Embedded newform data - 16.28.e.a.5.3

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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': 12544, 'analytic_conductor': 73.89689197408813, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 16, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [16, 4, [15, 5], [4, 1]], 'cm_discs': [], 'conrey_index': 5, 'dim': 106, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275347669008, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 16, 5, 1, 4, 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': '16.28.e.a', 'level': 16, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '16.28.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 53, 'rm_discs': [], 'sato_tate_group': '27.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.28.e', 'trace_display': [-2, -2, -2, 0], 'traces': [106, -2, -2, 125095688, -2, -59499919472, 0, -287180933804, 0, 8247210235372, -34039821810222, 1748989708884580, -2, -7155218316814660, -15569560546875004, -11277270898466024, -4, -142926567667036386, -361273435637780378, 442470438134323004, 15251194969972, -1169169681057307068, 0, 10984755246449911984, 0, 17037255844415508360, -16968259081125930056, -60190300783057535720, -27121773564864273802, -676957577616991436364, 293010555569340511088, -1166901104384201893432, -4, -290590654320714186380, -1483431258098321642404, 2272823118258680645548, -470486119578222882250, -7667804020978176078752, 0, -13361029860556314821176, 0, -46808273599641292573640, 30832447383975033909242, 78151525061974584923236, 14901145942652686274, -30741189488837489213204, -109219994122411663546544, 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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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'char_orbit_index': 5, 'conrey_index': 5, 'dual_conrey_index': 13, 'dual_embedding_index': 3, 'dual_embedding_m': 56, 'embedding_index': 3, 'embedding_m': 3, 'hecke_orbit': 1, 'hecke_orbit_code': 275347669008, 'label': '16.28.e.a.5.3', 'level': 16, 'weight': 28}
• mf_newspaces •

  Column	Type
  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_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': 12544, 'analytic_conductor': 73.89689197408813, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [16, 4, [15, 5], [4, 1]], 'conrey_index': 5, 'cusp_dim': 106, 'dim': 106, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_orbit_code': 275347669008, 'hecke_orbit_dims': [106], 'label': '16.28.e', 'level': 16, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 110, 'mf_new_dim': 110, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 53, 'sturm_bound': 56, 'trace_bound': 0, 'trace_display': [-2, -2, -2, 0], 'traces': [106, -2, -2, 125095688, -2, -59499919472, 0, -287180933804, 0, 8247210235372, -34039821810222, 1748989708884580, -2, -7155218316814660, -15569560546875004, -11277270898466024, -4, 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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: 3135985
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 106, 'source_embedding_index': 3, 'source_hecke_orbit_code': 275347669008, 'source_is_minimal': True, 'source_label': '16.28.e.a.5.3', 'source_level': 16, 'target_conrey_index': 5, 'target_dim': 106, 'target_embedding_index': 3, 'target_hecke_orbit_code': 275347669008, 'target_is_minimal': True, 'target_label': '16.28.e.a.5.3', 'target_level': 16, 'twist_class_label': '16.28.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 28}
  • id: 3135986
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 106, 'source_embedding_index': 3, 'source_hecke_orbit_code': 275347669008, 'source_is_minimal': True, 'source_label': '16.28.e.a.5.3', 'source_level': 16, 'target_conrey_index': 13, 'target_dim': 106, 'target_embedding_index': 3, 'target_hecke_orbit_code': 275347669008, 'target_is_minimal': True, 'target_label': '16.28.e.a.13.3', 'target_level': 16, 'twist_class_label': '16.28.e.a.5.3', 'twist_class_level': 16, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 28}
• hecke_orbit_code 275347669008 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': '16.28.e.a', 'level': 16, 'portrait': 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', 'weight': 28}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8040378
    {'hecke_orbit_code': 275347669008, 'n': 1, 'trace_an': 106}
  • id: 8040379
    {'hecke_orbit_code': 275347669008, 'n': 2, 'trace_an': -2}
  • id: 8040380
    {'hecke_orbit_code': 275347669008, 'n': 3, 'trace_an': -2}
  • id: 8040381
    {'hecke_orbit_code': 275347669008, 'n': 4, 'trace_an': 125095688}
  • id: 8040382
    {'hecke_orbit_code': 275347669008, 'n': 5, 'trace_an': -2}
  • id: 8040383
    {'hecke_orbit_code': 275347669008, 'n': 6, 'trace_an': -59499919472}
  • id: 8040384
    {'hecke_orbit_code': 275347669008, 'n': 7, 'trace_an': 0}
  • id: 8040385
    {'hecke_orbit_code': 275347669008, 'n': 8, 'trace_an': -287180933804}
  • id: 8040386
    {'hecke_orbit_code': 275347669008, 'n': 9, 'trace_an': 0}
  • id: 8040387
    {'hecke_orbit_code': 275347669008, 'n': 10, 'trace_an': 8247210235372}
  • id: 8040388
    {'hecke_orbit_code': 275347669008, 'n': 11, 'trace_an': -34039821810222}
  • id: 8040389
    {'hecke_orbit_code': 275347669008, 'n': 12, 'trace_an': 1748989708884580}
  • id: 8040390
    {'hecke_orbit_code': 275347669008, 'n': 13, 'trace_an': -2}
  • id: 8040391
    {'hecke_orbit_code': 275347669008, 'n': 14, 'trace_an': -7155218316814660}
  • id: 8040392
    {'hecke_orbit_code': 275347669008, 'n': 15, 'trace_an': -15569560546875004}
  • id: 8040393
    {'hecke_orbit_code': 275347669008, 'n': 16, 'trace_an': -11277270898466024}
  • id: 8040394
    {'hecke_orbit_code': 275347669008, 'n': 17, 'trace_an': -4}
  • id: 8040395
    {'hecke_orbit_code': 275347669008, 'n': 18, 'trace_an': -142926567667036386}
  • id: 8040396
