Embedded newform data - 27.11.f.a.2.17

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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': 3267, 'analytic_conductor': 17.15464582219055, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 27, 'char_degree': 6, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [27, 18, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 174, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343781933083, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 27, 6, -1, 18, 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': '27.11.f.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.11.f.a', 'prim_orbit_index': 6, 'related_objects': [], 'relative_dim': 29, 'rm_discs': [], 'sato_tate_group': '10.2.3.c18', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '27.11.f', 'trace_display': [-6, -6, -4965, -6], 'traces': [174, -6, -6, -6, -4965, 18234, -6, -9, 119124, -3, -978, -1015107, -6, 2134569, -2548539, -3078, -9, 6676947, -3, 15925353, -21049824, 10420410, 8437692, 87359400, -14881965, 0, -60562494, -12, 7820868, 216153117, -51711531, 76244832, -198927081, 92236410, -260153622, 199074744, -3, 250645020, 152777949, -26151153, -837714012, -1627952634, -213300456, 2245906431, 1041263847, -3, -1685998563, -1664196711, -183168366, 2548576023, 1007158626, -912655665, 0, -1206704682, -12, -4260806997, -1000586442, -496853331, 1806342150, 1176655374, -1784159286, 2786630112, 2270781765, 8858370045, -2961878001, -5594499243, -915608058, 11412166995, -7767764199, 1945422669, -5512912173, -15991303644, 2110132140, 22008588729, 15296936925, 11875694586, -2702962221, -12511026108, 6660721974, 0, 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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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-0.16550795134321114, -0.03708496611536861, -0.2854292163238213, -0.3003445662901448, -0.1616531866690777, 0.08989646002760072, -0.24067491370058847, 0.24687016160159603, -0.04177563145986455, -0.3163107660989788, -0.3845207353415709, -0.27383220882888637, -0.4265423309239961, 0.07550228601618583, -0.3767787592503885, 0.15488608405323756, 0.11454270775873565, -0.41202406434167294, 0.2066240889250591, -0.4258979815475185, -0.19363465359012202, -0.017343802090058917, -0.11730543647042495, -0.4232087411505674, -0.48975998320018355, -0.34112245171042677, -0.19083137057193691, -0.08241214958614601, -0.28831924417922783, -0.4326255375430618, -0.17196346357735326, -0.3792351584736074, -0.4130092211060879, 0.06096983064143059], 'char_orbit_index': 6, 'conrey_index': 2, 'dual_conrey_index': 14, 'dual_embedding_index': 17, 'dual_embedding_m': 104, 'embedding_index': 17, 'embedding_m': 17, 'hecke_orbit': 1, 'hecke_orbit_code': 343781933083, 'label': '27.11.f.a.2.17', 'level': 27, 'weight': 11}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': 3267, 'analytic_conductor': 17.15464582219055, 'char_conductor': 27, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 18, 'char_parity': -1, 'char_values': [27, 18, [2], [1]], 'conrey_index': 2, 'cusp_dim': 174, 'dim': 174, 'eis_dim': 12, 'eis_new_dim': 12, 'hecke_cutter_primes': [], 'hecke_orbit_code': 343781933083, 'hecke_orbit_dims': [174], 'label': '27.11.f', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 186, 'mf_new_dim': 186, 'num_forms': 1, 'prim_orbit_index': 6, 'relative_dim': 29, 'sturm_bound': 33, 'trace_bound': 0, 'trace_display': [-6, -6, -4965, -6], 'traces': [174, -6, -6, -6, -4965, 18234, -6, -9, 119124, -3, -978, -1015107, -6, 2134569, -2548539, -3078, -9, 6676947, -3, 15925353, -21049824, 10420410, 8437692, 87359400, 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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: 3757223
