Embedded newform data - 2.32.a.a.1.1

Formats: - HTML - YAML - JSON - 2024-06-05T05:14:10.664399

• 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': 2048, 'analytic_conductor': 12.175426563802453, 'analytic_rank': 1, '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': [[3, [19984212, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 536870914, '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': '2.32.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': '2.32.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{15}q^{2}-19984212q^{3}+2^{30}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '31.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2.32.a', 'trace_display': [32768, -19984212, 42951708750, -16835358997576], 'trace_hash': 792010423333374131, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.007', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 32768, -19984212, 1073741824, 42951708750, -654842658816, -16835358997576, 35184372088832, -218304667023003, 1407441592320000, -7207832704992348, -21457884244082688, -270053634881821882, -551661043632570368, -858356053422255000, 1152921504606846976, -16275482960925966606, -7153407329009762304, 109087314160337984540, 46119046097141760000, 336441383303666270112, -236186262077189259264, -305935391155430403672, -703131950910101520384, -2811763588532566015625, -8849117507807539429376, 16706362844475509873400, -18076829077752065818624, 34216595637255487326390, -28126611158540451840000, 162779044025674703954912, 37778931862957161709568, 144042856837100540809776, -533315025663622073745408, -723107436365576307990000, -234402851356991891177472, -2508947534199378170868946, 3574573110405955077406720, 5396809090848923436126984, 1511228902511141191680000, -9294979700151843029406438, 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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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-0.33991118834244033, -0.1469754081522697, -0.19555703614527686, -0.23017308892269014, -0.3353503954217933, -0.23063438900106578, -0.21487658197824824, -0.2896121447930549, -0.2615180993169288, -0.25135286004946716, -0.2701127764270973, -0.2649228434537862, -0.258014287563849, -0.3693183036735435, -0.3422328497276081, -0.10845955760920761, -0.34764858343078076, -0.06525841382780906, -0.3686452551683472, -0.2756630206036082], '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': 536870914, 'label': '2.32.a.a.1.1', 'level': 2, 'weight': 32}
• 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], 'Nk2': 2048, 'analytic_conductor': 12.175426563802453, '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': 7, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 536870914, 'hecke_orbit_dims': [1, 2], 'label': '2.32.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': 9, 'mf_new_dim': 3, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 8, 'trace_bound': 1, 'trace_display': [-32768, -3267708, 16188643050, -40339061108184], 'traces': [3, -32768, -3267708, 3221225472, 16188643050, -1202609061888, -40339061108184, -35184372088832, 506242286116911, 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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: 471332
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 536870914, 'source_is_minimal': True, 'source_label': '2.32.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 536870914, 'target_is_minimal': True, 'target_label': '2.32.a.a.1.1', 'target_level': 2, 'twist_class_label': '2.32.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 32}
  • id: 471333
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 536870914, 'source_is_minimal': True, 'source_label': '2.32.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 536870930, 'target_is_minimal': False, 'target_label': '18.32.a.a.1.1', 'target_level': 18, 'twist_class_label': '2.32.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 32}
  • id: 471334
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 536870914, 'source_is_minimal': True, 'source_label': '2.32.a.a.1.1', 'source_level': 2, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 536870928, 'target_is_minimal': False, 'target_label': '16.32.a.a.1.1', 'target_level': 16, 'twist_class_label': '2.32.a.a.1.1', 'twist_class_level': 2, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 32}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 3625
