, 6944111183864, 0, 3111304407120, 0, -17089404956532, 0, -18787838933122, 0, -4287548212218, 0, 1001648256498, 0, 2333535356880, 0, -12833986599810, 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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'angles': [None, None, -0.3071840647064018, -0.29500555856106847, -0.2631545934053423, -0.37203610303841733, -0.39476893694249393, -0.2970649953691785, -0.2606535120851476, -0.10830053378094928, -0.1533722915157433, -0.28016924404846677, -0.1804240690696484, -0.40461869646339566, -0.24681042321115332, -0.03967438414606329, -0.12385788062373568, -0.19278493166502128, -0.4212912049805292, -0.3495523104548277, -0.2131121150968771, -0.29301726894519814, -0.40004333728075797, -0.23762196339511127, -0.22478376737911268, -0.37566876171605734, -0.20375187776209952, -0.3427681760197568, -0.34012806514385446, -0.24639809241026694, -0.21622029128476142, -0.14944345106527598, -0.1997004503588623, -0.21213924363187497, -0.27473786491581054, -0.367879850067299, -0.2486962066548538, -0.15421708933690137, -0.4256187382315181, -0.11404877396762324, -0.3569422686600237, -0.193858752980147, -0.348409691798876, -0.33606894751752325, -0.21639460009219147, -0.26870590431033164, -0.2080577303654192, 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• 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], [3, -1]], 1, 1], [[[2, -1], [3, 1]], 1, 1]], 'ALdims': [0, 0, 1, 1], 'Nk2': 2352, 'analytic_conductor': 12.867711474229523, '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': [12, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 2, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 234881036, 'hecke_orbit_dims': [1, 1], 'label': '12.14.a', 'level': 12, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 29, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 28, 'trace_bound': 3, 'trace_display': [0, 0, -39420, -236600], 'traces': [2, 0, 0, 0, -39420, 0, -236600, 0, 1062882, 0, 4134672, 0, -12665300, 0, -7085880, 0, -37133100, 0, 213076240, 0, 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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: 34476083
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251532, 'source_is_minimal': True, 'source_label': '12.14.a.b.1.1', 'source_level': 12, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599862251532, 'target_is_minimal': True, 'target_label': '12.14.a.b.1.1', 'target_level': 12, 'twist_class_label': '12.14.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 34476084
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251532, 'source_is_minimal': True, 'source_label': '12.14.a.b.1.1', 'source_level': 12, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799116992548, 'target_is_minimal': False, 'target_label': '36.14.a.d.1.1', 'target_level': 36, 'twist_class_label': '12.14.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 34476085
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251532, 'source_is_minimal': True, 'source_label': '12.14.a.b.1.1', 'source_level': 12, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 234881072, 'target_is_minimal': False, 'target_label': '48.14.a.a.1.1', 'target_level': 48, 'twist_class_label': '12.14.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 34476086
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251532, 'source_is_minimal': True, 'source_label': '12.14.a.b.1.1', 'source_level': 12, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797253845184, 'target_is_minimal': False, 'target_label': '192.14.a.i.1.1', 'target_level': 192, 'twist_class_label': '12.14.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 14}
  • id: 34476087
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251532, 'source_is_minimal': True, 'source_label': '12.14.a.b.1.1', 'source_level': 12, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799116992704, 'target_is_minimal': False, 'target_label': '192.14.a.d.1.1', 'target_level': 192, 'twist_class_label': '12.14.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 14}
  • id: 34476088
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599862251532, 'source_is_minimal': True, 'source_label': '12.14.a.b.1.1', 'source_level': 12, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396881215632, 'target_is_minimal': False, 'target_label': '144.14.a.j.1.1', 'target_level': 144, 'twist_class_label': '12.14.a.b.1.1', 'twist_class_level': 12, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 52475
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 2}
  • id: 52476
    {'charpoly_factorization': [[[-729, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 3}
  • id: 52477
    {'charpoly_factorization': [[[24570, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 5}
  • id: 52478
    {'charpoly_factorization': [[[173704, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 7}
  • id: 52479
    {'charpoly_factorization': [[[970164, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 11}
  • id: 52480
    {'charpoly_factorization': [[[24149410, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 13}
  • id: 52481
    {'charpoly_factorization': [[[157097934, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 17}
  • id: 52482
    {'charpoly_factorization': [[[119524780, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 19}
  • id: 52483
    {'charpoly_factorization': [[[94974984, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 23}
  • id: 52484
    {'charpoly_factorization': [[[-4979572254, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 29}
  • id: 52485
    {'charpoly_factorization': [[[-5638274384, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 31}
