Embedded newform data - 312.4.a.d.1.2

Formats: - HTML - YAML - JSON - 2025-01-22T21:45:55.905104

• 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': 4992, 'analytic_conductor': 18.408595921791072, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [13, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [312, 1, [79, 157, 209, 145], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -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': [[5, [64, 18, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220664, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '312.4.a.d', 'level': 312, '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, 13], 'level_radical': 78, 'minimal_twist': '312.4.a.d', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3q^{3}+(-9-\\beta )q^{5}+(-5+5\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '312.4.a', 'trace_display': [0, 6, -18, -10], 'trace_hash': 1341884598391770136, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.913', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.553', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.687', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 0, 6, 0, -18, 0, -10, 0, 18, 0, 4, 0, 26, 0, -54, 0, -52, 0, -142, 0, -30, 0, -280, 0, -54, 0, 54, 0, -424, 0, -178, 0, 12, 0, -80, 0, 136, 0, 78, 0, -226, 0, -72, 0, -162, 0, 176, 0, 214, 0, -156, 0, -788, 0, 440, 0, -426, 0, 728, 0, -736, 0, -90, 0, -234, 0, 1054, 0, -840, 0, -660, 0, 24, 0, -162, 0, -2400, 0, 40, 0, 162, 0, 1344, 0, 60, 0, -1272, 0, 314, 0, -130, 0, -534, 0, 904, 0, -264, 0, 36, 0, -1224, 0, 1320, 0, -240, 0, 512, 0, -180, 0, 408, 0, -1000, 0, 2928, 0, 234, 0, 2300, 0, 4010, 0, -678, 0, 2124, 0, -220, 0, -216, 0, 272, 0, 2580, 0, -486, 0, -1858, 0, 1716, 0, 528, 0, 52, 0, 4020, 0, 642, 0, -1478, 0, 6098, 0, -468, 0, 480, 0, 384, 0, -2364, 0, -640, 0, 5638, 0, 1320, 0, -720, 0, 338, 0, -1278, 0, -24, 0, 3330, 0, 2184, 0, 3360, 0, -5000, 0, -2208, 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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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[1.191630041613256, 0.0], [0.0, 0.0], [-0.9255912407128969, 0.0], [0.0, 0.0], [0.331132281105762, 0.0], [0.0, 0.0], [0.7196491173387947, 0.0], [0.0, 0.0], [0.012955413393648472, 0.0], [0.0, 0.0], [-0.301059735194087, 0.0], [0.0, 0.0], [2.0617935465359594, 0.0], [0.0, 0.0], [0.2773485048558797, 0.0], [0.0, 0.0], [1.7153980293527764, 0.0], [0.0, 0.0], [0.744828661222025, 0.0], [0.0, 0.0], [-0.46948169889104097, 0.0], [0.0, 0.0], [-0.0038931785479515897, 0.0], [0.0, 0.0], [-1.0456902139047357, 0.0], [0.0, 0.0], [0.1420910212668007, 0.0], [0.0, 0.0], [-0.9855256555181616, 0.0], [0.0, 0.0], [-1.2826765089519638, 0.0], [0.0, 0.0], [0.6296560579146228, 0.0], [0.0, 0.0], [0.7689306966544165, 0.0], [0.0, 0.0], [0.06048730590544086, 0.0], [0.0, 0.0], [0.12093510864400851, 0.0], [0.0, 0.0], [0.6499430523101011, 0.0], [0.0, 0.0], [0.5981273085765157, 0.0], [0.0, 0.0], [0.11610815268061903, 0.0], [0.0, 0.0], [-0.6864004542328872, 0.0], [0.0, 0.0], [-0.40168924351580865, 0.0], [0.0, 0.0], [-0.15370749686852642, 0.0], [0.0, 0.0], [-0.4976196809732569, 0.0], [0.0, 