Embedded newform data - 43.10.g.a.10.16

Formats: - HTML - YAML - JSON - 2024-05-23T11:13:46.375075

• 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_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': 4300, 'analytic_conductor': 22.146540955046543, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 43, 'char_degree': 12, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 21, 'char_parity': 1, 'char_values': [43, 21, [3], [1]], 'cm_discs': [], 'conrey_index': 9, 'dim': 384, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 412484632619, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 43, 7, 1, 21, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '43.10.g.a', 'level': 43, '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': [43], 'level_radical': 43, 'minimal_twist': '43.10.g.a', 'prim_orbit_index': 7, 'related_objects': [], 'relative_dim': 32, 'rm_discs': [], 'sato_tate_group': '9.2.3.c21', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '43.10.g', 'trace_display': [56, -321, -695, 32650], 'traces': [384, 56, -321, -16052, -695, 1274, 32650, -50022, 373611, 6223, 180668, -270774, 11245, -271206, -835123, -6169448, -65194, -466218, -1417919, 5877261, 3242929, -4296822, -2544899, -6043976, 9428207, -11482629, 20117988, 7310292, -5289921, 23977480, -47539873, 18747558, -68064193, -73743233, -15006505, -203628199, 62563960, 108303102, 70931426, 14772713, -35636128, 29601006, -207110915, 367809332, 122079484, 164249271, 25529106, 191670995, -815972056, -210640197, -392161947, -873472922, 87568125, 627150582, 628156420, 725546751, -402646583, -677654606, 552834314, 990764675, 376844345, 76529685, -505887225, 621236102, 8885906, 895281647, 789662056, -2265959151, -2055955619, 3236566615, 635670789, -1964730073, 1333013552, -5184014638, 720042326, 477329288, 2282266995, 5133145036, 2903853142, 6779574014, 3699743739, 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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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412484632619, 'label': '43.10.g.a.10.16', 'level': 43, 'weight': 10}
• 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': 4300, 'analytic_conductor': 22.146540955046543, 'char_conductor': 43, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 21, 'char_parity': 1, 'char_values': [43, 21, [3], [1]], 'conrey_index': 9, 'cusp_dim': 384, 'dim': 384, 'eis_dim': 24, 'eis_new_dim': 24, 'hecke_orbit_code': 412484632619, 'hecke_orbit_dims': [384], 'label': '43.10.g', 'level': 43, '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': [43], 'level_radical': 43, 'mf_dim': 408, 'mf_new_dim': 408, 'num_forms': 1, 'prim_orbit_index': 7, 'relative_dim': 32, 'sturm_bound': 36, 'trace_bound': 0, 'trace_display': [56, -321, -695, 32650], 'traces': [384, 56, -321, -16052, -695, 1274, 32650, -50022, 373611, 6223, 180668, -270774, 11245, -271206, -835123, -6169448, -65194, -466218, -1417919, 5877261, 3242929, -4296822, -2544899, 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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: 5259239
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 384, 'source_embedding_index': 16, 'source_hecke_orbit_code': 412484632619, 'source_is_minimal': True, 'source_label': '43.10.g.a.10.16', 'source_level': 43, 'target_conrey_index': 10, 'target_dim': 384, 'target_embedding_index': 16, 'target_hecke_orbit_code': 412484632619, 'target_is_minimal': True, 'target_label': '43.10.g.a.10.16', 'target_level': 43, 'twist_class_label': '43.10.g.a.10.16', 'twist_class_level': 43, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 5259240
