Newform data - 19.10.e.a

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• 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': 1900, 'analytic_conductor': 9.785680887113589, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [19, 9, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'dim': 84, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275045679123, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 5, 1, 9, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '19.10.e.a', 'level': 19, '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': [19], 'level_radical': 19, 'minimal_twist': '19.10.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '9.2.3.c9', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '19.10.e', 'trace_display': [-6, 213, -6, 5715], 'traces': [84, -6, 213, -1032, -6, 4668, 5715, 36861, -62421, -60477, 11295, 373245, -405456, 251421, 336048, 250848, -1109112, -2718636, -2055102, 4320714, 6478617, 3977466, 4778646, -12027696, -11630970, -9164091, 9159258, 18844368, -11163270, -31527234, 14008185, 39067659, 13852056, 52272000, -556095, -138087633, -69738432, -36719772, 31440864, 72353238, 21081261, 278228397, -2650620, -45518607, -61014765, -63830328, -68926458, -261869319, -163636377, 314983974, -85145391, 456660285, 161166480, 159418851, -373457277, -745391202, -252057498, 574863468, 95772153, -357214644, 623252928, 907803708, -137368179, -866999625, -153878493, -782341476, -494022567, -821601474, 1193576865, 2528982243, 1179609600, 1908922506, -652208256, -2845641837, -4030728588, -1483780614, -958458222, 1805806725, 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• label 19.10.e.a does not appear in mf_hecke_nf
• 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': 1900, 'analytic_conductor': 9.785680887113589, 'char_conductor': 19, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 9, 'char_parity': 1, 'char_values': [19, 9, [2], [1]], 'conrey_index': 4, 'cusp_dim': 84, 'dim': 84, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275045679123, 'hecke_orbit_dims': [84], 'label': '19.10.e', 'level': 19, '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': [19], 'level_radical': 19, 'mf_dim': 96, 'mf_new_dim': 96, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 14, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [-6, 213, -6, 5715], 'traces': [84, -6, 213, -1032, -6, 4668, 5715, 36861, -62421, -60477, 11295, 373245, -405456, 251421, 336048, 250848, -1109112, -2718636, -2055102, 4320714, 6478617, 3977466, 4778646, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 14401
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 84, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.e.a', 'source_level': 19, 'target_char_orbit': 5, 'target_dim': 84, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '19.10.e.a', 'target_level': 19, 'twist_class_label': '19.10.e.a', 'twist_class_level': 19, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 14402
