Embedded newform data - 11.9.d.a.6.5

Formats: - HTML - YAML - JSON - 2024-05-18T04:55:09.990760

• 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
  conrey_indexes	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_prime	boolean
  level_is_prime_power	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': 891, 'analytic_conductor': 4.4811647106724, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 10, 'char_parity': -1, 'char_values': [11, 10, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 6, 7, 8], 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206309425163, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 4, -1, 10, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.9.d.a', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.9.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '8.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.9.d', 'trace_display': [-5, 144, -708, 5470], 'traces': [28, -5, 144, 951, -708, -4485, 5470, -3845, -14225, 0, 38567, 63954, -12500, -49262, -211056, 65335, 368200, -316350, -442685, -101488, 0, 1686925, 704764, -426415, -960933, 659122, -1523847, -2014380, -795320, 680860, 1317554, 0, -3224101, 897538, 8132260, 8527262, 8163354, 1456780, -14657890, -24701940, -13192700, 3806030, 0, -8229340, 17701416, 38601510, 11954754, 49075784, -11198359, -41838705, -41019825, -81977530, -2537916, 0, 40359452, 96646244, 88596375, -13252700, 49581537, -58912456, -29302910, -207755000, -178685550, 22221799, 0, 119858070, 105502894, 335519000, 32103578, 228302300, 30044916, -375829355, -272936400, -400896650, 30339519, 0, 23326180, 387475480, 319699810, 208513052, 403883776, -197581295, -558510965, -721672470, -360970180, 119645907, 0, 85623835, 317966134, 1020614800, 285678712, 599604784, -125102972, -650361480, 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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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-0.48338833611437076], 'char_orbit_index': 4, 'conrey_index': 6, 'dual_conrey_index': 2, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 12, 'hecke_orbit': 1, 'hecke_orbit_code': 206309425163, 'label': '11.9.d.a.6.5', 'level': 11, 'weight': 9}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 891, 'analytic_conductor': 4.4811647106724, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 10, 'char_parity': -1, 'char_values': [11, 10, [2], [1]], 'conrey_index': 2, 'cusp_dim': 28, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206309425163, 'hecke_orbit_dims': [28], 'label': '11.9.d', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 36, 'mf_new_dim': 36, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 7, 'sturm_bound': 9, 'trace_bound': 0, 'trace_display': [-5, 144, -708, 5470], 'traces': [28, -5, 144, 951, -708, -4485, 5470, -3845, -14225, 0, 38567, 63954, -12500, -49262, -211056, 65335, 368200, -316350, -442685, -101488, 0, 1686925, 704764, -426415, -960933, 659122, -1523847, -2014380, -795320, 680860, 1317554, 0, 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-7624070164520, -5536229132750, -4820469861336, -8036245327701, -366934246340, -1518867508650, 4318701271475, -959410616840, -1513361156900, 0, -4470509657075, -1239583310, -3112335418640, 6193328875554, 1749213516347, 5628134899280, -2188121916800, 11724307337250, 2931747783440, 918721014354, 0, -1066402796928, 107173169792, -866197403650, -2183790354050, -1193428834206, -1969777817880, -4239783820260, -8064519718450, -602996347260, 1745996101290, 0, -2398872944640, 5576350353284, 3769732004050, -2704149410017, 7902308484176, -1994796092196, -6114005058020, 920451105700, 5177534634460, -2399544592794, 0], 'weight': 9, 'weight_parity': -1}
