Newform data - 19.10.c.a

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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': 1900, 'analytic_conductor': 9.785680887113589, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, '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': [19, 3, [2], [1]], 'cm_discs': [], 'conrey_index': 7, 'dim': 28, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725651, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 3, 1, 3, 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': '19.10.c.a', 'level': 19, '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': [19], 'level_radical': 19, 'minimal_twist': '19.10.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '19.10.c', 'trace_display': [15, -74, -285, -2676], 'traces': [28, 15, -74, -2987, -285, -535, -2676, -24270, -57928, 41180, -114810, 235458, 98671, -148290, 428251, -279203, 466251, 734964, 387157, -3343620, 689090, -1689395, -3087747, -234183, -3260823, 9033144, 4216540, -703814, 7831383, -11859224, -9265632, 11470815, 22791973, 13457096, -13222428, 7355018, 27205020, -67677738, -20775702, -16500258, 20419440, -10220798, 27415427, 41775405, -85982588, -137234708, -90906681, 33057375, 229824892, 44406714, 134429123, 66195006, 47827863, -130507669, -157712310, 382459116, -162912873, -344026048, 255540, 287916794, 304035459, 693626280, -122148024, -908491514, -1424960190, -611099417, 165758480, 357518508, 271237278, 1167527028, 685508589, 142349670, -602867050, -82104492, 1900274774, -1298297525, -491994756, -911449840, 78162339, 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• label 19.10.c.a does not appear in mf_hecke_nf
• 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': 1900, 'analytic_conductor': 9.785680887113589, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [19, 3, [2], [1]], 'conrey_index': 7, 'cusp_dim': 28, 'dim': 28, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137606725651, 'hecke_orbit_dims': [28], 'label': '19.10.c', 'level': 19, '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': [19], 'level_radical': 19, 'mf_dim': 32, 'mf_new_dim': 32, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 14, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [15, -74, -285, -2676], 'traces': [28, 15, -74, -2987, -285, -535, -2676, -24270, -57928, 41180, -114810, 235458, 98671, -148290, 428251, -279203, 466251, 734964, 387157, -3343620, 689090, -1689395, -3087747, 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-62907623989977, -86724677654158, 84839957295768, -145117859185980, -151032179959792, -68112675578688, -530320814700, 68533789597252, 208041197735892, -20057965870278, -99760109114450, 210442167308948, 112270392122376, -8022080059352, -60291613278075, 79666075047759, -56047711088104, 46486074859433, -51159820417596, 197260973932657, -123762190537360, -9707849142690, 98356731256464, 142016664985602, 85988374303020, -111837583989306, 23735803086460, -133365981953034, 203464832870405, -49432269105198, -206389783798620, -139536781756492, 5174438947658, 110895777714159, -70684089481635, 130274039754350, -131741315118258, -396853089334440, -59713150186700, 25319720439246, -16792034007528, -103983997176441, -88435537654584, -114698002759773, 80989549096452, 23045897095098, 101386957958210, -60416585626337, -72303899502393, 224999727742068, 73907191828176], 'weight': 10, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 14397
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.c.a', 'source_level': 19, 'target_char_orbit': 3, 'target_dim': 28, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '19.10.c.a', 'target_level': 19, 'twist_class_label': '19.10.c.a', 'twist_class_level': 19, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 14398