0.0], [0.3907382996237524, 0.0], [0.0, 0.0], [-1.133304549444499, 0.0], [0.0, 0.0], [1.3809714415609762, 0.0], [0.0, 0.0], [0.7002827177630203, 0.0], [0.0, 0.0], [-0.3252228708728659, 0.0], [0.0, 0.0], [-0.6831515207781296, 0.0], [0.0, 0.0], [-0.9661364372181185, 0.0], [0.0, 0.0], [0.8734412136921476, 0.0], [0.0, 0.0], [-1.02162876182551, 0.0], [0.0, 0.0], [-1.0790810638607562, 0.0], [0.0, 0.0], [-0.12966012323728637, 0.0], [0.0, 0.0], [-1.1283888649037739, 0.0], [0.0, 0.0], [2.0666198159325093, 0.0], [0.0, 0.0], [-0.1616259594817739, 0.0], [0.0, 0.0], [1.3417950935260565, 0.0], [0.0, 0.0], [0.13391520747381572, 0.0], [0.0, 0.0], [1.0080930290550951, 0.0], [0.0, 0.0], [-0.9512386984053253, 0.0], [0.0, 0.0], [0.14904541019031134, 0.0], [0.0, 0.0], [-0.045277046099843773, 0.0], [0.0, 0.0], [-0.096487519420588, 0.0], [0.0, 0.0], [-1.4334237529001532, 0.0], [0.0, 0.0], [0.24853206485862522, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.2849931677580024, -0.37153685556052357, -0.0973991455729019, None, -0.34048732950478616, -0.37395748666539735, -0.3172936749772298, -0.35232572020764, -0.3630295351438481, -0.13828174176291955, -0.3093657282038697, -0.15161346699520004, -0.3587210298339581, -0.34331778581784067, -0.19049899356781239, -0.3428082281992322, -0.07786351183559952, -0.25111704250623273, -0.3788851318940442, -0.09570757882723106, -0.14158135857584214, -0.14127910855569356, -0.2575636827856634, -0.24690692817595364, -0.21581604263420603, -0.3311064887106887, -0.28897370377296316, -0.4300330943629899, -0.30439437196738495, -0.3564588955220742, -0.33319139146546956, -0.18622147920079377, -0.16105746807670696, -0.1124779647838912, -0.2780711787666226, -0.083177334926601, -0.28795873216524354, -0.33821080766604456, -0.11415349175236172, -0.31196272011908477, -0.3239115080566217, -0.10682718233757967, -0.27452743527322826, -0.23236147233234308, -0.32878133588147135, -0.40186138076468575, -0.37369838089610785, -0.2285110963988996, -0.2537837954706825, -0.2818120700655452, -0.24231723433497998, -0.22443957837660355, -0.26629495587636176, -0.17256844488850598, -0.15737823308380644, -0.2140708633582779, -0.26063923949776063, -0.17413046105190988, -0.26731616677052983, -0.40773716528603104, -0.3166399140295477, -0.15820822235388451, -0.23330062043324068, -0.27124891742442697, -0.2562422362324621, -0.3673480266909363, -0.41471647397830175, -0.1731051007511317, -0.24189265156868459, -0.2541117600408666, -0.3291446948812075, -0.1662514278421312, -0.2053600221901092, -0.16334493056971658, -0.2700425148008183, -0.2763487219715496, -0.2889395644013646, -0.19178977956183582, -0.23392273964449387, -0.3020207979308203, -0.35744630098441, -0.2116707310641409, -0.3686764844288689, -0.37275980787196755, -0.11032721737341154, -0.3243849467727025, -0.3664255767128323, -0.3755342286934832, -0.1794748426227711, -0.22236302205308775, -0.03884141819235619, -0.28735257012703536, -0.25821387029631493, -0.19871158474406378, -0.1989547040744757, -0.23195480297560722, -0.24662623660260732, -0.24369026939015437, -0.35116985566610665, -0.2586375584613583, -0.16175168834756207, -0.3820055608388117, -0.28541952171677004, -0.2895968885