Newform data - 59.14.a.b

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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
  conrey_indexes	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_prime	boolean
  level_is_prime_power	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': 11564, 'analytic_conductor': 63.26624808162849, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[59, -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': [59, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 35, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599862251579, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '59.14.a.b', 'level': 59, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [59], 'level_radical': 59, 'minimal_twist': '59.14.a.b', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 35, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '59.14.a', 'trace_display': [63, 1458, 83378, 506762], 'traces': [35, 63, 1458, 159743, 83378, 179366, 506762, 802809, 20814655, 4772878, 10681834, 17915904, 44226440, 23728315, 203161175, 713058395, -198140645, -444942563, 809708762, 1849250492, 2385704495, 3313436917, 2206285272, 6790575156, 13016148077, 2694797991, -328278723, 1205137819, 3288782830, -19910071134, 981269400, -33409389319, -7911913598, -18609365403, -14067473881, 616120745, 36998144098, -84767303624, -12103277434, 6372217380, 20813698362, -147801423308, 94982956504, 22433398317, 132283375385, 241035138952, -7851236892, 501219024824, 718731987087, 473515847721, 440513366100, 801131090067, 326180862358, 884027766682, 819540399780, 1345932266057, 1661701566645, 1141277035202, 1476318677435, 5489622249218, 2296237018642, 4897460632572, 1490589296264, 6756824777903, 272122696104, 3229398343430, -460496416016, 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• label 59.14.a.b does not appear in mf_hecke_nf
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[59, -1]], 35, 1], [[[59, 1]], 29, 1]], 'ALdims': [29, 35], 'Nk2': 11564, 'analytic_conductor': 63.26624808162849, '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': [59, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 64, 'dim': 64, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_orbit_code': 234881083, 'hecke_orbit_dims': [29, 35], 'label': '59.14.a', 'level': 59, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [59], 'level_radical': 59, 'mf_dim': 66, 'mf_new_dim': 64, 'num_forms': 2, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 64, 'sturm_bound': 70, 'trace_bound': 1, 'trace_display': [-66, 1458, 41756, -162966], 'traces': [64, -66, 1458, 258046, 41756, -14516, -162966, -753678, 32063372, -454244, 3648058, 17915904, -17736918, 2279414, 6604807, 1119795438, 2853429, -438176984, 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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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 35, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '59.14.a.b', 'source_level': 59, 'target_char_orbit': 1, 'target_dim': 35, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '59.14.a.b', 'target_level': 59, 'twist_class_label': '59.14.a.b', 'twist_class_level': 59, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
• hecke_orbit_code 4503599862251579 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': 2, 'label': '59.14.a.b', 'level': 59, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77011000
    {'hecke_orbit_code': 4503599862251579, 'n': 1, 'trace_an': 35}
  • id: 77011001
    {'hecke_orbit_code': 4503599862251579, 'n': 2, 'trace_an': 63}
  • id: 77011002
    {'hecke_orbit_code': 4503599862251579, 'n': 3, 'trace_an': 1458}
  • id: 77011003
    {'hecke_orbit_code': 4503599862251579, 'n': 4, 'trace_an': 159743}
  • id: 77011004
    {'hecke_orbit_code': 4503599862251579, 'n': 5, 'trace_an': 83378}
  • id: 77011005
    {'hecke_orbit_code': 4503599862251579, 'n': 6, 'trace_an': 179366}
  • id: 77011006
    {'hecke_orbit_code': 4503599862251579, 'n': 7, 'trace_an': 506762}
  • id: 77011007
    {'hecke_orbit_code': 4503599862251579, 'n': 8, 'trace_an': 802809}
  • id: 77011008
    {'hecke_orbit_code': 4503599862251579, 'n': 9, 'trace_an': 20814655}
