Embedded newform data - 11.13.d.a.2.6

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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_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': 1859, 'analytic_conductor': 10.05393199003914, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 10, 'char_parity': -1, 'char_values': [11, 10, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 44, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206376534027, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 4, -1, 10, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '11.13.d.a', 'level': 11, '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': [11], 'level_radical': 11, 'minimal_twist': '11.13.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 11, 'rm_discs': [], 'sato_tate_group': '12.2.3.c10', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '11.13.d', 'trace_display': [-5, -1083, -723, -219605], 'traces': [44, -5, -1083, 16247, -723, 147195, -219605, 921595, -3695582, 0, 2565608, 7500402, -6670805, -249422, 31344279, -182249929, -7887605, 296147970, -59195705, -119854528, 0, 615523885, -407959208, 217767665, -1102003838, -1289107598, 945406779, 5018997220, -541321205, -7192403540, 1789230381, 0, 8868147617, 4668584258, -3628416965, -18485968210, -7637278083, -1555712420, 24275524235, 17352998460, -20307362045, -51939651970, 0, 73504485716, 33796434396, -10698599530, -13177100523, -48055484488, -11538977128, 8631835695, 103295029335, -124762325930, 80932774677, 0, -87742505883, -162644024476, 156654446895, 68439789940, 153452464089, 211654410344, -130004870645, -478111392680, 56162082000, 88053755815, 0, -547107987930, 172356405472, 550428178040, 147718471202, 656066411580, -276485879307, -1923582671435, 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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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-0.45420332248727485, -0.37964885237980517, -0.3307619914506562, 0.03536494734312247, -0.3221744926737341, 0.037759645364671864, 0.05158142401539837, -0.24243412994797478, -0.41646600053744715, -0.23108653898062018, 0.030123592152590292, 0.2095082896198087, -0.3038457340076072, -0.42864129442487825, -0.16997357814246677, -0.41516289682231083, -0.29183377361757445, -0.40432305251856976, -0.41517630376334136, -0.24125475099311658, -0.33549989074426795, -0.02428112796951097, -0.3253846598565479, 0.27865615773294794], 'char_orbit_index': 4, 'conrey_index': 2, 'dual_conrey_index': 6, 'dual_embedding_index': 6, 'dual_embedding_m': 17, 'embedding_index': 6, 'embedding_m': 6, 'hecke_orbit': 1, 'hecke_orbit_code': 206376534027, 'label': '11.13.d.a.2.6', 'level': 11, 'weight': 13}
• mf_newspaces •

  Column	Type
  ALdims	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': 1859, 'analytic_conductor': 10.05393199003914, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 10, 'char_parity': -1, 'char_values': [11, 10, [2], [1]], 'conrey_index': 2, 'cusp_dim': 44, 'dim': 44, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206376534027, 'hecke_orbit_dims': [44], 'label': '11.13.d', 'level': 11, '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': [11], 'level_radical': 11, 'mf_dim': 52, 'mf_new_dim': 52, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 11, 'sturm_bound': 13, 'trace_bound': 0, 'trace_display': [-5, -1083, -723, -219605], 'traces': [44, -5, -1083, 16247, -723, 147195, -219605, 921595, -3695582, 0, 2565608, 7500402, -6670805, -249422, 31344279, -182249929, -7887605, 296147970, -59195705, 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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: 2324747
