Embedded newform data - 2.16.a.a.1.1

Formats: - HTML - YAML - JSON - 2024-06-10T03:50:34.154511

• 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': 512, 'analytic_conductor': 2.853870101998408, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [2, 1, [], []], 'cm_discs': [], 'conrey_index': 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 268435458, '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_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '2.16.a.a', 'level': 2, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '2.16.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{7}q^{2}+6252q^{3}+2^{14}q^{4}+90510q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2.16.a', 'trace_display': [-128, 6252, 90510, 56], 'trace_hash': 512400387800091368, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.988', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.945', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.108', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.780', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -128, 6252, 16384, 90510, -800256, 56, -2097152, 24738597, -11585280, -95889948, 102432768, -59782138, -7168, 565868520, 268435456, -1355814414, -3166540416, 3783593180, 1482915840, 350112, 12273913344, -11608845528, -13111394304, -22325518025, 7652113664, 64956341880, 917504, -28959105930, -72431170560, 253685353952, -34359738368, -599503954896, 173544244992, 5068560, 405317173248, 817641294446, -484299927040, -373757926776, -189813227520, -682333284198, -44814336, 366945604292, -1571060908032, 2239090414470, 1485932227584, 695741581776, 1678258470912, -4747561506807, 2857666307200, -8476551716328, -979470548992, 12993372468702, -8314411760640, -8678999193480, -117440512, 23655024561360, 3706765559040, 9209035340340, 9271189831680, -42338641200298, -32471725305856, 1385361432, 4398046511104, -5410881310380, 76736506226688, 30029787950636, -22213663358976, -72578502241056, -648775680, 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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

  
  {'an_normalized': [[1.0, 0.0], [-0.7071067811865476, 0.0], [1.650477312745103, 0.0], [0.5, 0.0], [0.5181094723673753, 0.0], [-1.1670637000366124, 0.0], [2.5701160095485876e-05, 0.0], [-0.3535533905932738, 0.0], [1.7240753598862966, 0.0], [-0.3663587213079552, 0.0], [-1.4836379869079939, 0.0], [0.8252386563725514, 0.0], [-0.26423862478983945, 0.0], [-1.8173464587879158e-05, 0.0], [0.8551279296606887, 0.0], [0.25, 0.0], [-0.8013704726601762, 0.0], [-1.2191053782522376, 0.0], [0.9710742248417281, 0.0], [0.25905473618368763, 0.0], [4.2419181648829206e-05, 0.0], [1.0490904813686006, 0.0], [-0.7109356003206624, 0.0], [-0.5835318500183062, 0.0], [-0.7315625746432, 0.0], [0.18684492344030326, 0.0], [1.195069954210078, 0.0], [1.2850580047742938e-05, 0.0], [-0.311745479947048, 0.0], [-0.6046667578450861, 0.0], [1.6560852572021252, 0.0], [-0.1767766952966369, 0.0], [-2.4487108377184597, 0.0], [0.5666544954606795, 0.0], [1.3316014496301628e-05, 0.0], [0.8620376799431483, 0.0], 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-0.4033107966175212, -0.2407802627780874, -0.40319985117692664, -0.08332066120296522], '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': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 268435458, 'label': '2.16.a.a.1.1', 'level': 2, 'weight': 16}
• 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': [1, 0], 'Nk2': 512, 'analytic_conductor': 2.853870101998408, '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': [2, 1, [], []], 'conrey_index': 1, 'cusp_dim': 3, 'dim': 1, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 268435458, 'hecke_orbit_dims': [1], 'label': '2.16.a', 'level': 2, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 5, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 4, 'trace_bound': 0, 'trace_display': [-128, 6252, 90510, 56], 'traces': [1, -128, 6252, 16384, 90510, -800256, 56, -2097152, 24738597, -11585280, -95889948, 102432768, -59782138, -7168, 565868520, 268435456, -1355814414, 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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: 460825
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435458, 'target_is_minimal': True, 'target_label': '2.16.a.a.1.1', 'target_level': 2, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
