Embedded newform data - 24.8.d.a.13.12

Formats: - HTML - YAML - JSON - 2024-06-07T06:10:42.965650

• 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': 1536, 'analytic_conductor': 7.497240611618922, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 8, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 13, 'dim': 14, 'field_disc': -965536399529041689918685615153748654507966464, 'field_disc_factorization': [[-1, 1], [2, 14], [22531, 2], [10774419685130581, 2]], 'field_poly': [3813237677250, 613270661346, -21982316987, -6477861300, 94608296, -78987210, -20463993, 2867784, 349930, -23250, -1005, 300, -52, -6, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206292647960, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 5916296284641165312, 'hecke_ring_index_factorization': [[2, 37], [3, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 8, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '24.8.d.a', 'level': 24, '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, 3], 'level_radical': 6, 'minimal_twist': '24.8.d.a', 'prim_orbit_index': 2, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}-\\beta _{3}q^{3}+(-15-\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 14, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '24.8.d', 'trace_display': [-14, 0, 0, 1372], 'trace_hash': 1499066279506962693, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.359', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3.082', 'prec': 17}, {'__RealLiteral__': 0, 'data': '757.827', 'prec': 24}, {'__RealLiteral__': 0, 'data': '939.077', 'prec': 24}, {'__RealLiteral__': 0, 'data': '78505.750', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.506', 'prec': 17}, 'traces': [14, -14, 0, -208, 0, -54, 1372, -428, -10206, 5020, 0, 7668, 0, 4636, -13500, -43336, -2908, 10206, 0, 175096, 0, -128480, -143416, -29268, -202626, 424984, 0, 567520, 0, -250668, -89468, -893944, 0, 1109820, 0, 151632, 0, -823816, 474552, -860888, -441284, 427788, 0, 1275264, 0, -2167992, -1056408, -233280, 2158134, 324610, 0, -2059248, 0, 39366, 4757504, 1643704, 1551096, -5494676, 0, -3203712, 0, 5767172, -1000188, 3852224, -2520464, -3615840, 0, -3735840, 0, 12890312, 5172696, 312012, -5446196, -6468800, 0, -9084624, 0, 3542184, -14373548, 14369088, 7440174, -7935708, 0, -2775816, 0, 4738312, 7902036, 12598720, -11952620, -3659580, 0, 11004480, 0, -15440088, -69327376, 1341576, 133732, 53030538, 0, 18697776, 0, 11253708, 77404564, -51112816, -4720248, -1605836, 0, -5589972, 0, -69476160, -21882096, -26034608, 24612204, 1399464, 0, 56874456, 0, -37779176, 131925704, 8740008, -19595094, 65514480, 0, 26486944, 0, -3379644, -115669508, -116513488, 27951048, -10736016, 0, -43312320, 0, -74372616, 9841500, 56793240, 110274972, -61760664, 0, 99989584, 0, 82718232, -154291200, 31591944, -64368088, 2615796, 0, -113544096, 0, 150321690, 270970108, -113432048, 2119932, -174422848, 0, -150255648, 0, -68718380, -165933684, 317158768, -150286960, -7440174, 0, 58734240, 0, 274837696, 152670352, 263532744, -104455258, 255369736, 0, -268483248, 0, 280128132, -268280772, -202539648, -28265544, -294130260, 0, -127644984, 0, -395588528, 52254720, 317591952, 184520224, -266716908, 0, 340774080, 0, 185388144, -59621392, 250589808, -113614676, 524352604, 0, -61321104, 0, 93661920, 38910004, -800358668, 15595416, -257388140, 0, 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-196379264020, -233215124616, 32114271168, -114708686428, -18100288296, 0, 224768415384, 0, 120940167880, -211046164256, 69079278168, 122281368056, 135144937320, 0, 55268707200, 0, 50648120640, -131159518844, -156903453488, 51751981080, 34850761296, 0, -102885857856, 0, -200299053336, 15952047984, 47273500784], 'weight': 8, '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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-0.20973075619581133, -0.45946124116539955, -0.3322660484261059, -0.44740733401807814, -0.3854347704680534, -0.38674445569294624], 'char_orbit_index': 4, 'conrey_index': 13, 'dual_conrey_index': 13, 'dual_embedding_index': 11, 'dual_embedding_m': 11, 'embedding_index': 12, 'embedding_m': 12, 'embedding_root_imag': 7.996203098224676, 'embedding_root_real': 1.2464467730405369, 'hecke_orbit': 1, 'hecke_orbit_code': 206292647960, 'label': '24.8.d.a.13.12', 'level': 24, 'weight': 8}
• 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': 1536, 'analytic_conductor': 7.497240611618922, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [24, 2, [7, 13, 17], [2, 1, 2]], 'conrey_index': 13, 'cusp_dim': 26, 'dim': 14, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206292647960, 'hecke_orbit_dims': [14], 'label': '24.8.d', 'level': 24, '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, 3], 'level_radical': 6, 'mf_dim': 30, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 14, 'sturm_bound': 32, 'trace_bound': 0, 'trace_display': [-14, 0, 0, 1372], 'traces': [14, -14, 0, -208, 0, -54, 1372, -428, -10206, 5020, 0, 7668, 0, 4636, -13500, -43336, -2908, 10206, 0, 175096, 0, -128480, -143416, -29268, -202626, 424984, 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: 2254903
