Newform data - 23.15.d.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
  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': 5175, 'analytic_conductor': 28.595662674938374, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 10, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 22, 'char_parity': -1, 'char_values': [23, 22, [5], [1]], 'cm_discs': [], 'conrey_index': 5, 'conrey_indexes': [5, 7, 10, 11, 14, 15, 17, 19, 20, 21], 'dim': 270, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206410088471, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 4, -1, 22, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.15.d.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.15.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 27, 'rm_discs': [], 'sato_tate_group': '14.2.3.c22', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.15.d', 'trace_display': [173, 2149, -11, -11], 'traces': [270, 173, 2149, -184115, -11, 44722, -11, 7241658, -39199166, -11, -11, 123246346, 75796021, -11, -100263174, -2293744667, 412743804, 3858902346, -2351744978, -201490443, 13037325862, 0, -16459019108, -11985092422, 53500912048, -15367300238, -59088035798, -113542201355, -13335164408, 229640542197, 13668629386, -19386720331, 231293232588, -596485598577, 178461474729, -509341530479, -531055292779, 1024048005354, 483189758359, -1388798125011, -93386524595, -515159244281, 1551162694301, 3235619676322, 0, -4650794794275, -3470215856414, -1781351369326, 5936274217858, 7261092475944, 1291880338045, -8918366421904, -4071540211035, -23203855111662, 21106594800555, 27086747877288, -16763164950752, -36011600663437, 14392567819783, 57162393175019, 4364821463145, -22783954069470, -28024226583936, -24724647234718, 23743133734540, 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• label 23.15.d.a 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

  
  {'Nk2': 5175, 'analytic_conductor': 28.595662674938374, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 22, 'char_parity': -1, 'char_values': [23, 22, [5], [1]], 'conrey_index': 5, 'cusp_dim': 270, 'dim': 270, 'eis_dim': 20, 'eis_new_dim': 20, 'hecke_orbit_code': 206410088471, 'hecke_orbit_dims': [270], 'label': '23.15.d', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 290, 'mf_new_dim': 290, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 27, 'sturm_bound': 30, 'trace_bound': 0, 'trace_display': [173, 2149, -11, -11], 'traces': [270, 173, 2149, -184115, -11, 44722, -11, 7241658, -39199166, -11, -11, 123246346, 75796021, -11, -100263174, -2293744667, 412743804, 3858902346, -2351744978, -201490443, 13037325862, 0, -16459019108, -11985092422, 53500912048, -15367300238, 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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: 18088
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 270, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.15.d.a', 'source_level': 23, 'target_char_orbit': 4, 'target_dim': 270, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.15.d.a', 'target_level': 23, 'twist_class_label': '23.15.d.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 15}
  • id: 18089
    {'conductor': 23, 'degree': 10, 'multiplicity': 1, 'order': 22, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 270, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.15.d.a', 'source_level': 23, 'target_char_orbit': 4, 'target_dim': 270, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.15.d.a', 'target_level': 23, 'twist_class_label': '23.15.d.a', 'twist_class_level': 23, 'twisting_char_label': '23.d', 'twisting_char_orbit': 4, 'weight': 15}