  • id: 460826
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398777917458, 'target_is_minimal': False, 'target_label': '18.16.a.e.1.1', 'target_level': 18, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 16}
  • id: 460827
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435472, 'target_is_minimal': False, 'target_label': '16.16.a.a.1.1', 'target_level': 16, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 16}
  • id: 460828
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68987912242, 'target_is_minimal': False, 'target_label': '50.16.b.a.49.1', 'target_level': 50, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 16}
  • id: 460829
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68987912242, 'target_is_minimal': False, 'target_label': '50.16.b.a.49.2', 'target_level': 50, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 16}
  • id: 460830
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599895806002, 'target_is_minimal': False, 'target_label': '50.16.a.b.1.1', 'target_level': 50, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 16}
  • id: 460831
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137707389026, 'target_is_minimal': False, 'target_label': '98.16.c.a.67.1', 'target_level': 98, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 16}
  • id: 460832
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936589500514, 'target_is_minimal': False, 'target_label': '98.16.c.d.79.1', 'target_level': 98, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 16}
  • id: 460833
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137707389026, 'target_is_minimal': False, 'target_label': '98.16.c.a.79.1', 'target_level': 98, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 16}
  • id: 460834
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510936589500514, 'target_is_minimal': False, 'target_label': '98.16.c.d.67.1', 'target_level': 98, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 16}
  • id: 460835
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435554, 'target_is_minimal': False, 'target_label': '98.16.a.a.1.1', 'target_level': 98, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 16}
  • id: 460836
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996542140480, 'target_is_minimal': False, 'target_label': '64.16.a.k.1.1', 'target_level': 64, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 16}
  • id: 460837
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435520, 'target_is_minimal': False, 'target_label': '64.16.a.a.1.1', 'target_level': 64, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 16}
  • id: 460838
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 268435458, 'source_is_minimal': True, 'source_label': '2.16.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799150547088, 'target_is_minimal': False, 'target_label': '144.16.a.d.1.1', 'target_level': 144, 'twist_class_label': '2.16.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 3150
    {'charpoly_factorization': [[[128, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 2}
  • id: 3151
    {'charpoly_factorization': [[[-6252, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 3}
  • id: 3152
    {'charpoly_factorization': [[[-90510, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 5}
  • id: 3153
    {'charpoly_factorization': [[[-56, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 7}
  • id: 3154
    {'charpoly_factorization': [[[95889948, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 11}
  • id: 3155
    {'charpoly_factorization': [[[59782138, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 13}
  • id: 3156
    {'charpoly_factorization': [[[1355814414, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 17}
  • id: 3157
    {'charpoly_factorization': [[[-3783593180, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 19}
  • id: 3158
    {'charpoly_factorization': [[[11608845528, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 23}
  • id: 3159
    {'charpoly_factorization': [[[28959105930, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 29}
  • id: 3160
    {'charpoly_factorization': [[[-253685353952, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 31}
