Embedded newform data - 704.6.a.p.1.2

Formats: - HTML - YAML - JSON - 2025-04-26T03:34:45.847733

• 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': 25344, 'analytic_conductor': 112.91020914833837, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [11, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [704, 1, [639, 133, 321], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 793, 'field_disc_factorization': [[13, 1], [61, 1]], 'field_poly': [-198, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [12, -29, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221440, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '704.6.a.p', 'level': 704, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.6.a.d', 'nf_label': '2.2.793.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(15-\\beta )q^{3}+(9-5\\beta )q^{5}+(10-6\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '704.6.a', 'trace_display': [0, 29, 13, 14], 'trace_hash': 327221494572949727, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.303', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.339', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.601', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, 29, 0, 13, 0, 14, 0, 331, 0, -242, 0, 646, 0, 2171, 0, -208, 0, -2148, 0, 2582, 0, -349, 0, 3747, 0, 9251, 0, -4422, 0, -14381, 0, -3509, 0, 11986, 0, 4267, 0, 13332, 0, -10110, 0, -9798, 0, 59644, 0, -21144, 0, -19242, 0, 46150, 0, -39584, 0, -1573, 0, -48592, 0, 90951, 0, 29550, 0, 71308, 0, 24024, 0, -64149, 0, -2285, 0, -23583, 0, -39058, 0, 80104, 0, -1694, 0, 54974, 0, 189706, 0, 29986, 0, 244478, 0, 81000, 0, -18047, 0, 28312, 0, -243813, 0, -101192, 0, -30309, 0, -40051, 0, -40952, 0, -153944, 0, 203138, 0, -204014, 0, 126088, 0, 2793, 0, 160643, 0, 11609, 0, 221898, 0, 293540, 0, 29282, 0, 255456, 0, 112593, 0, 186904, 0, -328426, 0, -22418, 0, -119712, 0, 740129, 0, 55091, 0, -278678, 0, -182880, 0, -78166, 0, 696852, 0, -245703, 0, 582772, 0, -373470, 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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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'angles': [None, -0.0654181497116973, -0.12928386756445637, -0.19261119123110593, None, -0.1878625453343071, -0.12903033611516168, -0.34043232249295147, -0.2523820574710276, -0.197345224389887, -0.3947089250792351, -0.24966017170841298, -0.17953910090987438, -0.3287624837555805, -0.28269815147278116, -0.35592500234560454, -0.11193403745971538, -0.229768143772257, -0.2739669581675092, -0.1567725611295656, -0.3661853993795346, -0.27649837975388797, -0.3283414813041751, -0.2445990883117359, -0.37468744850467683, -0.22889099995335144, -0.24053193012265497, -0.29363719644720176, -0.16474232035216788, -0.16921593254263012, -0.3030199132826462, -0.1621767209112013, -0.32382226503432776, -0.26046564107184444, -0.13328012264852798, -0.3161454043661069, -0.35942182635356024, -0.2698467265719098, -0.3859939018163254, -0.3248340777909837, -0.35411278897744036, -0.104551561021604, -0.35398441033003275, -0.2785191574051539, -0.05185382762156965, -0.2851073256869638, -0.08190169153803357, 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-0.1066916957555962, -0.12805968359972425, -0.42366720262688967, -0.1455476696826224, -0.1728623856721052, -0.13247788806536745, -0.3085721253529648, -0.18257822662639805, -0.3485521896870829, -0.30347707783003747, -0.2517986674346158, -0.22163675390623294, -0.26814514778798354, -0.4177107829467044, -0.2977219004085559, -0.2678286355383159, -0.19269474200423997, -0.15765381246078392, -0.2606276503965017, -0.3669087940705408, -0.326742332619905, -0.2429385107160442, -0.3991002427530289, -0.21976392738448047, -0.22655158190191027, -0.22148214420738463, -0.32251545469484444, -0.3180383803364916, -0.24850908854665962], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -13.580127840328723, 'hecke_orbit': 16, 'hecke_orbit_code': 67553994511221440, 'label': '704.6.a.p.1.2', 'level': 704, 'weight': 6}
• 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

  
