Newform data - 169.8.a.i

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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': 10816, 'analytic_conductor': 52.79306930681658, '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': 21, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [618039895230250221568, -698740375987929153536, 54792691948098420736, 125069178493300281344, -25076671497098250240, -5958983572887843840, 1431482843960505344, 124434751468174592, -34866523470570752, -1205808926314368, 452991529756544, 3685037378032, -3402270784328, 25361989564, 15146495220, -264006077, -39220914, 947492, 54321, -1568, -31, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797153181865, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '169.8.a.i', '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': '169.8.a.h', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 21, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.8.a', 'trace_display': [31, -26, 680, 2929], 'traces': [21, 31, -26, 1409, 680, 1470, 2929, 4716, 15465, -5167, 14824, 21795, 0, -179, 36398, 113205, 45016, 72967, 119316, 131130, 94178, -274174, -128105, 316902, 366537, 0, -106643, 170352, -62329, 9761, 467367, 677464, 587690, 578614, 848860, -274245, 697064, 225831, 0, -2288827, 2351315, 2736836, 894489, -263025, -1938345, -3170392, 1070934, 6302388, 131530, 3970474, -1184341, 0, 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• label 169.8.a.i 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': [44, 41], 'ALdims_eis_new': [5, 6], 'ALdims_eis_old': [2, 1], 'ALdims_old': [7, 7], 'Nk2': 10816, 'analytic_conductor': 52.79306930681658, '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': 99, 'dim': 85, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217897, 'hecke_orbit_dims': [1, 2, 4, 6, 8, 8, 14, 21, 21], 'label': '169.8.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': 113, 'mf_new_dim': 96, 'num_forms': 9, 'plus_dim': 44, 'prim_orbit_index': 1, 'relative_dim': 85, 'sturm_bound': 121, 'trace_bound': 2, 'trace_display': [-6, -52, 390, -1056], 'traces': [85, -6, -52, 5186, 390, 84, -1056, 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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: 142054
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 21, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '169.8.a.i', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 21, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '169.8.a.h', 'target_level': 169, 'twist_class_label': '169.8.a.h', 'twist_class_level': 169, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 142055
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 21, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '169.8.a.i', 'source_level': 169, 'target_char_orbit': 1, 'target_dim': 21, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '169.8.a.i', 'target_level': 169, 'twist_class_label': '169.8.a.h', 'twist_class_level': 169, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 142056
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 21, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '169.8.a.i', 'source_level': 169, 'target_char_orbit': 2, 'target_dim': 42, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '169.8.b.f', 'target_level': 169, 'twist_class_label': '169.8.a.h', 'twist_class_level': 169, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 8}
• hecke_orbit_code 36028797153181865 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': 9, 'label': '169.8.a.i', 'level': 169, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51827533
    {'hecke_orbit_code': 36028797153181865, 'n': 1, 'trace_an': 21}
  • id: 51827534
    {'hecke_orbit_code': 36028797153181865, 'n': 2, 'trace_an': 31}