    {'charpoly_factorization': [[[-32768, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 2}
  • id: 3626
    {'charpoly_factorization': [[[19984212, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 3}
  • id: 3627
    {'charpoly_factorization': [[[-42951708750, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 5}
  • id: 3628
    {'charpoly_factorization': [[[16835358997576, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 7}
  • id: 3629
    {'charpoly_factorization': [[[7207832704992348, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 11}
  • id: 3630
    {'charpoly_factorization': [[[270053634881821882, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 13}
  • id: 3631
    {'charpoly_factorization': [[[16275482960925966606, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 17}
  • id: 3632
    {'charpoly_factorization': [[[-109087314160337984540, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 19}
  • id: 3633
    {'charpoly_factorization': [[[305935391155430403672, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 23}
  • id: 3634
    {'charpoly_factorization': [[[-34216595637255487326390, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 29}
  • id: 3635
    {'charpoly_factorization': [[[-162779044025674703954912, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 31}
  • id: 3636
    {'charpoly_factorization': [[[2508947534199378170868946, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 37}
  • id: 3637
    {'charpoly_factorization': [[[9294979700151843029406438, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 41}
  • id: 3638
    {'charpoly_factorization': [[[-5860087384842373652051588, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 43}
  • id: 3639
    {'charpoly_factorization': [[[91636472270843977428811056, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 47}
  • id: 3640
    {'charpoly_factorization': [[[-588383623092844605701712798, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 53}
  • id: 3641
    {'charpoly_factorization': [[[3224099468795819619777086220, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 59}
  • id: 3642
    {'charpoly_factorization': [[[-4044242774173218113506748822, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 61}
  • id: 3643
    {'charpoly_factorization': [[[-16451964098682811241246675564, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 67}
  • id: 3644
    {'charpoly_factorization': [[[6891776556518947499300114568, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 71}
  • id: 3645
    {'charpoly_factorization': [[[23463506103704111776642483462, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 73}
  • id: 3646
    {'charpoly_factorization': [[[63560008348497207229978461520, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 79}
  • id: 3647
    {'charpoly_factorization': [[[280657037489676757114557835812, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 83}
  • id: 3648
    {'charpoly_factorization': [[[-1976245272429462521105993151210, 1], 1]], 'hecke_orbit_code': 536870914, 'p': 89}
  • id: 3649
    {'charpoly_factorization': [[[7780538805992504970550343918686, 1], 1]], 'hecke_orbit_code': 536870914, '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': '2.32.a.a', 'level': 2, 'portrait': 'data:image/png;base64,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', 'weight': 32}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 4069176
    {'hecke_orbit_code': 536870914, 'n': 1, 'trace_an': 1}
  • id: 4069177
    {'hecke_orbit_code': 536870914, 'n': 2, 'trace_an': 32768}
  • id: 4069178
    {'hecke_orbit_code': 536870914, 'n': 3, 'trace_an': -19984212}
  • id: 4069179
    {'hecke_orbit_code': 536870914, 'n': 4, 'trace_an': 1073741824}
  • id: 4069180
    {'hecke_orbit_code': 536870914, 'n': 5, 'trace_an': 42951708750}
  • id: 4069181
    {'hecke_orbit_code': 536870914, 'n': 6, 'trace_an': -654842658816}
  • id: 4069182
    {'hecke_orbit_code': 536870914, 'n': 7, 'trace_an': -16835358997576}
  • id: 4069183
    {'hecke_orbit_code': 536870914, 'n': 8, 'trace_an': 35184372088832}
  • id: 4069184
    {'hecke_orbit_code': 536870914, 'n': 9, 'trace_an': -218304667023003}
  • id: 4069185
    {'hecke_orbit_code': 536870914, 'n': 10, 'trace_an': 1407441592320000}
  • id: 4069186
    {'hecke_orbit_code': 536870914, 'n': 11, 'trace_an': -7207832704992348}
  • id: 4069187
