Embedded newform data - 8.19.d.a.3.1

Formats: - HTML - YAML - JSON - 2024-06-08T09:59:39.066797

• 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': 2888, 'analytic_conductor': 16.430891016781093, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [8, 2, [7, 5], [1, 1]], 'cm_discs': [-8], 'conrey_index': 3, '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, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [3266, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206477197320, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 4, -1, 2, -8]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '8.19.d.a', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.19.d.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 4, 'qexp_display': 'q-2^{9}q^{2}-3266q^{3}+2^{18}q^{4}+1672192q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '18.2.1.d2', 'self_twist_discs': [-8], 'self_twist_type': 1, 'space_label': '8.19.d', 'trace_display': [-512, -3266, 0, 0], 'trace_hash': 914135180046305878, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.973', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.880', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.502', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [1, -512, -3266, 262144, 0, 1672192, 0, -134217728, -376753733, 0, -354349618, -856162304, 0, 0, 0, 68719476736, 119842447106, 192897911296, 335013705758, 0, 0, 181427004416, 0, 438355099648, 3814697265625, 0, 2495793009052, 0, 0, 0, 0, -35184372088832, 1157305852388, -61359332918272, 0, -98763730583552, 0, -171527017348096, 0, 0, 522162604887122, 0, 1000250360894414, -92890626260992, 0, 0, 0, -224437811019776, 1628413597910449, -1953125000000000, -391405432248196, 0, 0, -1277846020634624, 0, 0, -1094154763005628, 0, -10228968070290322, 0, 0, 0, 0, 18014398509481984, 0, -592540596422656, -50467064407716994, 31415978454155264, 0, 0, 0, 50567030058778624, 60615173082969074, 0, -12458801269531250, 87821832882225152, 0, 0, 0, 0, 137810855503871605, -267347253702206464, -352960460737558306, 0, 0, -512128184777939968, 0, 47560000645627904, 487058048464217618, 0, 0, 0, 0, 0, 0, 114912159242125312, 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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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[-0.17409064336005517, 0.0], [0.0, 0.0], [-1.9997420078159964, 0.0], [-0.479641711232294, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.31761007336015157, 0.0], [-0.05270160201794733, 0.0], [-0.20891444379306143, 0.0], [0.0, 0.0], [0.0, 0.0], [-1.8121292236203888, 0.0], [0.0, 0.0], [0.26465246516694396, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.06278763101048067, 0.0], [0.0, 0.0], [0.0, 0.0], [0.3132911408473133, 0.0], [0.0, 0.0], [1.7092142950627451, 0.0], [0.0, 0.0], [0.0, 0.0]], 'angles': [None, -0.2632194841377327, 0.0, 0.0, -0.2619700910339457, 0.0, -0.16569283291415257, -0.16313380041524225, 0.0, 0.0, 0.0, 0.0, -0.10308236351988244, -0.015777110538629048, 0.0, 0.0, -0.3505116113195572, 0.0, -0.4390150776315807, 0.0, -0.1639315330315272, 0.0, -0.44650709179507564, -0.12768238313933244, -0.025447943310140164, 0.0, 0.0, -0.34296050378185444, 0.0, -0.39245109331313094, 0.0, -0.09220967306702055, 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-0.1443597437061475, -0.4154965603873177, 0.0, -0.01251462530622277, 0.0, 0.0, -0.35740468432385397, -0.07505225174221762, 0.0, -0.3021147255681859, -0.48158259807019, 0.0, 0.0, -0.4738289946901866, 0.0, -0.055624384947357365, 0.0, -0.1734873251675458, -0.44798059058022066, 0.0, 0.0, 0.0, 0.0, 0.0, -0.43541281240389534, 0.0, 0.0, 0.0, -0.4083470691893678, -0.3314911235666758, 0.0, -0.34907062818126533, 0.0, -0.1972750760302753, -0.4075097264425398, 0.0, 0.0, -0.006767933123969547, 0.0, 0.0, 0.0, -0.13674814744224556, -0.4161604859250994, 0.0, 0.0, -0.3825484405959114, -0.4035739687317759, 0.0, -0.02216871776969981, 0.0, 0.0, -0.38223869457224147, -0.1867956671701036, 0.0, -0.04139509600509244, -0.3568146118812501, 0.0, -0.49744360432113927, -0.22461793586067927, 0.0, 0.0, 0.0], 'char_orbit_index': 4, 'conrey_index': 3, 'dual_conrey_index': 3, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 206477197320, 'label': '8.19.d.a.3.1', 'level': 8, 'weight': 19}
