Embedded newform data - 21.30.e.b.4.9

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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': 18900, 'analytic_conductor': 111.88388900436996, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [21, 3, [8, 10], [3, 2]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4, 16], 'dim': 40, 'has_non_self_twist': 1, 'hecke_orbit': 2, 'hecke_orbit_code': 4503875008593941, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.30.e.b', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.30.e.b', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 'sato_tate_group': '29.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.30.e', 'trace_display': [-7743, -95659380, 14215352760, -368001036334], 'traces': [40, -7743, -95659380, -5985454645, 14215352760, 74069057934, -368001036334, 49989480496086, -457535849099220, -167879133295903, -3154300361224314, -28628244017941005, 27686480502978220, -214257133773063450, -135983183150288880, -1764048935658629353, 41802108452009436, -177135003978763023, -7235175939726809174, -2944336803535185762, 9048396870023397228, 89086825354637664038, 44902952138264019852, -119549067769441979667, -856461315876501170374, 740598921837346265154, 4376759565260494368360, 837334611372858240643, 3042539991157763918664, -802960690301171876007, -7171021288148722128918, -3221069809618281449199, -15086920844424695908266, -40988792924743489638864, 22734956365007065015692, 273856007324494541487690, -32961210550052530362042, -21824144763887061483774, -66211788982424616967590, -561274593219911517352413, 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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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-0.4510350609785394, -0.18823767374836547, -0.28935650605003627, -0.33650666204108787, -0.04590298752884744, -0.16154059003808555, -0.4465268344991176, -0.19230462933487386, -0.2203010219838743, -0.004623705300535331, -0.49228000208628986, -0.12680451142594049, -0.01434832172510786, -0.02134386621547069, -0.09764902342601427, -0.28158627543748, -0.13426293121257785, -0.3840183151247222, -0.30155461030244074, -0.13174976438451502, 0.2509602782735614, 0.16674239568304405, -0.36932055735879565, -0.43426290505704995], 'char_orbit_index': 5, 'conrey_index': 4, 'dual_conrey_index': 16, 'dual_embedding_index': 9, 'dual_embedding_m': 29, 'embedding_index': 9, 'embedding_m': 9, 'hecke_orbit': 2, 'hecke_orbit_code': 4503875008593941, 'label': '21.30.e.b.4.9', 'level': 21, 'weight': 30}
• 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': 18900, 'analytic_conductor': 111.88388900436996, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [21, 3, [8, 10], [3, 2]], 'conrey_index': 4, 'cusp_dim': 150, 'dim': 78, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 275381223445, 'hecke_orbit_dims': [38, 40], 'label': '21.30.e', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 158, 'mf_new_dim': 78, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 39, 'sturm_bound': 80, 'trace_bound': 1, 'trace_display': [17282, -4782969, 12113760982, -1515385457433], 'traces': [78, 17282, -4782969, -11434038378, 12113760982, 313456656384, -1515385457433, -3851100092424, -892194905743479, -394212661060182, -2186118177213998, -2567836929097728, 57935233489473678, -25965073904393714, 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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: 35186040
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 9, 'source_hecke_orbit_code': 4503875008593941, 'source_is_minimal': True, 'source_label': '21.30.e.b.4.9', 'source_level': 21, 'target_conrey_index': 4, 'target_dim': 40, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503875008593941, 'target_is_minimal': True, 'target_label': '21.30.e.b.4.9', 'target_level': 21, 'twist_class_label': '21.30.e.b.4.9', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 30}
  • id: 35186041
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 4, 'source_dim': 40, 'source_embedding_index': 9, 'source_hecke_orbit_code': 4503875008593941, 'source_is_minimal': True, 'source_label': '21.30.e.b.4.9', 'source_level': 21, 'target_conrey_index': 16, 'target_dim': 40, 'target_embedding_index': 9, 'target_hecke_orbit_code': 4503875008593941, 'target_is_minimal': True, 'target_label': '21.30.e.b.16.9', 'target_level': 21, 'twist_class_label': '21.30.e.b.4.9', 'twist_class_level': 21, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 30}