    {'conductor': 19, 'degree': 6, 'multiplicity': 1, 'order': 9, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 84, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.e.a', 'source_level': 19, 'target_char_orbit': 5, 'target_dim': 84, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '19.10.e.a', 'target_level': 19, 'twist_class_label': '19.10.e.a', 'twist_class_level': 19, 'twisting_char_label': '19.e', 'twisting_char_orbit': 5, 'weight': 10}
  • id: 14403
    {'conductor': 19, 'degree': 6, 'multiplicity': 1, 'order': 9, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 84, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.e.a', 'source_level': 19, 'target_char_orbit': 1, 'target_dim': 42, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '361.10.a.i', 'target_level': 361, 'twist_class_label': '19.10.e.a', 'twist_class_level': 19, 'twisting_char_label': '19.e', 'twisting_char_orbit': 5, 'weight': 10}
  • id: 14404
    {'conductor': 19, 'degree': 6, 'multiplicity': 1, 'order': 18, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 84, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.e.a', 'source_level': 19, 'target_char_orbit': 1, 'target_dim': 42, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '361.10.a.j', 'target_level': 361, 'twist_class_label': '19.10.e.a', 'twist_class_level': 19, 'twisting_char_label': '19.f', 'twisting_char_orbit': 6, 'weight': 10}
• hecke_orbit_code 275045679123 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '19.10.e.a', 'level': 19, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7937178
    {'hecke_orbit_code': 275045679123, 'n': 1, 'trace_an': 84}
  • id: 7937179
    {'hecke_orbit_code': 275045679123, 'n': 2, 'trace_an': -6}
  • id: 7937180
    {'hecke_orbit_code': 275045679123, 'n': 3, 'trace_an': 213}
  • id: 7937181
    {'hecke_orbit_code': 275045679123, 'n': 4, 'trace_an': -1032}
  • id: 7937182
    {'hecke_orbit_code': 275045679123, 'n': 5, 'trace_an': -6}
  • id: 7937183
    {'hecke_orbit_code': 275045679123, 'n': 6, 'trace_an': 4668}
  • id: 7937184
    {'hecke_orbit_code': 275045679123, 'n': 7, 'trace_an': 5715}
  • id: 7937185
    {'hecke_orbit_code': 275045679123, 'n': 8, 'trace_an': 36861}
  • id: 7937186
    {'hecke_orbit_code': 275045679123, 'n': 9, 'trace_an': -62421}
  • id: 7937187
    {'hecke_orbit_code': 275045679123, 'n': 10, 'trace_an': -60477}
  • id: 7937188
    {'hecke_orbit_code': 275045679123, 'n': 11, 'trace_an': 11295}
  • id: 7937189
    {'hecke_orbit_code': 275045679123, 'n': 12, 'trace_an': 373245}
  • id: 7937190
    {'hecke_orbit_code': 275045679123, 'n': 13, 'trace_an': -405456}
  • id: 7937191
    {'hecke_orbit_code': 275045679123, 'n': 14, 'trace_an': 251421}
  • id: 7937192
    {'hecke_orbit_code': 275045679123, 'n': 15, 'trace_an': 336048}
  • id: 7937193
    {'hecke_orbit_code': 275045679123, 'n': 16, 'trace_an': 250848}
  • id: 7937194
    {'hecke_orbit_code': 275045679123, 'n': 17, 'trace_an': -1109112}
  • id: 7937195
    {'hecke_orbit_code': 275045679123, 'n': 18, 'trace_an': -2718636}
  • id: 7937196
    {'hecke_orbit_code': 275045679123, 'n': 19, 'trace_an': -2055102}
  • id: 7937197
    {'hecke_orbit_code': 275045679123, 'n': 20, 'trace_an': 4320714}
  • id: 7937198
    {'hecke_orbit_code': 275045679123, 'n': 21, 'trace_an': 6478617}
  • id: 7937199
    {'hecke_orbit_code': 275045679123, 'n': 22, 'trace_an': 3977466}
