Embedded newform data - 13.14.e.a.10.1

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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': 2548, 'analytic_conductor': 13.94002076374865, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [13, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'dim': 30, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 275112787981, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 5, 1, 6, 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': '13.14.e.a', 'level': 13, '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': [13], 'level_radical': 13, 'minimal_twist': '13.14.e.a', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 15, 'rm_discs': [], 'sato_tate_group': '13.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '13.14.e', 'trace_display': [-3, -730, 0, 438984], 'traces': [30, -3, -730, 65535, 0, -382584, 438984, 0, -9117071, 3893475, -5364528, 27694876, -1794135, 61125588, -113380170, -350182521, -23524899, 0, 92116746, 959687745, 0, -128185362, 417086886, -4232784354, -11926991364, 5442553119, 5605403288, 22569369732, -8810189577, -9936679242, 0, 9137241117, 12085621392, 0, 1059240720, 55900963715, -72651649419, -45168847944, -41492436530, 137282090274, -3909896103, -34124964786, 138326640480, 0, -259122942393, -288578831832, 0, 630595691198, 114277635303, -553717814136, -178343342508, -1243882821894, 938994404670, 1180281528282, -140610123120, 932974200720, 0, -768032047215, -1420851272556, 0, 284498233437, 2574083847030, -3219361289664, -4989806279958, -931161533727, 12037245084948, 2624227676622, -3124046642277, 1206986427996, 0, 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'weight_parity': 1}
• 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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-0.33683238670190147, 0.05998393023719486, 0.21967725443841632, -0.34518644881046795, -0.47596265080153544, -0.1072289561934337, 0.17252987418629268], 'char_orbit_index': 5, 'conrey_index': 10, 'dual_conrey_index': 4, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 16, 'hecke_orbit': 1, 'hecke_orbit_code': 275112787981, 'label': '13.14.e.a.10.1', 'level': 13, 'weight': 14}
• 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': 2548, 'analytic_conductor': 13.94002076374865, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [13, 6, [2], [1]], 'conrey_index': 4, 'cusp_dim': 30, 'dim': 30, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 275112787981, 'hecke_orbit_dims': [30], 'label': '13.14.e', 'level': 13, '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': [13], 'level_radical': 13, 'mf_dim': 34, 'mf_new_dim': 34, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 15, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [-3, -730, 0, 438984], 'traces': [30, -3, -730, 65535, 0, -382584, 438984, 0, -9117071, 3893475, -5364528, 27694876, -1794135, 61125588, -113380170, -350182521, -23524899, 0, 92116746, 959687745, 0, 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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: 3108861
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275112787981, 'source_is_minimal': True, 'source_label': '13.14.e.a.10.1', 'source_level': 13, 'target_conrey_index': 10, 'target_dim': 30, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275112787981, 'target_is_minimal': True, 'target_label': '13.14.e.a.10.1', 'target_level': 13, 'twist_class_label': '13.14.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 14}
  • id: 3108862
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275112787981, 'source_is_minimal': True, 'source_label': '13.14.e.a.10.1', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 30, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998371733673, 'target_is_minimal': False, 'target_label': '169.14.a.f.1.2', 'target_level': 169, 'twist_class_label': '13.14.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.2', 'twisting_conrey_index': 2, 'weight': 14}
  • id: 3108863