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 13, 'target_dim': 14, 'target_embedding_index': 12, 'target_hecke_orbit_code': 206292647960, 'target_is_minimal': True, 'target_label': '24.8.d.a.13.12', 'target_level': 24, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 2254904
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 37, 'target_dim': 14, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13511005174759496, 'target_is_minimal': False, 'target_label': '72.8.d.d.37.3', 'target_level': 72, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 2254905
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 49, 'target_dim': 14, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206292648032, 'target_is_minimal': False, 'target_label': '96.8.d.a.49.5', 'target_level': 96, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 2254906
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 49, 'target_dim': 14, 'target_embedding_index': 10, 'target_hecke_orbit_code': 206292648032, 'target_is_minimal': False, 'target_label': '96.8.d.a.49.10', 'target_level': 96, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 2254907
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 13, 'target_dim': 14, 'target_embedding_index': 11, 'target_hecke_orbit_code': 206292647960, 'target_is_minimal': True, 'target_label': '24.8.d.a.13.11', 'target_level': 24, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 2254908
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 145, 'target_dim': 14, 'target_embedding_index': 6, 'target_hecke_orbit_code': 13511005174759712, 'target_is_minimal': False, 'target_label': '288.8.d.d.145.6', 'target_level': 288, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 2254909
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 37, 'target_dim': 14, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13511005174759496, 'target_is_minimal': False, 'target_label': '72.8.d.d.37.4', 'target_level': 72, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 2254910
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 13, 'source_dim': 14, 'source_embedding_index': 12, 'source_hecke_orbit_code': 206292647960, 'source_is_minimal': True, 'source_label': '24.8.d.a.13.12', 'source_level': 24, 'target_conrey_index': 145, 'target_dim': 14, 'target_embedding_index': 9, 'target_hecke_orbit_code': 13511005174759712, 'target_is_minimal': False, 'target_label': '288.8.d.d.145.9', 'target_level': 288, 'twist_class_label': '24.8.d.a.13.11', 'twist_class_level': 24, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 90925
    {'charpoly_factorization': [[[562949953421312, 61572651155456, 6940667150336, 551903297536, 62981668864, 7979663360, 669057024, 74227712, 5227008, 487040, 30032, 2056, 202, 14, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 2}
  • id: 90926
    {'charpoly_factorization': [[[729, 0, 1], 7]], 'hecke_orbit_code': 206292647960, 'p': 3}
  • id: 90927
    {'charpoly_factorization': [[[7330051246700540956422400000000, 0, 16068914345138774034368000000, 0, 4432855193068653678720000, 0, 397476286485008352000, 0, 13516409575832256, 0, 147837846096, 0, 648188, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 5}
  • id: 90928
    {'charpoly_factorization': [[[18098324472759030656, -166749408013089856, -844187113469088, 1772953198128, 1867734696, -3186636, -686, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 7}
  • id: 90929
    {'charpoly_factorization': [[[9235169404482919625257372135295941887026370969600, 0, 19319868615182167629993216976365220786077696, 0, 9583198628607846664947205914532773888, 0, 1905407378481323629442479685632, 0, 173728074966391064625152, 0, 7491539734757376, 0, 146207744, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 11}
  • id: 90930
    {'charpoly_factorization': [[[821639791616403040914831973165625168053183514148864, 0, 8738145873077736992487308912493953806220918784, 0, 1906206406420236934938971391561946890240, 0, 150153095006969034982859986894848, 0, 5201467763615548027482112, 0, 80672967013901568, 0, 491467248, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 13}
  • id: 90931
    {'charpoly_factorization': [[[209382224059935861860078430336, -41696139823150979082102336, -1792284438262423164768, 411323672744056368, 2295201531544, -1155729964, 1454, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 17}
  • id: 90932
