Newform data - 169.14.a.f

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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': 33124, 'analytic_conductor': 181.22026992873245, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, -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': [169, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 30, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-639862709447847967687837831857118953357197393025564672, 0, 155726249565858933886040368125037326930589827647668224, 0, -4251561470766851672229291824836603450976327134347264, 0, 23409236130735686702306337616358636013525305131008, 0, -24529111485488604724783049491228975301287477248, 0, 12205173943055336328730059400282273732362240, 0, -3594667685098223264793094553086885625856, 0, 689613760867984560911151245266255872, 0, -90496455321224987104702035197952, 0, 8325101156987698506351763456, 0, -541221549547834412102400, 0, 24702509135013293376, 0, -772961987927488, 0, 15763087812, 0, -188415, 0, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998371733673, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '169.14.a.f', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.14.e.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 30, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.14.a', 'trace_display': [0, 1460, 0, 0], 'traces': [30, 0, 1460, 131070, 0, 0, 0, 0, 18234142, 7786950, 0, -27694876, 0, 61125588, 0, 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• label 169.14.a.f does not appear in mf_hecke_nf
• 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

  
  {'ALdims': [80, 83], 'ALdims_eis_new': [5, 6], 'ALdims_eis_old': [2, 1], 'ALdims_old': [13, 13], 'Nk2': 33124, 'analytic_conductor': 181.22026992873245, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 189, 'dim': 163, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 234881193, 'hecke_orbit_dims': [6, 7, 14, 14, 14, 30, 39, 39], 'label': '169.14.a', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 203, 'mf_new_dim': 174, 'num_forms': 8, 'plus_dim': 80, 'prim_orbit_index': 1, 'relative_dim': 163, 'sturm_bound': 212, 'trace_bound': 2, 'trace_display': [-62, 1460, 41866, -403304], 'traces': [163, -62, 1460, 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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: 142187
    {'conductor': 13, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 30, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.14.a.f', 'source_level': 169, 'target_char_orbit': 5, 'target_dim': 30, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '13.14.e.a', 'target_level': 13, 'twist_class_label': '13.14.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 14}
  • id: 142188
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 30, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.14.a.f', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 30, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '169.14.a.f', 'target_level': 169, 'twist_class_label': '13.14.e.a', 'twist_class_level': 13, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 142189
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 30, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '169.14.a.f', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 30, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '169.14.a.f', 'target_level': 169, 'twist_class_label': '13.14.e.a', 'twist_class_level': 13, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 14}
• hecke_orbit_code 22517998371733673 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': 1, 'hecke_orbit': 6, 'label': '169.14.a.f', 'level': 169, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43952083
    {'hecke_orbit_code': 22517998371733673, 'n': 1, 'trace_an': 30}
  • id: 43952084
    {'hecke_orbit_code': 22517998371733673, 'n': 2, 'trace_an': 0}
  • id: 43952085
    {'hecke_orbit_code': 22517998371733673, 'n': 3, 'trace_an': 1460}
  • id: 43952086
    {'hecke_orbit_code': 22517998371733673, 'n': 4, 'trace_an': 131070}
  • id: 43952087
    {'hecke_orbit_code': 22517998371733673, 'n': 5, 'trace_an': 0}
  • id: 43952088
    {'hecke_orbit_code': 22517998371733673, 'n': 6, 'trace_an': 0}
  • id: 43952089
    {'hecke_orbit_code': 22517998371733673, 'n': 7, 'trace_an': 0}
  • id: 43952090
    {'hecke_orbit_code': 22517998371733673, 'n': 8, 'trace_an': 0}
  • id: 43952091
    {'hecke_orbit_code': 22517998371733673, 'n': 9, 'trace_an': 18234142}
  • id: 43952092
    {'hecke_orbit_code': 22517998371733673, 'n': 10, 'trace_an': 7786950}
  • id: 43952093
    {'hecke_orbit_code': 22517998371733673, 'n': 11, 'trace_an': 0}
  • id: 43952094
    {'hecke_orbit_code': 22517998371733673, 'n': 12, 'trace_an': -27694876}
  • id: 43952095
    {'hecke_orbit_code': 22517998371733673, 'n': 13, 'trace_an': 0}
  • id: 43952096
    {'hecke_orbit_code': 22517998371733673, 'n': 14, 'trace_an': 61125588}
  • id: 43952097