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 174, 'source_embedding_index': 17, 'source_hecke_orbit_code': 343781933083, 'source_is_minimal': True, 'source_label': '27.11.f.a.2.17', 'source_level': 27, 'target_conrey_index': 2, 'target_dim': 174, 'target_embedding_index': 17, 'target_hecke_orbit_code': 343781933083, 'target_is_minimal': True, 'target_label': '27.11.f.a.2.17', 'target_level': 27, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
  • id: 3757224
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 174, 'source_embedding_index': 17, 'source_hecke_orbit_code': 343781933083, 'source_is_minimal': True, 'source_label': '27.11.f.a.2.17', 'source_level': 27, 'target_conrey_index': 8, 'target_dim': 174, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343781933137, 'target_is_minimal': False, 'target_label': '81.11.f.a.8.13', 'target_level': 81, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 11}
  • id: 3757225
    {'conductor': 27, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 174, 'source_embedding_index': 17, 'source_hecke_orbit_code': 343781933083, 'source_is_minimal': True, 'source_label': '27.11.f.a.2.17', 'source_level': 27, 'target_conrey_index': 71, 'target_dim': 174, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343781933137, 'target_is_minimal': False, 'target_label': '81.11.f.a.71.13', 'target_level': 81, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '27.13', 'twisting_conrey_index': 13, 'weight': 11}
  • id: 3757226
    {'conductor': 27, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 174, 'source_embedding_index': 17, 'source_hecke_orbit_code': 343781933083, 'source_is_minimal': True, 'source_label': '27.11.f.a.2.17', 'source_level': 27, 'target_conrey_index': 14, 'target_dim': 174, 'target_embedding_index': 17, 'target_hecke_orbit_code': 343781933083, 'target_is_minimal': True, 'target_label': '27.11.f.a.14.17', 'target_level': 27, 'twist_class_label': '27.11.f.a.2.17', 'twist_class_level': 27, 'twisting_char_label': '27.14', 'twisting_conrey_index': 14, 'weight': 11}
• hecke_orbit_code 343781933083 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': 6, 'hecke_orbit': 1, 'label': '27.11.f.a', 'level': 27, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8580888
    {'hecke_orbit_code': 343781933083, 'n': 1, 'trace_an': 174}
  • id: 8580889
    {'hecke_orbit_code': 343781933083, 'n': 2, 'trace_an': -6}
  • id: 8580890
    {'hecke_orbit_code': 343781933083, 'n': 3, 'trace_an': -6}
  • id: 8580891
    {'hecke_orbit_code': 343781933083, 'n': 4, 'trace_an': -6}
  • id: 8580892
    {'hecke_orbit_code': 343781933083, 'n': 5, 'trace_an': -4965}
  • id: 8580893
    {'hecke_orbit_code': 343781933083, 'n': 6, 'trace_an': 18234}
  • id: 8580894
    {'hecke_orbit_code': 343781933083, 'n': 7, 'trace_an': -6}
  • id: 8580895
    {'hecke_orbit_code': 343781933083, 'n': 8, 'trace_an': -9}
  • id: 8580896