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 44, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206376534027, 'source_is_minimal': True, 'source_label': '11.13.d.a.2.6', 'source_level': 11, 'target_conrey_index': 2, 'target_dim': 44, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206376534027, 'target_is_minimal': True, 'target_label': '11.13.d.a.2.6', 'target_level': 11, 'twist_class_label': '11.13.d.a.2.6', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 13}
  • id: 2324748
    {'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 44, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206376534027, 'source_is_minimal': True, 'source_label': '11.13.d.a.2.6', 'source_level': 11, 'target_conrey_index': 6, 'target_dim': 44, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206376534027, 'target_is_minimal': True, 'target_label': '11.13.d.a.6.6', 'target_level': 11, 'twist_class_label': '11.13.d.a.2.6', 'twist_class_level': 11, 'twisting_char_label': '11.6', 'twisting_conrey_index': 6, 'weight': 13}
• hecke_orbit_code 206376534027 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': 4, 'hecke_orbit': 1, 'label': '11.13.d.a', 'level': 11, 'portrait': 'data:image/png;base64,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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 27892000
    {'hecke_orbit_code': 206376534027, 'n': 1, 'trace_an': 44}
  • id: 27892001
    {'hecke_orbit_code': 206376534027, 'n': 2, 'trace_an': -5}
  • id: 27892002
    {'hecke_orbit_code': 206376534027, 'n': 3, 'trace_an': -1083}
  • id: 27892003
    {'hecke_orbit_code': 206376534027, 'n': 4, 'trace_an': 16247}
  • id: 27892004
    {'hecke_orbit_code': 206376534027, 'n': 5, 'trace_an': -723}
  • id: 27892005
    {'hecke_orbit_code': 206376534027, 'n': 6, 'trace_an': 147195}
  • id: 27892006
    {'hecke_orbit_code': 206376534027, 'n': 7, 'trace_an': -219605}
  • id: 27892007
    {'hecke_orbit_code': 206376534027, 'n': 8, 'trace_an': 921595}
  • id: 27892008
    {'hecke_orbit_code': 206376534027, 'n': 9, 'trace_an': -3695582}
  • id: 27892009
    {'hecke_orbit_code': 206376534027, 'n': 10, 'trace_an': 0}
  • id: 27892010
    {'hecke_orbit_code': 206376534027, 'n': 11, 'trace_an': 2565608}
  • id: 27892011
    {'hecke_orbit_code': 206376534027, 'n': 12, 'trace_an': 7500402}
  • id: 27892012
    {'hecke_orbit_code': 206376534027, 'n': 13, 'trace_an': -6670805}
  • id: 27892013
    {'hecke_orbit_code': 206376534027, 'n': 14, 'trace_an': -249422}
  • id: 27892014
    {'hecke_orbit_code': 206376534027, 'n': 15, 'trace_an': 31344279}
  • id: 27892015
    {'hecke_orbit_code': 206376534027, 'n': 16, 'trace_an': -182249929}
  • id: 27892016
    {'hecke_orbit_code': 206376534027, 'n': 17, 'trace_an': -7887605}
  • id: 27892017
    {'hecke_orbit_code': 206376534027, 'n': 18, 'trace_an': 296147970}
  • id: 27892018
    {'hecke_orbit_code': 206376534027, 'n': 19, 'trace_an': -59195705}
  • id: 27892019
    {'hecke_orbit_code': 206376534027, 'n': 20, 'trace_an': -119854528}
  • id: 27892020
    {'hecke_orbit_code': 206376534027, 'n': 21, 'trace_an': 0}
  • id: 27892021
    {'hecke_orbit_code': 206376534027, 'n': 22, 'trace_an': 615523885}
  • id: 27892022
    {'hecke_orbit_code': 206376534027, 'n': 23, 'trace_an': -407959208}
  • id: 27892023
    {'hecke_orbit_code': 206376534027, 'n': 24, 'trace_an': 217767665}
  • id: 27892024