• 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: 2264233
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 6, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425163, 'source_is_minimal': True, 'source_label': '11.9.d.a.6.5', 'source_level': 11, 'target_conrey_index': 6, 'target_dim': 28, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206309425163, 'target_is_minimal': True, 'target_label': '11.9.d.a.6.5', 'target_level': 11, 'twist_class_label': '11.9.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 2264234
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 6, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425163, 'source_is_minimal': True, 'source_label': '11.9.d.a.6.5', 'source_level': 11, 'target_conrey_index': 28, 'target_dim': 28, 'target_embedding_index': 3, 'target_hecke_orbit_code': 687345762403, 'target_is_minimal': False, 'target_label': '99.9.k.a.28.3', 'target_level': 99, 'twist_class_label': '11.9.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 2264235
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 6, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425163, 'source_is_minimal': True, 'source_label': '11.9.d.a.6.5', 'source_level': 11, 'target_conrey_index': 2, 'target_dim': 28, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206309425163, 'target_is_minimal': True, 'target_label': '11.9.d.a.2.5', 'target_level': 11, 'twist_class_label': '11.9.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '11.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 2264236
    {'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 6, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425163, 'source_is_minimal': True, 'source_label': '11.9.d.a.6.5', 'source_level': 11, 'target_conrey_index': 120, 'target_dim': 28, 'target_embedding_index': 12, 'target_hecke_orbit_code': 4503668497842297, 'target_is_minimal': False, 'target_label': '121.9.b.b.120.12', 'target_level': 121, 'twist_class_label': '11.9.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '11.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 2264237
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 6, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425163, 'source_is_minimal': True, 'source_label': '11.9.d.a.6.5', 'source_level': 11, 'target_conrey_index': 120, 'target_dim': 28, 'target_embedding_index': 17, 'target_hecke_orbit_code': 4503668497842297, 'target_is_minimal': False, 'target_label': '121.9.b.b.120.17', 'target_level': 121, 'twist_class_label': '11.9.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '11.8', 'twisting_conrey_index': 8, 'weight': 9}
  • id: 2264238
    {'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 6, 'source_dim': 28, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206309425163, 'source_is_minimal': True, 'source_label': '11.9.d.a.6.5', 'source_level': 11, 'target_conrey_index': 46, 'target_dim': 28, 'target_embedding_index': 3, 'target_hecke_orbit_code': 687345762403, 'target_is_minimal': False, 'target_label': '99.9.k.a.46.3', 'target_level': 99, 'twist_class_label': '11.9.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '33.2', 'twisting_conrey_index': 2, 'weight': 9}
• hecke_orbit_code 206309425163 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': 4, 'hecke_orbit': 1, 'label': '11.9.d.a', 'level': 11, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27558000
    {'hecke_orbit_code': 206309425163, 'n': 1, 'trace_an': 28}
  • id: 27558001
    {'hecke_orbit_code': 206309425163, 'n': 2, 'trace_an': -5}
  • id: 27558002
    {'hecke_orbit_code': 206309425163, 'n': 3, 'trace_an': 144}
  • id: 27558003
    {'hecke_orbit_code': 206309425163, 'n': 4, 'trace_an': 951}
