Embedded newform data - 17.13.e.a.3.7

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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': 2873, 'analytic_conductor': 15.537894893696855, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 17, 'char_degree': 8, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 16, 'char_parity': -1, 'char_values': [17, 16, [3], [1]], 'cm_discs': [], 'conrey_index': 3, 'conrey_indexes': [3, 5, 6, 7, 10, 11, 12, 14], 'dim': 136, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275096010769, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 17, 5, -1, 16, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '17.13.e.a', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'minimal_twist': '17.13.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 17, 'rm_discs': [], 'sato_tate_group': '12.2.3.c16', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '17.13.e', 'trace_display': [-8, -8, -8, -8], 'traces': [136, -8, -8, -8, -8, -8, -8, -8, -8, -2635784, 4757752, -22609928, 10673272, 3502072, -71170184, 0, 46886392, 74547184, -80847368, -295206920, 320622712, 447713272, -137854088, -3004773752, 2298907960, -1767674024, -1955702888, 1831780072, 2353871512, 1648963000, -4290489224, -6656963040, 0, 14592033976, 9006459248, 2618908472, -11004483848, -14366583728, -12221759112, 67860944440, 16612966072, -39230166008, -38030425448, 1172085400, 78806110232, 45953676904, -30595593608, -140723658880, -47986747400, 0, 58902553592, 176318054384, 34192960552, -160837309992, 87564777208, -236951569808, -326696541928, -269658912368, 145424567800, 854928187664, 350189365432, -155824126928, -352355345288, -199633905912, -164442147128, -1117736579520, 0, 822283430752, 853264763504, 1555316187536, 480152268280, -772830210896, -1837118857208, 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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
  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': 2873, 'analytic_conductor': 15.537894893696855, 'char_conductor': 17, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 16, 'char_parity': -1, 'char_values': [17, 16, [3], [1]], 'conrey_index': 3, 'cusp_dim': 136, 'dim': 136, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275096010769, 'hecke_orbit_dims': [136], 'label': '17.13.e', 'level': 17, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [17], 'level_radical': 17, 'mf_dim': 152, 'mf_new_dim': 152, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 17, 'sturm_bound': 19, 'trace_bound': 0, 'trace_display': [-8, -8, -8, -8], 'traces': [136, -8, -8, -8, -8, -8, -8, -8, -8, -2635784, 4757752, -22609928, 10673272, 3502072, -71170184, 0, 46886392, 74547184, -80847368, -295206920, 320622712, 447713272, -137854088, -3004773752, 2298907960, -1767674024, -1955702888, 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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: 3106937
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 136, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275096010769, 'source_is_minimal': True, 'source_label': '17.13.e.a.3.7', 'source_level': 17, 'target_conrey_index': 3, 'target_dim': 136, 'target_embedding_index': 7, 'target_hecke_orbit_code': 275096010769, 'target_is_minimal': True, 'target_label': '17.13.e.a.3.7', 'target_level': 17, 'twist_class_label': '17.13.e.a.3.7', 'twist_class_level': 17, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 13}
  • id: 3106938
    {'conductor': 17, 'degree': 8, 'order': 16, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 136, 'source_embedding_index': 7, 'source_hecke_orbit_code': 275096010769, 'source_is_minimal': True, 'source_label': '17.13.e.a.3.7', 'source_level': 17, 'target_conrey_index': 6, 'target_dim': 136, 'target_embedding_index': 7, 'target_hecke_orbit_code': 275096010769, 'target_is_minimal': True, 'target_label': '17.13.e.a.6.7', 'target_level': 17, 'twist_class_label': '17.13.e.a.3.7', 'twist_class_level': 17, 'twisting_char_label': '17.6', 'twisting_conrey_index': 6, 'weight': 13}
• hecke_orbit_code 275096010769 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': 5, 'hecke_orbit': 1, 'label': '17.13.e.a', 'level': 17, 'portrait': 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', 'weight': 13}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 30950000
    {'hecke_orbit_code': 275096010769, 'n': 1, 'trace_an': 136}
  • id: 30950001
    {'hecke_orbit_code': 275096010769, 'n': 2, 'trace_an': -8}
  • id: 30950002
    {'hecke_orbit_code': 275096010769, 'n': 3, 'trace_an': -8}
  • id: 30950003