    {'hecke_orbit_code': 206376534027, 'n': 25, 'trace_an': -1102003838}
  • id: 27892025
    {'hecke_orbit_code': 206376534027, 'n': 26, 'trace_an': -1289107598}
  • id: 27892026
    {'hecke_orbit_code': 206376534027, 'n': 27, 'trace_an': 945406779}
  • id: 27892027
    {'hecke_orbit_code': 206376534027, 'n': 28, 'trace_an': 5018997220}
  • id: 27892028
    {'hecke_orbit_code': 206376534027, 'n': 29, 'trace_an': -541321205}
  • id: 27892029
    {'hecke_orbit_code': 206376534027, 'n': 30, 'trace_an': -7192403540}
  • id: 27892030
    {'hecke_orbit_code': 206376534027, 'n': 31, 'trace_an': 1789230381}
  • id: 27892031
    {'hecke_orbit_code': 206376534027, 'n': 32, 'trace_an': 0}
  • id: 27892032
    {'hecke_orbit_code': 206376534027, 'n': 33, 'trace_an': 8868147617}
  • id: 27892033
    {'hecke_orbit_code': 206376534027, 'n': 34, 'trace_an': 4668584258}
  • id: 27892034
    {'hecke_orbit_code': 206376534027, 'n': 35, 'trace_an': -3628416965}
  • id: 27892035
    {'hecke_orbit_code': 206376534027, 'n': 36, 'trace_an': -18485968210}
  • id: 27892036
    {'hecke_orbit_code': 206376534027, 'n': 37, 'trace_an': -7637278083}
  • id: 27892037
    {'hecke_orbit_code': 206376534027, 'n': 38, 'trace_an': -1555712420}
  • id: 27892038
    {'hecke_orbit_code': 206376534027, 'n': 39, 'trace_an': 24275524235}
  • id: 27892039
    {'hecke_orbit_code': 206376534027, 'n': 40, 'trace_an': 17352998460}
  • id: 27892040
    {'hecke_orbit_code': 206376534027, 'n': 41, 'trace_an': -20307362045}
  • id: 27892041
    {'hecke_orbit_code': 206376534027, 'n': 42, 'trace_an': -51939651970}
  • id: 27892042
    {'hecke_orbit_code': 206376534027, 'n': 43, 'trace_an': 0}
  • id: 27892043
    {'hecke_orbit_code': 206376534027, 'n': 44, 'trace_an': 73504485716}
  • id: 27892044
    {'hecke_orbit_code': 206376534027, 'n': 45, 'trace_an': 33796434396}
  • id: 27892045
    {'hecke_orbit_code': 206376534027, 'n': 46, 'trace_an': -10698599530}
  • id: 27892046
    {'hecke_orbit_code': 206376534027, 'n': 47, 'trace_an': -13177100523}
  • id: 27892047
    {'hecke_orbit_code': 206376534027, 'n': 48, 'trace_an': -48055484488}
  • id: 27892048
    {'hecke_orbit_code': 206376534027, 'n': 49, 'trace_an': -11538977128}
  • id: 27892049
    {'hecke_orbit_code': 206376534027, 'n': 50, 'trace_an': 8631835695}
  • id: 27892050
    {'hecke_orbit_code': 206376534027, 'n': 51, 'trace_an': 103295029335}
  • id: 27892051
    {'hecke_orbit_code': 206376534027, 'n': 52, 'trace_an': -124762325930}
  • id: 27892052
    {'hecke_orbit_code': 206376534027, 'n': 53, 'trace_an': 80932774677}
  • id: 27892053
    {'hecke_orbit_code': 206376534027, 'n': 54, 'trace_an': 0}
  • id: 27892054
    {'hecke_orbit_code': 206376534027, 'n': 55, 'trace_an': -87742505883}
  • id: 27892055
    {'hecke_orbit_code': 206376534027, 'n': 56, 'trace_an': -162644024476}
  • id: 27892056
    {'hecke_orbit_code': 206376534027, 'n': 57, 'trace_an': 156654446895}
  • id: 27892057
    {'hecke_orbit_code': 206376534027, 'n': 58, 'trace_an': 68439789940}
  • id: 27892058
    {'hecke_orbit_code': 206376534027, 'n': 59, 'trace_an': 153452464089}
  • id: 27892059
    {'hecke_orbit_code': 206376534027, 'n': 60, 'trace_an': 211654410344}
  • id: 27892060
    {'hecke_orbit_code': 206376534027, 'n': 61, 'trace_an': -130004870645}
  • id: 27892061
    {'hecke_orbit_code': 206376534027, 'n': 62, 'trace_an': -478111392680}
  • id: 27892062
    {'hecke_orbit_code': 206376534027, 'n': 63, 'trace_an': 56162082000}
  • id: 27892063
    {'hecke_orbit_code': 206376534027, 'n': 64, 'trace_an': 88053755815}