    {'charpoly_factorization': [[[232279838927240137946868711909351358449738338447391694258176, 0, 18147057919948649605213113550059619809558997040627712, 0, 423135294900134587286695437948004985276989440, 0, 3198792981823551020784042093349896192, 0, 8961883204035471275528138752, 0, 10809708428279088384, 0, 5540192496, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 19}
  • id: 90933
    {'charpoly_factorization': [[[-2340663266295083293530731864506368, -130760156737424312395463725056, 2894723731804563579589632, 78178845940887823104, -847698148245824, -15393598768, 71708, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 23}
  • id: 90934
    {'charpoly_factorization': [[[3048874855141199981057486958849449356472746008722457089200413925195776, 0, 7359464597936520939559880974268987603873699550523472085282816, 0, 4688825578349328785207778755056007209113925375939584, 0, 1006802378023462884566840257386205438911232, 0, 96974747730385872051066727854272, 0, 4662724310867239671120, 0, 109525673372, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 29}
  • id: 90935
    {'charpoly_factorization': [[[-339995409179164900502871796491734912, -7418636224167065953463940726848, 81186000184181392614503328, 1728839369076268249136, -5506278176451304, -88696786956, 44734, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 31}
  • id: 90936
    {'charpoly_factorization': [[[8831076336553233463114542559523050387380933328498912898884562421836414976, 0, 10416752069640997951998493302903199095924641230229782658266693632, 0, 2078725672319701771332492830503085718274797887733891072, 0, 158463649641420595849925360669493059150413824, 0, 5245989411578539211331535211069440, 0, 77331489257449442095104, 0, 473007845568, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 37}
  • id: 90937
    {'charpoly_factorization': [[[387955486183795155166784363904893459328, -1989822551165210894755331989537344, -14702098371415255237344059808, 93518239826909495903280, -1755682399521496, -558269359084, 220642, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 41}
  • id: 90938
    {'charpoly_factorization': [[[146717717804174629311627377369891151753692832809278044570468088663660430427684864, 0, 4769630257440761492844851670150984712055544033206218953589066561486848, 0, 61143533099083273045471104791890289579010055496278276571136, 0, 398736014845705376172518637343179677687750000640, 0, 1417536016955258113439674427644358656, 0, 2727640079509680213288192, 0, 2638324171248, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 43}
  • id: 90939
    {'charpoly_factorization': [[[4307629818967854811775397808972613369856, 11291707223547179107654090144641024, -465894367305820598655051881472, 1447343006287548992631552, -208827125678237760, -2242179860400, 528204, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 47}
  • id: 90940
    {'charpoly_factorization': [[[9864487269120848296358500005609320897349562559700189249566062835590870036561281024, 0, 543918595369007160432614438143946393720629097765474967809278245647314944, 0, 8480012113043230589024359027646615129129558296048963507393536, 0, 33788024253713763593021950737219150497567736488704, 0, 50320915310354587815665182342201914560, 0, 33056091753810929072979792, 0, 9574301782364, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 53}
  • id: 90941
    {'charpoly_factorization': [[[331125658832250616514149030758087002167112817944897269676354762769663241859204525326336, 0, 1873492539959679750191164725739182762752176656423596523381173826150383747072, 0, 3625641431242237403879951945096585436956368132004162796191219712, 0, 2931497961155724885170078808212341174520160794640384, 0, 1168948570890757322959285298789526712320, 0, 242909216413218323253798144, 0, 25057896090608, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 59}
  • id: 90942
    {'charpoly_factorization': [[[5465717594637771487513279899286205016213823918674318876069256022510617646176665600, 0, 333405969615415984749565638824663895797973868289796194335345472874479616, 0, 6439062196869480760606872988694028221474217560046315195334656, 0, 48393627570358173300127587390960130572947067764736, 0, 136175536373565032850741302251081433088, 0, 87160146886454035814572032, 0, 17284536099072, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 61}
  • id: 90943
    {'charpoly_factorization': [[[45914504032986044193350319651019244675878083445661999667177481982926476929036180149764096, 0, 88305772425466136905634591674768275678759234821478607185327954287785792241664, 0, 66916670361853690159768264035962463001194413507461039169643479040, 0, 26046200871709582464252046988819122076830949657739264, 0, 5641790823833216312499193556838175223808, 0, 679896851285206434290423040, 0, 41923367956080, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 67}
  • id: 90944