132419, -0.416726478958424, -0.27598333113454976, -0.19435578204166346, -0.3737913548762455, -0.22331998499645395, -0.4364973289249339, -0.2654879791805051, -0.044482150329428934, -0.2547061700616244, -0.29410041253265035, -0.28994565221986585, -0.3311758034769355, -0.22794253254676733, -0.38204741277947135, -0.12230284377750768, -0.23766778018288015, -0.19911977915467116, -0.3035128967723376, -0.08965630539844217, -0.24682219293669422, -0.36110974950464764, -0.18371559078064914, -0.40481390368584386, -0.21830547643341638, -0.19610022622133286, -0.2868852883552134, -0.28815822257783585, -0.14973063515897253, -0.3057544864719702, -0.23345140867655217, -0.2670973617198396, -0.24010386082144602, -0.2587564989071392, -0.20294033731899314, -0.16245628411410662, -0.26888328716185944, -0.1908829687216667, -0.23741734022807853, -0.3027510735016535, -0.3641746083466059, -0.09283392139193551, -0.2757428529065065, -0.13266991401783423, -0.3393827522528614, -0.07988941324856293, -0.24736956201835203, -0.2532608439845959, -0.3718168209908223, -0.19141827231924313, -0.27404898444475184, -0.18926502064353573, -0.3320064904349667, -0.2451858390435098, -0.1973226391137949, -0.3057554710992469, -0.29001971071607824, -0.330238846376054, -0.33532802911844833, -0.3454065831807264, -0.1329545118384928, -0.23812833729386873, -0.37717686077363394], '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': -1.5615528128088303, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220664, 'label': '312.4.a.d.1.2', 'level': 312, 'weight': 4}
• 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': [2, 2, 2, 3, 2, 3, 2, 2], 'Nk2': 4992, 'analytic_conductor': 18.408595921791072, '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': [312, 1, [79, 157, 209, 145], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 160, 'dim': 18, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109176, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 3, 3], 'label': '312.4.a', 'level': 312, '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, 13], 'level_radical': 78, 'mf_dim': 176, 'mf_new_dim': 18, 'num_forms': 8, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 224, 'trace_bound': 7, 'trace_display': [0, 0, 0, 12], 'traces': [18, 0, 0, 0, 0, 0, 12, 0, 162, 0, 0, 0, 26, 0, -84, 0, 4, 0, -228, 0, 84, 0, -168, 0, 270, 0, 0, 0, -140, 0, -276, 0, 168, 0, 1192, 0, 100, 0, 0, 0, 200, 0, 112, 0, 0, 0, 688, 0, 994, 0, 0, 0, -676, 0, 2080, 0, -468, 0, -216, 0, 60, 0, 108, 0, 0, 0, -556, 0, -600, 0, -712, 0, 1564, 0, 0, 0, -1216, 0, 904, 0, 1458, 0, 1752, 0, -3808, 0, -744, 0, 1568, 0, -1092, 0, -1404, 0, -3592, 0, -964, 0, 0, 0, 1828, 0, 1416, 0, 1800, 0, 728, 0, 892, 0, 600, 0, 1964, 0, -4208, 0, 234, 0, 568, 0, -1334, 0, -1476, 0, 3168, 0, -6896, 0, -120, 0, 1544, 0, -1328, 0, -756, 0, -10392, 0, -296, 0, -1392, 0, 0, 0, 3856, 0, 1776, 0, -936, 0, -524, 0, 36, 0, 1448, 0, -3188, 0, 1440, 0, -1344, 0, 13028, 0, 528, 0, -3104, 0, 3042, 0, -2052, 0, -3644, 0, -1452, 0, -192, 0, 888, 0, -596, 0, 2400, 0, -11600, 0, -9216, 0, 756, 0, -5080, 0, 596, 0, -2340, 0, 6512, 0, -1808, 0, -588, 0, -9240, 0, 11544, 0, -1512, 0, -13760, 0, 11840, 0, 4920, 