  • id: 7937200
    {'hecke_orbit_code': 275045679123, 'n': 23, 'trace_an': 4778646}
  • id: 7937201
    {'hecke_orbit_code': 275045679123, 'n': 24, 'trace_an': -12027696}
  • id: 7937202
    {'hecke_orbit_code': 275045679123, 'n': 25, 'trace_an': -11630970}
  • id: 7937203
    {'hecke_orbit_code': 275045679123, 'n': 26, 'trace_an': -9164091}
  • id: 7937204
    {'hecke_orbit_code': 275045679123, 'n': 27, 'trace_an': 9159258}
  • id: 7937205
    {'hecke_orbit_code': 275045679123, 'n': 28, 'trace_an': 18844368}
  • id: 7937206
    {'hecke_orbit_code': 275045679123, 'n': 29, 'trace_an': -11163270}
  • id: 7937207
    {'hecke_orbit_code': 275045679123, 'n': 30, 'trace_an': -31527234}
  • id: 7937208
    {'hecke_orbit_code': 275045679123, 'n': 31, 'trace_an': 14008185}
  • id: 7937209
    {'hecke_orbit_code': 275045679123, 'n': 32, 'trace_an': 39067659}
  • id: 7937210
    {'hecke_orbit_code': 275045679123, 'n': 33, 'trace_an': 13852056}
  • id: 7937211
    {'hecke_orbit_code': 275045679123, 'n': 34, 'trace_an': 52272000}
  • id: 7937212
    {'hecke_orbit_code': 275045679123, 'n': 35, 'trace_an': -556095}
  • id: 7937213
    {'hecke_orbit_code': 275045679123, 'n': 36, 'trace_an': -138087633}
  • id: 7937214
    {'hecke_orbit_code': 275045679123, 'n': 37, 'trace_an': -69738432}
  • id: 7937215
    {'hecke_orbit_code': 275045679123, 'n': 38, 'trace_an': -36719772}
  • id: 7937216
    {'hecke_orbit_code': 275045679123, 'n': 39, 'trace_an': 31440864}
  • id: 7937217
    {'hecke_orbit_code': 275045679123, 'n': 40, 'trace_an': 72353238}
  • id: 7937218
    {'hecke_orbit_code': 275045679123, 'n': 41, 'trace_an': 21081261}
  • id: 7937219
    {'hecke_orbit_code': 275045679123, 'n': 42, 'trace_an': 278228397}
  • id: 7937220
    {'hecke_orbit_code': 275045679123, 'n': 43, 'trace_an': -2650620}
  • id: 7937221
    {'hecke_orbit_code': 275045679123, 'n': 44, 'trace_an': -45518607}
  • id: 7937222
    {'hecke_orbit_code': 275045679123, 'n': 45, 'trace_an': -61014765}
  • id: 7937223
    {'hecke_orbit_code': 275045679123, 'n': 46, 'trace_an': -63830328}
  • id: 7937224
    {'hecke_orbit_code': 275045679123, 'n': 47, 'trace_an': -68926458}
  • id: 7937225
    {'hecke_orbit_code': 275045679123, 'n': 48, 'trace_an': -261869319}
  • id: 7937226
    {'hecke_orbit_code': 275045679123, 'n': 49, 'trace_an': -163636377}
  • id: 7937227
    {'hecke_orbit_code': 275045679123, 'n': 50, 'trace_an': 314983974}
  • id: 7937228
    {'hecke_orbit_code': 275045679123, 'n': 51, 'trace_an': -85145391}
  • id: 7937229
    {'hecke_orbit_code': 275045679123, 'n': 52, 'trace_an': 456660285}
  • id: 7937230
    {'hecke_orbit_code': 275045679123, 'n': 53, 'trace_an': 161166480}
  • id: 7937231
    {'hecke_orbit_code': 275045679123, 'n': 54, 'trace_an': 159418851}
  • id: 7937232
    {'hecke_orbit_code': 275045679123, 'n': 55, 'trace_an': -373457277}
  • id: 7937233
    {'hecke_orbit_code': 275045679123, 'n': 56, 'trace_an': -745391202}
  • id: 7937234
    {'hecke_orbit_code': 275045679123, 'n': 57, 'trace_an': -252057498}
  • id: 7937235
    {'hecke_orbit_code': 275045679123, 'n': 58, 'trace_an': 574863468}
  • id: 7937236