    {'conductor': 19, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.c.a', 'source_level': 19, 'target_char_orbit': 3, 'target_dim': 28, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '19.10.c.a', 'target_level': 19, 'twist_class_label': '19.10.c.a', 'twist_class_level': 19, 'twisting_char_label': '19.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 14399
    {'conductor': 19, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.c.a', 'source_level': 19, 'target_char_orbit': 1, 'target_dim': 14, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '361.10.a.e', 'target_level': 361, 'twist_class_label': '19.10.c.a', 'twist_class_level': 19, 'twisting_char_label': '19.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 14400
    {'conductor': 19, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 28, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '19.10.c.a', 'source_level': 19, 'target_char_orbit': 1, 'target_dim': 14, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '361.10.a.f', 'target_level': 361, 'twist_class_label': '19.10.c.a', 'twist_class_level': 19, 'twisting_char_label': '19.d', 'twisting_char_orbit': 4, 'weight': 10}
• hecke_orbit_code 137606725651 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': '19.10.c.a', 'level': 19, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6152299
    {'hecke_orbit_code': 137606725651, 'n': 1, 'trace_an': 28}
  • id: 6152300
    {'hecke_orbit_code': 137606725651, 'n': 2, 'trace_an': 15}
  • id: 6152301
    {'hecke_orbit_code': 137606725651, 'n': 3, 'trace_an': -74}
  • id: 6152302
    {'hecke_orbit_code': 137606725651, 'n': 4, 'trace_an': -2987}
  • id: 6152303
    {'hecke_orbit_code': 137606725651, 'n': 5, 'trace_an': -285}
  • id: 6152304
    {'hecke_orbit_code': 137606725651, 'n': 6, 'trace_an': -535}
  • id: 6152305
    {'hecke_orbit_code': 137606725651, 'n': 7, 'trace_an': -2676}
  • id: 6152306
    {'hecke_orbit_code': 137606725651, 'n': 8, 'trace_an': -24270}
  • id: 6152307
    {'hecke_orbit_code': 137606725651, 'n': 9, 'trace_an': -57928}
  • id: 6152308
    {'hecke_orbit_code': 137606725651, 'n': 10, 'trace_an': 41180}
  • id: 6152309
    {'hecke_orbit_code': 137606725651, 'n': 11, 'trace_an': -114810}
  • id: 6152310
    {'hecke_orbit_code': 137606725651, 'n': 12, 'trace_an': 235458}
  • id: 6152311
    {'hecke_orbit_code': 137606725651, 'n': 13, 'trace_an': 98671}
  • id: 6152312
    {'hecke_orbit_code': 137606725651, 'n': 14, 'trace_an': -148290}
  • id: 6152313
    {'hecke_orbit_code': 137606725651, 'n': 15, 'trace_an': 428251}
  • id: 6152314
    {'hecke_orbit_code': 137606725651, 'n': 16, 'trace_an': -279203}
  • id: 6152315
    {'hecke_orbit_code': 137606725651, 'n': 17, 'trace_an': 466251}
  • id: 6152316
    {'hecke_orbit_code': 137606725651, 'n': 18, 'trace_an': 734964}
  • id: 6152317
    {'hecke_orbit_code': 137606725651, 'n': 19, 'trace_an': 387157}
  • id: 6152318
    {'hecke_orbit_code': 137606725651, 'n': 20, 'trace_an': -3343620}
  • id: 6152319
    {'hecke_orbit_code': 137606725651, 'n': 21, 'trace_an': 689090}
  • id: 6152320
    {'hecke_orbit_code': 137606725651, 'n': 22, 'trace_an': -1689395}
  • id: 6152321
    {'hecke_orbit_code': 137606725651, 'n': 23, 'trace_an': -3087747}
  • id: 6152322
    {'hecke_orbit_code': 137606725651, 'n': 24, 'trace_an': -234183}
  • id: 6152323
    {'hecke_orbit_code': 137606725651, 'n': 25, 'trace_an': -3260823}
  • id: 6152324
    {'hecke_orbit_code': 137606725651, 'n': 26, 'trace_an': 9033144}
  • id: 6152325
    {'hecke_orbit_code': 137606725651, 'n': 27, 'trace_an': 4216540}
  • id: 6152326