0, 22064, 0, -512, 0, -4008, 0, 5460, 0, -8244, 0, 2430, 0, 1120, 0, -4532, 0, -6624, 0, -4596, 0, 6160, 0, -5304, 0, -2968, 0, -8852, 0, 0, 0, 23616, 0, -1716, 0, 12480, 0, 4528, 0, 7712, 0, -6984, 0, 19532, 0, 6376, 0, -1260, 0, 23616, 0, 21056, 0, 7908, 0, -1084, 0, -15796, 0, 1092, 0, 4192, 0, 1596, 0, -2484, 0, -16440, 0, -9544, 0, -1272, 0, 28632, 0, -22314, 0, -7512, 0, -32440, 0, -14864, 0, 1512, 0, -3016, 0, 20400, 0, 1272, 0, 9440, 0, -16084, 0, 15864, 0, 16344, 0, -5580, 0, 10728, 0, 4368, 0, 30656, 0, 1488, 0, -30312, 0, 4550, 0, -6384, 0, -12880, 0, -9132, 0, 900, 0, -28824, 0, -14492, 0, 10776, 0, -33536, 0, 7704, 0, -17808, 0, -1264, 0, -1628, 0, 0, 0, 22264, 0, 10272, 0, 4872, 0, 6112, 0, 32058, 0, 1632, 0, 1008, 0, 9072, 0, 1800, 0, 44200, 0, 2860, 0, -936, 0, 3588, 0, -1876, 0, -11808, 0, 2288, 0, 22176, 0, 1008, 0, -23060, 0, 52144, 0, -5520, 0, -55760, 0, -48460, 0, -4416, 0, 10704, 0, -4836, 0, 0, 0, -13440, 0, 140, 0, -9444, 0, 33376, 0, -6320, 0, -19680, 0, 44232, 0, 4076, 0, 6192, 0, 31996, 0, -33336, 0, 3432, 0, -38416, 0, -54108, 0, -11112, 0, -6624, 0, -4680, 0, 8946, 0, -8584, 0, 744, 0, -3756, 0, -19872, 0, 2016, 0, 13068, 0, -5304, 0, 25436, 0, 0, 0, -27680, 0, -21988, 0, 5736, 0, 27360, 0, -64464, 0, -6384, 0, 26656, 0, -1596, 0, -6084, 0, -78504, 0, 10036, 0, -384, 0, -51824, 0, -15620, 0, 12708, 0, -41920, 0, 49384, 0, 18720, 0, 11664, 0, -67532, 0, -10704, 0, 29968, 0, 35056, 0, 0, 0, 2560, 0, -28680, 0, -4212, 0, 5840, 0, 44448, 0, -15000, 0, -4004, 0, 93272, 0, 36972, 0, 57848, 0, 11714, 0, -1944, 0, 3432, 0, -51712, 0, 7488, 0, 10720, 0, -5684, 0, 21312, 0, -14624, 0, 14856, 0, 540, 0, 41960, 0, -56064, 0, 17688, 0, 19880, 0, -1872, 0, 8592, 0, 33256, 0, -5360, 0, 972, 0, 38060, 0, 20712, 0, -20568, 0, 21992, 0, 52692, 0, -29520, 0, -5920, 0, -43392, 0, 0, 0, 56520, 0, -27568, 0, -13956, 0, -29280, 0, 336, 0, 3024, 0, 53648, 0, -75724, 0, -5004, 0, -21504, 0, 39552, 0, -41544, 0, -1040, 0, 38916, 0, -30768, 0, -42344, 0, 9772, 0, -5400, 0, -11624, 0, -10598, 0, 19008, 0, -34616, 0, 68356, 0, -19512, 0, -88544, 0, 9386, 0, -6408, 0, -46668, 0, -26956, 0, 13152, 0, -4544, 0, -5344, 0, 12336, 0, 30804, 0, -4160, 0, 14076, 0, -71088, 0, 42100, 0, 0, 0, 41184, 0, 57104, 0, 14916, 0, 59296, 0, -1052, 0, 0, 0, 97948, 0, -20840, 0, -456, 0, -43568, 0, -47912, 0, 31344, 0, -8372, 0, 130868, 0, -10944, 0, 14880, 0, -22992, 0, 22440, 0, 48844, 0, 92584, 0, -30576, 0, -42456, 0, 38812, 0, 8136, 0, 78336, 0, -16224, 0, -2952, 0, -58152, 0, 1056, 0, -18696, 0, 71244, 0, -95008, 0, 13122, 0, 9568, 0, 10540, 0, 33612, 0, 19712, 0, -2676, 0, 8892, 0, -81656, 0, 4712, 0, 15768, 0, -69552, 0, 23960, 0, 45672, 0, -132296, 0, 49580, 0, -10464, 0, 47432, 0, 45384, 0, -34272, 0, 47944, 0, 26308, 0, 35448, 0, 15288, 0, -54220, 0, -36936, 0, 65640, 0, 24864, 0, -6696, 0, -41600, 0, -79012, 0, -41328, 0, 2360, 0, -1300, 0, 74280, 0, 33724, 0, 3104, 0, 14112, 0, -33088, 0, -25216, 0, 37992, 0, 5068, 0, -30468, 0, 13476, 0, -99544, 0, -177264, 0, -9828, 0, 4488, 0, -102312, 0, 23352, 0, -84464, 0, -32516, 0, -66240, 0, 44388, 0, -18032, 0, -12636, 0, -2552, 0, -15218, 0, 41628, 0, 0, 0, -89764, 