  • id: 27892064
    {'hecke_orbit_code': 206376534027, 'n': 65, 'trace_an': 0}
  • id: 27892065
    {'hecke_orbit_code': 206376534027, 'n': 66, 'trace_an': -547107987930}
  • id: 27892066
    {'hecke_orbit_code': 206376534027, 'n': 67, 'trace_an': 172356405472}
  • id: 27892067
    {'hecke_orbit_code': 206376534027, 'n': 68, 'trace_an': 550428178040}
  • id: 27892068
    {'hecke_orbit_code': 206376534027, 'n': 69, 'trace_an': 147718471202}
  • id: 27892069
    {'hecke_orbit_code': 206376534027, 'n': 70, 'trace_an': 656066411580}
  • id: 27892070
    {'hecke_orbit_code': 206376534027, 'n': 71, 'trace_an': -276485879307}
  • id: 27892071
    {'hecke_orbit_code': 206376534027, 'n': 72, 'trace_an': -1923582671435}
  • id: 27892072
    {'hecke_orbit_code': 206376534027, 'n': 73, 'trace_an': 401204208595}
  • id: 27892073
    {'hecke_orbit_code': 206376534027, 'n': 74, 'trace_an': 668106311350}
  • id: 27892074
    {'hecke_orbit_code': 206376534027, 'n': 75, 'trace_an': 545281450749}
  • id: 27892075
    {'hecke_orbit_code': 206376534027, 'n': 76, 'trace_an': 0}
  • id: 27892076
    {'hecke_orbit_code': 206376534027, 'n': 77, 'trace_an': -431450680685}
  • id: 27892077
    {'hecke_orbit_code': 206376534027, 'n': 78, 'trace_an': 349062971320}
  • id: 27892078
    {'hecke_orbit_code': 206376534027, 'n': 79, 'trace_an': 454959862075}
  • id: 27892079
    {'hecke_orbit_code': 206376534027, 'n': 80, 'trace_an': 732789378812}
  • id: 27892080
    {'hecke_orbit_code': 206376534027, 'n': 81, 'trace_an': 681177766216}
  • id: 27892081
    {'hecke_orbit_code': 206376534027, 'n': 82, 'trace_an': 455720922385}
  • id: 27892082
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  • id: 27892977
    {'hecke_orbit_code': 206376534027, 'n': 978, 'trace_an': 0}
  • id: 27892978
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  • id: 27892979
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  • id: 27892980
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  • id: 27892981
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  • id: 27892982
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  • id: 27892983
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  • id: 27892984
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  • id: 27892985
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  • id: 27892986
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  • id: 27892987
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  • id: 27892988
    {'hecke_orbit_code': 206376534027, 'n': 989, 'trace_an': 0}
  • id: 27892989
    {'hecke_orbit_code': 206376534027, 'n': 990, 'trace_an': -2515581145808927280}
  • id: 27892990
    {'hecke_orbit_code': 206376534027, 'n': 991, 'trace_an': -1374148556030308664}
  • id: 27892991
    {'hecke_orbit_code': 206376534027, 'n': 992, 'trace_an': 14248272898256862370}
  • id: 27892992
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  • id: 27892993
    {'hecke_orbit_code': 206376534027, 'n': 994, 'trace_an': 3218885266473166176}
  • id: 27892994
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  • id: 27892995
    {'hecke_orbit_code': 206376534027, 'n': 996, 'trace_an': -14589095551744001540}
  • id: 27892996
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  • id: 27892997
    {'hecke_orbit_code': 206376534027, 'n': 998, 'trace_an': 7046378767378746220}
  • id: 27892998
    {'hecke_orbit_code': 206376534027, 'n': 999, 'trace_an': -1298032493858129106}
  • id: 27892999
    {'hecke_orbit_code': 206376534027, 'n': 1000, 'trace_an': 0}