    {'hecke_orbit_code': 275096010769, 'n': 4, 'trace_an': -8}
  • id: 30950004
    {'hecke_orbit_code': 275096010769, 'n': 5, 'trace_an': -8}
  • id: 30950005
    {'hecke_orbit_code': 275096010769, 'n': 6, 'trace_an': -8}
  • id: 30950006
    {'hecke_orbit_code': 275096010769, 'n': 7, 'trace_an': -8}
  • id: 30950007
    {'hecke_orbit_code': 275096010769, 'n': 8, 'trace_an': -8}
  • id: 30950008
    {'hecke_orbit_code': 275096010769, 'n': 9, 'trace_an': -8}
  • id: 30950009
    {'hecke_orbit_code': 275096010769, 'n': 10, 'trace_an': -2635784}
  • id: 30950010
    {'hecke_orbit_code': 275096010769, 'n': 11, 'trace_an': 4757752}
  • id: 30950011
    {'hecke_orbit_code': 275096010769, 'n': 12, 'trace_an': -22609928}
  • id: 30950012
    {'hecke_orbit_code': 275096010769, 'n': 13, 'trace_an': 10673272}
  • id: 30950013
    {'hecke_orbit_code': 275096010769, 'n': 14, 'trace_an': 3502072}
  • id: 30950014
    {'hecke_orbit_code': 275096010769, 'n': 15, 'trace_an': -71170184}
  • id: 30950015
    {'hecke_orbit_code': 275096010769, 'n': 16, 'trace_an': 0}
  • id: 30950016
    {'hecke_orbit_code': 275096010769, 'n': 17, 'trace_an': 46886392}
  • id: 30950017
    {'hecke_orbit_code': 275096010769, 'n': 18, 'trace_an': 74547184}
  • id: 30950018
    {'hecke_orbit_code': 275096010769, 'n': 19, 'trace_an': -80847368}
  • id: 30950019
    {'hecke_orbit_code': 275096010769, 'n': 20, 'trace_an': -295206920}
  • id: 30950020
    {'hecke_orbit_code': 275096010769, 'n': 21, 'trace_an': 320622712}
  • id: 30950021
    {'hecke_orbit_code': 275096010769, 'n': 22, 'trace_an': 447713272}
  • id: 30950022
    {'hecke_orbit_code': 275096010769, 'n': 23, 'trace_an': -137854088}
  • id: 30950023
    {'hecke_orbit_code': 275096010769, 'n': 24, 'trace_an': -3004773752}
  • id: 30950024
    {'hecke_orbit_code': 275096010769, 'n': 25, 'trace_an': 2298907960}
  • id: 30950025
    {'hecke_orbit_code': 275096010769, 'n': 26, 'trace_an': -1767674024}
  • id: 30950026
    {'hecke_orbit_code': 275096010769, 'n': 27, 'trace_an': -1955702888}
  • id: 30950027
    {'hecke_orbit_code': 275096010769, 'n': 28, 'trace_an': 1831780072}
  • id: 30950028
    {'hecke_orbit_code': 275096010769, 'n': 29, 'trace_an': 2353871512}
  • id: 30950029
    {'hecke_orbit_code': 275096010769, 'n': 30, 'trace_an': 1648963000}
  • id: 30950030
    {'hecke_orbit_code': 275096010769, 'n': 31, 'trace_an': -4290489224}
  • id: 30950031
    {'hecke_orbit_code': 275096010769, 'n': 32, 'trace_an': -6656963040}
  • id: 30950032
    {'hecke_orbit_code': 275096010769, 'n': 33, 'trace_an': 0}
  • id: 30950033
    {'hecke_orbit_code': 275096010769, 'n': 34, 'trace_an': 14592033976}
  • id: 30950034
    {'hecke_orbit_code': 275096010769, 'n': 35, 'trace_an': 9006459248}
  • id: 30950035
    {'hecke_orbit_code': 275096010769, 'n': 36, 'trace_an': 2618908472}
  • id: 30950036
    {'hecke_orbit_code': 275096010769, 'n': 37, 'trace_an': -11004483848}
  • id: 30950037
    {'hecke_orbit_code': 275096010769, 'n': 38, 'trace_an': -14366583728}
  • id: 30950038
    {'hecke_orbit_code': 275096010769, 'n': 39, 'trace_an': -12221759112}
  • id: 30950039
    {'hecke_orbit_code': 275096010769, 'n': 40, 'trace_an': 67860944440}
  • id: 30950040
    {'hecke_orbit_code': 275096010769, 'n': 41, 'trace_an': 16612966072}
  • id: 30950041
    {'hecke_orbit_code': 275096010769, 'n': 42, 'trace_an': -39230166008}
  • id: 30950042
    {'hecke_orbit_code': 275096010769, 'n': 43, 'trace_an': -38030425448}
  • id: 30950043
    {'hecke_orbit_code': 275096010769, 'n': 44, 'trace_an': 1172085400}
  • id: 30950044
    {'hecke_orbit_code': 275096010769, 'n': 45, 'trace_an': 78806110232}
  • id: 30950045
    {'hecke_orbit_code': 275096010769, 'n': 46, 'trace_an': 45953676904}
  • id: 30950046
    {'hecke_orbit_code': 275096010769, 'n': 47, 'trace_an': -30595593608}
  • id: 30950047
    {'hecke_orbit_code': 275096010769, 'n': 48, 'trace_an': -140723658880}
  • id: 30950048
    {'hecke_orbit_code': 275096010769, 'n': 49, 'trace_an': -47986747400}
  • id: 30950049
    {'hecke_orbit_code': 275096010769, 'n': 50, 'trace_an': 0}
  • id: 30950050
    {'hecke_orbit_code': 275096010769, 'n': 51, 'trace_an': 58902553592}
  • id: 30950051
    {'hecke_orbit_code': 275096010769, 'n': 52, 'trace_an': 176318054384}
  • id: 30950052
    {'hecke_orbit_code': 275096010769, 'n': 53, 'trace_an': 34192960552}
  • id: 30950053
    {'hecke_orbit_code': 275096010769, 'n': 54, 'trace_an': -160837309992}
  • id: 30950054
    {'hecke_orbit_code': 275096010769, 'n': 55, 'trace_an': 87564777208}
  • id: 30950055
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