  • id: 51827535
    {'hecke_orbit_code': 36028797153181865, 'n': 3, 'trace_an': -26}
  • id: 51827536
    {'hecke_orbit_code': 36028797153181865, 'n': 4, 'trace_an': 1409}
  • id: 51827537
    {'hecke_orbit_code': 36028797153181865, 'n': 5, 'trace_an': 680}
  • id: 51827538
    {'hecke_orbit_code': 36028797153181865, 'n': 6, 'trace_an': 1470}
  • id: 51827539
    {'hecke_orbit_code': 36028797153181865, 'n': 7, 'trace_an': 2929}
  • id: 51827540
    {'hecke_orbit_code': 36028797153181865, 'n': 8, 'trace_an': 4716}
  • id: 51827541
    {'hecke_orbit_code': 36028797153181865, 'n': 9, 'trace_an': 15465}
  • id: 51827542
    {'hecke_orbit_code': 36028797153181865, 'n': 10, 'trace_an': -5167}
  • id: 51827543
    {'hecke_orbit_code': 36028797153181865, 'n': 11, 'trace_an': 14824}
  • id: 51827544
    {'hecke_orbit_code': 36028797153181865, 'n': 12, 'trace_an': 21795}
  • id: 51827545
    {'hecke_orbit_code': 36028797153181865, 'n': 13, 'trace_an': 0}
  • id: 51827546
    {'hecke_orbit_code': 36028797153181865, 'n': 14, 'trace_an': -179}
  • id: 51827547
    {'hecke_orbit_code': 36028797153181865, 'n': 15, 'trace_an': 36398}
  • id: 51827548
    {'hecke_orbit_code': 36028797153181865, 'n': 16, 'trace_an': 113205}
  • id: 51827549
    {'hecke_orbit_code': 36028797153181865, 'n': 17, 'trace_an': 45016}
  • id: 51827550
    {'hecke_orbit_code': 36028797153181865, 'n': 18, 'trace_an': 72967}
  • id: 51827551
    {'hecke_orbit_code': 36028797153181865, 'n': 19, 'trace_an': 119316}
  • id: 51827552
    {'hecke_orbit_code': 36028797153181865, 'n': 20, 'trace_an': 131130}
  • id: 51827553
    {'hecke_orbit_code': 36028797153181865, 'n': 21, 'trace_an': 94178}
  • id: 51827554
    {'hecke_orbit_code': 36028797153181865, 'n': 22, 'trace_an': -274174}
  • id: 51827555
    {'hecke_orbit_code': 36028797153181865, 'n': 23, 'trace_an': -128105}
  • id: 51827556
    {'hecke_orbit_code': 36028797153181865, 'n': 24, 'trace_an': 316902}
  • id: 51827557
    {'hecke_orbit_code': 36028797153181865, 'n': 25, 'trace_an': 366537}
  • id: 51827558
    {'hecke_orbit_code': 36028797153181865, 'n': 26, 'trace_an': 0}
  • id: 51827559
    {'hecke_orbit_code': 36028797153181865, 'n': 27, 'trace_an': -106643}
  • id: 51827560
    {'hecke_orbit_code': 36028797153181865, 'n': 28, 'trace_an': 170352}
  • id: 51827561
    {'hecke_orbit_code': 36028797153181865, 'n': 29, 'trace_an': -62329}
  • id: 51827562
    {'hecke_orbit_code': 36028797153181865, 'n': 30, 'trace_an': 9761}
  • id: 51827563
    {'hecke_orbit_code': 36028797153181865, 'n': 31, 'trace_an': 467367}
  • id: 51827564
    {'hecke_orbit_code': 36028797153181865, 'n': 32, 'trace_an': 677464}
  • id: 51827565
    {'hecke_orbit_code': 36028797153181865, 'n': 33, 'trace_an': 587690}
  • id: 51827566
    {'hecke_orbit_code': 36028797153181865, 'n': 34, 'trace_an': 578614}
  • id: 51827567
    {'hecke_orbit_code': 36028797153181865, 'n': 35, 'trace_an': 848860}
  • id: 51827568
    {'hecke_orbit_code': 36028797153181865, 'n': 36, 'trace_an': -274245}
  • id: 51827569
    {'hecke_orbit_code': 36028797153181865, 'n': 37, 'trace_an': 697064}
  • id: 51827570
    {'hecke_orbit_code': 36028797153181865, 'n': 38, 'trace_an': 225831}
  • id: 51827571
    {'hecke_orbit_code': 36028797153181865, 'n': 39, 'trace_an': 0}
  • id: 51827572
    {'hecke_orbit_code': 36028797153181865, 'n': 40, 'trace_an': -2288827}
  • id: 51827573
    {'hecke_orbit_code': 36028797153181865, 'n': 41, 'trace_an': 2351315}
  • id: 51827574
    {'hecke_orbit_code': 36028797153181865, 'n': 42, 'trace_an': 2736836}
  • id: 51827575
    {'hecke_orbit_code': 36028797153181865, 'n': 43, 'trace_an': 894489}
  • id: 51827576
    {'hecke_orbit_code': 36028797153181865, 'n': 44, 'trace_an': -263025}
