Newform data - 25.22.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': 12100, 'analytic_conductor': 69.86933607176553, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 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': [25, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-288, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098777, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '25.22.a.a', 'level': 25, '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': [5], 'level_radical': 5, 'minimal_twist': '1.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+288q^{2}+128844q^{3}-2014208q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.22.a', 'trace_display': [288, 128844, 0, 768078808], 'trace_hash': 1427407985655496517, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '4.783', 'prec': 14}], 'trace_zratio': 0, 'traces': [1, 288, 128844, -2014208, 0, 37107072, 768078808, -1184071680, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
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[3298017266408187821363017469808709528], [-1816539977101214065947261735660142482], [-2557037921144485686328929934277180856], [-1584940850798624658361780609935586770], [1896315696984313822618953370582829098], [-3890651850059803513188556895393662512], [-4961304247641563573823996769722321780], [-2738011287527334134762824193683892906], [2798364132839604496058683885772306658], [4754925839945112381189954306181464444], [2278926948987721825347216048274876410], [719144766983987515524803025299766572], [-4352211977872383227080050903050077800]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 369098777, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '25.22.a.a', 'level': 25, 'maxp': 2999, 'weight': 22}
• 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': [15, 17], 'ALdims_eis_new': [1, 2], 'ALdims_eis_old': [2, 1], 'ALdims_old': [9, 8], 'Nk2': 12100, 'analytic_conductor': 69.86933607176553, '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': [25, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 49, 'dim': 32, 'eis_dim': 6, 'eis_new_dim': 3, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 369098777, 'hecke_orbit_dims': [1, 3, 4, 7, 7, 10], 'label': '25.22.a', 'level': 25, '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': [5], 'level_radical': 5, 'mf_dim': 55, 'mf_new_dim': 35, 'num_forms': 6, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 55, 'trace_bound': 2, 'trace_display': [-1310, -6590, 0, -428951550], 'traces': [32, -1310, -6590, 32915734, 0, 32120394, 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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: 20483
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.22.a.a', 'target_level': 1, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 20484
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.22.a.c', 'target_level': 9, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 20485
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.22.a.c', 'target_level': 16, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 20486
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.a.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 20487
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.b.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 20488
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.22.a.a', 'target_level': 49, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 22}
  • id: 20489
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.22.a.a', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 20490
    {'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '25.22.a.a', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.22.a.g', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.f', 'twisting_char_orbit': 6, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 96850
    {'charpoly_factorization': [[[-288, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 2}
  • id: 96851
    {'charpoly_factorization': [[[-128844, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 3}
  • id: 96852
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 5}
  • id: 96853
    {'charpoly_factorization': [[[-768078808, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 7}
  • id: 96854
    {'charpoly_factorization': [[[94724929188, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 11}
  • id: 96855
    {'charpoly_factorization': [[[-80621789794, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 13}
  • id: 96856
    {'charpoly_factorization': [[[3052282930002, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 17}
  • id: 96857
    {'charpoly_factorization': [[[7920788351740, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 19}
  • id: 96858
    {'charpoly_factorization': [[[-73845437470344, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 23}
  • id: 96859
    {'charpoly_factorization': [[[4253031736469010, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 29}
  • id: 96860
    {'charpoly_factorization': [[[-1900541176310432, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 31}
  • id: 96861
    {'charpoly_factorization': [[[22191429912035222, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 37}
  • id: 96862
    {'charpoly_factorization': [[[20622803144546358, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 41}
  • id: 96863
    {'charpoly_factorization': [[[-193605854685795844, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 43}
  • id: 96864
    {'charpoly_factorization': [[[146960504315611632, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 47}
  • id: 96865
    {'charpoly_factorization': [[[2038267110310687206, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 53}
  • id: 96866
    {'charpoly_factorization': [[[5975882742742352820, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 59}
  • id: 96867
    {'charpoly_factorization': [[[-6190617154478149262, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 61}
  • id: 96868
    {'charpoly_factorization': [[[16961315295446680052, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 67}
  • id: 96869
    {'charpoly_factorization': [[[5632758963952293528, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 71}
  • id: 96870
    {'charpoly_factorization': [[[-43284759511102937494, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 73}
  • id: 96871
    {'charpoly_factorization': [[[51264938664949064560, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 79}
  • id: 96872
    {'charpoly_factorization': [[[48911854702961049156, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 83}
  • id: 96873
    {'charpoly_factorization': [[[504303489899844009030, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 89}
  • id: 96874
    {'charpoly_factorization': [[[808275058155029184482, 1], 1]], 'hecke_orbit_code': 369098777, 'p': 97}
• 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': '25.22.a.a', 'level': 25, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 3996420
    {'hecke_orbit_code': 369098777, 'n': 1, 'trace_an': 1}
  • id: 3996421
    {'hecke_orbit_code': 369098777, 'n': 2, 'trace_an': 288}
  • id: 3996422
    {'hecke_orbit_code': 369098777, 'n': 3, 'trace_an': 128844}
  • id: 3996423
    {'hecke_orbit_code': 369098777, 'n': 4, 'trace_an': -2014208}
  • id: 3996424
    {'hecke_orbit_code': 369098777, 'n': 5, 'trace_an': 0}
  • id: 3996425
    {'hecke_orbit_code': 369098777, 'n': 6, 'trace_an': 37107072}
  • id: 3996426
    {'hecke_orbit_code': 369098777, 'n': 7, 'trace_an': 768078808}
  • id: 3996427
    {'hecke_orbit_code': 369098777, 'n': 8, 'trace_an': -1184071680}
  • id: 3996428
    {'hecke_orbit_code': 369098777, 'n': 9, 'trace_an': 6140423133}
  • id: 3996429
    {'hecke_orbit_code': 369098777, 'n': 10, 'trace_an': 0}
  • id: 3996430
    {'hecke_orbit_code': 369098777, 'n': 11, 'trace_an': -94724929188}
  • id: 3996431
    {'hecke_orbit_code': 369098777, 'n': 12, 'trace_an': -259518615552}
  • id: 3996432
    {'hecke_orbit_code': 369098777, 'n': 13, 'trace_an': 80621789794}
  • id: 3996433
    {'hecke_orbit_code': 369098777, 'n': 14, 'trace_an': 221206696704}
  • id: 3996434
    {'hecke_orbit_code': 369098777, 'n': 15, 'trace_an': 0}
  • id: 3996435
    {'hecke_orbit_code': 369098777, 'n': 16, 'trace_an': 3883087691776}
  • id: 3996436
    {'hecke_orbit_code': 369098777, 'n': 17, 'trace_an': -3052282930002}
  • id: 3996437
    {'hecke_orbit_code': 369098777, 'n': 18, 'trace_an': 1768441862304}
  • id: 3996438
    {'hecke_orbit_code': 369098777, 'n': 19, 'trace_an': -7920788351740}
  • id: 3996439
    {'hecke_orbit_code': 369098777, 'n': 20, 'trace_an': 0}
  • id: 3996440
    {'hecke_orbit_code': 369098777, 'n': 21, 'trace_an': 98962345937952}
  • id: 3996441
    {'hecke_orbit_code': 369098777, 'n': 22, 'trace_an': -27280779606144}
  • id: 3996442
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