0, -29664, 0, 60496, 0, -12588, 0, -32328, 0, -108292, 0, -37072, 0, 46104, 0, 196560, 0, 121360, 0, 51840, 0, 87264, 0, 44772, 0, -8676, 0, 39504, 0, -34300, 0, -75900, 0, -30916, 0, 18872, 0, -86880, 0, -82232, 0, -24192, 0, 0, 0, 54352, 0, 191232, 0, 7176, 0, 157096, 0, -31112, 0, -24240, 0, -98784, 0, 114152, 0, 16452, 0, -83032, 0, 67744, 0, -58968, 0, 37424, 0, -17832, 0, -76548, 0, 9880, 0, -138980, 0, 12744, 0, -104968, 0, -201220, 0, -52344, 0, -56768, 0, 10516, 0, 4128, 0, -98296, 0, 304, 0, 16200, 0, -151272, 0, -9204, 0, -53268, 0, 62988, 0, -8784, 0, 52464, 0, 149848, 0, 123602, 0, 6552, 0, -65760, 0, 92316, 0, 53880, 0, -2736, 0, -159248, 0, 0, 0, 39952, 0, 110240, 0, 8028, 0, 238936, 0, -103432, 0, 17808, 0, 113504, 0, -105792, 0, 31908, 0, -228480, 0, -146148, 0, 5400, 0], 'weight': 4, '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: 42880842
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798949220664, 'source_is_minimal': True, 'source_label': '312.4.a.d.1.2', 'source_level': 312, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510798949220664, 'target_is_minimal': True, 'target_label': '312.4.a.d.1.2', 'target_level': 312, 'twist_class_label': '312.4.a.d.1.2', 'twist_class_level': 312, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 42880843
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798949220664, 'source_is_minimal': True, 'source_label': '312.4.a.d.1.2', 'source_level': 312, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713444264, 'target_is_minimal': False, 'target_label': '936.4.a.j.1.1', 'target_level': 936, 'twist_class_label': '312.4.a.d.1.2', 'twist_class_level': 312, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 42880844
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798949220664, 'source_is_minimal': True, 'source_label': '312.4.a.d.1.2', 'source_level': 312, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 40532396713443952, 'target_is_minimal': False, 'target_label': '624.4.a.j.1.2', 'target_level': 624, 'twist_class_label': '312.4.a.d.1.2', 'twist_class_level': 312, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 42880845
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798949220664, 'source_is_minimal': True, 'source_label': '312.4.a.d.1.2', 'source_level': 312, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 157625987025078720, 'target_is_minimal': False, 'target_label': '2496.4.a.bj.1.1', 'target_level': 2496, 'twist_class_label': '312.4.a.d.1.2', 'twist_class_level': 312, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 42880846
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798949220664, 'source_is_minimal': True, 'source_label': '312.4.a.d.1.2', 'source_level': 312, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 117093590378744256, 'target_is_minimal': False, 'target_label': '2496.4.a.ba.1.1', 'target_level': 2496, 'twist_class_label': '312.4.a.d.1.2', 'twist_class_level': 312, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 42880847