• hecke_orbit_code 206410088471 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': '23.15.d.a', 'level': 23, 'portrait': 'data:image/png;base64,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', 'weight': 15}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28004000
    {'hecke_orbit_code': 206410088471, 'n': 1, 'trace_an': 270}
  • id: 28004001
    {'hecke_orbit_code': 206410088471, 'n': 2, 'trace_an': 173}
  • id: 28004002
    {'hecke_orbit_code': 206410088471, 'n': 3, 'trace_an': 2149}
  • id: 28004003
    {'hecke_orbit_code': 206410088471, 'n': 4, 'trace_an': -184115}
  • id: 28004004
    {'hecke_orbit_code': 206410088471, 'n': 5, 'trace_an': -11}
  • id: 28004005
    {'hecke_orbit_code': 206410088471, 'n': 6, 'trace_an': 44722}
  • id: 28004006
    {'hecke_orbit_code': 206410088471, 'n': 7, 'trace_an': -11}
  • id: 28004007
    {'hecke_orbit_code': 206410088471, 'n': 8, 'trace_an': 7241658}
  • id: 28004008
    {'hecke_orbit_code': 206410088471, 'n': 9, 'trace_an': -39199166}
  • id: 28004009
    {'hecke_orbit_code': 206410088471, 'n': 10, 'trace_an': -11}
  • id: 28004010
    {'hecke_orbit_code': 206410088471, 'n': 11, 'trace_an': -11}
  • id: 28004011
    {'hecke_orbit_code': 206410088471, 'n': 12, 'trace_an': 123246346}
  • id: 28004012
    {'hecke_orbit_code': 206410088471, 'n': 13, 'trace_an': 75796021}
  • id: 28004013
    {'hecke_orbit_code': 206410088471, 'n': 14, 'trace_an': -11}
  • id: 28004014
    {'hecke_orbit_code': 206410088471, 'n': 15, 'trace_an': -100263174}
  • id: 28004015
    {'hecke_orbit_code': 206410088471, 'n': 16, 'trace_an': -2293744667}
  • id: 28004016
    {'hecke_orbit_code': 206410088471, 'n': 17, 'trace_an': 412743804}
  • id: 28004017
    {'hecke_orbit_code': 206410088471, 'n': 18, 'trace_an': 3858902346}
  • id: 28004018
    {'hecke_orbit_code': 206410088471, 'n': 19, 'trace_an': -2351744978}
  • id: 28004019
    {'hecke_orbit_code': 206410088471, 'n': 20, 'trace_an': -201490443}
  • id: 28004020
    {'hecke_orbit_code': 206410088471, 'n': 21, 'trace_an': 13037325862}
  • id: 28004021
    {'hecke_orbit_code': 206410088471, 'n': 22, 'trace_an': 0}
  • id: 28004022
    {'hecke_orbit_code': 206410088471, 'n': 23, 'trace_an': -16459019108}
  • id: 28004023
    {'hecke_orbit_code': 206410088471, 'n': 24, 'trace_an': -11985092422}
  • id: 28004024
    {'hecke_orbit_code': 206410088471, 'n': 25, 'trace_an': 53500912048}
  • id: 28004025
    {'hecke_orbit_code': 206410088471, 'n': 26, 'trace_an': -15367300238}
  • id: 28004026
    {'hecke_orbit_code': 206410088471, 'n': 27, 'trace_an': -59088035798}
  • id: 28004027
    {'hecke_orbit_code': 206410088471, 'n': 28, 'trace_an': -113542201355}
  • id: 28004028
    {'hecke_orbit_code': 206410088471, 'n': 29, 'trace_an': -13335164408}
  • id: 28004029
    {'hecke_orbit_code': 206410088471, 'n': 30, 'trace_an': 229640542197}
  • id: 28004030
    {'hecke_orbit_code': 206410088471, 'n': 31, 'trace_an': 13668629386}
  • id: 28004031
    {'hecke_orbit_code': 206410088471, 'n': 32, 'trace_an': -19386720331}
  • id: 28004032
    {'hecke_orbit_code': 206410088471, 'n': 33, 'trace_an': 231293232588}
  • id: 28004033
    {'hecke_orbit_code': 206410088471, 'n': 34, 'trace_an': -596485598577}
  • id: 28004034
    {'hecke_orbit_code': 206410088471, 'n': 35, 'trace_an': 178461474729}