    {'conductor': 43, 'degree': 12, 'order': 21, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 384, 'source_embedding_index': 16, 'source_hecke_orbit_code': 412484632619, 'source_is_minimal': True, 'source_label': '43.10.g.a.10.16', 'source_level': 43, 'target_conrey_index': 13, 'target_dim': 384, 'target_embedding_index': 16, 'target_hecke_orbit_code': 412484632619, 'target_is_minimal': True, 'target_label': '43.10.g.a.13.16', 'target_level': 43, 'twist_class_label': '43.10.g.a.10.16', 'twist_class_level': 43, 'twisting_char_label': '43.13', 'twisting_conrey_index': 13, 'weight': 10}
• hecke_orbit_code 412484632619 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': 7, 'hecke_orbit': 1, 'label': '43.10.g.a', 'level': 43, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35464000
    {'hecke_orbit_code': 412484632619, 'n': 1, 'trace_an': 384}
  • id: 35464001
    {'hecke_orbit_code': 412484632619, 'n': 2, 'trace_an': 56}
  • id: 35464002
    {'hecke_orbit_code': 412484632619, 'n': 3, 'trace_an': -321}
  • id: 35464003
    {'hecke_orbit_code': 412484632619, 'n': 4, 'trace_an': -16052}
  • id: 35464004
    {'hecke_orbit_code': 412484632619, 'n': 5, 'trace_an': -695}
  • id: 35464005
    {'hecke_orbit_code': 412484632619, 'n': 6, 'trace_an': 1274}
  • id: 35464006
    {'hecke_orbit_code': 412484632619, 'n': 7, 'trace_an': 32650}
  • id: 35464007
    {'hecke_orbit_code': 412484632619, 'n': 8, 'trace_an': -50022}
  • id: 35464008
    {'hecke_orbit_code': 412484632619, 'n': 9, 'trace_an': 373611}
  • id: 35464009
    {'hecke_orbit_code': 412484632619, 'n': 10, 'trace_an': 6223}
  • id: 35464010
    {'hecke_orbit_code': 412484632619, 'n': 11, 'trace_an': 180668}
  • id: 35464011
    {'hecke_orbit_code': 412484632619, 'n': 12, 'trace_an': -270774}
  • id: 35464012
    {'hecke_orbit_code': 412484632619, 'n': 13, 'trace_an': 11245}
  • id: 35464013
    {'hecke_orbit_code': 412484632619, 'n': 14, 'trace_an': -271206}
  • id: 35464014
    {'hecke_orbit_code': 412484632619, 'n': 15, 'trace_an': -835123}
  • id: 35464015
    {'hecke_orbit_code': 412484632619, 'n': 16, 'trace_an': -6169448}
  • id: 35464016
    {'hecke_orbit_code': 412484632619, 'n': 17, 'trace_an': -65194}
  • id: 35464017
    {'hecke_orbit_code': 412484632619, 'n': 18, 'trace_an': -466218}
  • id: 35464018
    {'hecke_orbit_code': 412484632619, 'n': 19, 'trace_an': -1417919}
  • id: 35464019
    {'hecke_orbit_code': 412484632619, 'n': 20, 'trace_an': 5877261}
  • id: 35464020
    {'hecke_orbit_code': 412484632619, 'n': 21, 'trace_an': 3242929}
  • id: 35464021
    {'hecke_orbit_code': 412484632619, 'n': 22, 'trace_an': -4296822}
  • id: 35464022
    {'hecke_orbit_code': 412484632619, 'n': 23, 'trace_an': -2544899}
  • id: 35464023
    {'hecke_orbit_code': 412484632619, 'n': 24, 'trace_an': -6043976}
  • id: 35464024
    {'hecke_orbit_code': 412484632619, 'n': 25, 'trace_an': 9428207}
  • id: 35464025
    {'hecke_orbit_code': 412484632619, 'n': 26, 'trace_an': -11482629}
  • id: 35464026
    {'hecke_orbit_code': 412484632619, 'n': 27, 'trace_an': 20117988}
  • id: 35464027
