Embedded newform data - 98.16.a.b.1.1

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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': 25088, 'analytic_conductor': 139.839634997922, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [98, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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, [1350, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599895806050, 'hecke_ring_generator_nbound': 1, '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': '98.16.a.b', 'level': 98, '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, 7], 'level_radical': 14, 'minimal_twist': '14.16.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{7}q^{2}-1350q^{3}+2^{14}q^{4}+81060q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '15.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '98.16.a', 'trace_display': [-128, -1350, 81060, 0], 'trace_hash': 1927485011751690862, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.981', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.919', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -128, -1350, 16384, 81060, 172800, 0, -2097152, -12526407, -10375680, 70121184, -22118400, -151469552, 0, -109431000, 268435456, 249756546, 1603380096, 6476856550, 1328087040, 0, -8975511552, -21129196200, 2831155200, -23946854525, 19388102656, 36281673900, 0, 7794825354, 14007168000, 95032053412, -34359738368, -94663598400, -31968837888, 0, -205232652288, -870082295470, -829037638400, 204483895200, -169995141120, -1007666657262, 0, 155007585272, 1148865478656, -1015390551420, 2704537113600, 2551970135004, -362387865600, 0, 3065197379200, -337171337100, -2481677139968, 4047645687774, -4644054259200, 5684023175040, 0, -8743756342500, -997737645312, 12599248786302, -1792917504000, 39925031318044, -12164102836736, 0, 4398046511104, -12278121885120, 12116940595200, -48423780261124, 4092011249664, 28524414870000, 0, 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-65628056512138571766899430, 1878217702546222433894400, -12129143991369859235831400, -6407644085988114070241280, -31155847314950266525702800, 0, -115670699300068622874580752, -50696676697087896307236864, -61456974183793429202624040, -65028536495855202118825984, -28917334310915196716731200, -200648321525625630228480, 0, -26801339025394377576000000, 57256012557828487437508604, -32898267575599553485209600, 49999171401334750632075342, 26398651241205802104802560, -18832741901896223933459520, 0, 5851325769100928358560282, 288308790916847103531776, 54780888187337111845337700, -14105910376545097843998720, -74138560696244212524791760, -18797486196039358067020800, 0, -19559739961407858328731648, -12688051740344454822264000, 64484025960531129229116672, 101887487562747674741212176, -9058788081424906754457600, -66472361966415404486077600, 0, -6846713387181365927084352, 46010282396948739964010496, -7053841118607582528556938, 1721587766954176687795200, 93283011735069422485800000, -4298041764002388807450624, 0, 46195001935272575806728192, -109628909982118551985850616, -4465734872080697712967680, -7506053248018768856565728, 100451199823334123330101248, 19486130601793677869079450, 0, 66548333611091484708775800, 22773480566049653087232000, 89281470491505392899876468, -56137705040176698781335552, 78700129857133800836187600, 29052367992523727075535360, 0, -2200660882268966608896000, 32597864327273454555365376, -43458680000864984419954688, 26275159953230835957534000, 12127536551429695942426624, -94751157582611811325476990, 0, -1154207855206753801810304, -3058262815539521566310400, 19712846501963793370666800, -82968801313330924789032960, 69171553482211385976636096, 2094296880219164246016000, 0, -96520339547527586511366400, -20263183459550548382654100, 45872903459345572687052800, 43404724716849610630775394, -3894373111584248600832000, -37982081455460050018537728, 0, -13214709064284875092710900, -31042427158467709290706944, 23006911893658135989960960, -15321328080667699341606912, -119286714756611134800350948, 50025299713760899592013568, 0, 24040065953312526796062720, 19911952382127264215131200, -16387336358315993143756800, -214928181951297780244930160, 634292782716275761348608, -45436025564646990338379600, 0, 42157953424901189693509344, -14468346883359119926886400, -1240249963891152020369976, 62407454830284710326118400, 6489144590966649503338500, -54905942249507800426545152, 0, 68642826426698312705660928, 3756128654175413023032840, 57518057708146737088036864, -552800836988489026224000, -37723117362250467602018304, 67166903567850015017184930, 0, -24449471465948640047826864, 