    {'hecke_orbit_code': 343781933083, 'n': 9, 'trace_an': 119124}
  • id: 8580897
    {'hecke_orbit_code': 343781933083, 'n': 10, 'trace_an': -3}
  • id: 8580898
    {'hecke_orbit_code': 343781933083, 'n': 11, 'trace_an': -978}
  • id: 8580899
    {'hecke_orbit_code': 343781933083, 'n': 12, 'trace_an': -1015107}
  • id: 8580900
    {'hecke_orbit_code': 343781933083, 'n': 13, 'trace_an': -6}
  • id: 8580901
    {'hecke_orbit_code': 343781933083, 'n': 14, 'trace_an': 2134569}
  • id: 8580902
    {'hecke_orbit_code': 343781933083, 'n': 15, 'trace_an': -2548539}
  • id: 8580903
    {'hecke_orbit_code': 343781933083, 'n': 16, 'trace_an': -3078}
  • id: 8580904
    {'hecke_orbit_code': 343781933083, 'n': 17, 'trace_an': -9}
  • id: 8580905
    {'hecke_orbit_code': 343781933083, 'n': 18, 'trace_an': 6676947}
  • id: 8580906
    {'hecke_orbit_code': 343781933083, 'n': 19, 'trace_an': -3}
  • id: 8580907
    {'hecke_orbit_code': 343781933083, 'n': 20, 'trace_an': 15925353}
  • id: 8580908
    {'hecke_orbit_code': 343781933083, 'n': 21, 'trace_an': -21049824}
  • id: 8580909
    {'hecke_orbit_code': 343781933083, 'n': 22, 'trace_an': 10420410}
  • id: 8580910
    {'hecke_orbit_code': 343781933083, 'n': 23, 'trace_an': 8437692}
  • id: 8580911
    {'hecke_orbit_code': 343781933083, 'n': 24, 'trace_an': 87359400}
  • id: 8580912
    {'hecke_orbit_code': 343781933083, 'n': 25, 'trace_an': -14881965}
  • id: 8580913
    {'hecke_orbit_code': 343781933083, 'n': 26, 'trace_an': 0}
  • id: 8580914
    {'hecke_orbit_code': 343781933083, 'n': 27, 'trace_an': -60562494}
  • id: 8580915
    {'hecke_orbit_code': 343781933083, 'n': 28, 'trace_an': -12}
  • id: 8580916
    {'hecke_orbit_code': 343781933083, 'n': 29, 'trace_an': 7820868}
  • id: 8580917
    {'hecke_orbit_code': 343781933083, 'n': 30, 'trace_an': 216153117}
  • id: 8580918
    {'hecke_orbit_code': 343781933083, 'n': 31, 'trace_an': -51711531}
  • id: 8580919
    {'hecke_orbit_code': 343781933083, 'n': 32, 'trace_an': 76244832}
  • id: 8580920
    {'hecke_orbit_code': 343781933083, 'n': 33, 'trace_an': -198927081}
  • id: 8580921
    {'hecke_orbit_code': 343781933083, 'n': 34, 'trace_an': 92236410}
  • id: 8580922
    {'hecke_orbit_code': 343781933083, 'n': 35, 'trace_an': -260153622}
  • id: 8580923
    {'hecke_orbit_code': 343781933083, 'n': 36, 'trace_an': 199074744}
  • id: 8580924
    {'hecke_orbit_code': 343781933083, 'n': 37, 'trace_an': -3}
  • id: 8580925
    {'hecke_orbit_code': 343781933083, 'n': 38, 'trace_an': 250645020}
  • id: 8580926
    {'hecke_orbit_code': 343781933083, 'n': 39, 'trace_an': 152777949}
  • id: 8580927
    {'hecke_orbit_code': 343781933083, 'n': 40, 'trace_an': -26151153}
  • id: 8580928
    {'hecke_orbit_code': 343781933083, 'n': 41, 'trace_an': -837714012}
  • id: 8580929
    {'hecke_orbit_code': 343781933083, 'n': 42, 'trace_an': -1627952634}
  • id: 8580930
    {'hecke_orbit_code': 343781933083, 'n': 43, 'trace_an': -213300456}
  • id: 8580931
    {'hecke_orbit_code': 343781933083, 'n': 44, 'trace_an': 2245906431}
  • id: 8580932
    {'hecke_orbit_code': 343781933083, 'n': 45, 'trace_an': 1041263847}
  • id: 8580933
    {'hecke_orbit_code': 343781933083, 'n': 46, 'trace_an': -3}
  • id: 8580934
    {'hecke_orbit_code': 343781933083, 'n': 47, 'trace_an': -1685998563}
  • id: 8580935
    {'hecke_orbit_code': 343781933083, 'n': 48, 'trace_an': -1664196711}