  {'ALdims': [24, 27, 26, 23], 'Nk2': 25344, 'analytic_conductor': 112.91020914833837, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [704, 1, [639, 133, 321], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 468, 'dim': 100, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100664000, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4, 6, 6, 6, 6, 6, 6, 7, 7], 'label': '704.6.a', 'level': 704, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 492, 'mf_new_dim': 100, 'num_forms': 32, 'plus_dim': 47, 'prim_orbit_index': 1, 'relative_dim': 100, 'sturm_bound': 576, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [100, 0, 0, 0, 0, 0, 0, 0, 8100, 0, 0, 0, 464, 0, 0, 0, -808, 0, 0, 0, -8496, 0, 0, 0, 68732, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4304, 0, 0, 0, 4952, 0, 0, 0, 36024, 0, 0, 0, 240100, 0, 0, 0, -38856, 0, 0, 0, 0, 0, 0, 0, 4144, 0, 0, 0, -7680, 0, 0, 0, -97896, 0, 0, 0, -10072, 0, 0, 0, 0, 0, 0, 0, 476740, 0, 0, 0, 264800, 0, 0, 0, -57592, 0, 0, 0, -173544, 0, 0, 0, -160808, 0, 0, 0, -28272, 0, 0, 0, 335200, 0, 0, 0, 1119136, 0, 0, 0, -122072, 0, 0, 0, 698064, 0, 0, 0, 1464100, 0, 0, 0, -700344, 0, 0, 0, 665440, 0, 0, 0, -62048, 0, 0, 0, -432808, 0, 0, 0, 1571568, 0, 0, 0, -891552, 0, 0, 0, 599952, 0, 0, 0, -327240, 0, 0, 0, -1872064, 0, 0, 0, 819040, 0, 0, 0, 525624, 0, 0, 0, 3341660, 0, 0, 0, 3198240, 0, 0, 0, 0, 0, 0, 0, 1828144, 0, 0, 0, -929280, 0, 0, 0, -5430224, 0, 0, 0, 2631128, 0, 0, 0, -1506320, 0, 0, 0, 1189888, 0, 0, 0, 2508432, 0, 0, 0, 0, 0, 0, 0, 3794872, 0, 0, 0, -256352, 0, 0, 0, -1478560, 0, 0, 0, 4518236, 0, 0, 0, -5300224, 0, 0, 0, -1637016, 0, 0, 0, 14883088, 0, 0, 0, 347320, 0, 0, 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0, 0, 0, -12870816, 0, 0, 0, -8260272, 0, 0, 0, 3660976, 0, 0, 0, -37703688, 0, 0, 0, -8258912, 0, 0, 0, -34225048, 0, 0, 0, -32177536, 0, 0, 0, -1775136, 0, 0, 0, 35727360, 0, 0, 0, -40477120, 0, 0, 0, 18825024, 0, 0, 0, 39445648, 0, 0, 0, 11493056, 0, 0, 0, -17938008, 0, 0, 0, 7263912, 0, 0, 0, -51481504, 0, 0, 0, 5254532, 0, 0, 0, -39787936, 0, 0, 0, -15726240, 0, 0, 0, -27567056, 0, 0, 0, -49603616, 0, 0, 0, 681136, 0, 0, 0, -20778304, 0, 0, 0, 6504272, 0, 0, 0, 0, 0, 0, 0, -34059464, 0, 0, 0, 4491896, 0, 0, 0, 38443512, 0, 0, 0, 6852024, 0, 0, 0, -14468320, 0, 0, 0, 40897760, 0, 0, 0, -83516896, 0, 0, 0, -47343320, 0, 0, 0, 41214672, 0, 0, 0, -11947288, 0, 0, 0, 0, 0, 0, 0, -75580032, 0, 0, 0, 75142960, 0, 0, 0, -72103256, 0, 0, 0, 3522280, 0, 0, 0, 68160676, 0, 0, 0, -3446528, 0, 0, 0, -15994176, 0, 0, 0, 68209808, 0, 0, 0, 39411464, 0, 0, 0, 91442128, 0, 0, 0, 9180512, 0, 0, 0, -56233520, 0, 0, 0, -61126200, 0, 0, 0, -25087008, 0, 0, 0, -26865312, 0, 0, 0, 117394344, 0, 0, 0, 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-187838080, 0, 0, 0, 101338648, 0, 0, 0, 99516248, 0, 0, 0, 103517856, 0, 0, 0, -102518432, 0, 0, 0, 125722144, 0, 0, 0, -129589488, 0, 0, 0, 189764096, 0, 0, 0, -225894208, 0, 0, 0, 0, 0, 0, 0, -16276160, 0, 0, 0, -103186848, 0, 0, 0, 61509336, 0, 0, 0, -28591384, 0, 0, 0, -50688048, 0, 0, 0, -216023448, 0, 0, 0, -161587776, 0, 0, 0, 167604768, 0, 0, 0, 59313152, 0, 0, 0, -11815272, 0, 0, 0, 0, 0, 0, 0, 283795684, 0, 0, 0, 166960752, 0, 0, 0, 338312544, 0, 0, 0, 269548736, 0, 0, 0, -179844536, 0, 0, 0, -18856560, 0, 0, 0, 100425536, 0, 0, 0, 35342384, 0, 0, 0, -159088464, 0, 0, 0, 379215024, 0, 0, 0], 'weight': 6, '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: 47951722
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994511221440, 'target_is_minimal': False, 'target_label': '704.6.a.p.1.2', 'target_level': 704, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47951723
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368960, 'target_is_minimal': False, 'target_label': '704.6.a.k.1.1', 'target_level': 704, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47951724
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798982774806, 'target_is_minimal': True, 'target_label': '22.6.a.d.1.2', 'target_level': 22, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47951725
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237515952, 'target_is_minimal': False, 'target_label': '176.6.a.f.1.1', 'target_level': 176, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 47951726
