Embedded newform data - 9.22.c.a.4.4

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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': 4356, 'analytic_conductor': 25.152960985835588, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [9, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 7], 'dim': 40, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137808052233, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9.22.c.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.22.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '21.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.22.c', 'trace_display': [1023, 128841, 32234853, -189623959], 'traces': [40, 1023, 128841, -19922945, 32234853, 187115031, -189623959, -1296271662, 10117230687, 4194300, 146068576386, -287594221404, -177565977277, 1549677244440, -5069511951597, -18691699769345, -18615603749598, 35716321080900, -9768733723954, 76202257650204, -25195769607435, 86758343554047, 356460494884095, 410684147823429, -1379841857082329, 4509080239093464, -3576595918397832, 1599477148286972, -2772828270755157, 3993479924773464, 3064842508546901, 9763241440878495, -4293613576965348, 5532390311666553, -57889578635103594, 85851013073070195, 30082698487879388, 38173338977409867, -87846860189874705, -43546396391926176, 4985514195953106, 337199075744914674, -41986108659289660, 309819550937094042, -626346227021430807, -741003239171632200, 971751895603333665, -2063048917232418717, -1393736132530446381, 1504393427506051923, 2354897151685709901, 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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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-0.1290344665107718, -0.09688228411509968, -0.2563560315477245, -0.1513274946776537, -0.4252218268694176, 0.2098579167117291, 0.07859560209849636, -0.2643386100805668, -0.4885970734735272, -0.1862361144563347, -0.34607125351381507, -0.45783475702262966, -0.35982415801399636, 0.03898764214059572], 'char_orbit_index': 3, 'conrey_index': 4, 'dual_conrey_index': 7, 'dual_embedding_index': 4, 'dual_embedding_m': 24, 'embedding_index': 4, 'embedding_m': 4, 'hecke_orbit': 1, 'hecke_orbit_code': 137808052233, 'label': '9.22.c.a.4.4', 'level': 9, 'weight': 22}
• 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': 4356, 'analytic_conductor': 25.152960985835588, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [9, 3, [2], [1]], 'conrey_index': 4, 'cusp_dim': 40, 'dim': 40, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 137808052233, 'hecke_orbit_dims': [40], 'label': '9.22.c', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 44, 'mf_new_dim': 44, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 20, 'sturm_bound': 22, 'trace_bound': 0, 'trace_display': [1023, 128841, 32234853, -189623959], 'traces': [40, 1023, 128841, -19922945, 32234853, 187115031, -189623959, -1296271662, 10117230687, 4194300, 146068576386, -287594221404, -177565977277, 1549677244440, -5069511951597, -18691699769345, -18615603749598, 35716321080900, -9768733723954, 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-360410251022352767590102685229408, 103058655490441151684701197367662, -255493595435597432890194109019598, -146824612721487390208504224866067, 4900367897540172906680109650266, -36610325028790027668807158477046, -136623206102911031561316836639526, -138012245068110297862262916117808, -106068977377401269413854603435996, -298754465643158931137531260786065, -123193655937312326093707216433352, 70883148303190442492794141714572, 329176350324388427726929814353548, 33271781052268320183586158208229, 621251652200871596375516719487502, 398891480332962566901342647479104, 59565189111528742917625419059712], 'weight': 22, 'weight_parity': 1}
• 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: 1691283
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137808052233, 'source_is_minimal': True, 'source_label': '9.22.c.a.4.4', 'source_level': 9, 'target_conrey_index': 4, 'target_dim': 40, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137808052233, 'target_is_minimal': True, 'target_label': '9.22.c.a.4.4', 'target_level': 9, 'twist_class_label': '9.22.c.a.4.4', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 1691284
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137808052233, 'source_is_minimal': True, 'source_label': '9.22.c.a.4.4', 'source_level': 9, 'target_conrey_index': 10, 'target_dim': 40, 'target_embedding_index': 17, 'target_hecke_orbit_code': 137808052251, 'target_is_minimal': False, 'target_label': '27.22.c.a.10.17', 'target_level': 27, 'twist_class_label': '9.22.c.a.4.4', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 1691285
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137808052233, 'source_is_minimal': True, 'source_label': '9.22.c.a.4.4', 'source_level': 9, 'target_conrey_index': 19, 'target_dim': 40, 'target_embedding_index': 17, 'target_hecke_orbit_code': 137808052251, 'target_is_minimal': False, 'target_label': '27.22.c.a.19.17', 'target_level': 27, 'twist_class_label': '9.22.c.a.4.4', 'twist_class_level': 9, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 22}
  • id: 1691286