  • id: 3161
    {'charpoly_factorization': [[[-817641294446, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 37}
  • id: 3162
    {'charpoly_factorization': [[[682333284198, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 41}
  • id: 3163
    {'charpoly_factorization': [[[-366945604292, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 43}
  • id: 3164
    {'charpoly_factorization': [[[-695741581776, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 47}
  • id: 3165
    {'charpoly_factorization': [[[-12993372468702, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 53}
  • id: 3166
    {'charpoly_factorization': [[[-9209035340340, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 59}
  • id: 3167
    {'charpoly_factorization': [[[42338641200298, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 61}
  • id: 3168
    {'charpoly_factorization': [[[-30029787950636, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 67}
  • id: 3169
    {'charpoly_factorization': [[[-115328696975352, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 71}
  • id: 3170
    {'charpoly_factorization': [[[-43787346432122, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 73}
  • id: 3171
    {'charpoly_factorization': [[[-79603813043120, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 79}
  • id: 3172
    {'charpoly_factorization': [[[3417068864868, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 83}
  • id: 3173
    {'charpoly_factorization': [[[377306179184790, 1], 1]], 'hecke_orbit_code': 268435458, 'p': 89}
  • id: 3174
    {'charpoly_factorization': [[[166982186657374, 1], 1]], 'hecke_orbit_code': 268435458, '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': 1, 'label': '2.16.a.a', 'level': 2, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3892704
    {'hecke_orbit_code': 268435458, 'n': 1, 'trace_an': 1}
  • id: 3892705
    {'hecke_orbit_code': 268435458, 'n': 2, 'trace_an': -128}
  • id: 3892706
    {'hecke_orbit_code': 268435458, 'n': 3, 'trace_an': 6252}
  • id: 3892707
    {'hecke_orbit_code': 268435458, 'n': 4, 'trace_an': 16384}
  • id: 3892708
    {'hecke_orbit_code': 268435458, 'n': 5, 'trace_an': 90510}
  • id: 3892709
    {'hecke_orbit_code': 268435458, 'n': 6, 'trace_an': -800256}
  • id: 3892710
    {'hecke_orbit_code': 268435458, 'n': 7, 'trace_an': 56}
  • id: 3892711
    {'hecke_orbit_code': 268435458, 'n': 8, 'trace_an': -2097152}
  • id: 3892712
    {'hecke_orbit_code': 268435458, 'n': 9, 'trace_an': 24738597}
  • id: 3892713
    {'hecke_orbit_code': 268435458, 'n': 10, 'trace_an': -11585280}
  • id: 3892714
    {'hecke_orbit_code': 268435458, 'n': 11, 'trace_an': -95889948}
  • id: 3892715
    {'hecke_orbit_code': 268435458, 'n': 12, 'trace_an': 102432768}
  • id: 3892716
    {'hecke_orbit_code': 268435458, 'n': 13, 'trace_an': -59782138}
  • id: 3892717
    {'hecke_orbit_code': 268435458, 'n': 14, 'trace_an': -7168}
  • id: 3892718
    {'hecke_orbit_code': 268435458, 'n': 15, 'trace_an': 565868520}
  • id: 3892719
    {'hecke_orbit_code': 268435458, 'n': 16, 'trace_an': 268435456}
  • id: 3892720
    {'hecke_orbit_code': 268435458, 'n': 17, 'trace_an': -1355814414}
  • id: 3892721
    {'hecke_orbit_code': 268435458, 'n': 18, 'trace_an': -3166540416}
  • id: 3892722
    {'hecke_orbit_code': 268435458, 'n': 19, 'trace_an': 3783593180}
  • id: 3892723
    {'hecke_orbit_code': 268435458, 'n': 20, 'trace_an': 1482915840}
  • id: 3892724
    {'hecke_orbit_code': 268435458, 'n': 21, 'trace_an': 350112}
  • id: 3892725
    {'hecke_orbit_code': 268435458, 'n': 22, 'trace_an': 12273913344}
  • id: 3892726
    {'hecke_orbit_code': 268435458, 'n': 23, 'trace_an': -11608845528}
  • id: 3892727
    {'hecke_orbit_code': 268435458, 'n': 24, 'trace_an': -13111394304}
  • id: 3892728
    {'hecke_orbit_code': 268435458, 'n': 25, 'trace_an': -22325518025}
  • id: 3892729
    {'hecke_orbit_code': 268435458, 'n': 26, 'trace_an': 7652113664}
  • id: 3892730
    {'hecke_orbit_code': 268435458, 'n': 27, 'trace_an': 64956341880}
  • id: 3892731
    {'hecke_orbit_code': 268435458, 'n': 28, 'trace_an': 917504}
  • id: 3892732
    {'hecke_orbit_code': 268435458, 'n': 29, 'trace_an': -28959105930}
  • id: 3892733
    {'hecke_orbit_code': 268435458, 'n': 30, 'trace_an': -72431170560}