    {'hecke_orbit_code': 412484632619, 'n': 28, 'trace_an': 7310292}
  • id: 35464028
    {'hecke_orbit_code': 412484632619, 'n': 29, 'trace_an': -5289921}
  • id: 35464029
    {'hecke_orbit_code': 412484632619, 'n': 30, 'trace_an': 23977480}
  • id: 35464030
    {'hecke_orbit_code': 412484632619, 'n': 31, 'trace_an': -47539873}
  • id: 35464031
    {'hecke_orbit_code': 412484632619, 'n': 32, 'trace_an': 18747558}
  • id: 35464032
    {'hecke_orbit_code': 412484632619, 'n': 33, 'trace_an': -68064193}
  • id: 35464033
    {'hecke_orbit_code': 412484632619, 'n': 34, 'trace_an': -73743233}
  • id: 35464034
    {'hecke_orbit_code': 412484632619, 'n': 35, 'trace_an': -15006505}
  • id: 35464035
    {'hecke_orbit_code': 412484632619, 'n': 36, 'trace_an': -203628199}
  • id: 35464036
    {'hecke_orbit_code': 412484632619, 'n': 37, 'trace_an': 62563960}
  • id: 35464037
    {'hecke_orbit_code': 412484632619, 'n': 38, 'trace_an': 108303102}
  • id: 35464038
    {'hecke_orbit_code': 412484632619, 'n': 39, 'trace_an': 70931426}
  • id: 35464039
    {'hecke_orbit_code': 412484632619, 'n': 40, 'trace_an': 14772713}
  • id: 35464040
    {'hecke_orbit_code': 412484632619, 'n': 41, 'trace_an': -35636128}
  • id: 35464041
    {'hecke_orbit_code': 412484632619, 'n': 42, 'trace_an': 29601006}
  • id: 35464042
    {'hecke_orbit_code': 412484632619, 'n': 43, 'trace_an': -207110915}
  • id: 35464043
    {'hecke_orbit_code': 412484632619, 'n': 44, 'trace_an': 367809332}
  • id: 35464044
    {'hecke_orbit_code': 412484632619, 'n': 45, 'trace_an': 122079484}
  • id: 35464045
    {'hecke_orbit_code': 412484632619, 'n': 46, 'trace_an': 164249271}
  • id: 35464046
    {'hecke_orbit_code': 412484632619, 'n': 47, 'trace_an': 25529106}
  • id: 35464047
    {'hecke_orbit_code': 412484632619, 'n': 48, 'trace_an': 191670995}
  • id: 35464048
    {'hecke_orbit_code': 412484632619, 'n': 49, 'trace_an': -815972056}
  • id: 35464049
    {'hecke_orbit_code': 412484632619, 'n': 50, 'trace_an': -210640197}
  • id: 35464050
    {'hecke_orbit_code': 412484632619, 'n': 51, 'trace_an': -392161947}
  • id: 35464051
    {'hecke_orbit_code': 412484632619, 'n': 52, 'trace_an': -873472922}
  • id: 35464052
    {'hecke_orbit_code': 412484632619, 'n': 53, 'trace_an': 87568125}
  • id: 35464053
    {'hecke_orbit_code': 412484632619, 'n': 54, 'trace_an': 627150582}
  • id: 35464054
    {'hecke_orbit_code': 412484632619, 'n': 55, 'trace_an': 628156420}
  • id: 35464055
    {'hecke_orbit_code': 412484632619, 'n': 56, 'trace_an': 725546751}
  • id: 35464056
    {'hecke_orbit_code': 412484632619, 'n': 57, 'trace_an': -402646583}
  • id: 35464057
    {'hecke_orbit_code': 412484632619, 'n': 58, 'trace_an': -677654606}
  • id: 35464058
    {'hecke_orbit_code': 412484632619, 'n': 59, 'trace_an': 552834314}
  • id: 35464059
    {'hecke_orbit_code': 412484632619, 'n': 60, 'trace_an': 990764675}
  • id: 35464060
    {'hecke_orbit_code': 412484632619, 'n': 61, 'trace_an': 376844345}
  • id: 35464061
    {'hecke_orbit_code': 412484632619, 'n': 62, 'trace_an': 76529685}
  • id: 35464062
    {'hecke_orbit_code': 412484632619, 'n': 63, 'trace_an': -505887225}
  • id: 35464063
    {'hecke_orbit_code': 412484632619, 'n': 64, 'trace_an': 621236102}
  • id: 35464064
    {'hecke_orbit_code': 412484632619, 'n': 65, 'trace_an': 8885906}
  • id: 35464065