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 10, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275112787981, 'source_is_minimal': True, 'source_label': '13.14.e.a.10.1', 'source_level': 13, 'target_conrey_index': 4, 'target_dim': 30, 'target_embedding_index': 1, 'target_hecke_orbit_code': 275112787981, 'target_is_minimal': True, 'target_label': '13.14.e.a.4.1', 'target_level': 13, 'twist_class_label': '13.14.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 14}
  • id: 3108864
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 10, 'source_dim': 30, 'source_embedding_index': 1, 'source_hecke_orbit_code': 275112787981, 'source_is_minimal': True, 'source_label': '13.14.e.a.10.1', 'source_level': 13, 'target_conrey_index': 1, 'target_dim': 30, 'target_embedding_index': 29, 'target_hecke_orbit_code': 22517998371733673, 'target_is_minimal': False, 'target_label': '169.14.a.f.1.29', 'target_level': 169, 'twist_class_label': '13.14.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.11', 'twisting_conrey_index': 11, 'weight': 14}
• hecke_orbit_code 275112787981 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': '13.14.e.a', 'level': 13, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7990326
    {'hecke_orbit_code': 275112787981, 'n': 1, 'trace_an': 30}
  • id: 7990327
    {'hecke_orbit_code': 275112787981, 'n': 2, 'trace_an': -3}
  • id: 7990328
    {'hecke_orbit_code': 275112787981, 'n': 3, 'trace_an': -730}
  • id: 7990329
    {'hecke_orbit_code': 275112787981, 'n': 4, 'trace_an': 65535}
  • id: 7990330
    {'hecke_orbit_code': 275112787981, 'n': 5, 'trace_an': 0}
  • id: 7990331
    {'hecke_orbit_code': 275112787981, 'n': 6, 'trace_an': -382584}
  • id: 7990332
    {'hecke_orbit_code': 275112787981, 'n': 7, 'trace_an': 438984}
  • id: 7990333
    {'hecke_orbit_code': 275112787981, 'n': 8, 'trace_an': 0}
  • id: 7990334
    {'hecke_orbit_code': 275112787981, 'n': 9, 'trace_an': -9117071}
  • id: 7990335
    {'hecke_orbit_code': 275112787981, 'n': 10, 'trace_an': 3893475}
  • id: 7990336
    {'hecke_orbit_code': 275112787981, 'n': 11, 'trace_an': -5364528}
  • id: 7990337
    {'hecke_orbit_code': 275112787981, 'n': 12, 'trace_an': 27694876}
  • id: 7990338
    {'hecke_orbit_code': 275112787981, 'n': 13, 'trace_an': -1794135}
  • id: 7990339
    {'hecke_orbit_code': 275112787981, 'n': 14, 'trace_an': 61125588}
  • id: 7990340
    {'hecke_orbit_code': 275112787981, 'n': 15, 'trace_an': -113380170}
  • id: 7990341
    {'hecke_orbit_code': 275112787981, 'n': 16, 'trace_an': -350182521}
  • id: 7990342
    {'hecke_orbit_code': 275112787981, 'n': 17, 'trace_an': -23524899}
  • id: 7990343
    {'hecke_orbit_code': 275112787981, 'n': 18, 'trace_an': 0}
  • id: 7990344
    {'hecke_orbit_code': 275112787981, 'n': 19, 'trace_an': 92116746}
  • id: 7990345
    {'hecke_orbit_code': 275112787981, 'n': 20, 'trace_an': 959687745}
  • id: 7990346
    {'hecke_orbit_code': 275112787981, 'n': 21, 'trace_an': 0}
  • id: 7990347
    {'hecke_orbit_code': 275112787981, 'n': 22, 'trace_an': -128185362}
  • id: 7990348
    {'hecke_orbit_code': 275112787981, 'n': 23, 'trace_an': 417086886}
  • id: 7990349
    {'hecke_orbit_code': 275112787981, 'n': 24, 'trace_an': -4232784354}
  • id: 7990350
    {'hecke_orbit_code': 275112787981, 'n': 25, 'trace_an': -11926991364}
  • id: 7990351
    {'hecke_orbit_code': 275112787981, 'n': 26, 'trace_an': 5442553119}
  • id: 7990352
    {'hecke_orbit_code': 275112787981, 'n': 27, 'trace_an': 5605403288}
  • id: 7990353
    {'hecke_orbit_code': 275112787981, 'n': 28, 'trace_an': 22569369732}
  • id: 7990354
    {'hecke_orbit_code': 275112787981, 'n': 29, 'trace_an': -8810189577}
  • id: 7990355
    {'hecke_orbit_code': 275112787981, 'n': 30, 'trace_an': -9936679242}
  • id: 7990356
    {'hecke_orbit_code': 275112787981, 'n': 31, 'trace_an': 0}
  • id: 7990357
    {'hecke_orbit_code': 275112787981, 'n': 32, 'trace_an': 9137241117}
  • id: 7990358
    {'hecke_orbit_code': 275112787981, 'n': 33, 'trace_an': 12085621392}
  • id: 7990359