  • id: 3892734
    {'hecke_orbit_code': 268435458, 'n': 31, 'trace_an': 253685353952}
  • id: 3892735
    {'hecke_orbit_code': 268435458, 'n': 32, 'trace_an': -34359738368}
  • id: 3892736
    {'hecke_orbit_code': 268435458, 'n': 33, 'trace_an': -599503954896}
  • id: 3892737
    {'hecke_orbit_code': 268435458, 'n': 34, 'trace_an': 173544244992}
  • id: 3892738
    {'hecke_orbit_code': 268435458, 'n': 35, 'trace_an': 5068560}
  • id: 3892739
    {'hecke_orbit_code': 268435458, 'n': 36, 'trace_an': 405317173248}
  • id: 3892740
    {'hecke_orbit_code': 268435458, 'n': 37, 'trace_an': 817641294446}
  • id: 3892741
    {'hecke_orbit_code': 268435458, 'n': 38, 'trace_an': -484299927040}
  • id: 3892742
    {'hecke_orbit_code': 268435458, 'n': 39, 'trace_an': -373757926776}
  • id: 3892743
    {'hecke_orbit_code': 268435458, 'n': 40, 'trace_an': -189813227520}
  • id: 3892744
    {'hecke_orbit_code': 268435458, 'n': 41, 'trace_an': -682333284198}
  • id: 3892745
    {'hecke_orbit_code': 268435458, 'n': 42, 'trace_an': -44814336}
  • id: 3892746
    {'hecke_orbit_code': 268435458, 'n': 43, 'trace_an': 366945604292}
  • id: 3892747
    {'hecke_orbit_code': 268435458, 'n': 44, 'trace_an': -1571060908032}
  • id: 3892748
    {'hecke_orbit_code': 268435458, 'n': 45, 'trace_an': 2239090414470}
  • id: 3892749
    {'hecke_orbit_code': 268435458, 'n': 46, 'trace_an': 1485932227584}
  • id: 3892750
    {'hecke_orbit_code': 268435458, 'n': 47, 'trace_an': 695741581776}
  • id: 3892751
    {'hecke_orbit_code': 268435458, 'n': 48, 'trace_an': 1678258470912}
  • id: 3892752
    {'hecke_orbit_code': 268435458, 'n': 49, 'trace_an': -4747561506807}
  • id: 3892753
    {'hecke_orbit_code': 268435458, 'n': 50, 'trace_an': 2857666307200}
  • id: 3892754
    {'hecke_orbit_code': 268435458, 'n': 51, 'trace_an': -8476551716328}
  • id: 3892755
    {'hecke_orbit_code': 268435458, 'n': 52, 'trace_an': -979470548992}
  • id: 3892756
    {'hecke_orbit_code': 268435458, 'n': 53, 'trace_an': 12993372468702}
  • id: 3892757
    {'hecke_orbit_code': 268435458, 'n': 54, 'trace_an': -8314411760640}
  • id: 3892758
    {'hecke_orbit_code': 268435458, 'n': 55, 'trace_an': -8678999193480}
  • id: 3892759
    {'hecke_orbit_code': 268435458, 'n': 56, 'trace_an': -117440512}
  • id: 3892760
    {'hecke_orbit_code': 268435458, 'n': 57, 'trace_an': 23655024561360}
  • id: 3892761
    {'hecke_orbit_code': 268435458, 'n': 58, 'trace_an': 3706765559040}
  • id: 3892762
    {'hecke_orbit_code': 268435458, 'n': 59, 'trace_an': 9209035340340}
  • id: 3892763
    {'hecke_orbit_code': 268435458, 'n': 60, 'trace_an': 9271189831680}
  • id: 3892764
    {'hecke_orbit_code': 268435458, 'n': 61, 'trace_an': -42338641200298}
  • id: 3892765
    {'hecke_orbit_code': 268435458, 'n': 62, 'trace_an': -32471725305856}
  • id: 3892766
    {'hecke_orbit_code': 268435458, 'n': 63, 'trace_an': 1385361432}
  • id: 3892767
    {'hecke_orbit_code': 268435458, 'n': 64, 'trace_an': 4398046511104}
  • id: 3892768
    {'hecke_orbit_code': 268435458, 'n': 65, 'trace_an': -5410881310380}
  • id: 3892769
    {'hecke_orbit_code': 268435458, 'n': 66, 'trace_an': 76736506226688}
  • id: 3892770
    {'hecke_orbit_code': 268435458, 'n': 67, 'trace_an': 30029787950636}
  • id: 3892771
    {'hecke_orbit_code': 268435458, 'n': 68, 'trace_an': -22213663358976}
  • id: 3892772
    {'hecke_orbit_code': 268435458, 'n': 69, 'trace_an': -72578502241056}
  • id: 3892773
    {'hecke_orbit_code': 268435458, 'n': 70, 'trace_an': -648775680}
  • id: 3892774
    {'hecke_orbit_code': 268435458, 'n': 71, 'trace_an': 115328696975352}
  • id: 3892775
    {'hecke_orbit_code': 268435458, 'n': 72, 'trace_an': -51880598175744}
  • id: 3892776
    {'hecke_orbit_code': 268435458, 'n': 73, 'trace_an': 43787346432122}
  • id: 3892777
    {'hecke_orbit_code': 268435458, 'n': 74, 'trace_an': -104658085689088}
  • id: 3892778
    {'hecke_orbit_code': 268435458, 'n': 75, 'trace_an': -139579138692300}
  • id: 3892779
    {'hecke_orbit_code': 268435458, 'n': 76, 'trace_an': 61990390661120}
  • id: 3892780
    {'hecke_orbit_code': 268435458, 'n': 77, 'trace_an': -5369837088}
  • id: 3892781
    {'hecke_orbit_code': 268435458, 'n': 78, 'trace_an': 47841014627328}
  • id: 3892782
    {'hecke_orbit_code': 268435458, 'n': 79, 'trace_an': 79603813043120}