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996374368454, 'target_is_minimal': False, 'target_label': '198.6.a.k.1.2', 'target_level': 198, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 47951727
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532465466475046, 'target_is_minimal': False, 'target_label': '550.6.b.j.199.2', 'target_level': 550, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '40.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 47951728
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257318, 'target_is_minimal': False, 'target_label': '550.6.a.h.1.1', 'target_level': 550, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '40.19', 'twisting_conrey_index': 19, 'weight': 6}
  • id: 47951729
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 199, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532465466475046, 'target_is_minimal': False, 'target_label': '550.6.b.j.199.3', 'target_level': 550, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '40.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 47951730
    {'conductor': 56, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257846, 'target_is_minimal': False, 'target_label': '1078.6.a.h.1.1', 'target_level': 1078, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '56.27', 'twisting_conrey_index': 27, 'weight': 6}
  • id: 47951731
    {'conductor': 88, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 67553994511221440, 'source_is_minimal': False, 'source_label': '704.6.a.p.1.2', 'source_level': 704, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597864886514, 'target_is_minimal': False, 'target_label': '242.6.a.g.1.2', 'target_level': 242, 'twist_class_label': '22.6.a.d.1.2', 'twist_class_level': 22, 'twisting_char_label': '88.43', 'twisting_conrey_index': 43, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1230850
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67553994511221440, 'p': 2}
  • id: 1230851
    {'charpoly_factorization': [[[12, -29, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 3}
  • id: 1230852
    {'charpoly_factorization': [[[-4914, -13, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 5}
  • id: 1230853
    {'charpoly_factorization': [[[-7088, -14, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 7}
  • id: 1230854
    {'charpoly_factorization': [[[121, 1], 2]], 'hecke_orbit_code': 67553994511221440, 'p': 11}
  • id: 1230855
    {'charpoly_factorization': [[[84504, -646, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 13}
  • id: 1230856
    {'charpoly_factorization': [[[-3037476, 208, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 17}
  • id: 1230857
    {'charpoly_factorization': [[[769664, 2148, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 19}
  • id: 1230858
    {'charpoly_factorization': [[[20736, 349, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 23}
  • id: 1230859
    {'charpoly_factorization': [[[-21668256, 4422, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 29}
  • id: 1230860
    {'charpoly_factorization': [[[50132952, 14381, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 31}
  • id: 1230861
    {'charpoly_factorization': [[[150474, -4267, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 37}
  • id: 1230862
    {'charpoly_factorization': [[[-178286832, 10110, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 41}
  • id: 1230863
    {'charpoly_factorization': [[[-19793224, 9798, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 43}
  • id: 1230864
    {'charpoly_factorization': [[[92468736, 21144, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 47}
  • id: 1230865
    {'charpoly_factorization': [[[361877916, 39584, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 53}
  • id: 1230866
    {'charpoly_factorization': [[[2046037356, -90951, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 59}
  • id: 1230867
    {'charpoly_factorization': [[[163449608, -29550, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 61}
  • id: 1230868