• 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

  
  {'Nk2': 2888, 'analytic_conductor': 16.430891016781093, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [8, 2, [7, 5], [1, 1]], 'conrey_index': 3, 'cusp_dim': 17, 'dim': 17, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206477197320, 'hecke_orbit_dims': [1, 16], 'label': '8.19.d', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 19, 'mf_new_dim': 19, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 17, 'sturm_bound': 19, 'trace_bound': 1, 'trace_display': [-86, -2, 0, 0], 'traces': [17, -86, -2, -182188, 0, -13676516, 0, 170697016, 1937102443, -1569837600, -2825920882, 3908201752, 0, 26163923904, 0, -123600598768, -56596854238, -851393599826, 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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: 2349029
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206477197320, 'source_is_minimal': True, 'source_label': '8.19.d.a.3.1', 'source_level': 8, 'target_conrey_index': 3, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206477197320, 'target_is_minimal': True, 'target_label': '8.19.d.a.3.1', 'target_level': 8, 'twist_class_label': '8.19.d.a.3.1', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 19}
  • id: 2349030
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206477197320, 'source_is_minimal': True, 'source_label': '8.19.d.a.3.1', 'source_level': 8, 'target_conrey_index': 19, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69038243912, 'target_is_minimal': False, 'target_label': '72.19.b.a.19.1', 'target_level': 72, 'twist_class_label': '8.19.d.a.3.1', 'twist_class_level': 8, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 19}
  • id: 2349031
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206477197320, 'source_is_minimal': True, 'source_label': '8.19.d.a.3.1', 'source_level': 8, 'target_conrey_index': 15, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206477197344, 'target_is_minimal': False, 'target_label': '32.19.d.a.15.1', 'target_level': 32, 'twist_class_label': '8.19.d.a.3.1', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 19}
  • id: 2349032
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206477197320, 'source_is_minimal': True, 'source_label': '8.19.d.a.3.1', 'source_level': 8, 'target_conrey_index': 3, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206477197320, 'target_is_minimal': True, 'target_label': '8.19.d.a.3.1', 'target_level': 8, 'twist_class_label': '8.19.d.a.3.1', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 19}
  • id: 2349033
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206477197320, 'source_is_minimal': True, 'source_label': '8.19.d.a.3.1', 'source_level': 8, 'target_conrey_index': 15, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206477197344, 'target_is_minimal': False, 'target_label': '32.19.d.a.15.1', 'target_level': 32, 'twist_class_label': '8.19.d.a.3.1', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 19}
  • id: 2349034
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 206477197320, 'source_is_minimal': True, 'source_label': '8.19.d.a.3.1', 'source_level': 8, 'target_conrey_index': 19, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 69038243912, 'target_is_minimal': False, 'target_label': '72.19.b.a.19.1', 'target_level': 72, 'twist_class_label': '8.19.d.a.3.1', 'twist_class_level': 8, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 19}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 33675
    {'charpoly_factorization': [[[512, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 2}
  • id: 33676
    {'charpoly_factorization': [[[3266, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 3}
  • id: 33677
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 5}
  • id: 33678
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 7}
  • id: 33679
    {'charpoly_factorization': [[[354349618, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 11}
  • id: 33680
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 13}