    {'charpoly_factorization': [[[-127559094027155075108853464870040014279098368, -316355192834063160509932203671052128256, -78436231693627220485840981361664, 121891922449844467058922240, 31407093344089977408, -17890191505584, -2586348, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 71}
  • id: 90945
    {'charpoly_factorization': [[[-49902829316955890778098260722410615017438848, -1248806831035626404942575031487766403136, 774289845619054609582293637275360, 425394928427661992615103280, -96983732887936614968, -39019084951116, 2723098, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 73}
  • id: 90946
    {'charpoly_factorization': [[[641642840432760314508414659768993371082583680, 1886342013120012044739391906733117806016, 444550270149464918271255182603808, -652888207962464404466009808, -328936151008046518728, -28776759625644, 7186774, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 79}
  • id: 90947
    {'charpoly_factorization': [[[3156918259155566074997035296747667760564788980126157703393169101386746558317602411272170635264, 0, 1334405095109021284063891409718725943528760968281271895820189904173145563498283008, 0, 223023902209236590324744870548831942040713034836841372538851353952256, 0, 18831635464161661874943988989324631541539853227656216576, 0, 851040815509358995181238041891486432231424, 0, 20180262624969453227774509056, 0, 231376940860160, 0, 1], 1]], 'hecke_orbit_code': 206292647960, 'p': 83}
  • id: 90948
    {'charpoly_factorization': [[[-78993046914919074287528788432641272631175658880, -93403258273567757340162762612919602007104, 38437029405908868726264378262466592, 10225152961704480444633224496, -1241503019754111034888, -221052194855308, 5976310, 1], 2]], 'hecke_orbit_code': 206292647960, 'p': 89}
  • id: 90949
    {'charpoly_factorization': [[[-1867751280469713443099658018050726309529290821504, -800379799827759554094990125390158277340736, 17823464486872962726142303379101344, 30680390611798849478669695536, -3051338063145085416, -325849928586924, -66866, 1], 2]], 'hecke_orbit_code': 206292647960, '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': 4, 'hecke_orbit': 1, 'label': '24.8.d.a', 'level': 24, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7091454
    {'hecke_orbit_code': 206292647960, 'n': 1, 'trace_an': 14}
  • id: 7091455
    {'hecke_orbit_code': 206292647960, 'n': 2, 'trace_an': -14}
  • id: 7091456
    {'hecke_orbit_code': 206292647960, 'n': 3, 'trace_an': 0}
  • id: 7091457
    {'hecke_orbit_code': 206292647960, 'n': 4, 'trace_an': -208}
  • id: 7091458
    {'hecke_orbit_code': 206292647960, 'n': 5, 'trace_an': 0}
  • id: 7091459
    {'hecke_orbit_code': 206292647960, 'n': 6, 'trace_an': -54}
  • id: 7091460
    {'hecke_orbit_code': 206292647960, 'n': 7, 'trace_an': 1372}
  • id: 7091461
    {'hecke_orbit_code': 206292647960, 'n': 8, 'trace_an': -428}
  • id: 7091462
    {'hecke_orbit_code': 206292647960, 'n': 9, 'trace_an': -10206}
  • id: 7091463
    {'hecke_orbit_code': 206292647960, 'n': 10, 'trace_an': 5020}
  • id: 7091464
    {'hecke_orbit_code': 206292647960, 'n': 11, 'trace_an': 0}
  • id: 7091465
    {'hecke_orbit_code': 206292647960, 'n': 12, 'trace_an': 7668}
  • id: 7091466
    {'hecke_orbit_code': 206292647960, 'n': 13, 'trace_an': 0}
  • id: 7091467
    {'hecke_orbit_code': 206292647960, 'n': 14, 'trace_an': 4636}
  • id: 7091468
    {'hecke_orbit_code': 206292647960, 'n': 15, 'trace_an': -13500}
  • id: 7091469
    {'hecke_orbit_code': 206292647960, 'n': 16, 'trace_an': -43336}
  • id: 7091470
    {'hecke_orbit_code': 206292647960, 'n': 17, 'trace_an': -2908}
  • id: 7091471
    {'hecke_orbit_code': 206292647960, 'n': 18, 'trace_an': 10206}
  • id: 7091472
    {'hecke_orbit_code': 206292647960, 'n': 19, 'trace_an': 0}
  • id: 7091473
    {'hecke_orbit_code': 206292647960, 'n': 20, 'trace_an': 175096}
  • id: 7091474
    {'hecke_orbit_code': 206292647960, 'n': 21, 'trace_an': 0}
  • id: 7091475
    {'hecke_orbit_code': 206292647960, 'n': 22, 'trace_an': -128480}
  • id: 7091476
    {'hecke_orbit_code': 206292647960, 'n': 23, 'trace_an': -143416}
  • id: 7091477
    {'hecke_orbit_code': 206292647960, 'n': 24, 'trace_an': -29268}
  • id: 7091478
    {'hecke_orbit_code': 206292647960, 'n': 25, 'trace_an': -202626}
  • id: 7091479
    {'hecke_orbit_code': 206292647960, 'n': 26, 'trace_an': 424984}
  • id: 7091480
    {'hecke_orbit_code': 206292647960, 'n': 27, 'trace_an': 0}
  • id: 7091481
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  • id: 7091694
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  • id: 7091695
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  • id: 7091699
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  • id: 7091701
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  • id: 7091702
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  • id: 7091704
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