    {'hecke_orbit_code': 275045679123, 'n': 59, 'trace_an': 95772153}
  • id: 7937237
    {'hecke_orbit_code': 275045679123, 'n': 60, 'trace_an': -357214644}
  • id: 7937238
    {'hecke_orbit_code': 275045679123, 'n': 61, 'trace_an': 623252928}
  • id: 7937239
    {'hecke_orbit_code': 275045679123, 'n': 62, 'trace_an': 907803708}
  • id: 7937240
    {'hecke_orbit_code': 275045679123, 'n': 63, 'trace_an': -137368179}
  • id: 7937241
    {'hecke_orbit_code': 275045679123, 'n': 64, 'trace_an': -866999625}
  • id: 7937242
    {'hecke_orbit_code': 275045679123, 'n': 65, 'trace_an': -153878493}
  • id: 7937243
    {'hecke_orbit_code': 275045679123, 'n': 66, 'trace_an': -782341476}
  • id: 7937244
    {'hecke_orbit_code': 275045679123, 'n': 67, 'trace_an': -494022567}
  • id: 7937245
    {'hecke_orbit_code': 275045679123, 'n': 68, 'trace_an': -821601474}
  • id: 7937246
    {'hecke_orbit_code': 275045679123, 'n': 69, 'trace_an': 1193576865}
  • id: 7937247
    {'hecke_orbit_code': 275045679123, 'n': 70, 'trace_an': 2528982243}
  • id: 7937248
    {'hecke_orbit_code': 275045679123, 'n': 71, 'trace_an': 1179609600}
  • id: 7937249
    {'hecke_orbit_code': 275045679123, 'n': 72, 'trace_an': 1908922506}
  • id: 7937250
    {'hecke_orbit_code': 275045679123, 'n': 73, 'trace_an': -652208256}
  • id: 7937251
    {'hecke_orbit_code': 275045679123, 'n': 74, 'trace_an': -2845641837}
  • id: 7937252
    {'hecke_orbit_code': 275045679123, 'n': 75, 'trace_an': -4030728588}
  • id: 7937253
    {'hecke_orbit_code': 275045679123, 'n': 76, 'trace_an': -1483780614}
  • id: 7937254
    {'hecke_orbit_code': 275045679123, 'n': 77, 'trace_an': -958458222}
  • id: 7937255
    {'hecke_orbit_code': 275045679123, 'n': 78, 'trace_an': 1805806725}
  • id: 7937256
    {'hecke_orbit_code': 275045679123, 'n': 79, 'trace_an': 2000761536}
  • id: 7937257
    {'hecke_orbit_code': 275045679123, 'n': 80, 'trace_an': 2544691341}
  • id: 7937258
    {'hecke_orbit_code': 275045679123, 'n': 81, 'trace_an': 494126322}
  • id: 7937259
    {'hecke_orbit_code': 275045679123, 'n': 82, 'trace_an': 675000663}
  • id: 7937260
    {'hecke_orbit_code': 275045679123, 'n': 83, 'trace_an': -1226988585}
  • id: 7937261
    {'hecke_orbit_code': 275045679123, 'n': 84, 'trace_an': 1236853875}
  • id: 7937262
    {'hecke_orbit_code': 275045679123, 'n': 85, 'trace_an': -591903282}
  • id: 7937263
    {'hecke_orbit_code': 275045679123, 'n': 86, 'trace_an': -3032971176}
  • id: 7937264
    {'hecke_orbit_code': 275045679123, 'n': 87, 'trace_an': -601158705}
  • id: 7937265
    {'hecke_orbit_code': 275045679123, 'n': 88, 'trace_an': 2100827301}
  • id: 7937266
    {'hecke_orbit_code': 275045679123, 'n': 89, 'trace_an': 974713722}
  • id: 7937267
    {'hecke_orbit_code': 275045679123, 'n': 90, 'trace_an': 915811338}
  • id: 7937268
    {'hecke_orbit_code': 275045679123, 'n': 91, 'trace_an': 4649924571}
  • id: 7937269
    {'hecke_orbit_code': 275045679123, 'n': 92, 'trace_an': 2420259036}
  • id: 7937270
    {'hecke_orbit_code': 275045679123, 'n': 93, 'trace_an': -5301596115}
  • id: 7937271
    {'hecke_orbit_code': 275045679123, 'n': 94, 'trace_an': -14821292934}