    {'hecke_orbit_code': 275112787981, 'n': 34, 'trace_an': 0}
  • id: 7990360
    {'hecke_orbit_code': 275112787981, 'n': 35, 'trace_an': 1059240720}
  • id: 7990361
    {'hecke_orbit_code': 275112787981, 'n': 36, 'trace_an': 55900963715}
  • id: 7990362
    {'hecke_orbit_code': 275112787981, 'n': 37, 'trace_an': -72651649419}
  • id: 7990363
    {'hecke_orbit_code': 275112787981, 'n': 38, 'trace_an': -45168847944}
  • id: 7990364
    {'hecke_orbit_code': 275112787981, 'n': 39, 'trace_an': -41492436530}
  • id: 7990365
    {'hecke_orbit_code': 275112787981, 'n': 40, 'trace_an': 137282090274}
  • id: 7990366
    {'hecke_orbit_code': 275112787981, 'n': 41, 'trace_an': -3909896103}
  • id: 7990367
    {'hecke_orbit_code': 275112787981, 'n': 42, 'trace_an': -34124964786}
  • id: 7990368
    {'hecke_orbit_code': 275112787981, 'n': 43, 'trace_an': 138326640480}
  • id: 7990369
    {'hecke_orbit_code': 275112787981, 'n': 44, 'trace_an': 0}
  • id: 7990370
    {'hecke_orbit_code': 275112787981, 'n': 45, 'trace_an': -259122942393}
  • id: 7990371
    {'hecke_orbit_code': 275112787981, 'n': 46, 'trace_an': -288578831832}
  • id: 7990372
    {'hecke_orbit_code': 275112787981, 'n': 47, 'trace_an': 0}
  • id: 7990373
    {'hecke_orbit_code': 275112787981, 'n': 48, 'trace_an': 630595691198}
  • id: 7990374
    {'hecke_orbit_code': 275112787981, 'n': 49, 'trace_an': 114277635303}
  • id: 7990375
    {'hecke_orbit_code': 275112787981, 'n': 50, 'trace_an': -553717814136}
  • id: 7990376
    {'hecke_orbit_code': 275112787981, 'n': 51, 'trace_an': -178343342508}
  • id: 7990377
    {'hecke_orbit_code': 275112787981, 'n': 52, 'trace_an': -1243882821894}
  • id: 7990378
    {'hecke_orbit_code': 275112787981, 'n': 53, 'trace_an': 938994404670}
  • id: 7990379
    {'hecke_orbit_code': 275112787981, 'n': 54, 'trace_an': 1180281528282}
  • id: 7990380
    {'hecke_orbit_code': 275112787981, 'n': 55, 'trace_an': -140610123120}
  • id: 7990381
    {'hecke_orbit_code': 275112787981, 'n': 56, 'trace_an': 932974200720}
  • id: 7990382
    {'hecke_orbit_code': 275112787981, 'n': 57, 'trace_an': 0}
  • id: 7990383
    {'hecke_orbit_code': 275112787981, 'n': 58, 'trace_an': -768032047215}
  • id: 7990384
    {'hecke_orbit_code': 275112787981, 'n': 59, 'trace_an': -1420851272556}
  • id: 7990385
    {'hecke_orbit_code': 275112787981, 'n': 60, 'trace_an': 0}
  • id: 7990386
    {'hecke_orbit_code': 275112787981, 'n': 61, 'trace_an': 284498233437}
  • id: 7990387
    {'hecke_orbit_code': 275112787981, 'n': 62, 'trace_an': 2574083847030}
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  • id: 7990569
    {'hecke_orbit_code': 275112787981, 'n': 907, 'trace_an': 57013888793906085516}
  • id: 7990570
    {'hecke_orbit_code': 275112787981, 'n': 911, 'trace_an': -92110951683390056208}
  • id: 7990571
    {'hecke_orbit_code': 275112787981, 'n': 919, 'trace_an': -43558541855212275150}
  • id: 7990572
    {'hecke_orbit_code': 275112787981, 'n': 929, 'trace_an': -44553362141170689615}
  • id: 7990573
    {'hecke_orbit_code': 275112787981, 'n': 937, 'trace_an': -63273192045773050062}
  • id: 7990574
    {'hecke_orbit_code': 275112787981, 'n': 941, 'trace_an': 0}
  • id: 7990575
    {'hecke_orbit_code': 275112787981, 'n': 947, 'trace_an': 154711155549358282026}
  • id: 7990576
    {'hecke_orbit_code': 275112787981, 'n': 953, 'trace_an': 66283348101629087826}
  • id: 7990577
    {'hecke_orbit_code': 275112787981, 'n': 961, 'trace_an': -169536941559687344358}
  • id: 7990578
    {'hecke_orbit_code': 275112787981, 'n': 967, 'trace_an': 0}
  • id: 7990579
    {'hecke_orbit_code': 275112787981, 'n': 971, 'trace_an': -127981652845294559022}
  • id: 7990580
    {'hecke_orbit_code': 275112787981, 'n': 977, 'trace_an': -158318481118782613203}
  • id: 7990581
    {'hecke_orbit_code': 275112787981, 'n': 983, 'trace_an': 0}
  • id: 7990582
    {'hecke_orbit_code': 275112787981, 'n': 991, 'trace_an': -205248986406998944386}
  • id: 7990583
    {'hecke_orbit_code': 275112787981, 'n': 997, 'trace_an': -164989742787937852395}