  • id: 3892783
    {'hecke_orbit_code': 268435458, 'n': 80, 'trace_an': 24296093122560}
  • id: 3892784
    {'hecke_orbit_code': 268435458, 'n': 81, 'trace_an': 51135221770281}
  • id: 3892785
    {'hecke_orbit_code': 268435458, 'n': 82, 'trace_an': 87338660377344}
  • id: 3892786
    {'hecke_orbit_code': 268435458, 'n': 83, 'trace_an': -3417068864868}
  • id: 3892787
    {'hecke_orbit_code': 268435458, 'n': 84, 'trace_an': 5736235008}
  • id: 3892788
    {'hecke_orbit_code': 268435458, 'n': 85, 'trace_an': -122714762611140}
  • id: 3892789
    {'hecke_orbit_code': 268435458, 'n': 86, 'trace_an': -46969037349376}
  • id: 3892790
    {'hecke_orbit_code': 268435458, 'n': 87, 'trace_an': -181052330274360}
  • id: 3892791
    {'hecke_orbit_code': 268435458, 'n': 88, 'trace_an': 201095796228096}
  • id: 3892792
    {'hecke_orbit_code': 268435458, 'n': 89, 'trace_an': -377306179184790}
  • id: 3892793
    {'hecke_orbit_code': 268435458, 'n': 90, 'trace_an': -286603573052160}
  • id: 3892794
    {'hecke_orbit_code': 268435458, 'n': 91, 'trace_an': -3347799728}
  • id: 3892795
    {'hecke_orbit_code': 268435458, 'n': 92, 'trace_an': -190199325130752}
  • id: 3892796
    {'hecke_orbit_code': 268435458, 'n': 93, 'trace_an': 1586040832907904}
  • id: 3892797
    {'hecke_orbit_code': 268435458, 'n': 94, 'trace_an': -89054922467328}
  • id: 3892798
    {'hecke_orbit_code': 268435458, 'n': 95, 'trace_an': 342453018721800}
  • id: 3892799
    {'hecke_orbit_code': 268435458, 'n': 96, 'trace_an': -214817084276736}
  • id: 3892800
    {'hecke_orbit_code': 268435458, 'n': 97, 'trace_an': -166982186657374}
  • id: 3892801
    {'hecke_orbit_code': 268435458, 'n': 98, 'trace_an': 607687872871296}
  • id: 3892802
    {'hecke_orbit_code': 268435458, 'n': 99, 'trace_an': -2372182779922956}
  • id: 3892803
    {'hecke_orbit_code': 268435458, 'n': 100, 'trace_an': -365781287321600}
  • id: 3892804
    {'hecke_orbit_code': 268435458, 'n': 101, 'trace_an': 60680236307502}
  • id: 3892805
    {'hecke_orbit_code': 268435458, 'n': 103, 'trace_an': 587676402004952}
  • id: 3892806
    {'hecke_orbit_code': 268435458, 'n': 107, 'trace_an': 656968133121156}
  • id: 3892807
    {'hecke_orbit_code': 268435458, 'n': 109, 'trace_an': -2090227783678810}
  • id: 3892808
    {'hecke_orbit_code': 268435458, 'n': 113, 'trace_an': -1632955081904238}
  • id: 3892809
    {'hecke_orbit_code': 268435458, 'n': 121, 'trace_an': 5017633958027053}
  • id: 3892810
    {'hecke_orbit_code': 268435458, 'n': 125, 'trace_an': -4782828632536500}
  • id: 3892811
    {'hecke_orbit_code': 268435458, 'n': 127, 'trace_an': 6513337595398016}
  • id: 3892812
    {'hecke_orbit_code': 268435458, 'n': 128, 'trace_an': -562949953421312}
  • id: 3892813
    {'hecke_orbit_code': 268435458, 'n': 131, 'trace_an': -11263608694217748}
  • id: 3892814
    {'hecke_orbit_code': 268435458, 'n': 137, 'trace_an': 5103277652953146}
  • id: 3892815
    {'hecke_orbit_code': 268435458, 'n': 139, 'trace_an': 2766818784713060}
  • id: 3892816
    {'hecke_orbit_code': 268435458, 'n': 149, 'trace_an': 26846924611329150}
  • id: 3892817
    {'hecke_orbit_code': 268435458, 'n': 151, 'trace_an': -36547941539093848}
  • id: 3892818
    {'hecke_orbit_code': 268435458, 'n': 157, 'trace_an': 29968513790601206}
  • id: 3892819
    {'hecke_orbit_code': 268435458, 'n': 163, 'trace_an': -42949655950023988}
  • id: 3892820
    {'hecke_orbit_code': 268435458, 'n': 167, 'trace_an': 7100640246563736}
  • id: 3892821
    {'hecke_orbit_code': 268435458, 'n': 169, 'trace_an': -47611988990239713}
  • id: 3892822
    {'hecke_orbit_code': 268435458, 'n': 173, 'trace_an': -56930880794733978}
  • id: 3892823
    {'hecke_orbit_code': 268435458, 'n': 179, 'trace_an': -2656549234371780}
  • id: 3892824
    {'hecke_orbit_code': 268435458, 'n': 181, 'trace_an': 51764838979787102}
  • id: 3892825
    {'hecke_orbit_code': 268435458, 'n': 191, 'trace_an': 53675288757279552}
  • id: 3892826
    {'hecke_orbit_code': 268435458, 'n': 193, 'trace_an': 114449562301688642}
  • id: 3892827
    {'hecke_orbit_code': 268435458, 'n': 197, 'trace_an': -207129734322721074}
  • id: 3892828
    {'hecke_orbit_code': 268435458, 'n': 199, 'trace_an': -35983759623512200}
  • id: 3892829