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510798949220664, 'source_is_minimal': True, 'source_label': '312.4.a.d.1.2', 'source_level': 312, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 153122387397707600, 'target_is_minimal': False, 'target_label': '1872.4.a.bi.1.1', 'target_level': 1872, 'twist_class_label': '312.4.a.d.1.2', 'twist_class_level': 312, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 668350
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510798949220664, 'p': 2}
  • id: 668351
    {'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 13510798949220664, 'p': 3}
  • id: 668352
    {'charpoly_factorization': [[[64, 18, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 5}
  • id: 668353
    {'charpoly_factorization': [[[-400, 10, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 7}
  • id: 668354
    {'charpoly_factorization': [[[-3328, -4, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 11}
  • id: 668355
    {'charpoly_factorization': [[[-13, 1], 2]], 'hecke_orbit_code': 13510798949220664, 'p': 13}
  • id: 668356
    {'charpoly_factorization': [[[-1772, 52, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 17}
  • id: 668357
    {'charpoly_factorization': [[[2984, 142, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 19}
  • id: 668358
    {'charpoly_factorization': [[[17152, 280, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 23}
  • id: 668359
    {'charpoly_factorization': [[[44332, 424, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 29}
  • id: 668360
    {'charpoly_factorization': [[[-10592, 178, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 31}
  • id: 668361
    {'charpoly_factorization': [[[-44948, -136, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 37}
  • id: 668362
    {'charpoly_factorization': [[[6632, 226, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 41}
  • id: 668363
    {'charpoly_factorization': [[[-130352, 72, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 43}
  • id: 668364
    {'charpoly_factorization': [[[-237056, -176, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 47}
  • id: 668365
    {'charpoly_factorization': [[[154148, 788, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 53}
  • id: 668366
    {'charpoly_factorization': [[[131408, -728, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 59}
  • id: 668367
    {'charpoly_factorization': [[[110876, 736, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 61}
  • id: 668368
    {'charpoly_factorization': [[[83096, -1054, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 67}
  • id: 668369
    {'charpoly_factorization': [[[5472, 660, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 71}
  • id: 668370
    {'charpoly_factorization': [[[-837684, -24, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 73}
  • id: 668371
    {'charpoly_factorization': [[[-1294592, -40, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 79}
  • id: 668372
    {'charpoly_factorization': [[[372976, -1344, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 83}
  • id: 668373
    {'charpoly_factorization': [[[-790688, -314, 1], 1]], 'hecke_orbit_code': 13510798949220664, 'p': 89}
  • id: 668374