  • id: 27558004
    {'hecke_orbit_code': 206309425163, 'n': 5, 'trace_an': -708}
  • id: 27558005
    {'hecke_orbit_code': 206309425163, 'n': 6, 'trace_an': -4485}
  • id: 27558006
    {'hecke_orbit_code': 206309425163, 'n': 7, 'trace_an': 5470}
  • id: 27558007
    {'hecke_orbit_code': 206309425163, 'n': 8, 'trace_an': -3845}
  • id: 27558008
    {'hecke_orbit_code': 206309425163, 'n': 9, 'trace_an': -14225}
  • id: 27558009
    {'hecke_orbit_code': 206309425163, 'n': 10, 'trace_an': 0}
  • id: 27558010
    {'hecke_orbit_code': 206309425163, 'n': 11, 'trace_an': 38567}
  • id: 27558011
    {'hecke_orbit_code': 206309425163, 'n': 12, 'trace_an': 63954}
  • id: 27558012
    {'hecke_orbit_code': 206309425163, 'n': 13, 'trace_an': -12500}
  • id: 27558013
    {'hecke_orbit_code': 206309425163, 'n': 14, 'trace_an': -49262}
  • id: 27558014
    {'hecke_orbit_code': 206309425163, 'n': 15, 'trace_an': -211056}
  • id: 27558015
    {'hecke_orbit_code': 206309425163, 'n': 16, 'trace_an': 65335}
  • id: 27558016
    {'hecke_orbit_code': 206309425163, 'n': 17, 'trace_an': 368200}
  • id: 27558017
    {'hecke_orbit_code': 206309425163, 'n': 18, 'trace_an': -316350}
  • id: 27558018
    {'hecke_orbit_code': 206309425163, 'n': 19, 'trace_an': -442685}
  • id: 27558019
    {'hecke_orbit_code': 206309425163, 'n': 20, 'trace_an': -101488}
  • id: 27558020
    {'hecke_orbit_code': 206309425163, 'n': 21, 'trace_an': 0}
  • id: 27558021
    {'hecke_orbit_code': 206309425163, 'n': 22, 'trace_an': 1686925}
  • id: 27558022
    {'hecke_orbit_code': 206309425163, 'n': 23, 'trace_an': 704764}
  • id: 27558023
    {'hecke_orbit_code': 206309425163, 'n': 24, 'trace_an': -426415}
  • id: 27558024
    {'hecke_orbit_code': 206309425163, 'n': 25, 'trace_an': -960933}
  • id: 27558025
    {'hecke_orbit_code': 206309425163, 'n': 26, 'trace_an': 659122}
  • id: 27558026
    {'hecke_orbit_code': 206309425163, 'n': 27, 'trace_an': -1523847}
  • id: 27558027
    {'hecke_orbit_code': 206309425163, 'n': 28, 'trace_an': -2014380}
  • id: 27558028
    {'hecke_orbit_code': 206309425163, 'n': 29, 'trace_an': -795320}
  • id: 27558029
    {'hecke_orbit_code': 206309425163, 'n': 30, 'trace_an': 680860}
  • id: 27558030
    {'hecke_orbit_code': 206309425163, 'n': 31, 'trace_an': 1317554}
  • id: 27558031
    {'hecke_orbit_code': 206309425163, 'n': 32, 'trace_an': 0}
  • id: 27558032
    {'hecke_orbit_code': 206309425163, 'n': 33, 'trace_an': -3224101}
  • id: 27558033
    {'hecke_orbit_code': 206309425163, 'n': 34, 'trace_an': 897538}
  • id: 27558034
    {'hecke_orbit_code': 206309425163, 'n': 35, 'trace_an': 8132260}
  • id: 27558035
    {'hecke_orbit_code': 206309425163, 'n': 36, 'trace_an': 8527262}
  • id: 27558036
    {'hecke_orbit_code': 206309425163, 'n': 37, 'trace_an': 8163354}
  • id: 27558037
    {'hecke_orbit_code': 206309425163, 'n': 38, 'trace_an': 1456780}
  • id: 27558038
    {'hecke_orbit_code': 206309425163, 'n': 39, 'trace_an': -14657890}
  • id: 27558039
    {'hecke_orbit_code': 206309425163, 'n': 40, 'trace_an': -24701940}
  • id: 27558040
    {'hecke_orbit_code': 206309425163, 'n': 41, 'trace_an': -13192700}
  • id: 27558041
    {'hecke_orbit_code': 206309425163, 'n': 42, 'trace_an': 3806030}
  • id: 27558042
    {'hecke_orbit_code': 206309425163, 'n': 43, 'trace_an': 0}
  • id: 27558043
    {'hecke_orbit_code': 206309425163, 'n': 44, 'trace_an': -8229340}
  • id: 27558044
    {'hecke_orbit_code': 206309425163, 'n': 45, 'trace_an': 17701416}
  • id: 27558045
    {'hecke_orbit_code': 206309425163, 'n': 46, 'trace_an': 38601510}
  • id: 27558046
    {'hecke_orbit_code': 206309425163, 'n': 47, 'trace_an': 11954754}
  • id: 27558047