    {'hecke_orbit_code': 268435458, 'n': 211, 'trace_an': 90269907274561052}
  • id: 3892830
    {'hecke_orbit_code': 268435458, 'n': 223, 'trace_an': -322894137103599328}
  • id: 3892831
    {'hecke_orbit_code': 268435458, 'n': 227, 'trace_an': 784855840799205516}
  • id: 3892832
    {'hecke_orbit_code': 268435458, 'n': 229, 'trace_an': -784091561182107730}
  • id: 3892833
    {'hecke_orbit_code': 268435458, 'n': 233, 'trace_an': -717047533944033318}
  • id: 3892834
    {'hecke_orbit_code': 268435458, 'n': 239, 'trace_an': 693110354447654160}
  • id: 3892835
    {'hecke_orbit_code': 268435458, 'n': 241, 'trace_an': 965565808917411602}
  • id: 3892836
    {'hecke_orbit_code': 268435458, 'n': 243, 'trace_an': -612355102188528348}
  • id: 3892837
    {'hecke_orbit_code': 268435458, 'n': 251, 'trace_an': -846640700229572748}
  • id: 3892838
    {'hecke_orbit_code': 268435458, 'n': 256, 'trace_an': 72057594037927936}
  • id: 3892839
    {'hecke_orbit_code': 268435458, 'n': 257, 'trace_an': 1401559966131752706}
  • id: 3892840
    {'hecke_orbit_code': 268435458, 'n': 263, 'trace_an': 1388044612099161912}
  • id: 3892841
    {'hecke_orbit_code': 268435458, 'n': 269, 'trace_an': -2854722622192901370}
  • id: 3892842
    {'hecke_orbit_code': 268435458, 'n': 271, 'trace_an': -1761582601077887248}
  • id: 3892843
    {'hecke_orbit_code': 268435458, 'n': 277, 'trace_an': 396897243417223166}
  • id: 3892844
    {'hecke_orbit_code': 268435458, 'n': 281, 'trace_an': 336756164587013802}
  • id: 3892845
    {'hecke_orbit_code': 268435458, 'n': 283, 'trace_an': -4565289799382321068}
  • id: 3892846
    {'hecke_orbit_code': 268435458, 'n': 289, 'trace_an': -1024190326299652397}
  • id: 3892847
    {'hecke_orbit_code': 268435458, 'n': 293, 'trace_an': 851075979146367342}
  • id: 3892848
    {'hecke_orbit_code': 268435458, 'n': 307, 'trace_an': 3969990685049876156}
  • id: 3892849
    {'hecke_orbit_code': 268435458, 'n': 311, 'trace_an': 3186658737303622152}
  • id: 3892850
    {'hecke_orbit_code': 268435458, 'n': 313, 'trace_an': 1598656477025729162}
  • id: 3892851
    {'hecke_orbit_code': 268435458, 'n': 317, 'trace_an': -4922618687492902314}
  • id: 3892852
    {'hecke_orbit_code': 268435458, 'n': 331, 'trace_an': -6428968905776435548}
  • id: 3892853
    {'hecke_orbit_code': 268435458, 'n': 337, 'trace_an': 14491233801832096946}
  • id: 3892854
    {'hecke_orbit_code': 268435458, 'n': 343, 'trace_an': -531726888938000}
  • id: 3892855
    {'hecke_orbit_code': 268435458, 'n': 347, 'trace_an': 21149973039491539476}
  • id: 3892856
    {'hecke_orbit_code': 268435458, 'n': 349, 'trace_an': -10478334124056258250}
  • id: 3892857
    {'hecke_orbit_code': 268435458, 'n': 353, 'trace_an': 13944183624623216802}
  • id: 3892858
    {'hecke_orbit_code': 268435458, 'n': 359, 'trace_an': -10302717043689278760}
  • id: 3892859
    {'hecke_orbit_code': 268435458, 'n': 361, 'trace_an': -865549678132285899}
  • id: 3892860
    {'hecke_orbit_code': 268435458, 'n': 367, 'trace_an': -11790047285366852464}
  • id: 3892861
    {'hecke_orbit_code': 268435458, 'n': 373, 'trace_an': -33255145150314778978}
  • id: 3892862
    {'hecke_orbit_code': 268435458, 'n': 379, 'trace_an': -6272369177076237580}
  • id: 3892863
    {'hecke_orbit_code': 268435458, 'n': 383, 'trace_an': 32791907326704162432}
  • id: 3892864
    {'hecke_orbit_code': 268435458, 'n': 389, 'trace_an': 26907402185918135310}
  • id: 3892865
    {'hecke_orbit_code': 268435458, 'n': 397, 'trace_an': 6983264957016571526}
  • id: 3892866
    {'hecke_orbit_code': 268435458, 'n': 401, 'trace_an': 12257125471824703602}
  • id: 3892867
    {'hecke_orbit_code': 268435458, 'n': 409, 'trace_an': 41328507748505589290}
  • id: 3892868
    {'hecke_orbit_code': 268435458, 'n': 419, 'trace_an': -65831242648134829620}
  • id: 3892869
    {'hecke_orbit_code': 268435458, 'n': 421, 'trace_an': -6815718740136590098}
  • id: 3892870
    {'hecke_orbit_code': 268435458, 'n': 431, 'trace_an': -24344421555688828848}
  • id: 3892871
    {'hecke_orbit_code': 268435458, 'n': 433, 'trace_an': 37320935465926720082}
  • id: 3892872
    {'hecke_orbit_code': 268435458, 'n': 439, 'trace_an': 88815328885211578760}
  • id: 3892873
    {'hecke_orbit_code': 268435458, 'n': 443, 'trace_an': -32446267771575487308}
  • id: 3892874
