Newform data - 311.10.a.a

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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': 31100, 'analytic_conductor': 160.17614504696454, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[311, 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': [311, 1, [17], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 107, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 1, 'hecke_orbit_code': 167772471, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '311.10.a.a', 'level': 311, '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': [311], 'level_radical': 311, 'minimal_twist': '311.10.a.a', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 107, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '311.10.a', 'trace_display': [-49, -251, -3013, -25917], 'traces': [107, -49, -251, 24831, -3013, -9786, -25917, -41559, 580870, -151606, -197170, -243835, -451437, -664654, -540384, 5314363, -1268740, -1292714, -3222276, -1472775, -4487636, -6900467, -2704408, -7619473, 25312898, -2942061, -5740538, -16637983, -24291882, -22137972, -23152134, -13028752, -27297788, -37858895, -10110514, 101047281, -66952912, -24523729, -80907118, -123537133, -84754470, -70742551, -111198356, -118745639, -80591785, -275634048, -5158461, -146601472, 267032978, -164158956, -320124042, -260572449, -100296737, -329649961, -157018700, -430736674, -474627972, -433448197, -289696574, -206583652, -972343166, -444379925, -683073607, 1020968335, -916880382, -289795172, -577727085, -876550148, -1343007998, -282939266, 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• label 311.10.a.a 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': [107, 126], 'ALdims_eis_new': [0, 0], 'ALdims_eis_old': [1, 1], 'ALdims_old': [0, 0], 'Nk2': 31100, 'analytic_conductor': 160.17614504696454, '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': [311, 1, [17], [1]], 'conrey_index': 1, 'cusp_dim': 233, 'dim': 233, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_orbit_code': 167772471, 'hecke_orbit_dims': [107, 126], 'label': '311.10.a', 'level': 311, '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': [311], 'level_radical': 311, 'mf_dim': 235, 'mf_new_dim': 233, 'num_forms': 2, 'plus_dim': 107, 'prim_orbit_index': 1, 'relative_dim': 233, 'sturm_bound': 260, 'trace_bound': 1, 'trace_display': [-2, 146, -1026, -3814], 'traces': [233, -2, 146, 59390, -1026, 1164, -3814, -9390, 1535717, 16788, -72238, 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'weight_parity': 1}
• 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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 107, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '311.10.a.a', 'source_level': 311, 'target_char_orbit': 1, 'target_dim': 107, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '311.10.a.a', 'target_level': 311, 'twist_class_label': '311.10.a.a', 'twist_class_level': 311, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• hecke_orbit_code 167772471 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': 1, 'label': '311.10.a.a', 'level': 311, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3745644
    {'hecke_orbit_code': 167772471, 'n': 1, 'trace_an': 107}
  • id: 3745645
    {'hecke_orbit_code': 167772471, 'n': 2, 'trace_an': -49}
  • id: 3745646
    {'hecke_orbit_code': 167772471, 'n': 3, 'trace_an': -251}
  • id: 3745647
    {'hecke_orbit_code': 167772471, 'n': 4, 'trace_an': 24831}
  • id: 3745648
    {'hecke_orbit_code': 167772471, 'n': 5, 'trace_an': -3013}
  • id: 3745649
    {'hecke_orbit_code': 167772471, 'n': 6, 'trace_an': -9786}
  • id: 3745650
    {'hecke_orbit_code': 167772471, 'n': 7, 'trace_an': -25917}
  • id: 3745651
    {'hecke_orbit_code': 167772471, 'n': 8, 'trace_an': -41559}
  • id: 3745652
    {'hecke_orbit_code': 167772471, 'n': 9, 'trace_an': 580870}
  • id: 3745653
    {'hecke_orbit_code': 167772471, 'n': 10, 'trace_an': -151606}
  • id: 3745654
    {'hecke_orbit_code': 167772471, 'n': 11, 'trace_an': -197170}
  • id: 3745655
    {'hecke_orbit_code': 167772471, 'n': 12, 'trace_an': -243835}
  • id: 3745656
    {'hecke_orbit_code': 167772471, 'n': 13, 'trace_an': -451437}
  • id: 3745657
    {'hecke_orbit_code': 167772471, 'n': 14, 'trace_an': -664654}
  • id: 3745658
    {'hecke_orbit_code': 167772471, 'n': 15, 'trace_an': -540384}
  • id: 3745659
    {'hecke_orbit_code': 167772471, 'n': 16, 'trace_an': 5314363}
  • id: 3745660
    {'hecke_orbit_code': 167772471, 'n': 17, 'trace_an': -1268740}
  • id: 3745661
    {'hecke_orbit_code': 167772471, 'n': 18, 'trace_an': -1292714}
  • id: 3745662
    {'hecke_orbit_code': 167772471, 'n': 19, 'trace_an': -3222276}
  • id: 3745663
    {'hecke_orbit_code': 167772471, 'n': 20, 'trace_an': -1472775}
  • id: 3745664
    {'hecke_orbit_code': 167772471, 'n': 21, 'trace_an': -4487636}
  • id: 3745665
    {'hecke_orbit_code': 167772471, 'n': 22, 'trace_an': -6900467}
  • id: 3745666
    {'hecke_orbit_code': 167772471, 'n': 23, 'trace_an': -2704408}
  • id: 3745667
    {'hecke_orbit_code': 167772471, 'n': 24, 'trace_an': -7619473}
  • id: 3745668
    {'hecke_orbit_code': 167772471, 'n': 25, 'trace_an': 25312898}
  • id: 3745669
    {'hecke_orbit_code': 167772471, 'n': 26, 'trace_an': -2942061}
  • id: 3745670
    {'hecke_orbit_code': 167772471, 'n': 27, 'trace_an': -5740538}
  • id: 3745671
    {'hecke_orbit_code': 167772471, 'n': 28, 'trace_an': -16637983}