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137808052233, 'source_is_minimal': True, 'source_label': '9.22.c.a.4.4', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 17, 'target_hecke_orbit_code': 9007199623839825, 'target_is_minimal': False, 'target_label': '81.22.a.c.1.17', 'target_level': 81, 'twist_class_label': '9.22.c.a.4.4', 'twist_class_level': 9, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 22}
  • id: 1691287
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137808052233, 'source_is_minimal': True, 'source_label': '9.22.c.a.4.4', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510799251210321, 'target_is_minimal': False, 'target_label': '81.22.a.d.1.4', 'target_level': 81, 'twist_class_label': '9.22.c.a.4.4', 'twist_class_level': 9, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 22}
  • id: 1691288
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 4, 'source_hecke_orbit_code': 137808052233, 'source_is_minimal': True, 'source_label': '9.22.c.a.4.4', 'source_level': 9, 'target_conrey_index': 7, 'target_dim': 40, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137808052233, 'target_is_minimal': True, 'target_label': '9.22.c.a.7.4', 'target_level': 9, 'twist_class_label': '9.22.c.a.4.4', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 22}
• hecke_orbit_code 137808052233 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': 3, 'hecke_orbit': 1, 'label': '9.22.c.a', 'level': 9, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 24415000
    {'hecke_orbit_code': 137808052233, 'n': 1, 'trace_an': 40}
  • id: 24415001
    {'hecke_orbit_code': 137808052233, 'n': 2, 'trace_an': 1023}
  • id: 24415002
    {'hecke_orbit_code': 137808052233, 'n': 3, 'trace_an': 128841}
  • id: 24415003
    {'hecke_orbit_code': 137808052233, 'n': 4, 'trace_an': -19922945}
  • id: 24415004
    {'hecke_orbit_code': 137808052233, 'n': 5, 'trace_an': 32234853}
  • id: 24415005
    {'hecke_orbit_code': 137808052233, 'n': 6, 'trace_an': 187115031}
  • id: 24415006
    {'hecke_orbit_code': 137808052233, 'n': 7, 'trace_an': -189623959}
  • id: 24415007
    {'hecke_orbit_code': 137808052233, 'n': 8, 'trace_an': -1296271662}
  • id: 24415008
    {'hecke_orbit_code': 137808052233, 'n': 9, 'trace_an': 10117230687}
  • id: 24415009
    {'hecke_orbit_code': 137808052233, 'n': 10, 'trace_an': 4194300}
  • id: 24415010
    {'hecke_orbit_code': 137808052233, 'n': 11, 'trace_an': 146068576386}
  • id: 24415011
    {'hecke_orbit_code': 137808052233, 'n': 12, 'trace_an': -287594221404}
  • id: 24415012
    {'hecke_orbit_code': 137808052233, 'n': 13, 'trace_an': -177565977277}
  • id: 24415013
    {'hecke_orbit_code': 137808052233, 'n': 14, 'trace_an': 1549677244440}
  • id: 24415014
    {'hecke_orbit_code': 137808052233, 'n': 15, 'trace_an': -5069511951597}
  • id: 24415015
    {'hecke_orbit_code': 137808052233, 'n': 16, 'trace_an': -18691699769345}
  • id: 24415016
    {'hecke_orbit_code': 137808052233, 'n': 17, 'trace_an': -18615603749598}
  • id: 24415017
    {'hecke_orbit_code': 137808052233, 'n': 18, 'trace_an': 35716321080900}
  • id: 24415018
    {'hecke_orbit_code': 137808052233, 'n': 19, 'trace_an': -9768733723954}
  • id: 24415019
    {'hecke_orbit_code': 137808052233, 'n': 20, 'trace_an': 76202257650204}
  • id: 24415020
    {'hecke_orbit_code': 137808052233, 'n': 21, 'trace_an': -25195769607435}
  • id: 24415021
    {'hecke_orbit_code': 137808052233, 'n': 22, 'trace_an': 86758343554047}
  • id: 24415022
    {'hecke_orbit_code': 137808052233, 'n': 23, 'trace_an': 356460494884095}
  • id: 24415023
    {'hecke_orbit_code': 137808052233, 'n': 24, 'trace_an': 410684147823429}
  • id: 24415024
    {'hecke_orbit_code': 137808052233, 'n': 25, 'trace_an': -1379841857082329}
  • id: 24415025
    {'hecke_orbit_code': 137808052233, 'n': 26, 'trace_an': 4509080239093464}
  • id: 24415026
    {'hecke_orbit_code': 137808052233, 'n': 27, 'trace_an': -3576595918397832}
  • id: 24415027
    {'hecke_orbit_code': 137808052233, 'n': 28, 'trace_an': 1599477148286972}
  • id: 24415028
    {'hecke_orbit_code': 137808052233, 'n': 29, 'trace_an': -2772828270755157}
  • id: 24415029
    {'hecke_orbit_code': 137808052233, 'n': 30, 'trace_an': 3993479924773464}
  • id: 24415030
    {'hecke_orbit_code': 137808052233, 'n': 31, 'trace_an': 3064842508546901}
  • id: 24415031
    {'hecke_orbit_code': 137808052233, 'n': 32, 'trace_an': 9763241440878495}
  • id: 24415032
    {'hecke_orbit_code': 137808052233, 'n': 33, 'trace_an': -4293613576965348}
  • id: 24415033
    {'hecke_orbit_code': 137808052233, 'n': 34, 'trace_an': 5532390311666553}
  • id: 24415034
    {'hecke_orbit_code': 137808052233, 'n': 35, 'trace_an': -57889578635103594}
  • id: 24415035
    {'hecke_orbit_code': 137808052233, 'n': 36, 'trace_an': 85851013073070195}
  • id: 24415036
    {'hecke_orbit_code': 137808052233, 'n': 37, 'trace_an': 30082698487879388}
  • id: 24415037
    {'hecke_orbit_code': 137808052233, 'n': 38, 'trace_an': 38173338977409867}
  • id: 24415038
    {'hecke_orbit_code': 137808052233, 'n': 39, 'trace_an': -87846860189874705}
  • id: 24415039
    {'hecke_orbit_code': 137808052233, 'n': 40, 'trace_an': -43546396391926176}
  • id: 24415040
    {'hecke_orbit_code': 137808052233, 'n': 41, 'trace_an': 4985514195953106}
  • id: 24415041
    {'hecke_orbit_code': 137808052233, 'n': 42, 'trace_an': 337199075744914674}
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