    {'hecke_orbit_code': 536870914, 'n': 12, 'trace_an': -21457884244082688}
  • id: 4069188
    {'hecke_orbit_code': 536870914, 'n': 13, 'trace_an': -270053634881821882}
  • id: 4069189
    {'hecke_orbit_code': 536870914, 'n': 14, 'trace_an': -551661043632570368}
  • id: 4069190
    {'hecke_orbit_code': 536870914, 'n': 15, 'trace_an': -858356053422255000}
  • id: 4069191
    {'hecke_orbit_code': 536870914, 'n': 16, 'trace_an': 1152921504606846976}
  • id: 4069192
    {'hecke_orbit_code': 536870914, 'n': 17, 'trace_an': -16275482960925966606}
  • id: 4069193
    {'hecke_orbit_code': 536870914, 'n': 18, 'trace_an': -7153407329009762304}
  • id: 4069194
    {'hecke_orbit_code': 536870914, 'n': 19, 'trace_an': 109087314160337984540}
  • id: 4069195
    {'hecke_orbit_code': 536870914, 'n': 20, 'trace_an': 46119046097141760000}
  • id: 4069196
    {'hecke_orbit_code': 536870914, 'n': 21, 'trace_an': 336441383303666270112}
  • id: 4069197
    {'hecke_orbit_code': 536870914, 'n': 22, 'trace_an': -236186262077189259264}
  • id: 4069198
    {'hecke_orbit_code': 536870914, 'n': 23, 'trace_an': -305935391155430403672}
  • id: 4069199
    {'hecke_orbit_code': 536870914, 'n': 24, 'trace_an': -703131950910101520384}
  • id: 4069200
    {'hecke_orbit_code': 536870914, 'n': 25, 'trace_an': -2811763588532566015625}
  • id: 4069201
    {'hecke_orbit_code': 536870914, 'n': 26, 'trace_an': -8849117507807539429376}
  • id: 4069202
    {'hecke_orbit_code': 536870914, 'n': 27, 'trace_an': 16706362844475509873400}
  • id: 4069203
    {'hecke_orbit_code': 536870914, 'n': 28, 'trace_an': -18076829077752065818624}
  • id: 4069204
    {'hecke_orbit_code': 536870914, 'n': 29, 'trace_an': 34216595637255487326390}
  • id: 4069205
    {'hecke_orbit_code': 536870914, 'n': 30, 'trace_an': -28126611158540451840000}
  • id: 4069206
    {'hecke_orbit_code': 536870914, 'n': 31, 'trace_an': 162779044025674703954912}
  • id: 4069207
    {'hecke_orbit_code': 536870914, 'n': 32, 'trace_an': 37778931862957161709568}
  • id: 4069208
    {'hecke_orbit_code': 536870914, 'n': 33, 'trace_an': 144042856837100540809776}
  • id: 4069209
    {'hecke_orbit_code': 536870914, 'n': 34, 'trace_an': -533315025663622073745408}
  • id: 4069210
    {'hecke_orbit_code': 536870914, 'n': 35, 'trace_an': -723107436365576307990000}
  • id: 4069211
    {'hecke_orbit_code': 536870914, 'n': 36, 'trace_an': -234402851356991891177472}
  • id: 4069212
    {'hecke_orbit_code': 536870914, 'n': 37, 'trace_an': -2508947534199378170868946}
  • id: 4069213
    {'hecke_orbit_code': 536870914, 'n': 38, 'trace_an': 3574573110405955077406720}
  • id: 4069214
    {'hecke_orbit_code': 536870914, 'n': 39, 'trace_an': 5396809090848923436126984}
  • id: 4069215
    {'hecke_orbit_code': 536870914, 'n': 40, 'trace_an': 1511228902511141191680000}
  • id: 4069216
    {'hecke_orbit_code': 536870914, 'n': 41, 'trace_an': -9294979700151843029406438}
  • id: 4069217
    {'hecke_orbit_code': 536870914, 'n': 42, 'trace_an': 11024511248094536339030016}
  • id: 4069218
    {'hecke_orbit_code': 536870914, 'n': 43, 'trace_an': 5860087384842373652051588}
  • id: 4069219
    {'hecke_orbit_code': 536870914, 'n': 44, 'trace_an': -7739351435745337647562752}
  • id: 4069220
    {'hecke_orbit_code': 536870914, 'n': 45, 'trace_an': -9376558476737754406376250}
  • id: 4069221
    {'hecke_orbit_code': 536870914, 'n': 46, 'trace_an': -10024890897381143467524096}
  • id: 4069222
    {'hecke_orbit_code': 536870914, 'n': 47, 'trace_an': -91636472270843977428811056}
  • id: 4069223
    {'hecke_orbit_code': 536870914, 'n': 48, 'trace_an': -23040227767422206619942912}
  • id: 4069224
    {'hecke_orbit_code': 536870914, 'n': 49, 'trace_an': 125653930542417372958833033}
  • id: 4069225
    {'hecke_orbit_code': 536870914, 'n': 50, 'trace_an': -92135869269035123200000000}
  • id: 4069226
    {'hecke_orbit_code': 536870914, 'n': 51, 'trace_an': 325252701893532232959224472}
  • id: 4069227
    {'hecke_orbit_code': 536870914, 'n': 52, 'trace_an': -289967882495837452021792768}
  • id: 4069228
    {'hecke_orbit_code': 536870914, 'n': 53, 'trace_an': 588383623092844605701712798}
  • id: 4069229
    {'hecke_orbit_code': 536870914, 'n': 54, 'trace_an': 547434097687773507531571200}
  • id: 4069230
    {'hecke_orbit_code': 536870914, 'n': 55, 'trace_an': -309588731063556002274645000}
  • id: 4069231
    {'hecke_orbit_code': 536870914, 'n': 56, 'trace_an': -592341535219779692744671232}