  • id: 3745672
    {'hecke_orbit_code': 167772471, 'n': 29, 'trace_an': -24291882}
  • id: 3745673
    {'hecke_orbit_code': 167772471, 'n': 30, 'trace_an': -22137972}
  • id: 3745674
    {'hecke_orbit_code': 167772471, 'n': 31, 'trace_an': -23152134}
  • id: 3745675
    {'hecke_orbit_code': 167772471, 'n': 32, 'trace_an': -13028752}
  • id: 3745676
    {'hecke_orbit_code': 167772471, 'n': 33, 'trace_an': -27297788}
  • id: 3745677
    {'hecke_orbit_code': 167772471, 'n': 34, 'trace_an': -37858895}
  • id: 3745678
    {'hecke_orbit_code': 167772471, 'n': 35, 'trace_an': -10110514}
  • id: 3745679
    {'hecke_orbit_code': 167772471, 'n': 36, 'trace_an': 101047281}
  • id: 3745680
    {'hecke_orbit_code': 167772471, 'n': 37, 'trace_an': -66952912}
  • id: 3745681
    {'hecke_orbit_code': 167772471, 'n': 38, 'trace_an': -24523729}
  • id: 3745682
    {'hecke_orbit_code': 167772471, 'n': 39, 'trace_an': -80907118}
  • id: 3745683
    {'hecke_orbit_code': 167772471, 'n': 40, 'trace_an': -123537133}
  • id: 3745684
    {'hecke_orbit_code': 167772471, 'n': 41, 'trace_an': -84754470}
  • id: 3745685
    {'hecke_orbit_code': 167772471, 'n': 42, 'trace_an': -70742551}
  • id: 3745686
    {'hecke_orbit_code': 167772471, 'n': 43, 'trace_an': -111198356}
  • id: 3745687
    {'hecke_orbit_code': 167772471, 'n': 44, 'trace_an': -118745639}
  • id: 3745688
    {'hecke_orbit_code': 167772471, 'n': 45, 'trace_an': -80591785}
  • id: 3745689
    {'hecke_orbit_code': 167772471, 'n': 46, 'trace_an': -275634048}
  • id: 3745690
    {'hecke_orbit_code': 167772471, 'n': 47, 'trace_an': -5158461}
  • id: 3745691
    {'hecke_orbit_code': 167772471, 'n': 48, 'trace_an': -146601472}
  • id: 3745692
    {'hecke_orbit_code': 167772471, 'n': 49, 'trace_an': 267032978}
  • id: 3745693
    {'hecke_orbit_code': 167772471, 'n': 50, 'trace_an': -164158956}
  • id: 3745694
    {'hecke_orbit_code': 167772471, 'n': 51, 'trace_an': -320124042}
  • id: 3745695
    {'hecke_orbit_code': 167772471, 'n': 52, 'trace_an': -260572449}
  • id: 3745696
    {'hecke_orbit_code': 167772471, 'n': 53, 'trace_an': -100296737}
  • id: 3745697
    {'hecke_orbit_code': 167772471, 'n': 54, 'trace_an': -329649961}
  • id: 3745698
    {'hecke_orbit_code': 167772471, 'n': 55, 'trace_an': -157018700}
  • id: 3745699
    {'hecke_orbit_code': 167772471, 'n': 56, 'trace_an': -430736674}
  • id: 3745700
    {'hecke_orbit_code': 167772471, 'n': 57, 'trace_an': -474627972}
  • id: 3745701
    {'hecke_orbit_code': 167772471, 'n': 58, 'trace_an': -433448197}
  • id: 3745702
    {'hecke_orbit_code': 167772471, 'n': 59, 'trace_an': -289696574}
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  • id: 3745746
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  • id: 3745808
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  • id: 3745811
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  • id: 3745812
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  • id: 3745813
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  • id: 3745814
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  • id: 3745815
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  • id: 3745816
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  • id: 3745817
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  • id: 3745819
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  • id: 3745820
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  • id: 3745821
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  • id: 3745822
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  • id: 3745823
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  • id: 3745825
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  • id: 3745826
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  • id: 3745828
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  • id: 3745829
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  • id: 3745830
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  • id: 3745831
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  • id: 3745832
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  • id: 3745833
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  • id: 3745834
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  • id: 3745835
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  • id: 3745837
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  • id: 3745839
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  • id: 3745840
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  • id: 3745892
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  • id: 3745893
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  • id: 3745894
    {'hecke_orbit_code': 167772471, 'n': 953, 'trace_an': -37353120687283}
  • id: 3745895
    {'hecke_orbit_code': 167772471, 'n': 961, 'trace_an': 66911001998243}
  • id: 3745896
    {'hecke_orbit_code': 167772471, 'n': 967, 'trace_an': 10843501654210}
  • id: 3745897
    {'hecke_orbit_code': 167772471, 'n': 971, 'trace_an': -175349914419054}
  • id: 3745898
    {'hecke_orbit_code': 167772471, 'n': 977, 'trace_an': -128152676920144}
  • id: 3745899
    {'hecke_orbit_code': 167772471, 'n': 983, 'trace_an': -37308076809707}
  • id: 3745900
    {'hecke_orbit_code': 167772471, 'n': 991, 'trace_an': -130101298980878}
  • id: 3745901
    {'hecke_orbit_code': 167772471, 'n': 997, 'trace_an': -93045924375033}