    {'hecke_orbit_code': 275347669008, 'n': 19, 'trace_an': -361273435637780378}
  • id: 8040397
    {'hecke_orbit_code': 275347669008, 'n': 20, 'trace_an': 442470438134323004}
  • id: 8040398
    {'hecke_orbit_code': 275347669008, 'n': 21, 'trace_an': 15251194969972}
  • id: 8040399
    {'hecke_orbit_code': 275347669008, 'n': 22, 'trace_an': -1169169681057307068}
  • id: 8040400
    {'hecke_orbit_code': 275347669008, 'n': 23, 'trace_an': 0}
  • id: 8040401
    {'hecke_orbit_code': 275347669008, 'n': 24, 'trace_an': 10984755246449911984}
  • id: 8040402
    {'hecke_orbit_code': 275347669008, 'n': 25, 'trace_an': 0}
  • id: 8040403
    {'hecke_orbit_code': 275347669008, 'n': 26, 'trace_an': 17037255844415508360}
  • id: 8040404
    {'hecke_orbit_code': 275347669008, 'n': 27, 'trace_an': -16968259081125930056}
  • id: 8040405
    {'hecke_orbit_code': 275347669008, 'n': 28, 'trace_an': -60190300783057535720}
  • id: 8040406
    {'hecke_orbit_code': 275347669008, 'n': 29, 'trace_an': -27121773564864273802}
  • id: 8040407
    {'hecke_orbit_code': 275347669008, 'n': 30, 'trace_an': -676957577616991436364}
  • id: 8040408
    {'hecke_orbit_code': 275347669008, 'n': 31, 'trace_an': 293010555569340511088}
  • id: 8040409
    {'hecke_orbit_code': 275347669008, 'n': 32, 'trace_an': -1166901104384201893432}
  • id: 8040410
    {'hecke_orbit_code': 275347669008, 'n': 33, 'trace_an': -4}
  • id: 8040411
    {'hecke_orbit_code': 275347669008, 'n': 34, 'trace_an': -290590654320714186380}
  • id: 8040412
    {'hecke_orbit_code': 275347669008, 'n': 35, 'trace_an': -1483431258098321642404}
  • id: 8040413
    {'hecke_orbit_code': 275347669008, 'n': 36, 'trace_an': 2272823118258680645548}
  • id: 8040414
    {'hecke_orbit_code': 275347669008, 'n': 37, 'trace_an': -470486119578222882250}
  • id: 8040415
    {'hecke_orbit_code': 275347669008, 'n': 38, 'trace_an': -7667804020978176078752}
  • id: 8040416
    {'hecke_orbit_code': 275347669008, 'n': 39, 'trace_an': 0}
  • id: 8040417
    {'hecke_orbit_code': 275347669008, 'n': 40, 'trace_an': -13361029860556314821176}
  • id: 8040418
    {'hecke_orbit_code': 275347669008, 'n': 41, 'trace_an': 0}
  • id: 8040419
    {'hecke_orbit_code': 275347669008, 'n': 42, 'trace_an': -46808273599641292573640}
  • id: 8040420
    {'hecke_orbit_code': 275347669008, 'n': 43, 'trace_an': 30832447383975033909242}
  • id: 8040421
    {'hecke_orbit_code': 275347669008, 'n': 44, 'trace_an': 78151525061974584923236}
  • id: 8040422
    {'hecke_orbit_code': 275347669008, 'n': 45, 'trace_an': 14901145942652686274}
  • id: 8040423
    {'hecke_orbit_code': 275347669008, 'n': 46, 'trace_an': -30741189488837489213204}
  • id: 8040424
    {'hecke_orbit_code': 275347669008, 'n': 47, 'trace_an': -109219994122411663546544}
  • id: 8040425
    {'hecke_orbit_code': 275347669008, 'n': 48, 'trace_an': -189351174993879449193752}
  • id: 8040426
    {'hecke_orbit_code': 275347669008, 'n': 49, 'trace_an': -882423151738888904731010}
  • id: 8040427
    {'hecke_orbit_code': 275347669008, 'n': 50, 'trace_an': 548328807383867462419206}
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  • id: 8040599
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  • id: 8040600
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  • id: 8040601
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  • id: 8040602
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  • id: 8040603
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  • id: 8040604
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  • id: 8040605
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  • id: 8040606
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  • id: 8040607
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  • id: 8040609
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  • id: 8040610
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  • id: 8040611
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  • id: 8040612
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  • id: 8040613
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  • id: 8040614
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  • id: 8040615
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  • id: 8040616
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  • id: 8040617
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  • id: 8040618
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  • id: 8040619
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  • id: 8040620
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  • id: 8040621
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  • id: 8040622
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  • id: 8040623
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  • id: 8040624
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  • id: 8040625
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  • id: 8040626
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  • id: 8040628
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  • id: 8040629
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  • id: 8040630
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  • id: 8040631
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  • id: 8040632
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  • id: 8040633
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  • id: 8040634
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  • id: 8040635
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  • id: 8040636
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  • id: 8040637
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  • id: 8040638
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  • id: 8040639
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  • id: 8040640
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