  • id: 7937272
    {'hecke_orbit_code': 275045679123, 'n': 95, 'trace_an': 2090479674}
  • id: 7937273
    {'hecke_orbit_code': 275045679123, 'n': 96, 'trace_an': 9265625706}
  • id: 7937274
    {'hecke_orbit_code': 275045679123, 'n': 97, 'trace_an': 1629254199}
  • id: 7937275
    {'hecke_orbit_code': 275045679123, 'n': 98, 'trace_an': -2513934243}
  • id: 7937276
    {'hecke_orbit_code': 275045679123, 'n': 99, 'trace_an': -230051604}
  • id: 7937277
    {'hecke_orbit_code': 275045679123, 'n': 100, 'trace_an': -5245411335}
  • id: 7937278
    {'hecke_orbit_code': 275045679123, 'n': 101, 'trace_an': -2266483368}
  • id: 7937279
    {'hecke_orbit_code': 275045679123, 'n': 103, 'trace_an': 3750858333}
  • id: 7937280
    {'hecke_orbit_code': 275045679123, 'n': 107, 'trace_an': 4995682218}
  • id: 7937281
    {'hecke_orbit_code': 275045679123, 'n': 109, 'trace_an': -688754298}
  • id: 7937282
    {'hecke_orbit_code': 275045679123, 'n': 113, 'trace_an': 3908260872}
  • id: 7937283
    {'hecke_orbit_code': 275045679123, 'n': 121, 'trace_an': 5791079349}
  • id: 7937284
    {'hecke_orbit_code': 275045679123, 'n': 125, 'trace_an': 8084368203}
  • id: 7937285
    {'hecke_orbit_code': 275045679123, 'n': 127, 'trace_an': -1894495452}
  • id: 7937286
    {'hecke_orbit_code': 275045679123, 'n': 128, 'trace_an': -41698632678}
  • id: 7937287
    {'hecke_orbit_code': 275045679123, 'n': 131, 'trace_an': 37881788340}
  • id: 7937288
    {'hecke_orbit_code': 275045679123, 'n': 137, 'trace_an': -20959292451}
  • id: 7937289
    {'hecke_orbit_code': 275045679123, 'n': 139, 'trace_an': 30736165227}
  • id: 7937290
    {'hecke_orbit_code': 275045679123, 'n': 149, 'trace_an': -29778615114}
  • id: 7937291
    {'hecke_orbit_code': 275045679123, 'n': 151, 'trace_an': -27567145392}
  • id: 7937292
    {'hecke_orbit_code': 275045679123, 'n': 157, 'trace_an': -3097229868}
  • id: 7937293
    {'hecke_orbit_code': 275045679123, 'n': 163, 'trace_an': 24415944945}
  • id: 7937294
    {'hecke_orbit_code': 275045679123, 'n': 167, 'trace_an': -1152714054}
  • id: 7937295
    {'hecke_orbit_code': 275045679123, 'n': 169, 'trace_an': -71756365548}
  • id: 7937296
    {'hecke_orbit_code': 275045679123, 'n': 173, 'trace_an': -75125973732}
  • id: 7937297
    {'hecke_orbit_code': 275045679123, 'n': 179, 'trace_an': 143379525789}
  • id: 7937298
    {'hecke_orbit_code': 275045679123, 'n': 181, 'trace_an': 80786148186}
  • id: 7937299
    {'hecke_orbit_code': 275045679123, 'n': 191, 'trace_an': 128319438168}
  • id: 7937300
    {'hecke_orbit_code': 275045679123, 'n': 193, 'trace_an': 31848707388}
  • id: 7937301
    {'hecke_orbit_code': 275045679123, 'n': 197, 'trace_an': 50691869253}
  • id: 7937302
    {'hecke_orbit_code': 275045679123, 'n': 199, 'trace_an': 34490372016}
  • id: 7937303
    {'hecke_orbit_code': 275045679123, 'n': 211, 'trace_an': -246523951002}
  • id: 7937304
    {'hecke_orbit_code': 275045679123, 'n': 223, 'trace_an': -258793064934}
  • id: 7937305
    {'hecke_orbit_code': 275045679123, 'n': 227, 'trace_an': -357868336680}
  • id: 7937306
    {'hecke_orbit_code': 275045679123, 'n': 229, 'trace_an': 182710917552}
  • id: 7937307