  • id: 52486
    {'charpoly_factorization': [[[5881410442, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 37}
  • id: 52487
    {'charpoly_factorization': [[[-25753836330, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 41}
  • id: 52488
    {'charpoly_factorization': [[[68456366164, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 43}
  • id: 52489
    {'charpoly_factorization': [[[-2961760464, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 47}
  • id: 52490
    {'charpoly_factorization': [[[-312742734102, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 53}
  • id: 52491
    {'charpoly_factorization': [[[-461474147484, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 59}
  • id: 52492
    {'charpoly_factorization': [[[-283119140462, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 61}
  • id: 52493
    {'charpoly_factorization': [[[1303439183836, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 67}
  • id: 52494
    {'charpoly_factorization': [[[1263983854680, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 71}
  • id: 52495
    {'charpoly_factorization': [[[-594014324138, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 73}
  • id: 52496
    {'charpoly_factorization': [[[1153793301952, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 79}
  • id: 52497
    {'charpoly_factorization': [[[4820378432364, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 83}
  • id: 52498
    {'charpoly_factorization': [[[-728548990650, 1], 1]], 'hecke_orbit_code': 4503599862251532, 'p': 89}
  • id: 52499
    {'charpoly_factorization': [[[-2588736358562, 1], 1]], 'hecke_orbit_code': 4503599862251532, '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': 2, 'label': '12.14.a.b', 'level': 12, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 76964000
    {'hecke_orbit_code': 4503599862251532, 'n': 1, 'trace_an': 1}
  • id: 76964001
    {'hecke_orbit_code': 4503599862251532, 'n': 2, 'trace_an': 0}
  • id: 76964002
    {'hecke_orbit_code': 4503599862251532, 'n': 3, 'trace_an': 729}
  • id: 76964003
    {'hecke_orbit_code': 4503599862251532, 'n': 4, 'trace_an': 0}
  • id: 76964004
    {'hecke_orbit_code': 4503599862251532, 'n': 5, 'trace_an': -24570}
  • id: 76964005
    {'hecke_orbit_code': 4503599862251532, 'n': 6, 'trace_an': 0}
  • id: 76964006
    {'hecke_orbit_code': 4503599862251532, 'n': 7, 'trace_an': -173704}
  • id: 76964007
    {'hecke_orbit_code': 4503599862251532, 'n': 8, 'trace_an': 0}
  • id: 76964008
    {'hecke_orbit_code': 4503599862251532, 'n': 9, 'trace_an': 531441}
  • id: 76964009
    {'hecke_orbit_code': 4503599862251532, 'n': 10, 'trace_an': 0}
  • id: 76964010
    {'hecke_orbit_code': 4503599862251532, 'n': 11, 'trace_an': -970164}
  • id: 76964011
    {'hecke_orbit_code': 4503599862251532, 'n': 12, 'trace_an': 0}
  • id: 76964012
    {'hecke_orbit_code': 4503599862251532, 'n': 13, 'trace_an': -24149410}
  • id: 76964013
    {'hecke_orbit_code': 4503599862251532, 'n': 14, 'trace_an': 0}
  • id: 76964014
    {'hecke_orbit_code': 4503599862251532, 'n': 15, 'trace_an': -17911530}
  • id: 76964015
    {'hecke_orbit_code': 4503599862251532, 'n': 16, 'trace_an': 0}
  • id: 76964016
    {'hecke_orbit_code': 4503599862251532, 'n': 17, 'trace_an': -157097934}
  • id: 76964017
    {'hecke_orbit_code': 4503599862251532, 'n': 18, 'trace_an': 0}
  • id: 76964018
    {'hecke_orbit_code': 4503599862251532, 'n': 19, 'trace_an': -119524780}
  • id: 76964019
    {'hecke_orbit_code': 4503599862251532, 'n': 20, 'trace_an': 0}
  • id: 76964020
    {'hecke_orbit_code': 4503599862251532, 'n': 21, 'trace_an': -126630216}
  • id: 76964021
    {'hecke_orbit_code': 4503599862251532, 'n': 22, 'trace_an': 0}
  • id: 76964022
    {'hecke_orbit_code': 4503599862251532, 'n': 23, 'trace_an': -94974984}
  • id: 76964023
    {'hecke_orbit_code': 4503599862251532, 'n': 24, 'trace_an': 0}
  • id: 76964024
    {'hecke_orbit_code': 4503599862251532, 'n': 25, 'trace_an': -617018225}
  • id: 76964025
    {'hecke_orbit_code': 4503599862251532, 'n': 26, 'trace_an': 0}
  • id: 76964026
    {'hecke_orbit_code': 4503599862251532, 'n': 27, 'trace_an': 387420489}
  • id: 76964027
    {'hecke_orbit_code': 4503599862251532, 'n': 28, 'trace_an': 0}
  • id: 76964028
    {'hecke_orbit_code': 4503599862251532, 'n': 29, 'trace_an': 4979572254}
  • id: 76964029
    {'hecke_orbit_code': 4503599862251532, 'n': 30, 'trace_an': 0}
  • id: 76964030
    {'hecke_orbit_code': 4503599862251532, 'n': 31, 'trace_an': 5638274384}
  • id: 76964031
    {'hecke_orbit_code': 4503599862251532, 'n': 32, 'trace_an': 0}
  • id: 76964032
    {'hecke_orbit_code': 4503599862251532, 'n': 33, 'trace_an': -707249556}
  • id: 76964033
    {'hecke_orbit_code': 4503599862251532, 'n': 34, 'trace_an': 0}
  • id: 76964034
    {'hecke_orbit_code': 4503599862251532, 'n': 35, 'trace_an': 4267907280}
  • id: 76964035
    {'hecke_orbit_code': 4503599862251532, 'n': 36, 'trace_an': 0}
  • id: 76964036
    {'hecke_orbit_code': 4503599862251532, 'n': 37, 'trace_an': -5881410442}
  • id: 76964037
    {'hecke_orbit_code': 4503599862251532, 'n': 38, 'trace_an': 0}
  • id: 76964038
    {'hecke_orbit_code': 4503599862251532, 'n': 39, 'trace_an': -17604919890}
  • id: 76964039
    {'hecke_orbit_code': 4503599862251532, 'n': 40, 'trace_an': 0}
  • id: 76964040
    {'hecke_orbit_code': 4503599862251532, 'n': 41, 'trace_an': 25753836330}
  • id: 76964041
    {'hecke_orbit_code': 4503599862251532, 'n': 42, 'trace_an': 0}
  • id: 76964042
    {'hecke_orbit_code': 4503599862251532, 'n': 43, 'trace_an': -68456366164}
  • id: 76964043
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