  • id: 28004035
    {'hecke_orbit_code': 206410088471, 'n': 36, 'trace_an': -509341530479}
  • id: 28004036
    {'hecke_orbit_code': 206410088471, 'n': 37, 'trace_an': -531055292779}
  • id: 28004037
    {'hecke_orbit_code': 206410088471, 'n': 38, 'trace_an': 1024048005354}
  • id: 28004038
    {'hecke_orbit_code': 206410088471, 'n': 39, 'trace_an': 483189758359}
  • id: 28004039
    {'hecke_orbit_code': 206410088471, 'n': 40, 'trace_an': -1388798125011}
  • id: 28004040
    {'hecke_orbit_code': 206410088471, 'n': 41, 'trace_an': -93386524595}
  • id: 28004041
    {'hecke_orbit_code': 206410088471, 'n': 42, 'trace_an': -515159244281}
  • id: 28004042
    {'hecke_orbit_code': 206410088471, 'n': 43, 'trace_an': 1551162694301}
  • id: 28004043
    {'hecke_orbit_code': 206410088471, 'n': 44, 'trace_an': 3235619676322}
  • id: 28004044
    {'hecke_orbit_code': 206410088471, 'n': 45, 'trace_an': 0}
  • id: 28004045
    {'hecke_orbit_code': 206410088471, 'n': 46, 'trace_an': -4650794794275}
  • id: 28004046
    {'hecke_orbit_code': 206410088471, 'n': 47, 'trace_an': -3470215856414}
  • id: 28004047
    {'hecke_orbit_code': 206410088471, 'n': 48, 'trace_an': -1781351369326}
  • id: 28004048
    {'hecke_orbit_code': 206410088471, 'n': 49, 'trace_an': 5936274217858}
  • id: 28004049
    {'hecke_orbit_code': 206410088471, 'n': 50, 'trace_an': 7261092475944}
  • id: 28004050
    {'hecke_orbit_code': 206410088471, 'n': 51, 'trace_an': 1291880338045}
  • id: 28004051
    {'hecke_orbit_code': 206410088471, 'n': 52, 'trace_an': -8918366421904}
  • id: 28004052
    {'hecke_orbit_code': 206410088471, 'n': 53, 'trace_an': -4071540211035}
  • id: 28004053
    {'hecke_orbit_code': 206410088471, 'n': 54, 'trace_an': -23203855111662}
  • id: 28004054
    {'hecke_orbit_code': 206410088471, 'n': 55, 'trace_an': 21106594800555}
  • id: 28004055
    {'hecke_orbit_code': 206410088471, 'n': 56, 'trace_an': 27086747877288}
  • id: 28004056
    {'hecke_orbit_code': 206410088471, 'n': 57, 'trace_an': -16763164950752}
  • id: 28004057
    {'hecke_orbit_code': 206410088471, 'n': 58, 'trace_an': -36011600663437}
  • id: 28004058
    {'hecke_orbit_code': 206410088471, 'n': 59, 'trace_an': 14392567819783}
  • id: 28004059
    {'hecke_orbit_code': 206410088471, 'n': 60, 'trace_an': 57162393175019}
  • id: 28004060
    {'hecke_orbit_code': 206410088471, 'n': 61, 'trace_an': 4364821463145}
  • id: 28004061
    {'hecke_orbit_code': 206410088471, 'n': 62, 'trace_an': -22783954069470}
  • id: 28004062
    {'hecke_orbit_code': 206410088471, 'n': 63, 'trace_an': -28024226583936}
  • id: 28004063
    {'hecke_orbit_code': 206410088471, 'n': 64, 'trace_an': -24724647234718}
  • id: 28004064
    {'hecke_orbit_code': 206410088471, 'n': 65, 'trace_an': 23743133734540}
  • id: 28004065
    {'hecke_orbit_code': 206410088471, 'n': 66, 'trace_an': 58812349391400}
  • id: 28004066
    {'hecke_orbit_code': 206410088471, 'n': 67, 'trace_an': 12322307029307}
  • id: 28004067
    {'hecke_orbit_code': 206410088471, 'n': 68, 'trace_an': 0}
  • id: 28004068
    {'hecke_orbit_code': 206410088471, 'n': 69, 'trace_an': -35019783038946}
  • id: 28004069
    {'hecke_orbit_code': 206410088471, 'n': 70, 'trace_an': -97427918060118}
  • id: 28004070
    {'hecke_orbit_code': 206410088471, 'n': 71, 'trace_an': -50835887726728}
  • id: 28004071
    {'hecke_orbit_code': 206410088471, 'n': 72, 'trace_an': 57733468922911}
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