    {'hecke_orbit_code': 412484632619, 'n': 66, 'trace_an': 895281647}
  • id: 35464066
    {'hecke_orbit_code': 412484632619, 'n': 67, 'trace_an': 789662056}
  • id: 35464067
    {'hecke_orbit_code': 412484632619, 'n': 68, 'trace_an': -2265959151}
  • id: 35464068
    {'hecke_orbit_code': 412484632619, 'n': 69, 'trace_an': -2055955619}
  • id: 35464069
    {'hecke_orbit_code': 412484632619, 'n': 70, 'trace_an': 3236566615}
  • id: 35464070
    {'hecke_orbit_code': 412484632619, 'n': 71, 'trace_an': 635670789}
  • id: 35464071
    {'hecke_orbit_code': 412484632619, 'n': 72, 'trace_an': -1964730073}
  • id: 35464072
    {'hecke_orbit_code': 412484632619, 'n': 73, 'trace_an': 1333013552}
  • id: 35464073
    {'hecke_orbit_code': 412484632619, 'n': 74, 'trace_an': -5184014638}
  • id: 35464074
    {'hecke_orbit_code': 412484632619, 'n': 75, 'trace_an': 720042326}
  • id: 35464075
    {'hecke_orbit_code': 412484632619, 'n': 76, 'trace_an': 477329288}
  • id: 35464076
    {'hecke_orbit_code': 412484632619, 'n': 77, 'trace_an': 2282266995}
  • id: 35464077
    {'hecke_orbit_code': 412484632619, 'n': 78, 'trace_an': 5133145036}
  • id: 35464078
    {'hecke_orbit_code': 412484632619, 'n': 79, 'trace_an': 2903853142}
  • id: 35464079
    {'hecke_orbit_code': 412484632619, 'n': 80, 'trace_an': 6779574014}
  • id: 35464080
    {'hecke_orbit_code': 412484632619, 'n': 81, 'trace_an': 3699743739}
  • id: 35464081
    {'hecke_orbit_code': 412484632619, 'n': 82, 'trace_an': -1268184088}
  • id: 35464082
    {'hecke_orbit_code': 412484632619, 'n': 83, 'trace_an': -3074947634}
  • id: 35464083
    {'hecke_orbit_code': 412484632619, 'n': 84, 'trace_an': -1313116801}
  • id: 35464084
    {'hecke_orbit_code': 412484632619, 'n': 85, 'trace_an': 1946616146}
  • id: 35464085
    {'hecke_orbit_code': 412484632619, 'n': 86, 'trace_an': -10088814540}
  • id: 35464086
    {'hecke_orbit_code': 412484632619, 'n': 87, 'trace_an': -6085081326}
  • id: 35464087
    {'hecke_orbit_code': 412484632619, 'n': 88, 'trace_an': -8012630430}
  • id: 35464088
    {'hecke_orbit_code': 412484632619, 'n': 89, 'trace_an': -1632065068}
  • id: 35464089
    {'hecke_orbit_code': 412484632619, 'n': 90, 'trace_an': 3316166089}
  • id: 35464090
    {'hecke_orbit_code': 412484632619, 'n': 91, 'trace_an': 5386571784}
  • id: 35464091
    {'hecke_orbit_code': 412484632619, 'n': 92, 'trace_an': 2280339030}
  • id: 35464092
    {'hecke_orbit_code': 412484632619, 'n': 93, 'trace_an': 2459095364}
  • id: 35464093
    {'hecke_orbit_code': 412484632619, 'n': 94, 'trace_an': -5048567488}
  • id: 35464094
    {'hecke_orbit_code': 412484632619, 'n': 95, 'trace_an': -1597173221}
  • id: 35464095
    {'hecke_orbit_code': 412484632619, 'n': 96, 'trace_an': -10288936616}
  • id: 35464096
    {'hecke_orbit_code': 412484632619, 'n': 97, 'trace_an': -4337315288}
  • id: 35464097
    {'hecke_orbit_code': 412484632619, 'n': 98, 'trace_an': -14989446392}
  • id: 35464098
    {'hecke_orbit_code': 412484632619, 'n': 99, 'trace_an': -5338096561}
  • id: 35464099
    {'hecke_orbit_code': 412484632619, 'n': 100, 'trace_an': -6557843242}
  • id: 35464100
    {'hecke_orbit_code': 412484632619, 'n': 101, 'trace_an': 4830535075}
  • id: 35464101
    {'hecke_orbit_code': 412484632619, 'n': 102, 'trace_an': 27096554942}
  • id: 35464102
    {'hecke_orbit_code': 412484632619, 'n': 103, 'trace_an': 688392095}