63195108801674439876675584, -29081310963480197520935400, 11894680016619762509414400, 49893157724374513659516000, -1692177473951330715878400, 0, -55632409488029188928569344, -7292142231589343317951800, 38619184359661671259718400, 108349518439455982816793952, -26471180888584104462778368, 160806995745577405947439378, 0, 33767877940267175147142000, -25846108885951981772603392, -101868972639616578811923852, 336408535944852586675200, 42748759081480689663987456, -18932449613367831900979200, 0, 39113216710607019195992832, -6026961443816475352003416, 21699180232632460247040000, -57849155032013288615324520, 126931061298544721908854016, 4421500670295429794640000, 0, 176364814583840783898244410, -26396912035436019130368000, -83862930620089894857287870, 98042284886102641129291776, 36022310760178815400476000, 86732793684242263807592448, 0, 4408123263943664310681600, -58464878628131900563338752, 44479650256209578473496320, 82457620474426534377828792, -6944860585801293895434240, -126122528789974271546342400, 0, -168821121641939868568676000, -48096522466569176674729984, 34091536933794798479196000, 98220302462522862311367936, 13326620282351782426437768, 572350688340495037857792, 0, -33206636323611435589632000, 31373424087906296666748600, 4701170463010968079171584, 142500384069403508093510172, 3972725852550336877593600, 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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

  
  {'an_normalized': [[1.0, 0.0], [-0.7071067811865476, 0.0], [-0.35638905505532453, 0.0], [0.5, 0.0], [0.46401451585570036, 0.0], [0.2520051175702858, 0.0], [0.0, 0.0], [-0.3535533905932738, 0.0], [-0.8729868414367729, 0.0], [-0.3281078107305585, 0.0], [1.0849359545941668, 0.0], [-0.17819452752766227, 0.0], [-0.6694994099744823, 0.0], [0.0, 0.0], [-0.16536969483776695, 0.0], [0.25, 0.0], [0.147621620814243, 0.0], [0.6172949154665675, 0.0], [1.6623109712081465, 0.0], [0.23200725792785018, 0.0], [0.0, 0.0], [-0.7671655706466356, 0.0], [-1.2939699945622412, 0.0], [0.1260025587851429, 0.0], [-0.7846905290752, 0.0], [0.47340757279334894, 0.0], [0.6675120105507084, 0.0], [0.0, 0.0], [0.08391148459347994, 0.0], [0.11693403262253502, 0.0], [0.620379458906549, 0.0], [-0.1767766952966369, 0.0], [-0.3866592996533616, 0.0], [-0.10438424912750041, 0.0], [0.0, 0.0], [-0.4364934207183864, 0.0], [-1.5067715141373224, 0.0], [-1.175431360182076, 0.0], [0.23860226208090307, 0.0], [-0.16405390536527925, 0.0], [-0.8080494946697863, 0.0], [0.0, 0.0], [0.08696400532848046, 0.0], [0.5424679772970834, 0.0], [-0.4050785665776812, 0.0], [0.9149749578068809, 0.0], [0.7347534824408496, 0.0], [-0.08909726376383113, 0.0], [0.0, 0.0], [0.5548599942419337, 0.0], [-0.05261072994772349, 0.0], [-0.33474970498724116, 0.0], [0.47329669012440223, 0.0], [-0.4720022691838722, 0.0], [0.5034260317054544, 0.0], [0.0, 0.0], [-0.5924294362369701, 0.0], [-0.059334379775480166, 0.0], [0.6591049364167688, 0.0], [-0.08268484741888348, 0.0], [1.6265652991377475, 0.0], [-0.4386745223016619, 0.0], [0.0, 0.0], [0.125, 0.0], [-0.31065744458498645, 0.0], [0.27340941279373326, 0.0], [-0.976107545347896, 0.0], [0.0738108104071215, 0.0], [0.4611567436319806, 0.0], [0.0, 0.0], [0.49184046568654777, 0.0], [0.3086474577332837, 0.0], [-1.4982272628688413, 0.0], [1.0654483553452225, 0.0], [0.2796551161679732, 0.0], [0.8311554856040733, 0.0], [0.0, 0.0], [-0.1687172775238564, 0.0], [1.4472043148747502, 0.0], [0.11600362896392509, 0.0], [0.635092866758526, 0.0], [0.5713772772153689, 0.0], [-0.011280544392009442, 0.0], [0.0, 0.0], [0.06849857491195474, 0.0], [-0.06149283788691159, 0.0], [-0.029905134702559736, 0.0], [-0.3835827853233178, 0.0], [0.01399460461595476, 0.0], [0.28643380134040475, 0.0], [0.0, 0.0], [-0.6469849972811206, 0.0], [-0.22109644913543855, 0.0], [-0.5195491699343556, 0.0], [0.7713364205067671, 0.0], [0.06300127939257145, 0.0], [-0.34938094362776356, 0.0], [0.0, 0.0], [-0.9471348121623517, 0.0], [-0.3923452645376, 0.0]], 