  • id: 4069232
    {'hecke_orbit_code': 536870914, 'n': 57, 'trace_an': -2180024012690796274700082480}
  • id: 4069233
    {'hecke_orbit_code': 536870914, 'n': 58, 'trace_an': 1121209405841587808711147520}
  • id: 4069234
    {'hecke_orbit_code': 536870914, 'n': 59, 'trace_an': -3224099468795819619777086220}
  • id: 4069235
    {'hecke_orbit_code': 536870914, 'n': 60, 'trace_an': -921652794443053525893120000}
  • id: 4069236
    {'hecke_orbit_code': 536870914, 'n': 61, 'trace_an': 4044242774173218113506748822}
  • id: 4069237
    {'hecke_orbit_code': 536870914, 'n': 62, 'trace_an': 5333943714633308699194556416}
  • id: 4069238
    {'hecke_orbit_code': 536870914, 'n': 63, 'trace_an': 3675237440178546250213240728}
  • id: 4069239
    {'hecke_orbit_code': 536870914, 'n': 64, 'trace_an': 1237940039285380274899124224}
  • id: 4069240
    {'hecke_orbit_code': 536870914, 'n': 65, 'trace_an': -11599265072322854145040867500}
  • id: 4069241
    {'hecke_orbit_code': 536870914, 'n': 66, 'trace_an': 4719996332838110521254739968}
  • id: 4069242
    {'hecke_orbit_code': 536870914, 'n': 67, 'trace_an': 16451964098682811241246675564}
  • id: 4069243
    {'hecke_orbit_code': 536870914, 'n': 68, 'trace_an': -17475666760945568112489529344}
  • id: 4069244
    {'hecke_orbit_code': 536870914, 'n': 69, 'trace_an': 6113877715153046138226826464}
  • id: 4069245
    {'hecke_orbit_code': 536870914, 'n': 70, 'trace_an': -23694784474827204460216320000}
  • id: 4069246
    {'hecke_orbit_code': 536870914, 'n': 71, 'trace_an': -6891776556518947499300114568}
  • id: 4069247
    {'hecke_orbit_code': 536870914, 'n': 72, 'trace_an': -7680912633265910290103402496}
  • id: 4069248
    {'hecke_orbit_code': 536870914, 'n': 73, 'trace_an': -23463506103704111776642483462}
  • id: 4069249
    {'hecke_orbit_code': 536870914, 'n': 74, 'trace_an': -82213192800645223903033622528}
  • id: 4069250
    {'hecke_orbit_code': 536870914, 'n': 75, 'trace_an': 56190879647115568160245312500}
  • id: 4069251
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  • id: 4069405
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  • id: 4069406
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  • id: 4069407
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  • id: 4069408
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  • id: 4069409
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  • id: 4069410
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  • id: 4069411
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  • id: 4069412
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  • id: 4069413
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  • id: 4069414
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  • id: 4069415
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  • id: 4069416
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  • id: 4069417
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  • id: 4069418
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  • id: 4069419
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  • id: 4069420
    {'hecke_orbit_code': 536870914, 'n': 911, 'trace_an': -3673499084144805121875295794368600908378681488}
  • id: 4069421
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  • id: 4069422
    {'hecke_orbit_code': 536870914, 'n': 929, 'trace_an': -171672634939254399872566773833148860138774430}
  • id: 4069423
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  • id: 4069424
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  • id: 4069425
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  • id: 4069426
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  • id: 4069427
    {'hecke_orbit_code': 536870914, 'n': 961, 'trace_an': 9427843043189307571575736322369059138084193313}
  • id: 4069428
    {'hecke_orbit_code': 536870914, 'n': 967, 'trace_an': -20588226080773314652028622612350626388334291976}
  • id: 4069429
    {'hecke_orbit_code': 536870914, 'n': 971, 'trace_an': 31128020918047378070208255980528732754749094372}
  • id: 4069430
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  • id: 4069431
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  • id: 4069432
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  • id: 4069433
    {'hecke_orbit_code': 536870914, 'n': 997, 'trace_an': -9691901810534510937422199352641384415768532626}