• hecke_orbit_code 4503875008593941 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': 2, 'label': '21.30.e.b', 'level': 21, 'portrait': 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', 'weight': 30}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 86501000
    {'hecke_orbit_code': 4503875008593941, 'n': 1, 'trace_an': 40}
  • id: 86501001
    {'hecke_orbit_code': 4503875008593941, 'n': 2, 'trace_an': -7743}
  • id: 86501002
    {'hecke_orbit_code': 4503875008593941, 'n': 3, 'trace_an': -95659380}
  • id: 86501003
    {'hecke_orbit_code': 4503875008593941, 'n': 4, 'trace_an': -5985454645}
  • id: 86501004
    {'hecke_orbit_code': 4503875008593941, 'n': 5, 'trace_an': 14215352760}
  • id: 86501005
    {'hecke_orbit_code': 4503875008593941, 'n': 6, 'trace_an': 74069057934}
  • id: 86501006
    {'hecke_orbit_code': 4503875008593941, 'n': 7, 'trace_an': -368001036334}
  • id: 86501007
    {'hecke_orbit_code': 4503875008593941, 'n': 8, 'trace_an': 49989480496086}
  • id: 86501008
    {'hecke_orbit_code': 4503875008593941, 'n': 9, 'trace_an': -457535849099220}
  • id: 86501009
    {'hecke_orbit_code': 4503875008593941, 'n': 10, 'trace_an': -167879133295903}
  • id: 86501010
    {'hecke_orbit_code': 4503875008593941, 'n': 11, 'trace_an': -3154300361224314}
  • id: 86501011
    {'hecke_orbit_code': 4503875008593941, 'n': 12, 'trace_an': -28628244017941005}
  • id: 86501012
    {'hecke_orbit_code': 4503875008593941, 'n': 13, 'trace_an': 27686480502978220}
  • id: 86501013
    {'hecke_orbit_code': 4503875008593941, 'n': 14, 'trace_an': -214257133773063450}
  • id: 86501014
    {'hecke_orbit_code': 4503875008593941, 'n': 15, 'trace_an': -135983183150288880}
  • id: 86501015
    {'hecke_orbit_code': 4503875008593941, 'n': 16, 'trace_an': -1764048935658629353}
  • id: 86501016
    {'hecke_orbit_code': 4503875008593941, 'n': 17, 'trace_an': 41802108452009436}
  • id: 86501017
    {'hecke_orbit_code': 4503875008593941, 'n': 18, 'trace_an': -177135003978763023}
  • id: 86501018
    {'hecke_orbit_code': 4503875008593941, 'n': 19, 'trace_an': -7235175939726809174}
  • id: 86501019
    {'hecke_orbit_code': 4503875008593941, 'n': 20, 'trace_an': -2944336803535185762}
  • id: 86501020
    {'hecke_orbit_code': 4503875008593941, 'n': 21, 'trace_an': 9048396870023397228}
  • id: 86501021
    {'hecke_orbit_code': 4503875008593941, 'n': 22, 'trace_an': 89086825354637664038}
  • id: 86501022
    {'hecke_orbit_code': 4503875008593941, 'n': 23, 'trace_an': 44902952138264019852}
  • id: 86501023
    {'hecke_orbit_code': 4503875008593941, 'n': 24, 'trace_an': -119549067769441979667}
  • id: 86501024
    {'hecke_orbit_code': 4503875008593941, 'n': 25, 'trace_an': -856461315876501170374}
  • id: 86501025
    {'hecke_orbit_code': 4503875008593941, 'n': 26, 'trace_an': 740598921837346265154}
  • id: 86501026
    {'hecke_orbit_code': 4503875008593941, 'n': 27, 'trace_an': 4376759565260494368360}
  • id: 86501027
    {'hecke_orbit_code': 4503875008593941, 'n': 28, 'trace_an': 837334611372858240643}
  • id: 86501028
    {'hecke_orbit_code': 4503875008593941, 'n': 29, 'trace_an': 3042539991157763918664}
  • id: 86501029
    {'hecke_orbit_code': 4503875008593941, 'n': 30, 'trace_an': -802960690301171876007}
  • id: 86501030
    {'hecke_orbit_code': 4503875008593941, 'n': 31, 'trace_an': -7171021288148722128918}
  • id: 86501031
    {'hecke_orbit_code': 4503875008593941, 'n': 32, 'trace_an': -3221069809618281449199}
  • id: 86501032
    {'hecke_orbit_code': 4503875008593941, 'n': 33, 'trace_an': -15086920844424695908266}
  • id: 86501033
    {'hecke_orbit_code': 4503875008593941, 'n': 34, 'trace_an': -40988792924743489638864}
  • id: 86501034
    {'hecke_orbit_code': 4503875008593941, 'n': 35, 'trace_an': 22734956365007065015692}
  • id: 86501035
    {'hecke_orbit_code': 4503875008593941, 'n': 36, 'trace_an': 273856007324494541487690}
  • id: 86501036
    {'hecke_orbit_code': 4503875008593941, 'n': 37, 'trace_an': -32961210550052530362042}
  • id: 86501037
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