    {'hecke_orbit_code': 268435458, 'n': 449, 'trace_an': 140615166466843114050}
  • id: 3892875
    {'hecke_orbit_code': 268435458, 'n': 457, 'trace_an': -110893306450658169094}
  • id: 3892876
    {'hecke_orbit_code': 268435458, 'n': 461, 'trace_an': 29612440593010015302}
  • id: 3892877
    {'hecke_orbit_code': 268435458, 'n': 463, 'trace_an': -133020853136210791888}
  • id: 3892878
    {'hecke_orbit_code': 268435458, 'n': 467, 'trace_an': -7073926250320974564}
  • id: 3892879
    {'hecke_orbit_code': 268435458, 'n': 479, 'trace_an': 13096370593308018720}
  • id: 3892880
    {'hecke_orbit_code': 268435458, 'n': 487, 'trace_an': 88223174902963614296}
  • id: 3892881
    {'hecke_orbit_code': 268435458, 'n': 491, 'trace_an': -232523484978530205948}
  • id: 3892882
    {'hecke_orbit_code': 268435458, 'n': 499, 'trace_an': 191679747549886408700}
  • id: 3892883
    {'hecke_orbit_code': 268435458, 'n': 503, 'trace_an': 264371805300770023752}
  • id: 3892884
    {'hecke_orbit_code': 268435458, 'n': 509, 'trace_an': 135341978803894506390}
  • id: 3892885
    {'hecke_orbit_code': 268435458, 'n': 512, 'trace_an': -9223372036854775808}
  • id: 3892886
    {'hecke_orbit_code': 268435458, 'n': 521, 'trace_an': 116387056808493897402}
  • id: 3892887
    {'hecke_orbit_code': 268435458, 'n': 523, 'trace_an': 237253140768304358372}
  • id: 3892888
    {'hecke_orbit_code': 268435458, 'n': 529, 'trace_an': -131869940971425646823}
  • id: 3892889
    {'hecke_orbit_code': 268435458, 'n': 541, 'trace_an': -201502494205089813898}
  • id: 3892890
    {'hecke_orbit_code': 268435458, 'n': 547, 'trace_an': -212933722628900575924}
  • id: 3892891
    {'hecke_orbit_code': 268435458, 'n': 557, 'trace_an': 273615733273571378406}
  • id: 3892892
    {'hecke_orbit_code': 268435458, 'n': 563, 'trace_an': -223410733057050565188}
  • id: 3892893
    {'hecke_orbit_code': 268435458, 'n': 569, 'trace_an': -524953154866077681270}
  • id: 3892894
    {'hecke_orbit_code': 268435458, 'n': 571, 'trace_an': -154330587745396275148}
  • id: 3892895
    {'hecke_orbit_code': 268435458, 'n': 577, 'trace_an': 719412993597562352066}
  • id: 3892896
    {'hecke_orbit_code': 268435458, 'n': 587, 'trace_an': -431990037395095194204}
  • id: 3892897
    {'hecke_orbit_code': 268435458, 'n': 593, 'trace_an': -419124315111945415758}
  • id: 3892898
    {'hecke_orbit_code': 268435458, 'n': 599, 'trace_an': 318808163037472852200}
  • id: 3892899
    {'hecke_orbit_code': 268435458, 'n': 601, 'trace_an': -985640986046284507798}
  • id: 3892900
    {'hecke_orbit_code': 268435458, 'n': 607, 'trace_an': 1082967215047827402656}
  • id: 3892901
    {'hecke_orbit_code': 268435458, 'n': 613, 'trace_an': 1474879968902539772462}
  • id: 3892902
    {'hecke_orbit_code': 268435458, 'n': 617, 'trace_an': -186047580614032187814}
  • id: 3892903
    {'hecke_orbit_code': 268435458, 'n': 619, 'trace_an': 544498671360295182980}
  • id: 3892904
    {'hecke_orbit_code': 268435458, 'n': 625, 'trace_an': 248426920978154588125}
  • id: 3892905
    {'hecke_orbit_code': 268435458, 'n': 631, 'trace_an': -134412385356022376248}
  • id: 3892906
    {'hecke_orbit_code': 268435458, 'n': 641, 'trace_an': -215011191928405903998}
  • id: 3892907
    {'hecke_orbit_code': 268435458, 'n': 643, 'trace_an': -1367048309326701260308}
  • id: 3892908
    {'hecke_orbit_code': 268435458, 'n': 647, 'trace_an': 114998262473166478776}
  • id: 3892909
    {'hecke_orbit_code': 268435458, 'n': 653, 'trace_an': -1233911394764611979898}
  • id: 3892910
    {'hecke_orbit_code': 268435458, 'n': 659, 'trace_an': 1630818763318769448540}
  • id: 3892911
    {'hecke_orbit_code': 268435458, 'n': 661, 'trace_an': -1387400997879304820098}
  • id: 3892912
    {'hecke_orbit_code': 268435458, 'n': 673, 'trace_an': -1339365665163582571678}
  • id: 3892913
    {'hecke_orbit_code': 268435458, 'n': 677, 'trace_an': 1994084993241420893166}
  • id: 3892914
    {'hecke_orbit_code': 268435458, 'n': 683, 'trace_an': -1251802004294577191868}
  • id: 3892915
    {'hecke_orbit_code': 268435458, 'n': 691, 'trace_an': -1464310331335620951748}
  • id: 3892916
    {'hecke_orbit_code': 268435458, 'n': 701, 'trace_an': -297987165417885862698}
  • id: 3892917
    {'hecke_orbit_code': 268435458, 'n': 709, 'trace_an': 1218811167980636150990}
  • id: 3892918