  • id: 35464103
    {'hecke_orbit_code': 412484632619, 'n': 104, 'trace_an': 4127361497}
  • id: 35464104
    {'hecke_orbit_code': 412484632619, 'n': 105, 'trace_an': -3698906574}
  • id: 35464105
    {'hecke_orbit_code': 412484632619, 'n': 106, 'trace_an': -12748764073}
  • id: 35464106
    {'hecke_orbit_code': 412484632619, 'n': 107, 'trace_an': 14805697090}
  • id: 35464107
    {'hecke_orbit_code': 412484632619, 'n': 108, 'trace_an': 11525605172}
  • id: 35464108
    {'hecke_orbit_code': 412484632619, 'n': 109, 'trace_an': 7582824145}
  • id: 35464109
    {'hecke_orbit_code': 412484632619, 'n': 110, 'trace_an': 19298778198}
  • id: 35464110
    {'hecke_orbit_code': 412484632619, 'n': 111, 'trace_an': 20394574540}
  • id: 35464111
    {'hecke_orbit_code': 412484632619, 'n': 112, 'trace_an': 10277317867}
  • id: 35464112
    {'hecke_orbit_code': 412484632619, 'n': 113, 'trace_an': -13866179136}
  • id: 35464113
    {'hecke_orbit_code': 412484632619, 'n': 114, 'trace_an': -38822289943}
  • id: 35464114
    {'hecke_orbit_code': 412484632619, 'n': 115, 'trace_an': -20882188193}
  • id: 35464115
    {'hecke_orbit_code': 412484632619, 'n': 116, 'trace_an': -18075742569}
  • id: 35464116
    {'hecke_orbit_code': 412484632619, 'n': 117, 'trace_an': -12076096610}
  • id: 35464117
    {'hecke_orbit_code': 412484632619, 'n': 118, 'trace_an': 12683685825}
  • id: 35464118
    {'hecke_orbit_code': 412484632619, 'n': 119, 'trace_an': 1115943398}
  • id: 35464119
    {'hecke_orbit_code': 412484632619, 'n': 120, 'trace_an': 9613608158}
  • id: 35464120
    {'hecke_orbit_code': 412484632619, 'n': 121, 'trace_an': -961309252}
  • id: 35464121
    {'hecke_orbit_code': 412484632619, 'n': 122, 'trace_an': 8145089943}
  • id: 35464122
    {'hecke_orbit_code': 412484632619, 'n': 123, 'trace_an': 19655037383}
  • id: 35464123
    {'hecke_orbit_code': 412484632619, 'n': 124, 'trace_an': -8260345283}
  • id: 35464124
    {'hecke_orbit_code': 412484632619, 'n': 125, 'trace_an': 6119769364}
  • id: 35464125
    {'hecke_orbit_code': 412484632619, 'n': 126, 'trace_an': 2613047933}
  • id: 35464126
    {'hecke_orbit_code': 412484632619, 'n': 127, 'trace_an': -31727946928}
  • id: 35464127
    {'hecke_orbit_code': 412484632619, 'n': 128, 'trace_an': -57094970082}
  • id: 35464128
    {'hecke_orbit_code': 412484632619, 'n': 129, 'trace_an': -33713712559}
  • id: 35464129
    {'hecke_orbit_code': 412484632619, 'n': 130, 'trace_an': 15943336038}
  • id: 35464130
    {'hecke_orbit_code': 412484632619, 'n': 131, 'trace_an': -8263806386}
  • id: 35464131
    {'hecke_orbit_code': 412484632619, 'n': 132, 'trace_an': 10555691199}
  • id: 35464132
    {'hecke_orbit_code': 412484632619, 'n': 133, 'trace_an': 33425804731}
  • id: 35464133
    {'hecke_orbit_code': 412484632619, 'n': 134, 'trace_an': 38761992691}
  • id: 35464134
    {'hecke_orbit_code': 412484632619, 'n': 135, 'trace_an': 36412699874}
  • id: 35464135
    {'hecke_orbit_code': 412484632619, 'n': 136, 'trace_an': 35591065028}
  • id: 35464136
    {'hecke_orbit_code': 412484632619, 'n': 137, 'trace_an': 14032360766}
  • id: 35464137
    {'hecke_orbit_code': 412484632619, 'n': 138, 'trace_an': 69229794276}
  • id: 35464138
    {'hecke_orbit_code': 412484632619, 'n': 139, 'trace_an': -31303618363}
  • id: 35464139
    {'hecke_orbit_code': 412484632619, 'n': 140, 'trace_an': 128225372775}