  • id: 8580936
    {'hecke_orbit_code': 343781933083, 'n': 49, 'trace_an': -183168366}
  • id: 8580937
    {'hecke_orbit_code': 343781933083, 'n': 50, 'trace_an': 2548576023}
  • id: 8580938
    {'hecke_orbit_code': 343781933083, 'n': 51, 'trace_an': 1007158626}
  • id: 8580939
    {'hecke_orbit_code': 343781933083, 'n': 52, 'trace_an': -912655665}
  • id: 8580940
    {'hecke_orbit_code': 343781933083, 'n': 53, 'trace_an': 0}
  • id: 8580941
    {'hecke_orbit_code': 343781933083, 'n': 54, 'trace_an': -1206704682}
  • id: 8580942
    {'hecke_orbit_code': 343781933083, 'n': 55, 'trace_an': -12}
  • id: 8580943
    {'hecke_orbit_code': 343781933083, 'n': 56, 'trace_an': -4260806997}
  • id: 8580944
    {'hecke_orbit_code': 343781933083, 'n': 57, 'trace_an': -1000586442}
  • id: 8580945
    {'hecke_orbit_code': 343781933083, 'n': 58, 'trace_an': -496853331}
  • id: 8580946
    {'hecke_orbit_code': 343781933083, 'n': 59, 'trace_an': 1806342150}
  • id: 8580947
    {'hecke_orbit_code': 343781933083, 'n': 60, 'trace_an': 1176655374}
  • id: 8580948
    {'hecke_orbit_code': 343781933083, 'n': 61, 'trace_an': -1784159286}
  • id: 8580949
    {'hecke_orbit_code': 343781933083, 'n': 62, 'trace_an': 2786630112}
  • id: 8580950
    {'hecke_orbit_code': 343781933083, 'n': 63, 'trace_an': 2270781765}
  • id: 8580951
    {'hecke_orbit_code': 343781933083, 'n': 64, 'trace_an': 8858370045}
  • id: 8580952
    {'hecke_orbit_code': 343781933083, 'n': 65, 'trace_an': -2961878001}
  • id: 8580953
    {'hecke_orbit_code': 343781933083, 'n': 66, 'trace_an': -5594499243}
  • id: 8580954
    {'hecke_orbit_code': 343781933083, 'n': 67, 'trace_an': -915608058}
  • id: 8580955
    {'hecke_orbit_code': 343781933083, 'n': 68, 'trace_an': 11412166995}
  • id: 8580956
    {'hecke_orbit_code': 343781933083, 'n': 69, 'trace_an': -7767764199}
  • id: 8580957
    {'hecke_orbit_code': 343781933083, 'n': 70, 'trace_an': 1945422669}
  • id: 8580958
    {'hecke_orbit_code': 343781933083, 'n': 71, 'trace_an': -5512912173}
  • id: 8580959
    {'hecke_orbit_code': 343781933083, 'n': 72, 'trace_an': -15991303644}
  • id: 8580960
    {'hecke_orbit_code': 343781933083, 'n': 73, 'trace_an': 2110132140}
  • id: 8580961
    {'hecke_orbit_code': 343781933083, 'n': 74, 'trace_an': 22008588729}
  • id: 8580962
    {'hecke_orbit_code': 343781933083, 'n': 75, 'trace_an': 15296936925}
  • id: 8580963
    {'hecke_orbit_code': 343781933083, 'n': 76, 'trace_an': 11875694586}
  • id: 8580964
    {'hecke_orbit_code': 343781933083, 'n': 77, 'trace_an': -2702962221}
  • id: 8580965
    {'hecke_orbit_code': 343781933083, 'n': 78, 'trace_an': -12511026108}
  • id: 8580966
    {'hecke_orbit_code': 343781933083, 'n': 79, 'trace_an': 6660721974}
  • id: 8580967
    {'hecke_orbit_code': 343781933083, 'n': 80, 'trace_an': 0}
  • id: 8580968
    {'hecke_orbit_code': 343781933083, 'n': 81, 'trace_an': 440880768}
  • id: 8580969
    {'hecke_orbit_code': 343781933083, 'n': 82, 'trace_an': -12}
  • id: 8580970
    {'hecke_orbit_code': 343781933083, 'n': 83, 'trace_an': 7670489421}
  • id: 8580971
    {'hecke_orbit_code': 343781933083, 'n': 84, 'trace_an': -31766160684}
  • id: 8580972
    {'hecke_orbit_code': 343781933083, 'n': 85, 'trace_an': -6965484381}
  • id: 8580973
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