    {'charpoly_factorization': [[[15724, 264, 1], 1]], 'hecke_orbit_code': 13510798949220664, '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': 4, 'label': '312.4.a.d', 'level': 312, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 34644217
    {'hecke_orbit_code': 13510798949220664, 'n': 1, 'trace_an': 2}
  • id: 34644218
    {'hecke_orbit_code': 13510798949220664, 'n': 2, 'trace_an': 0}
  • id: 34644219
    {'hecke_orbit_code': 13510798949220664, 'n': 3, 'trace_an': 6}
  • id: 34644220
    {'hecke_orbit_code': 13510798949220664, 'n': 4, 'trace_an': 0}
  • id: 34644221
    {'hecke_orbit_code': 13510798949220664, 'n': 5, 'trace_an': -18}
  • id: 34644222
    {'hecke_orbit_code': 13510798949220664, 'n': 6, 'trace_an': 0}
  • id: 34644223
    {'hecke_orbit_code': 13510798949220664, 'n': 7, 'trace_an': -10}
  • id: 34644224
    {'hecke_orbit_code': 13510798949220664, 'n': 8, 'trace_an': 0}
  • id: 34644225
    {'hecke_orbit_code': 13510798949220664, 'n': 9, 'trace_an': 18}
  • id: 34644226
    {'hecke_orbit_code': 13510798949220664, 'n': 10, 'trace_an': 0}
  • id: 34644227
    {'hecke_orbit_code': 13510798949220664, 'n': 11, 'trace_an': 4}
  • id: 34644228
    {'hecke_orbit_code': 13510798949220664, 'n': 12, 'trace_an': 0}
  • id: 34644229
    {'hecke_orbit_code': 13510798949220664, 'n': 13, 'trace_an': 26}
  • id: 34644230
    {'hecke_orbit_code': 13510798949220664, 'n': 14, 'trace_an': 0}
  • id: 34644231
    {'hecke_orbit_code': 13510798949220664, 'n': 15, 'trace_an': -54}
  • id: 34644232
    {'hecke_orbit_code': 13510798949220664, 'n': 16, 'trace_an': 0}
  • id: 34644233
    {'hecke_orbit_code': 13510798949220664, 'n': 17, 'trace_an': -52}
  • id: 34644234
    {'hecke_orbit_code': 13510798949220664, 'n': 18, 'trace_an': 0}
  • id: 34644235
    {'hecke_orbit_code': 13510798949220664, 'n': 19, 'trace_an': -142}
  • id: 34644236
    {'hecke_orbit_code': 13510798949220664, 'n': 20, 'trace_an': 0}
  • id: 34644237
    {'hecke_orbit_code': 13510798949220664, 'n': 21, 'trace_an': -30}
  • id: 34644238
    {'hecke_orbit_code': 13510798949220664, 'n': 22, 'trace_an': 0}
  • id: 34644239
    {'hecke_orbit_code': 13510798949220664, 'n': 23, 'trace_an': -280}
  • id: 34644240
    {'hecke_orbit_code': 13510798949220664, 'n': 24, 'trace_an': 0}
  • id: 34644241
    {'hecke_orbit_code': 13510798949220664, 'n': 25, 'trace_an': -54}
  • id: 34644242
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  • id: 34644332
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  • id: 34644340
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  • id: 34644364
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  • id: 34644392
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  • id: 34644434
    {'hecke_orbit_code': 13510798949220664, 'n': 733, 'trace_an': 30580}
  • id: 34644435
    {'hecke_orbit_code': 13510798949220664, 'n': 739, 'trace_an': 17090}
  • id: 34644436
    {'hecke_orbit_code': 13510798949220664, 'n': 743, 'trace_an': -33236}
  • id: 34644437
    {'hecke_orbit_code': 13510798949220664, 'n': 751, 'trace_an': -25552}
  • id: 34644438
    {'hecke_orbit_code': 13510798949220664, 'n': 757, 'trace_an': 57016}
  • id: 34644439
    {'hecke_orbit_code': 13510798949220664, 'n': 761, 'trace_an': 10062}