  • id: 33681
    {'charpoly_factorization': [[[-119842447106, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 17}
  • id: 33682
    {'charpoly_factorization': [[[-335013705758, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 19}
  • id: 33683
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 23}
  • id: 33684
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 29}
  • id: 33685
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 31}
  • id: 33686
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 37}
  • id: 33687
    {'charpoly_factorization': [[[-522162604887122, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 41}
  • id: 33688
    {'charpoly_factorization': [[[-1000250360894414, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 43}
  • id: 33689
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 47}
  • id: 33690
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 53}
  • id: 33691
    {'charpoly_factorization': [[[10228968070290322, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 59}
  • id: 33692
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 61}
  • id: 33693
    {'charpoly_factorization': [[[50467064407716994, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 67}
  • id: 33694
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 71}
  • id: 33695
    {'charpoly_factorization': [[[-60615173082969074, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 73}
  • id: 33696
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 79}
  • id: 33697
    {'charpoly_factorization': [[[352960460737558306, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 83}
  • id: 33698
    {'charpoly_factorization': [[[-487058048464217618, 1], 1]], 'hecke_orbit_code': 206477197320, 'p': 89}
  • id: 33699
    {'charpoly_factorization': [[[-1501067319528053666, 1], 1]], 'hecke_orbit_code': 206477197320, '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': 4, 'hecke_orbit': 1, 'label': '8.19.d.a', 'level': 8, 'portrait': 'data:image/png;base64,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', 'weight': 19}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7256574
    {'hecke_orbit_code': 206477197320, 'n': 1, 'trace_an': 1}
  • id: 7256575
    {'hecke_orbit_code': 206477197320, 'n': 2, 'trace_an': -512}
  • id: 7256576
    {'hecke_orbit_code': 206477197320, 'n': 3, 'trace_an': -3266}
  • id: 7256577
    {'hecke_orbit_code': 206477197320, 'n': 4, 'trace_an': 262144}
  • id: 7256578
    {'hecke_orbit_code': 206477197320, 'n': 5, 'trace_an': 0}
  • id: 7256579
    {'hecke_orbit_code': 206477197320, 'n': 6, 'trace_an': 1672192}
  • id: 7256580
    {'hecke_orbit_code': 206477197320, 'n': 7, 'trace_an': 0}
  • id: 7256581
    {'hecke_orbit_code': 206477197320, 'n': 8, 'trace_an': -134217728}
  • id: 7256582
    {'hecke_orbit_code': 206477197320, 'n': 9, 'trace_an': -376753733}
  • id: 7256583
    {'hecke_orbit_code': 206477197320, 'n': 10, 'trace_an': 0}
  • id: 7256584
    {'hecke_orbit_code': 206477197320, 'n': 11, 'trace_an': -354349618}
  • id: 7256585
    {'hecke_orbit_code': 206477197320, 'n': 12, 'trace_an': -856162304}
  • id: 7256586
    {'hecke_orbit_code': 206477197320, 'n': 13, 'trace_an': 0}
  • id: 7256587
    {'hecke_orbit_code': 206477197320, 'n': 14, 'trace_an': 0}
  • id: 7256588
    {'hecke_orbit_code': 206477197320, 'n': 15, 'trace_an': 0}
  • id: 7256589
    {'hecke_orbit_code': 206477197320, 'n': 16, 'trace_an': 68719476736}
  • id: 7256590
    {'hecke_orbit_code': 206477197320, 'n': 17, 'trace_an': 119842447106}
  • id: 7256591
    {'hecke_orbit_code': 206477197320, 'n': 18, 'trace_an': 192897911296}
  • id: 7256592
    {'hecke_orbit_code': 206477197320, 'n': 19, 'trace_an': 335013705758}
  • id: 7256593
    {'hecke_orbit_code': 206477197320, 'n': 20, 'trace_an': 0}
  • id: 7256594
    {'hecke_orbit_code': 206477197320, 'n': 21, 'trace_an': 0}
  • id: 7256595
    {'hecke_orbit_code': 206477197320, 'n': 22, 'trace_an': 181427004416}
  • id: 7256596
    {'hecke_orbit_code': 206477197320, 'n': 23, 'trace_an': 0}
  • id: 7256597
    {'hecke_orbit_code': 206477197320, 'n': 24, 'trace_an': 438355099648}