    {'hecke_orbit_code': 268435458, 'n': 719, 'trace_an': -3018556524927520743120}
  • id: 3892919
    {'hecke_orbit_code': 268435458, 'n': 727, 'trace_an': 897709687558340647016}
  • id: 3892920
    {'hecke_orbit_code': 268435458, 'n': 729, 'trace_an': -4562178640488816664563}
  • id: 3892921
    {'hecke_orbit_code': 268435458, 'n': 733, 'trace_an': -852856783886536991818}
  • id: 3892922
    {'hecke_orbit_code': 268435458, 'n': 739, 'trace_an': 2191956683366898194060}
  • id: 3892923
    {'hecke_orbit_code': 268435458, 'n': 743, 'trace_an': 1899287834890543771992}
  • id: 3892924
    {'hecke_orbit_code': 268435458, 'n': 751, 'trace_an': -4401280949941167736048}
  • id: 3892925
    {'hecke_orbit_code': 268435458, 'n': 757, 'trace_an': 3326002274080363141406}
  • id: 3892926
    {'hecke_orbit_code': 268435458, 'n': 761, 'trace_an': 6663618118618587085002}
  • id: 3892927
    {'hecke_orbit_code': 268435458, 'n': 769, 'trace_an': 1777254644139518262530}
  • id: 3892928
    {'hecke_orbit_code': 268435458, 'n': 773, 'trace_an': -4171454431854670481778}
  • id: 3892929
    {'hecke_orbit_code': 268435458, 'n': 787, 'trace_an': 4968355486347358187996}
  • id: 3892930
    {'hecke_orbit_code': 268435458, 'n': 797, 'trace_an': 4550556629628882583926}
  • id: 3892931
    {'hecke_orbit_code': 268435458, 'n': 809, 'trace_an': 11203979375955922171290}
  • id: 3892932
    {'hecke_orbit_code': 268435458, 'n': 811, 'trace_an': 1564306061231781619652}
  • id: 3892933
    {'hecke_orbit_code': 268435458, 'n': 821, 'trace_an': 5315337445585456827102}
  • id: 3892934
    {'hecke_orbit_code': 268435458, 'n': 823, 'trace_an': 2483800092476862910472}
  • id: 3892935
    {'hecke_orbit_code': 268435458, 'n': 827, 'trace_an': -6014203217716988743884}
  • id: 3892936
    {'hecke_orbit_code': 268435458, 'n': 829, 'trace_an': -4336525918553531989930}
  • id: 3892937
    {'hecke_orbit_code': 268435458, 'n': 839, 'trace_an': 7922236969592446631160}
  • id: 3892938
    {'hecke_orbit_code': 268435458, 'n': 841, 'trace_an': -7790558931333223276049}
  • id: 3892939
    {'hecke_orbit_code': 268435458, 'n': 853, 'trace_an': 4779756045324840685502}
  • id: 3892940
    {'hecke_orbit_code': 268435458, 'n': 857, 'trace_an': -13850590188241015167894}
  • id: 3892941
    {'hecke_orbit_code': 268435458, 'n': 859, 'trace_an': 11338903675489670737940}
  • id: 3892942
    {'hecke_orbit_code': 268435458, 'n': 863, 'trace_an': 13450603597907554238112}
  • id: 3892943
    {'hecke_orbit_code': 268435458, 'n': 877, 'trace_an': 8712642599626390432166}
  • id: 3892944
    {'hecke_orbit_code': 268435458, 'n': 881, 'trace_an': 18428777183204026694802}
  • id: 3892945
    {'hecke_orbit_code': 268435458, 'n': 883, 'trace_an': 6386963409192241412732}
  • id: 3892946
    {'hecke_orbit_code': 268435458, 'n': 887, 'trace_an': -12676116339862959720504}
  • id: 3892947
    {'hecke_orbit_code': 268435458, 'n': 907, 'trace_an': 1296697253709090336356}
  • id: 3892948
    {'hecke_orbit_code': 268435458, 'n': 911, 'trace_an': 22628014577804573066352}
  • id: 3892949
    {'hecke_orbit_code': 268435458, 'n': 919, 'trace_an': -4370465969452095455320}
  • id: 3892950
    {'hecke_orbit_code': 268435458, 'n': 929, 'trace_an': -24342274882313732208030}
  • id: 3892951
    {'hecke_orbit_code': 268435458, 'n': 937, 'trace_an': 16477551313221255640346}
  • id: 3892952
    {'hecke_orbit_code': 268435458, 'n': 941, 'trace_an': -20938348648574896646298}
  • id: 3892953
    {'hecke_orbit_code': 268435458, 'n': 947, 'trace_an': -33603580255297160054724}
  • id: 3892954
    {'hecke_orbit_code': 268435458, 'n': 953, 'trace_an': 34529196504570780833802}
  • id: 3892955
    {'hecke_orbit_code': 268435458, 'n': 961, 'trace_an': 40890996817906836088353}
  • id: 3892956
    {'hecke_orbit_code': 268435458, 'n': 967, 'trace_an': 1345370761206985481336}
  • id: 3892957
    {'hecke_orbit_code': 268435458, 'n': 971, 'trace_an': 1503340877222658441252}
  • id: 3892958
    {'hecke_orbit_code': 268435458, 'n': 977, 'trace_an': -43613260394881822774734}
  • id: 3892959
    {'hecke_orbit_code': 268435458, 'n': 983, 'trace_an': 3219859061745904400232}
  • id: 3892960
    {'hecke_orbit_code': 268435458, 'n': 991, 'trace_an': -48501045826223818529248}
  • id: 3892961
    {'hecke_orbit_code': 268435458, 'n': 997, 'trace_an': 53554291372107703319726}