    {'charpoly_factorization': [[[585679844, 64149, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 67}
  • id: 1230869
    {'charpoly_factorization': [[[-3313271952, 23583, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 71}
  • id: 1230870
    {'charpoly_factorization': [[[-1315930776, 39058, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 73}
  • id: 1230871
    {'charpoly_factorization': [[[-1348802144, -54974, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 79}
  • id: 1230872
    {'charpoly_factorization': [[[-5297916504, -29986, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 83}
  • id: 1230873
    {'charpoly_factorization': [[[-117223146, 18047, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 89}
  • id: 1230874
    {'charpoly_factorization': [[[-13142971534, 30309, 1], 1]], 'hecke_orbit_code': 67553994511221440, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '704.6.a.p', 'level': 704, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 61128691
    {'hecke_orbit_code': 67553994511221440, 'n': 1, 'trace_an': 2}
  • id: 61128692
    {'hecke_orbit_code': 67553994511221440, 'n': 2, 'trace_an': 0}
  • id: 61128693
    {'hecke_orbit_code': 67553994511221440, 'n': 3, 'trace_an': 29}
  • id: 61128694
    {'hecke_orbit_code': 67553994511221440, 'n': 4, 'trace_an': 0}
  • id: 61128695
    {'hecke_orbit_code': 67553994511221440, 'n': 5, 'trace_an': 13}
  • id: 61128696
    {'hecke_orbit_code': 67553994511221440, 'n': 6, 'trace_an': 0}
  • id: 61128697
    {'hecke_orbit_code': 67553994511221440, 'n': 7, 'trace_an': 14}
  • id: 61128698
    {'hecke_orbit_code': 67553994511221440, 'n': 8, 'trace_an': 0}
  • id: 61128699
    {'hecke_orbit_code': 67553994511221440, 'n': 9, 'trace_an': 331}
  • id: 61128700
    {'hecke_orbit_code': 67553994511221440, 'n': 10, 'trace_an': 0}
  • id: 61128701
    {'hecke_orbit_code': 67553994511221440, 'n': 11, 'trace_an': -242}
  • id: 61128702
    {'hecke_orbit_code': 67553994511221440, 'n': 12, 'trace_an': 0}
  • id: 61128703
    {'hecke_orbit_code': 67553994511221440, 'n': 13, 'trace_an': 646}
  • id: 61128704
    {'hecke_orbit_code': 67553994511221440, 'n': 14, 'trace_an': 0}
  • id: 61128705
    {'hecke_orbit_code': 67553994511221440, 'n': 15, 'trace_an': 2171}
  • id: 61128706
    {'hecke_orbit_code': 67553994511221440, 'n': 16, 'trace_an': 0}
  • id: 61128707
    {'hecke_orbit_code': 67553994511221440, 'n': 17, 'trace_an': -208}
  • id: 61128708
    {'hecke_orbit_code': 67553994511221440, 'n': 18, 'trace_an': 0}
  • id: 61128709
    {'hecke_orbit_code': 67553994511221440, 'n': 19, 'trace_an': -2148}
  • id: 61128710
    {'hecke_orbit_code': 67553994511221440, 'n': 20, 'trace_an': 0}
  • id: 61128711
    {'hecke_orbit_code': 67553994511221440, 'n': 21, 'trace_an': 2582}
  • id: 61128712
    {'hecke_orbit_code': 67553994511221440, 'n': 22, 'trace_an': 0}
  • id: 61128713
    {'hecke_orbit_code': 67553994511221440, 'n': 23, 'trace_an': -349}
  • id: 61128714
    {'hecke_orbit_code': 67553994511221440, 'n': 24, 'trace_an': 0}
  • id: 61128715
    {'hecke_orbit_code': 67553994511221440, 'n': 25, 'trace_an': 3747}
  • id: 61128716
    {'hecke_orbit_code': 67553994511221440, 'n': 26, 'trace_an': 0}
  • id: 61128717
    {'hecke_orbit_code': 67553994511221440, 'n': 27, 'trace_an': 9251}
  • id: 61128718
    {'hecke_orbit_code': 67553994511221440, 'n': 28, 'trace_an': 0}
  • id: 61128719
    {'hecke_orbit_code': 67553994511221440, 'n': 29, 'trace_an': -4422}
  • id: 61128720
    {'hecke_orbit_code': 67553994511221440, 'n': 30, 'trace_an': 0}
  • id: 61128721
    {'hecke_orbit_code': 67553994511221440, 'n': 31, 'trace_an': -14381}
  • id: 61128722
    {'hecke_orbit_code': 67553994511221440, 'n': 32, 'trace_an': 0}
  • id: 61128723
    {'hecke_orbit_code': 67553994511221440, 'n': 33, 'trace_an': -3509}
  • id: 61128724
    {'hecke_orbit_code': 67553994511221440, 'n': 34, 'trace_an': 0}
  • id: 61128725
    {'hecke_orbit_code': 67553994511221440, 'n': 35, 'trace_an': 11986}
  • id: 61128726
    {'hecke_orbit_code': 67553994511221440, 'n': 36, 'trace_an': 0}
  • id: 61128727
    {'hecke_orbit_code': 67553994511221440, 'n': 37, 'trace_an': 4267}
  • id: 61128728