  • id: 51827577
    {'hecke_orbit_code': 36028797153181865, 'n': 45, 'trace_an': -1938345}
  • id: 51827578
    {'hecke_orbit_code': 36028797153181865, 'n': 46, 'trace_an': -3170392}
  • id: 51827579
    {'hecke_orbit_code': 36028797153181865, 'n': 47, 'trace_an': 1070934}
  • id: 51827580
    {'hecke_orbit_code': 36028797153181865, 'n': 48, 'trace_an': 6302388}
  • id: 51827581
    {'hecke_orbit_code': 36028797153181865, 'n': 49, 'trace_an': 131530}
  • id: 51827582
    {'hecke_orbit_code': 36028797153181865, 'n': 50, 'trace_an': 3970474}
  • id: 51827583
    {'hecke_orbit_code': 36028797153181865, 'n': 51, 'trace_an': -1184341}
  • id: 51827584
    {'hecke_orbit_code': 36028797153181865, 'n': 52, 'trace_an': 0}
  • id: 51827585
    {'hecke_orbit_code': 36028797153181865, 'n': 53, 'trace_an': -4550027}
  • id: 51827586
    {'hecke_orbit_code': 36028797153181865, 'n': 54, 'trace_an': 7916233}
  • id: 51827587
    {'hecke_orbit_code': 36028797153181865, 'n': 55, 'trace_an': 5524030}
  • id: 51827588
    {'hecke_orbit_code': 36028797153181865, 'n': 56, 'trace_an': 2334386}
  • id: 51827589
    {'hecke_orbit_code': 36028797153181865, 'n': 57, 'trace_an': 5590305}
  • id: 51827590
    {'hecke_orbit_code': 36028797153181865, 'n': 58, 'trace_an': 7510959}
  • id: 51827591
    {'hecke_orbit_code': 36028797153181865, 'n': 59, 'trace_an': 10746233}
  • id: 51827592
    {'hecke_orbit_code': 36028797153181865, 'n': 60, 'trace_an': 15186203}
  • id: 51827593
    {'hecke_orbit_code': 36028797153181865, 'n': 61, 'trace_an': 5717012}
  • id: 51827594
    {'hecke_orbit_code': 36028797153181865, 'n': 62, 'trace_an': -13593653}
  • id: 51827595
    {'hecke_orbit_code': 36028797153181865, 'n': 63, 'trace_an': 22347508}
  • id: 51827596
    {'hecke_orbit_code': 36028797153181865, 'n': 64, 'trace_an': 9767924}
  • id: 51827597
    {'hecke_orbit_code': 36028797153181865, 'n': 65, 'trace_an': 0}
  • id: 51827598
    {'hecke_orbit_code': 36028797153181865, 'n': 66, 'trace_an': -17806977}
  • id: 51827599
    {'hecke_orbit_code': 36028797153181865, 'n': 67, 'trace_an': 11305923}
  • id: 51827600
    {'hecke_orbit_code': 36028797153181865, 'n': 68, 'trace_an': 12252492}
  • id: 51827601
    {'hecke_orbit_code': 36028797153181865, 'n': 69, 'trace_an': 2772206}
  • id: 51827602
    {'hecke_orbit_code': 36028797153181865, 'n': 70, 'trace_an': 28670666}
  • id: 51827603
    {'hecke_orbit_code': 36028797153181865, 'n': 71, 'trace_an': 23267025}
  • id: 51827604
    {'hecke_orbit_code': 36028797153181865, 'n': 72, 'trace_an': 49774322}
  • id: 51827605
    {'hecke_orbit_code': 36028797153181865, 'n': 73, 'trace_an': 4763727}
  • id: 51827606
    {'hecke_orbit_code': 36028797153181865, 'n': 74, 'trace_an': 9625078}
  • id: 51827607
    {'hecke_orbit_code': 36028797153181865, 'n': 75, 'trace_an': -43212397}
  • id: 51827608
    {'hecke_orbit_code': 36028797153181865, 'n': 76, 'trace_an': 63359948}
  • id: 51827609
    {'hecke_orbit_code': 36028797153181865, 'n': 77, 'trace_an': 9446036}
  • id: 51827610
    {'hecke_orbit_code': 36028797153181865, 'n': 78, 'trace_an': 0}
  • id: 51827611
    {'hecke_orbit_code': 36028797153181865, 'n': 79, 'trace_an': -18613281}
  • id: 51827612
    {'hecke_orbit_code': 36028797153181865, 'n': 80, 'trace_an': 57904093}
  • id: 51827613
    {'hecke_orbit_code': 36028797153181865, 'n': 81, 'trace_an': 41055449}
  • id: 51827614
    {'hecke_orbit_code': 36028797153181865, 'n': 82, 'trace_an': 24190327}
  • id: 51827615
    {'hecke_orbit_code': 36028797153181865, 'n': 83, 'trace_an': 21455789}
  • id: 51827616
    {'hecke_orbit_code': 36028797153181865, 'n': 84, 'trace_an': 60768429}
  • id: 51827617
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