  • id: 35464140
    {'hecke_orbit_code': 412484632619, 'n': 141, 'trace_an': -74978941724}
  • id: 35464141
    {'hecke_orbit_code': 412484632619, 'n': 142, 'trace_an': 61385699278}
  • id: 35464142
    {'hecke_orbit_code': 412484632619, 'n': 143, 'trace_an': -71647855580}
  • id: 35464143
    {'hecke_orbit_code': 412484632619, 'n': 144, 'trace_an': -10010553230}
  • id: 35464144
    {'hecke_orbit_code': 412484632619, 'n': 145, 'trace_an': -58353116206}
  • id: 35464145
    {'hecke_orbit_code': 412484632619, 'n': 146, 'trace_an': -97134280131}
  • id: 35464146
    {'hecke_orbit_code': 412484632619, 'n': 147, 'trace_an': -26942998854}
  • id: 35464147
    {'hecke_orbit_code': 412484632619, 'n': 148, 'trace_an': 30104721070}
  • id: 35464148
    {'hecke_orbit_code': 412484632619, 'n': 149, 'trace_an': 93920921223}
  • id: 35464149
    {'hecke_orbit_code': 412484632619, 'n': 150, 'trace_an': 74816944791}
  • id: 35464150
    {'hecke_orbit_code': 412484632619, 'n': 151, 'trace_an': 106522674538}
  • id: 35464151
    {'hecke_orbit_code': 412484632619, 'n': 152, 'trace_an': 1966084040}
  • id: 35464152
    {'hecke_orbit_code': 412484632619, 'n': 153, 'trace_an': -133880000758}
  • id: 35464153
    {'hecke_orbit_code': 412484632619, 'n': 154, 'trace_an': -43624350817}
  • id: 35464154
    {'hecke_orbit_code': 412484632619, 'n': 155, 'trace_an': -128518986299}
  • id: 35464155
    {'hecke_orbit_code': 412484632619, 'n': 156, 'trace_an': -142182013491}
  • id: 35464156
    {'hecke_orbit_code': 412484632619, 'n': 157, 'trace_an': -88509980615}
  • id: 35464157
    {'hecke_orbit_code': 412484632619, 'n': 158, 'trace_an': -23683777649}
  • id: 35464158
    {'hecke_orbit_code': 412484632619, 'n': 159, 'trace_an': 45042938365}
  • id: 35464159
    {'hecke_orbit_code': 412484632619, 'n': 160, 'trace_an': 136155151599}
  • id: 35464160
    {'hecke_orbit_code': 412484632619, 'n': 161, 'trace_an': 152492947641}
  • id: 35464161
    {'hecke_orbit_code': 412484632619, 'n': 162, 'trace_an': 94207182490}
  • id: 35464162
    {'hecke_orbit_code': 412484632619, 'n': 163, 'trace_an': 171833918694}
  • id: 35464163
    {'hecke_orbit_code': 412484632619, 'n': 164, 'trace_an': 19455339500}
  • id: 35464164
    {'hecke_orbit_code': 412484632619, 'n': 165, 'trace_an': 3846173765}
  • id: 35464165
    {'hecke_orbit_code': 412484632619, 'n': 166, 'trace_an': 88370345667}
  • id: 35464166
    {'hecke_orbit_code': 412484632619, 'n': 167, 'trace_an': -29878594333}
  • id: 35464167
    {'hecke_orbit_code': 412484632619, 'n': 168, 'trace_an': -249652268603}
  • id: 35464168
    {'hecke_orbit_code': 412484632619, 'n': 169, 'trace_an': 36315956335}
  • id: 35464169
    {'hecke_orbit_code': 412484632619, 'n': 170, 'trace_an': -75381231643}
  • id: 35464170
    {'hecke_orbit_code': 412484632619, 'n': 171, 'trace_an': -264756681182}
  • id: 35464171
    {'hecke_orbit_code': 412484632619, 'n': 172, 'trace_an': -254324947271}
  • id: 35464172
    {'hecke_orbit_code': 412484632619, 'n': 173, 'trace_an': -26900332700}
  • id: 35464173
    {'hecke_orbit_code': 412484632619, 'n': 174, 'trace_an': 51878910702}
  • id: 35464174
    {'hecke_orbit_code': 412484632619, 'n': 175, 'trace_an': -97267291919}
  • id: 35464175
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  • id: 35464999
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