    {'hecke_orbit_code': 206309425163, 'n': 48, 'trace_an': 49075784}
  • id: 27558048
    {'hecke_orbit_code': 206309425163, 'n': 49, 'trace_an': -11198359}
  • id: 27558049
    {'hecke_orbit_code': 206309425163, 'n': 50, 'trace_an': -41838705}
  • id: 27558050
    {'hecke_orbit_code': 206309425163, 'n': 51, 'trace_an': -41019825}
  • id: 27558051
    {'hecke_orbit_code': 206309425163, 'n': 52, 'trace_an': -81977530}
  • id: 27558052
    {'hecke_orbit_code': 206309425163, 'n': 53, 'trace_an': -2537916}
  • id: 27558053
    {'hecke_orbit_code': 206309425163, 'n': 54, 'trace_an': 0}
  • id: 27558054
    {'hecke_orbit_code': 206309425163, 'n': 55, 'trace_an': 40359452}
  • id: 27558055
    {'hecke_orbit_code': 206309425163, 'n': 56, 'trace_an': 96646244}
  • id: 27558056
    {'hecke_orbit_code': 206309425163, 'n': 57, 'trace_an': 88596375}
  • id: 27558057
    {'hecke_orbit_code': 206309425163, 'n': 58, 'trace_an': -13252700}
  • id: 27558058
    {'hecke_orbit_code': 206309425163, 'n': 59, 'trace_an': 49581537}
  • id: 27558059
    {'hecke_orbit_code': 206309425163, 'n': 60, 'trace_an': -58912456}
  • id: 27558060
    {'hecke_orbit_code': 206309425163, 'n': 61, 'trace_an': -29302910}
  • id: 27558061
    {'hecke_orbit_code': 206309425163, 'n': 62, 'trace_an': -207755000}
  • id: 27558062
    {'hecke_orbit_code': 206309425163, 'n': 63, 'trace_an': -178685550}
  • id: 27558063
    {'hecke_orbit_code': 206309425163, 'n': 64, 'trace_an': 22221799}
  • id: 27558064
    {'hecke_orbit_code': 206309425163, 'n': 65, 'trace_an': 0}
  • id: 27558065
    {'hecke_orbit_code': 206309425163, 'n': 66, 'trace_an': 119858070}
  • id: 27558066
    {'hecke_orbit_code': 206309425163, 'n': 67, 'trace_an': 105502894}
  • id: 27558067
    {'hecke_orbit_code': 206309425163, 'n': 68, 'trace_an': 335519000}
  • id: 27558068
    {'hecke_orbit_code': 206309425163, 'n': 69, 'trace_an': 32103578}
  • id: 27558069
    {'hecke_orbit_code': 206309425163, 'n': 70, 'trace_an': 228302300}
  • id: 27558070
    {'hecke_orbit_code': 206309425163, 'n': 71, 'trace_an': 30044916}
  • id: 27558071
    {'hecke_orbit_code': 206309425163, 'n': 72, 'trace_an': -375829355}
  • id: 27558072
    {'hecke_orbit_code': 206309425163, 'n': 73, 'trace_an': -272936400}
  • id: 27558073
    {'hecke_orbit_code': 206309425163, 'n': 74, 'trace_an': -400896650}
  • id: 27558074
    {'hecke_orbit_code': 206309425163, 'n': 75, 'trace_an': 30339519}
  • id: 27558075
    {'hecke_orbit_code': 206309425163, 'n': 76, 'trace_an': 0}
  • id: 27558076
    {'hecke_orbit_code': 206309425163, 'n': 77, 'trace_an': 23326180}
  • id: 27558077
    {'hecke_orbit_code': 206309425163, 'n': 78, 'trace_an': 387475480}
  • id: 27558078
    {'hecke_orbit_code': 206309425163, 'n': 79, 'trace_an': 319699810}
  • id: 27558079
    {'hecke_orbit_code': 206309425163, 'n': 80, 'trace_an': 208513052}
  • id: 27558080
    {'hecke_orbit_code': 206309425163, 'n': 81, 'trace_an': 403883776}
  • id: 27558081
    {'hecke_orbit_code': 206309425163, 'n': 82, 'trace_an': -197581295}
  • id: 27558082
    {'hecke_orbit_code': 206309425163, 'n': 83, 'trace_an': -558510965}
  • id: 27558083
    {'hecke_orbit_code': 206309425163, 'n': 84, 'trace_an': -721672470}
  • id: 27558084
    {'hecke_orbit_code': 206309425163, 'n': 85, 'trace_an': -360970180}
  • id: 27558085
    {'hecke_orbit_code': 206309425163, 'n': 86, 'trace_an': 119645907}
  • id: 27558086
    {'hecke_orbit_code': 206309425163, 'n': 87, 'trace_an': 0}
  • id: 27558087
    {'hecke_orbit_code': 206309425163, 'n': 88, 'trace_an': 85623835}
  • id: 27558088
    {'hecke_orbit_code': 206309425163, 'n': 89, 'trace_an': 317966134}
  • id: 27558089
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