    {'hecke_orbit_code': 275045679123, 'n': 233, 'trace_an': 80567322195}
  • id: 7937308
    {'hecke_orbit_code': 275045679123, 'n': 239, 'trace_an': 184565741085}
  • id: 7937309
    {'hecke_orbit_code': 275045679123, 'n': 241, 'trace_an': 178697143737}
  • id: 7937310
    {'hecke_orbit_code': 275045679123, 'n': 243, 'trace_an': 351381046071}
  • id: 7937311
    {'hecke_orbit_code': 275045679123, 'n': 251, 'trace_an': 283292514663}
  • id: 7937312
    {'hecke_orbit_code': 275045679123, 'n': 256, 'trace_an': 1689095810304}
  • id: 7937313
    {'hecke_orbit_code': 275045679123, 'n': 257, 'trace_an': 925456981074}
  • id: 7937314
    {'hecke_orbit_code': 275045679123, 'n': 263, 'trace_an': -1422889703826}
  • id: 7937315
    {'hecke_orbit_code': 275045679123, 'n': 269, 'trace_an': 352151670918}
  • id: 7937316
    {'hecke_orbit_code': 275045679123, 'n': 271, 'trace_an': -827047207986}
  • id: 7937317
    {'hecke_orbit_code': 275045679123, 'n': 277, 'trace_an': 425862486417}
  • id: 7937318
    {'hecke_orbit_code': 275045679123, 'n': 281, 'trace_an': -77937183129}
  • id: 7937319
    {'hecke_orbit_code': 275045679123, 'n': 283, 'trace_an': -479695111875}
  • id: 7937320
    {'hecke_orbit_code': 275045679123, 'n': 289, 'trace_an': 561322984500}
  • id: 7937321
    {'hecke_orbit_code': 275045679123, 'n': 293, 'trace_an': 1318828718457}
  • id: 7937322
    {'hecke_orbit_code': 275045679123, 'n': 307, 'trace_an': -1402124376714}
  • id: 7937323
    {'hecke_orbit_code': 275045679123, 'n': 311, 'trace_an': 1285047835083}
  • id: 7937324
    {'hecke_orbit_code': 275045679123, 'n': 313, 'trace_an': 1815386463006}
  • id: 7937325
    {'hecke_orbit_code': 275045679123, 'n': 317, 'trace_an': -362996239836}
  • id: 7937326
    {'hecke_orbit_code': 275045679123, 'n': 331, 'trace_an': 1449849791721}
  • id: 7937327
    {'hecke_orbit_code': 275045679123, 'n': 337, 'trace_an': -1939078316775}
  • id: 7937328
    {'hecke_orbit_code': 275045679123, 'n': 343, 'trace_an': -665159385618}
  • id: 7937329
    {'hecke_orbit_code': 275045679123, 'n': 347, 'trace_an': 873569300394}
  • id: 7937330
    {'hecke_orbit_code': 275045679123, 'n': 349, 'trace_an': 998379660003}
  • id: 7937331
    {'hecke_orbit_code': 275045679123, 'n': 353, 'trace_an': 92428609833}
  • id: 7937332
    {'hecke_orbit_code': 275045679123, 'n': 359, 'trace_an': -1181814662040}
  • id: 7937333
    {'hecke_orbit_code': 275045679123, 'n': 361, 'trace_an': -2715285708726}
  • id: 7937334
    {'hecke_orbit_code': 275045679123, 'n': 367, 'trace_an': 748781678982}
  • id: 7937335
    {'hecke_orbit_code': 275045679123, 'n': 373, 'trace_an': 3377016934617}
  • id: 7937336
    {'hecke_orbit_code': 275045679123, 'n': 379, 'trace_an': -5146052809368}
  • id: 7937337
    {'hecke_orbit_code': 275045679123, 'n': 383, 'trace_an': 1297140588408}
  • id: 7937338
    {'hecke_orbit_code': 275045679123, 'n': 389, 'trace_an': 2316206098464}
  • id: 7937339
    {'hecke_orbit_code': 275045679123, 'n': 397, 'trace_an': -975454890108}
  • id: 7937340
    {'hecke_orbit_code': 275045679123, 'n': 401, 'trace_an': -1098450137085}
  • id: 7937341
    {'hecke_orbit_code': 275045679123, 'n': 409, 'trace_an': -1479496233021}