  • id: 77011009
    {'hecke_orbit_code': 4503599862251579, 'n': 10, 'trace_an': 4772878}
  • id: 77011010
    {'hecke_orbit_code': 4503599862251579, 'n': 11, 'trace_an': 10681834}
  • id: 77011011
    {'hecke_orbit_code': 4503599862251579, 'n': 12, 'trace_an': 17915904}
  • id: 77011012
    {'hecke_orbit_code': 4503599862251579, 'n': 13, 'trace_an': 44226440}
  • id: 77011013
    {'hecke_orbit_code': 4503599862251579, 'n': 14, 'trace_an': 23728315}
  • id: 77011014
    {'hecke_orbit_code': 4503599862251579, 'n': 15, 'trace_an': 203161175}
  • id: 77011015
    {'hecke_orbit_code': 4503599862251579, 'n': 16, 'trace_an': 713058395}
  • id: 77011016
    {'hecke_orbit_code': 4503599862251579, 'n': 17, 'trace_an': -198140645}
  • id: 77011017
    {'hecke_orbit_code': 4503599862251579, 'n': 18, 'trace_an': -444942563}
  • id: 77011018
    {'hecke_orbit_code': 4503599862251579, 'n': 19, 'trace_an': 809708762}
  • id: 77011019
    {'hecke_orbit_code': 4503599862251579, 'n': 20, 'trace_an': 1849250492}
  • id: 77011020
    {'hecke_orbit_code': 4503599862251579, 'n': 21, 'trace_an': 2385704495}
  • id: 77011021
    {'hecke_orbit_code': 4503599862251579, 'n': 22, 'trace_an': 3313436917}
  • id: 77011022
    {'hecke_orbit_code': 4503599862251579, 'n': 23, 'trace_an': 2206285272}
  • id: 77011023
    {'hecke_orbit_code': 4503599862251579, 'n': 24, 'trace_an': 6790575156}
  • id: 77011024
    {'hecke_orbit_code': 4503599862251579, 'n': 25, 'trace_an': 13016148077}
  • id: 77011025
    {'hecke_orbit_code': 4503599862251579, 'n': 26, 'trace_an': 2694797991}
  • id: 77011026
    {'hecke_orbit_code': 4503599862251579, 'n': 27, 'trace_an': -328278723}
  • id: 77011027
    {'hecke_orbit_code': 4503599862251579, 'n': 28, 'trace_an': 1205137819}
  • id: 77011028
    {'hecke_orbit_code': 4503599862251579, 'n': 29, 'trace_an': 3288782830}
  • id: 77011029
    {'hecke_orbit_code': 4503599862251579, 'n': 30, 'trace_an': -19910071134}
  • id: 77011030
    {'hecke_orbit_code': 4503599862251579, 'n': 31, 'trace_an': 981269400}
  • id: 77011031
    {'hecke_orbit_code': 4503599862251579, 'n': 32, 'trace_an': -33409389319}
  • id: 77011032
    {'hecke_orbit_code': 4503599862251579, 'n': 33, 'trace_an': -7911913598}
  • id: 77011033
    {'hecke_orbit_code': 4503599862251579, 'n': 34, 'trace_an': -18609365403}
  • id: 77011034
    {'hecke_orbit_code': 4503599862251579, 'n': 35, 'trace_an': -14067473881}
  • id: 77011035
    {'hecke_orbit_code': 4503599862251579, 'n': 36, 'trace_an': 616120745}
  • id: 77011036
    {'hecke_orbit_code': 4503599862251579, 'n': 37, 'trace_an': 36998144098}
  • id: 77011037
    {'hecke_orbit_code': 4503599862251579, 'n': 38, 'trace_an': -84767303624}
  • id: 77011038
    {'hecke_orbit_code': 4503599862251579, 'n': 39, 'trace_an': -12103277434}
  • id: 77011039
    {'hecke_orbit_code': 4503599862251579, 'n': 40, 'trace_an': 6372217380}
  • id: 77011040
    {'hecke_orbit_code': 4503599862251579, 'n': 41, 'trace_an': 20813698362}
  • id: 77011041
    {'hecke_orbit_code': 4503599862251579, 'n': 42, 'trace_an': -147801423308}
  • id: 77011042
    {'hecke_orbit_code': 4503599862251579, 'n': 43, 'trace_an': 94982956504}
  • id: 77011043
    {'hecke_orbit_code': 4503599862251579, 'n': 44, 'trace_an': 22433398317}
  • id: 77011044
    {'hecke_orbit_code': 4503599862251579, 'n': 45, 'trace_an': 132283375385}
  • id: 77011045
    {'hecke_orbit_code': 4503599862251579, 'n': 46, 'trace_an': 241035138952}
  • id: 77011046
    {'hecke_orbit_code': 4503599862251579, 'n': 47, 'trace_an': -7851236892}
  • id: 77011047
    {'hecke_orbit_code': 4503599862251579, 'n': 48, 'trace_an': 501219024824}
  • id: 77011048
    {'hecke_orbit_code': 4503599862251579, 'n': 49, 'trace_an': 718731987087}
  • id: 77011049
    {'hecke_orbit_code': 4503599862251579, 'n': 50, 'trace_an': 473515847721}
  • id: 77011050
    {'hecke_orbit_code': 4503599862251579, 'n': 51, 'trace_an': 440513366100}
  • id: 77011051
    {'hecke_orbit_code': 4503599862251579, 'n': 52, 'trace_an': 801131090067}
  • id: 77011052
    {'hecke_orbit_code': 4503599862251579, 'n': 53, 'trace_an': 326180862358}
  • id: 77011053
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