  • id: 7256598
    {'hecke_orbit_code': 206477197320, 'n': 25, 'trace_an': 3814697265625}
  • id: 7256599
    {'hecke_orbit_code': 206477197320, 'n': 26, 'trace_an': 0}
  • id: 7256600
    {'hecke_orbit_code': 206477197320, 'n': 27, 'trace_an': 2495793009052}
  • id: 7256601
    {'hecke_orbit_code': 206477197320, 'n': 28, 'trace_an': 0}
  • id: 7256602
    {'hecke_orbit_code': 206477197320, 'n': 29, 'trace_an': 0}
  • id: 7256603
    {'hecke_orbit_code': 206477197320, 'n': 30, 'trace_an': 0}
  • id: 7256604
    {'hecke_orbit_code': 206477197320, 'n': 31, 'trace_an': 0}
  • id: 7256605
    {'hecke_orbit_code': 206477197320, 'n': 32, 'trace_an': -35184372088832}
  • id: 7256606
    {'hecke_orbit_code': 206477197320, 'n': 33, 'trace_an': 1157305852388}
  • id: 7256607
    {'hecke_orbit_code': 206477197320, 'n': 34, 'trace_an': -61359332918272}
  • id: 7256608
    {'hecke_orbit_code': 206477197320, 'n': 35, 'trace_an': 0}
  • id: 7256609
    {'hecke_orbit_code': 206477197320, 'n': 36, 'trace_an': -98763730583552}
  • id: 7256610
    {'hecke_orbit_code': 206477197320, 'n': 37, 'trace_an': 0}
  • id: 7256611
    {'hecke_orbit_code': 206477197320, 'n': 38, 'trace_an': -171527017348096}
  • id: 7256612
    {'hecke_orbit_code': 206477197320, 'n': 39, 'trace_an': 0}
  • id: 7256613
    {'hecke_orbit_code': 206477197320, 'n': 40, 'trace_an': 0}
  • id: 7256614
    {'hecke_orbit_code': 206477197320, 'n': 41, 'trace_an': 522162604887122}
  • id: 7256615
    {'hecke_orbit_code': 206477197320, 'n': 42, 'trace_an': 0}
  • id: 7256616
    {'hecke_orbit_code': 206477197320, 'n': 43, 'trace_an': 1000250360894414}
  • id: 7256617
    {'hecke_orbit_code': 206477197320, 'n': 44, 'trace_an': -92890626260992}
  • id: 7256618
    {'hecke_orbit_code': 206477197320, 'n': 45, 'trace_an': 0}
  • id: 7256619
    {'hecke_orbit_code': 206477197320, 'n': 46, 'trace_an': 0}
  • id: 7256620
    {'hecke_orbit_code': 206477197320, 'n': 47, 'trace_an': 0}
  • id: 7256621
    {'hecke_orbit_code': 206477197320, 'n': 48, 'trace_an': -224437811019776}
  • id: 7256622
    {'hecke_orbit_code': 206477197320, 'n': 49, 'trace_an': 1628413597910449}
  • id: 7256623
    {'hecke_orbit_code': 206477197320, 'n': 50, 'trace_an': -1953125000000000}
  • id: 7256624
    {'hecke_orbit_code': 206477197320, 'n': 51, 'trace_an': -391405432248196}
  • id: 7256625
    {'hecke_orbit_code': 206477197320, 'n': 52, 'trace_an': 0}
  • id: 7256626
    {'hecke_orbit_code': 206477197320, 'n': 53, 'trace_an': 0}
  • id: 7256627
    {'hecke_orbit_code': 206477197320, 'n': 54, 'trace_an': -1277846020634624}
  • id: 7256628
    {'hecke_orbit_code': 206477197320, 'n': 55, 'trace_an': 0}
  • id: 7256629
    {'hecke_orbit_code': 206477197320, 'n': 56, 'trace_an': 0}
  • id: 7256630
    {'hecke_orbit_code': 206477197320, 'n': 57, 'trace_an': -1094154763005628}
  • id: 7256631
    {'hecke_orbit_code': 206477197320, 'n': 58, 'trace_an': 0}
  • id: 7256632
    {'hecke_orbit_code': 206477197320, 'n': 59, 'trace_an': -10228968070290322}
  • id: 7256633
    {'hecke_orbit_code': 206477197320, 'n': 60, 'trace_an': 0}
  • id: 7256634
    {'hecke_orbit_code': 206477197320, 'n': 61, 'trace_an': 0}
  • id: 7256635
    {'hecke_orbit_code': 206477197320, 'n': 62, 'trace_an': 0}
  • id: 7256636
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    {'hecke_orbit_code': 206477197320, 'n': 947, 'trace_an': 1183917583957238542822723166}
  • id: 7256824
    {'hecke_orbit_code': 206477197320, 'n': 953, 'trace_an': -806435993150582650343236366}
  • id: 7256825
    {'hecke_orbit_code': 206477197320, 'n': 961, 'trace_an': 699053619999045038539170241}
  • id: 7256826
    {'hecke_orbit_code': 206477197320, 'n': 967, 'trace_an': 0}
  • id: 7256827
    {'hecke_orbit_code': 206477197320, 'n': 971, 'trace_an': -1534429851709238801695143538}
  • id: 7256828
    {'hecke_orbit_code': 206477197320, 'n': 977, 'trace_an': 257599693279612382303101826}
  • id: 7256829
    {'hecke_orbit_code': 206477197320, 'n': 983, 'trace_an': 0}
  • id: 7256830
    {'hecke_orbit_code': 206477197320, 'n': 991, 'trace_an': 0}
  • id: 7256831
    {'hecke_orbit_code': 206477197320, 'n': 997, 'trace_an': 0}