Embedded newform data - 17.44.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_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': 32912, 'analytic_conductor': 199.08767208772957, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 17, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 8, 'char_parity': 1, 'char_values': [17, 8, [3], [7]], 'cm_discs': [], 'conrey_index': 2, 'dim': 252, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206896627729, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 4, 1, 8, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '17.44.d.a', 'level': 17, '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': [17], 'level_radical': 17, 'minimal_twist': '17.44.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 63, 'rm_discs': [], 'sato_tate_group': '43.2.3.c8', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '17.44.d', 'trace_display': [-4, -4, 1884797015207680, -4], 'traces': [252, -4, -4, 0, 1884797015207680, 221515217735603540, -4, 35184372088828, 637940004494872277024, -9172644062832164339716, 31271856798939564695884, 160659040662715870080488, 0, -10620825937570937944957524, 28748551219070162352205864, -4410161389954167229328130056, 754786259037235794349028848, -5367540473535552290321072136, -1520391448988386966886847848, 40480648156465003912941797372, 0, 44147261648104882038875094724, -408953067900897227251175991228, 2569128406481727809325689264168, 42966318811420029473026445436, 3889861661153663431806873373452, 16724820032498576287206262041608, -78718748571558344076653664853948, -109059849142312592102640344707492, 0, 155238807707320954847178663148116, -1248943358044888932820031011401380, 932475890510175608977160850636416, 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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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• 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

  
  {'Nk2': 32912, 'analytic_conductor': 199.08767208772957, 'char_conductor': 17, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 8, 'char_parity': 1, 'char_values': [17, 8, [3], [7]], 'conrey_index': 2, 'cusp_dim': 252, 'dim': 252, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_orbit_code': 206896627729, 'hecke_orbit_dims': [252], 'label': '17.44.d', 'level': 17, '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': [17], 'level_radical': 17, 'mf_dim': 260, 'mf_new_dim': 260, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 63, 'sturm_bound': 66, 'trace_bound': 0, 'trace_display': [-4, -4, 1884797015207680, -4], 'traces': [252, -4, -4, 0, 1884797015207680, 221515217735603540, -4, 35184372088828, 637940004494872277024, -9172644062832164339716, 31271856798939564695884, 160659040662715870080488, 0, 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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: 2402915
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 252, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206896627729, 'source_is_minimal': True, 'source_label': '17.44.d.a.2.6', 'source_level': 17, 'target_conrey_index': 2, 'target_dim': 252, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206896627729, 'target_is_minimal': True, 'target_label': '17.44.d.a.2.6', 'target_level': 17, 'twist_class_label': '17.44.d.a.2.6', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 44}
  • id: 2402916
    {'conductor': 17, 'degree': 4, 'order': 8, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 252, 'source_embedding_index': 6, 'source_hecke_orbit_code': 206896627729, 'source_is_minimal': True, 'source_label': '17.44.d.a.2.6', 'source_level': 17, 'target_conrey_index': 9, 'target_dim': 252, 'target_embedding_index': 6, 'target_hecke_orbit_code': 206896627729, 'target_is_minimal': True, 'target_label': '17.44.d.a.9.6', 'target_level': 17, 'twist_class_label': '17.44.d.a.2.6', 'twist_class_level': 17, 'twisting_char_label': '17.9', 'twisting_conrey_index': 9, 'weight': 44}
• hecke_orbit_code 206896627729 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': '17.44.d.a', 'level': 17, 'portrait': 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', 'weight': 44}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7345070
    {'hecke_orbit_code': 206896627729, 'n': 1, 'trace_an': 252}
  • id: 7345071
    {'hecke_orbit_code': 206896627729, 'n': 2, 'trace_an': -4}
  • id: 7345072
    {'hecke_orbit_code': 206896627729, 'n': 3, 'trace_an': -4}
  • id: 7345073
    {'hecke_orbit_code': 206896627729, 'n': 4, 'trace_an': 0}
  • id: 7345074
    {'hecke_orbit_code': 206896627729, 'n': 5, 'trace_an': 1884797015207680}
  • id: 7345075
    {'hecke_orbit_code': 206896627729, 'n': 6, 'trace_an': 221515217735603540}
  • id: 7345076
    {'hecke_orbit_code': 206896627729, 'n': 7, 'trace_an': -4}
  • id: 7345077
    {'hecke_orbit_code': 206896627729, 'n': 8, 'trace_an': 35184372088828}
  • id: 7345078
    {'hecke_orbit_code': 206896627729, 'n': 9, 'trace_an': 637940004494872277024}
  • id: 7345079
    {'hecke_orbit_code': 206896627729, 'n': 10, 'trace_an': -9172644062832164339716}
  • id: 7345080
    {'hecke_orbit_code': 206896627729, 'n': 11, 'trace_an': 31271856798939564695884}
  • id: 7345081
    {'hecke_orbit_code': 206896627729, 'n': 12, 'trace_an': 160659040662715870080488}
  • id: 7345082
    {'hecke_orbit_code': 206896627729, 'n': 13, 'trace_an': 0}
  • id: 7345083
    {'hecke_orbit_code': 206896627729, 'n': 14, 'trace_an': -10620825937570937944957524}
  • id: 7345084
    {'hecke_orbit_code': 206896627729, 'n': 15, 'trace_an': 28748551219070162352205864}
  • id: 7345085
    {'hecke_orbit_code': 206896627729, 'n': 16, 'trace_an': -4410161389954167229328130056}
  • id: 7345086
    {'hecke_orbit_code': 206896627729, 'n': 17, 'trace_an': 754786259037235794349028848}
  • id: 7345087
    {'hecke_orbit_code': 206896627729, 'n': 18, 'trace_an': -5367540473535552290321072136}
  • id: 7345088
    {'hecke_orbit_code': 206896627729, 'n': 19, 'trace_an': -1520391448988386966886847848}
  • id: 7345089
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