  • id: 34644440
    {'hecke_orbit_code': 13510798949220664, 'n': 769, 'trace_an': 9612}
  • id: 34644441
    {'hecke_orbit_code': 13510798949220664, 'n': 773, 'trace_an': 1610}
  • id: 34644442
    {'hecke_orbit_code': 13510798949220664, 'n': 787, 'trace_an': -13190}
  • id: 34644443
    {'hecke_orbit_code': 13510798949220664, 'n': 797, 'trace_an': -3300}
  • id: 34644444
    {'hecke_orbit_code': 13510798949220664, 'n': 809, 'trace_an': 37392}
  • id: 34644445
    {'hecke_orbit_code': 13510798949220664, 'n': 811, 'trace_an': 22786}
  • id: 34644446
    {'hecke_orbit_code': 13510798949220664, 'n': 821, 'trace_an': -34846}
  • id: 34644447
    {'hecke_orbit_code': 13510798949220664, 'n': 823, 'trace_an': 13168}
  • id: 34644448
    {'hecke_orbit_code': 13510798949220664, 'n': 827, 'trace_an': -15164}
  • id: 34644449
    {'hecke_orbit_code': 13510798949220664, 'n': 829, 'trace_an': 14368}
  • id: 34644450
    {'hecke_orbit_code': 13510798949220664, 'n': 839, 'trace_an': 9172}
  • id: 34644451
    {'hecke_orbit_code': 13510798949220664, 'n': 841, 'trace_an': 42334}
  • id: 34644452
    {'hecke_orbit_code': 13510798949220664, 'n': 853, 'trace_an': 43840}
  • id: 34644453
    {'hecke_orbit_code': 13510798949220664, 'n': 857, 'trace_an': 8528}
  • id: 34644454
    {'hecke_orbit_code': 13510798949220664, 'n': 859, 'trace_an': 19736}
  • id: 34644455
    {'hecke_orbit_code': 13510798949220664, 'n': 863, 'trace_an': 13152}
  • id: 34644456
    {'hecke_orbit_code': 13510798949220664, 'n': 877, 'trace_an': 23040}
  • id: 34644457
    {'hecke_orbit_code': 13510798949220664, 'n': 881, 'trace_an': -41432}
  • id: 34644458
    {'hecke_orbit_code': 13510798949220664, 'n': 883, 'trace_an': -38516}
  • id: 34644459
    {'hecke_orbit_code': 13510798949220664, 'n': 887, 'trace_an': -33232}
  • id: 34644460
    {'hecke_orbit_code': 13510798949220664, 'n': 907, 'trace_an': 49788}
  • id: 34644461
    {'hecke_orbit_code': 13510798949220664, 'n': 911, 'trace_an': -34368}
  • id: 34644462
    {'hecke_orbit_code': 13510798949220664, 'n': 919, 'trace_an': 15608}
  • id: 34644463
    {'hecke_orbit_code': 13510798949220664, 'n': 929, 'trace_an': -4594}
  • id: 34644464
    {'hecke_orbit_code': 13510798949220664, 'n': 937, 'trace_an': -15480}
  • id: 34644465
    {'hecke_orbit_code': 13510798949220664, 'n': 941, 'trace_an': -9110}
  • id: 34644466
    {'hecke_orbit_code': 13510798949220664, 'n': 947, 'trace_an': -34960}
  • id: 34644467
    {'hecke_orbit_code': 13510798949220664, 'n': 953, 'trace_an': -16696}
  • id: 34644468
    {'hecke_orbit_code': 13510798949220664, 'n': 961, 'trace_an': -6714}
  • id: 34644469
    {'hecke_orbit_code': 13510798949220664, 'n': 967, 'trace_an': -3770}
  • id: 34644470
    {'hecke_orbit_code': 13510798949220664, 'n': 971, 'trace_an': -7992}
  • id: 34644471
    {'hecke_orbit_code': 13510798949220664, 'n': 977, 'trace_an': 8506}
  • id: 34644472
    {'hecke_orbit_code': 13510798949220664, 'n': 983, 'trace_an': -12404}
  • id: 34644473
    {'hecke_orbit_code': 13510798949220664, 'n': 991, 'trace_an': -23372}
  • id: 34644474
    {'hecke_orbit_code': 13510798949220664, 'n': 997, 'trace_an': -38068}