    {'hecke_orbit_code': 137606725651, 'n': 28, 'trace_an': -703814}
  • id: 6152327
    {'hecke_orbit_code': 137606725651, 'n': 29, 'trace_an': 7831383}
  • id: 6152328
    {'hecke_orbit_code': 137606725651, 'n': 30, 'trace_an': -11859224}
  • id: 6152329
    {'hecke_orbit_code': 137606725651, 'n': 31, 'trace_an': -9265632}
  • id: 6152330
    {'hecke_orbit_code': 137606725651, 'n': 32, 'trace_an': 11470815}
  • id: 6152331
    {'hecke_orbit_code': 137606725651, 'n': 33, 'trace_an': 22791973}
  • id: 6152332
    {'hecke_orbit_code': 137606725651, 'n': 34, 'trace_an': 13457096}
  • id: 6152333
    {'hecke_orbit_code': 137606725651, 'n': 35, 'trace_an': -13222428}
  • id: 6152334
    {'hecke_orbit_code': 137606725651, 'n': 36, 'trace_an': 7355018}
  • id: 6152335
    {'hecke_orbit_code': 137606725651, 'n': 37, 'trace_an': 27205020}
  • id: 6152336
    {'hecke_orbit_code': 137606725651, 'n': 38, 'trace_an': -67677738}
  • id: 6152337
    {'hecke_orbit_code': 137606725651, 'n': 39, 'trace_an': -20775702}
  • id: 6152338
    {'hecke_orbit_code': 137606725651, 'n': 40, 'trace_an': -16500258}
  • id: 6152339
    {'hecke_orbit_code': 137606725651, 'n': 41, 'trace_an': 20419440}
  • id: 6152340
    {'hecke_orbit_code': 137606725651, 'n': 42, 'trace_an': -10220798}
  • id: 6152341
    {'hecke_orbit_code': 137606725651, 'n': 43, 'trace_an': 27415427}
  • id: 6152342
    {'hecke_orbit_code': 137606725651, 'n': 44, 'trace_an': 41775405}
  • id: 6152343
    {'hecke_orbit_code': 137606725651, 'n': 45, 'trace_an': -85982588}
  • id: 6152344
    {'hecke_orbit_code': 137606725651, 'n': 46, 'trace_an': -137234708}
  • id: 6152345
    {'hecke_orbit_code': 137606725651, 'n': 47, 'trace_an': -90906681}
  • id: 6152346
    {'hecke_orbit_code': 137606725651, 'n': 48, 'trace_an': 33057375}
  • id: 6152347
    {'hecke_orbit_code': 137606725651, 'n': 49, 'trace_an': 229824892}
  • id: 6152348
    {'hecke_orbit_code': 137606725651, 'n': 50, 'trace_an': 44406714}
  • id: 6152349
    {'hecke_orbit_code': 137606725651, 'n': 51, 'trace_an': 134429123}
  • id: 6152350
    {'hecke_orbit_code': 137606725651, 'n': 52, 'trace_an': 66195006}
  • id: 6152351
    {'hecke_orbit_code': 137606725651, 'n': 53, 'trace_an': 47827863}
  • id: 6152352
    {'hecke_orbit_code': 137606725651, 'n': 54, 'trace_an': -130507669}
  • id: 6152353
    {'hecke_orbit_code': 137606725651, 'n': 55, 'trace_an': -157712310}
  • id: 6152354
    {'hecke_orbit_code': 137606725651, 'n': 56, 'trace_an': 382459116}
  • id: 6152355
    {'hecke_orbit_code': 137606725651, 'n': 57, 'trace_an': -162912873}
  • id: 6152356
    {'hecke_orbit_code': 137606725651, 'n': 58, 'trace_an': -344026048}
  • id: 6152357
    {'hecke_orbit_code': 137606725651, 'n': 59, 'trace_an': 255540}
  • id: 6152358
    {'hecke_orbit_code': 137606725651, 'n': 60, 'trace_an': 287916794}
  • id: 6152359
    {'hecke_orbit_code': 137606725651, 'n': 61, 'trace_an': 304035459}
  • id: 6152360
    {'hecke_orbit_code': 137606725651, 'n': 62, 'trace_an': 693626280}
  • id: 6152361
    {'hecke_orbit_code': 137606725651, 'n': 63, 'trace_an': -122148024}
  • id: 6152362
    {'hecke_orbit_code': 137606725651, 'n': 64, 'trace_an': -908491514}
  • id: 6152363
    {'hecke_orbit_code': 137606725651, 'n': 65, 'trace_an': -1424960190}
  • id: 6152364
    {'hecke_orbit_code': 137606725651, 'n': 66, 'trace_an': -611099417}
  • id: 6152365
    {'hecke_orbit_code': 137606725651, 'n': 67, 'trace_an': 165758480}
  • id: 6152366
    {'hecke_orbit_code': 137606725651, 'n': 68, 'trace_an': 357518508}
  • id: 6152367
    {'hecke_orbit_code': 137606725651, 'n': 69, 'trace_an': 271237278}
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