    {'hecke_orbit_code': 67553994511221440, 'n': 38, 'trace_an': 0}
  • id: 61128729
    {'hecke_orbit_code': 67553994511221440, 'n': 39, 'trace_an': 13332}
  • id: 61128730
    {'hecke_orbit_code': 67553994511221440, 'n': 40, 'trace_an': 0}
  • id: 61128731
    {'hecke_orbit_code': 67553994511221440, 'n': 41, 'trace_an': -10110}
  • id: 61128732
    {'hecke_orbit_code': 67553994511221440, 'n': 42, 'trace_an': 0}
  • id: 61128733
    {'hecke_orbit_code': 67553994511221440, 'n': 43, 'trace_an': -9798}
  • id: 61128734
    {'hecke_orbit_code': 67553994511221440, 'n': 44, 'trace_an': 0}
  • id: 61128735
    {'hecke_orbit_code': 67553994511221440, 'n': 45, 'trace_an': 59644}
  • id: 61128736
    {'hecke_orbit_code': 67553994511221440, 'n': 46, 'trace_an': 0}
  • id: 61128737
    {'hecke_orbit_code': 67553994511221440, 'n': 47, 'trace_an': -21144}
  • id: 61128738
    {'hecke_orbit_code': 67553994511221440, 'n': 48, 'trace_an': 0}
  • id: 61128739
    {'hecke_orbit_code': 67553994511221440, 'n': 49, 'trace_an': -19242}
  • id: 61128740
    {'hecke_orbit_code': 67553994511221440, 'n': 50, 'trace_an': 0}
  • id: 61128741
    {'hecke_orbit_code': 67553994511221440, 'n': 51, 'trace_an': 46150}
  • id: 61128742
    {'hecke_orbit_code': 67553994511221440, 'n': 52, 'trace_an': 0}
  • id: 61128743
    {'hecke_orbit_code': 67553994511221440, 'n': 53, 'trace_an': -39584}
  • id: 61128744
    {'hecke_orbit_code': 67553994511221440, 'n': 54, 'trace_an': 0}
  • id: 61128745
    {'hecke_orbit_code': 67553994511221440, 'n': 55, 'trace_an': -1573}
  • id: 61128746
    {'hecke_orbit_code': 67553994511221440, 'n': 56, 'trace_an': 0}
  • id: 61128747
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  • id: 61128763
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  • id: 61128838
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  • id: 61128839
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  • id: 61128840
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  • id: 61128841
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  • id: 61128842
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  • id: 61128843
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  • id: 61128844
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  • id: 61128845
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  • id: 61128846
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  • id: 61128849
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  • id: 61128850
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  • id: 61128851
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  • id: 61128853
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  • id: 61128859
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  • id: 61128864
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  • id: 61128935
    {'hecke_orbit_code': 67553994511221440, 'n': 911, 'trace_an': 15425532}
  • id: 61128936
    {'hecke_orbit_code': 67553994511221440, 'n': 919, 'trace_an': 2825498}
  • id: 61128937
    {'hecke_orbit_code': 67553994511221440, 'n': 929, 'trace_an': -42464988}
  • id: 61128938
    {'hecke_orbit_code': 67553994511221440, 'n': 937, 'trace_an': -6879150}
  • id: 61128939
    {'hecke_orbit_code': 67553994511221440, 'n': 941, 'trace_an': -14119848}
  • id: 61128940
    {'hecke_orbit_code': 67553994511221440, 'n': 947, 'trace_an': 45198279}
  • id: 61128941
    {'hecke_orbit_code': 67553994511221440, 'n': 953, 'trace_an': -38574372}
  • id: 61128942
    {'hecke_orbit_code': 67553994511221440, 'n': 961, 'trace_an': 49288955}
  • id: 61128943
    {'hecke_orbit_code': 67553994511221440, 'n': 967, 'trace_an': 18195480}
  • id: 61128944
    {'hecke_orbit_code': 67553994511221440, 'n': 971, 'trace_an': -4404123}
  • id: 61128945
    {'hecke_orbit_code': 67553994511221440, 'n': 977, 'trace_an': 43131359}
  • id: 61128946
    {'hecke_orbit_code': 67553994511221440, 'n': 983, 'trace_an': -22968765}
  • id: 61128947
    {'hecke_orbit_code': 67553994511221440, 'n': 991, 'trace_an': -2356216}
  • id: 61128948
    {'hecke_orbit_code': 67553994511221440, 'n': 997, 'trace_an': -27876780}