'angles': [None, -0.2785128160271499, -0.21273534369555344, None, -0.1587449907955663, -0.30432588432590724, -0.23824195176579196, -0.09383995025573348, -0.36198518724875145, -0.243320575629825, -0.1998037087868622, -0.3857903333137651, -0.31619452005249504, -0.24307744177510013, -0.19012798663073782, -0.21197553607759365, -0.19655107113132178, -0.09883914892134453, -0.331146504933427, -0.2104549357190131, -0.38476015594586527, -0.12124253418933725, -0.25089768196003087, -0.2488863356613343, -0.27794623885846553, -0.26176191559921025, -0.1299307589867293, -0.13676562086476043, -0.283671519386671, -0.31359036838194637, -0.26250085570058945, -0.3822250193452146, -0.37766298134308435, -0.03510311400334031, -0.270969465396356, -0.2874766466872093, -0.32293099594988317, -0.1576127533255847, -0.33679047147380975, -0.3982150019076954, -0.3265206291638317, -0.20750818296908538, -0.17529294557255615, -0.4167711961508092, -0.45187640633793646, -0.42586693595403496, -0.37054367742229677, -0.24851929476092785, -0.3884636788738056, -0.1868996610657461, -0.14310113645743425, -0.20194468775906943, -0.23919074756923606, -0.3381970253607009, -0.150526362975852, -0.22367037159543193, -0.2208150477623472, -0.33497630130303385, -0.27554930390164517, -0.13460088485178817, -0.17257142349932664, -0.4483121304346555, -0.25846129298990755, -0.11234705926590557, -0.202532670892145, -0.3066488526606268, -0.3182123093693371, -0.1732048810087553, -0.1966622685090018, -0.3970147435885349, -0.3003715735870886, -0.38577741289616496, -0.39712512177130427, -0.1493532174967709, -0.37206666863754817, -0.16247011937314323, -0.3761027567361392, -0.41591587357937415, -0.3842783916890954, -0.2680252318137638, -0.3444358744652502, -0.22260741119943628, -0.2459123441244119, -0.3216464901529603, -0.3599592060117498, -0.16341508522955397, -0.35250299967002857, -0.3203810272821022, -0.1371346969663068, -0.238977775071717, -0.2541858319619805, -0.24373716019852087, -0.3036466789593312, -0.25511276481919615, -0.23936091211895824, -0.16760012730364138, -0.1464875260021689, -0.08580073390592494, -0.284141119435548, -0.33786004433121114], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599895806050, 'label': '98.16.a.b.1.1', 'level': 98, 'weight': 16}
• 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

  
  {'ALdims': [13, 13, 11, 14], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [4, 4, 4, 4], 'ALdims_old': [39, 36, 39, 37], 'Nk2': 25088, 'analytic_conductor': 139.839634997922, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 202, 'dim': 51, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 268435554, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 4, 4, 5, 5, 5, 5, 6, 8], 'label': '98.16.a', 'level': 98, '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, 7], 'level_radical': 14, 'mf_dim': 218, 'mf_new_dim': 51, 'num_forms': 13, 'plus_dim': 27, 'prim_orbit_index': 1, 'relative_dim': 51, 'sturm_bound': 224, 'trace_bound': 3, 'trace_display': [-128, 1878, -64584, 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: 34482029
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599895806050, 'target_is_minimal': False, 'target_label': '98.16.a.b.1.1', 'target_level': 98, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 16}
  • id: 34482030
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336962130018, 'target_is_minimal': False, 'target_label': '98.16.c.c.67.1', 'target_level': 98, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 16}
  • id: 34482031
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737334759522, 'target_is_minimal': False, 'target_label': '98.16.c.b.79.1', 'target_level': 98, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 16}
  • id: 34482032
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 79, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336962130018, 'target_is_minimal': False, 'target_label': '98.16.c.c.79.1', 'target_level': 98, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 16}
  • id: 34482033
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 67, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503737334759522, 'target_is_minimal': False, 'target_label': '98.16.c.b.67.1', 'target_level': 98, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 16}
  • id: 34482034
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435470, 'target_is_minimal': True, 'target_label': '14.16.a.a.1.1', 'target_level': 14, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 16}
  • id: 34482035
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398777917566, 'target_is_minimal': False, 'target_label': '126.16.a.e.1.1', 'target_level': 126, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 16}
  • id: 34482036
    {'conductor': 28, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599895806050, 'source_is_minimal': False, 'source_label': '98.16.a.b.1.1', 'source_level': 98, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 268435568, 'target_is_minimal': False, 'target_label': '112.16.a.a.1.1', 'target_level': 112, 'twist_class_label': '14.16.a.a.1.1', 'twist_class_level': 14, 'twisting_char_label': '28.27', 'twisting_conrey_index': 27, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 293025