  • id: 7937342
    {'hecke_orbit_code': 275045679123, 'n': 419, 'trace_an': 576409011606}
  • id: 7937343
    {'hecke_orbit_code': 275045679123, 'n': 421, 'trace_an': 4520411725998}
  • id: 7937344
    {'hecke_orbit_code': 275045679123, 'n': 431, 'trace_an': -5410474769514}
  • id: 7937345
    {'hecke_orbit_code': 275045679123, 'n': 433, 'trace_an': 2717367718992}
  • id: 7937346
    {'hecke_orbit_code': 275045679123, 'n': 439, 'trace_an': 6810552101046}
  • id: 7937347
    {'hecke_orbit_code': 275045679123, 'n': 443, 'trace_an': 3726596422365}
  • id: 7937348
    {'hecke_orbit_code': 275045679123, 'n': 449, 'trace_an': -2280326635395}
  • id: 7937349
    {'hecke_orbit_code': 275045679123, 'n': 457, 'trace_an': -7398202785036}
  • id: 7937350
    {'hecke_orbit_code': 275045679123, 'n': 461, 'trace_an': 1641938796138}
  • id: 7937351
    {'hecke_orbit_code': 275045679123, 'n': 463, 'trace_an': -4216786463589}
  • id: 7937352
    {'hecke_orbit_code': 275045679123, 'n': 467, 'trace_an': 5590320580197}
  • id: 7937353
    {'hecke_orbit_code': 275045679123, 'n': 479, 'trace_an': -9647216575662}
  • id: 7937354
    {'hecke_orbit_code': 275045679123, 'n': 487, 'trace_an': -12659979737253}
  • id: 7937355
    {'hecke_orbit_code': 275045679123, 'n': 491, 'trace_an': 11885386533420}
  • id: 7937356
    {'hecke_orbit_code': 275045679123, 'n': 499, 'trace_an': -12445569593349}
  • id: 7937357
    {'hecke_orbit_code': 275045679123, 'n': 503, 'trace_an': -8110048006524}
  • id: 7937358
    {'hecke_orbit_code': 275045679123, 'n': 509, 'trace_an': -9122693633418}
  • id: 7937359
    {'hecke_orbit_code': 275045679123, 'n': 512, 'trace_an': 2580959300136}
  • id: 7937360
    {'hecke_orbit_code': 275045679123, 'n': 521, 'trace_an': -6329665943721}
  • id: 7937361
    {'hecke_orbit_code': 275045679123, 'n': 523, 'trace_an': -13440554971128}
  • id: 7937362
    {'hecke_orbit_code': 275045679123, 'n': 529, 'trace_an': 18298947470658}
  • id: 7937363
    {'hecke_orbit_code': 275045679123, 'n': 541, 'trace_an': 7559152219080}
  • id: 7937364
    {'hecke_orbit_code': 275045679123, 'n': 547, 'trace_an': 1917362603988}
  • id: 7937365
    {'hecke_orbit_code': 275045679123, 'n': 557, 'trace_an': -10018079228244}
  • id: 7937366
    {'hecke_orbit_code': 275045679123, 'n': 563, 'trace_an': -1402147693395}
  • id: 7937367
    {'hecke_orbit_code': 275045679123, 'n': 569, 'trace_an': -19503030259818}
  • id: 7937368
    {'hecke_orbit_code': 275045679123, 'n': 571, 'trace_an': -8964511651848}
  • id: 7937369
    {'hecke_orbit_code': 275045679123, 'n': 577, 'trace_an': -16060825538283}
  • id: 7937370
    {'hecke_orbit_code': 275045679123, 'n': 587, 'trace_an': 14503369277388}
  • id: 7937371
    {'hecke_orbit_code': 275045679123, 'n': 593, 'trace_an': 8215219880997}
  • id: 7937372
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  • id: 7937373
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  • id: 7937388
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  • id: 7937414
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  • id: 7937435
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