    {'hecke_orbit_code': 22517998371733673, 'n': 15, 'trace_an': 0}
  • id: 43952098
    {'hecke_orbit_code': 22517998371733673, 'n': 16, 'trace_an': 700365042}
  • id: 43952099
    {'hecke_orbit_code': 22517998371733673, 'n': 17, 'trace_an': -47049798}
  • id: 43952100
    {'hecke_orbit_code': 22517998371733673, 'n': 18, 'trace_an': 0}
  • id: 43952101
    {'hecke_orbit_code': 22517998371733673, 'n': 19, 'trace_an': 0}
  • id: 43952102
    {'hecke_orbit_code': 22517998371733673, 'n': 20, 'trace_an': 0}
  • id: 43952103
    {'hecke_orbit_code': 22517998371733673, 'n': 21, 'trace_an': 0}
  • id: 43952104
    {'hecke_orbit_code': 22517998371733673, 'n': 22, 'trace_an': 256370724}
  • id: 43952105
    {'hecke_orbit_code': 22517998371733673, 'n': 23, 'trace_an': 834173772}
  • id: 43952106
    {'hecke_orbit_code': 22517998371733673, 'n': 24, 'trace_an': 0}
  • id: 43952107
    {'hecke_orbit_code': 22517998371733673, 'n': 25, 'trace_an': 11926991364}
  • id: 43952108
    {'hecke_orbit_code': 22517998371733673, 'n': 26, 'trace_an': 0}
  • id: 43952109
    {'hecke_orbit_code': 22517998371733673, 'n': 27, 'trace_an': 5605403288}
  • id: 43952110
    {'hecke_orbit_code': 22517998371733673, 'n': 28, 'trace_an': 0}
  • id: 43952111
    {'hecke_orbit_code': 22517998371733673, 'n': 29, 'trace_an': 17620379154}
  • id: 43952112
    {'hecke_orbit_code': 22517998371733673, 'n': 30, 'trace_an': -19873358484}
  • id: 43952113
    {'hecke_orbit_code': 22517998371733673, 'n': 31, 'trace_an': 0}
  • id: 43952114
    {'hecke_orbit_code': 22517998371733673, 'n': 32, 'trace_an': 0}
  • id: 43952115
    {'hecke_orbit_code': 22517998371733673, 'n': 33, 'trace_an': 0}
  • id: 43952116
    {'hecke_orbit_code': 22517998371733673, 'n': 34, 'trace_an': 0}
  • id: 43952117
    {'hecke_orbit_code': 22517998371733673, 'n': 35, 'trace_an': -2118481440}
  • id: 43952118
    {'hecke_orbit_code': 22517998371733673, 'n': 36, 'trace_an': 111801927430}
  • id: 43952119
    {'hecke_orbit_code': 22517998371733673, 'n': 37, 'trace_an': 0}
  • id: 43952120
    {'hecke_orbit_code': 22517998371733673, 'n': 38, 'trace_an': 45168847944}
  • id: 43952121
    {'hecke_orbit_code': 22517998371733673, 'n': 39, 'trace_an': 0}
  • id: 43952122
    {'hecke_orbit_code': 22517998371733673, 'n': 40, 'trace_an': 137282090274}
  • id: 43952123
    {'hecke_orbit_code': 22517998371733673, 'n': 41, 'trace_an': 0}
  • id: 43952124
    {'hecke_orbit_code': 22517998371733673, 'n': 42, 'trace_an': 68249929572}
  • id: 43952125
    {'hecke_orbit_code': 22517998371733673, 'n': 43, 'trace_an': 276653280960}
  • id: 43952126
    {'hecke_orbit_code': 22517998371733673, 'n': 44, 'trace_an': 0}
  • id: 43952127
    {'hecke_orbit_code': 22517998371733673, 'n': 45, 'trace_an': 0}
  • id: 43952128
    {'hecke_orbit_code': 22517998371733673, 'n': 46, 'trace_an': 0}
  • id: 43952129
    {'hecke_orbit_code': 22517998371733673, 'n': 47, 'trace_an': 0}
  • id: 43952130
    {'hecke_orbit_code': 22517998371733673, 'n': 48, 'trace_an': -1261191382396}
  • id: 43952131
    {'hecke_orbit_code': 22517998371733673, 'n': 49, 'trace_an': 228555270606}
  • id: 43952132
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  • id: 43952319
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  • id: 43952320
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  • id: 43952321
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  • id: 43952322
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  • id: 43952323
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  • id: 43952324
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  • id: 43952325
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  • id: 43952326
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  • id: 43952327
    {'hecke_orbit_code': 22517998371733673, 'n': 911, 'trace_an': -92110951683390056208}
  • id: 43952328
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  • id: 43952329
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  • id: 43952330
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  • id: 43952331
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  • id: 43952332
    {'hecke_orbit_code': 22517998371733673, 'n': 947, 'trace_an': 0}
  • id: 43952333
    {'hecke_orbit_code': 22517998371733673, 'n': 953, 'trace_an': 132566696203258175652}
  • id: 43952334
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  • id: 43952335
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  • id: 43952336
    {'hecke_orbit_code': 22517998371733673, 'n': 971, 'trace_an': 255963305690589118044}
  • id: 43952337
    {'hecke_orbit_code': 22517998371733673, 'n': 977, 'trace_an': 0}
  • id: 43952338
    {'hecke_orbit_code': 22517998371733673, 'n': 983, 'trace_an': 0}
  • id: 43952339
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  • id: 43952340
    {'hecke_orbit_code': 22517998371733673, 'n': 997, 'trace_an': 329979485575875704790}