    {'charpoly_factorization': [[[128, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 2}
  • id: 293026
    {'charpoly_factorization': [[[1350, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 3}
  • id: 293027
    {'charpoly_factorization': [[[-81060, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 5}
  • id: 293028
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 7}
  • id: 293029
    {'charpoly_factorization': [[[-70121184, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 11}
  • id: 293030
    {'charpoly_factorization': [[[151469552, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 13}
  • id: 293031
    {'charpoly_factorization': [[[-249756546, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 17}
  • id: 293032
    {'charpoly_factorization': [[[-6476856550, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 19}
  • id: 293033
    {'charpoly_factorization': [[[21129196200, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 23}
  • id: 293034
    {'charpoly_factorization': [[[-7794825354, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 29}
  • id: 293035
    {'charpoly_factorization': [[[-95032053412, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 31}
  • id: 293036
    {'charpoly_factorization': [[[870082295470, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 37}
  • id: 293037
    {'charpoly_factorization': [[[1007666657262, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 41}
  • id: 293038
    {'charpoly_factorization': [[[-155007585272, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 43}
  • id: 293039
    {'charpoly_factorization': [[[-2551970135004, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 47}
  • id: 293040
    {'charpoly_factorization': [[[-4047645687774, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 53}
  • id: 293041
    {'charpoly_factorization': [[[-12599248786302, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 59}
  • id: 293042
    {'charpoly_factorization': [[[-39925031318044, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 61}
  • id: 293043
    {'charpoly_factorization': [[[48423780261124, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 67}
  • id: 293044
    {'charpoly_factorization': [[[-37693101366144, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 71}
  • id: 293045
    {'charpoly_factorization': [[[141416194574306, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 73}
  • id: 293046
    {'charpoly_factorization': [[[-247020521013128, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 79}
  • id: 293047
    {'charpoly_factorization': [[[2788789610034, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 83}
  • id: 293048
    {'charpoly_factorization': [[[-5839634731110, 1], 1]], 'hecke_orbit_code': 4503599895806050, 'p': 89}
  • id: 293049
    {'charpoly_factorization': [[[278027158065374, 1], 1]], 'hecke_orbit_code': 4503599895806050, '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': 2, 'label': '98.16.a.b', 'level': 98, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19931340
    {'hecke_orbit_code': 4503599895806050, 'n': 1, 'trace_an': 1}
  • id: 19931341
    {'hecke_orbit_code': 4503599895806050, 'n': 2, 'trace_an': -128}
  • id: 19931342
    {'hecke_orbit_code': 4503599895806050, 'n': 3, 'trace_an': -1350}
  • id: 19931343
    {'hecke_orbit_code': 4503599895806050, 'n': 4, 'trace_an': 16384}
  • id: 19931344
    {'hecke_orbit_code': 4503599895806050, 'n': 5, 'trace_an': 81060}
  • id: 19931345
    {'hecke_orbit_code': 4503599895806050, 'n': 6, 'trace_an': 172800}
  • id: 19931346
    {'hecke_orbit_code': 4503599895806050, 'n': 7, 'trace_an': 0}
  • id: 19931347
    {'hecke_orbit_code': 4503599895806050, 'n': 8, 'trace_an': -2097152}
  • id: 19931348
    {'hecke_orbit_code': 4503599895806050, 'n': 9, 'trace_an': -12526407}
  • id: 19931349
    {'hecke_orbit_code': 4503599895806050, 'n': 10, 'trace_an': -10375680}
  • id: 19931350
    {'hecke_orbit_code': 4503599895806050, 'n': 11, 'trace_an': 70121184}
  • id: 19931351
    {'hecke_orbit_code': 4503599895806050, 'n': 12, 'trace_an': -22118400}
  • id: 19931352
    {'hecke_orbit_code': 4503599895806050, 'n': 13, 'trace_an': -151469552}
  • id: 19931353
    {'hecke_orbit_code': 4503599895806050, 'n': 14, 'trace_an': 0}
  • id: 19931354
    {'hecke_orbit_code': 4503599895806050, 'n': 15, 'trace_an': -109431000}
  • id: 19931355
    {'hecke_orbit_code': 4503599895806050, 'n': 16, 'trace_an': 268435456}
  • id: 19931356
    {'hecke_orbit_code': 4503599895806050, 'n': 17, 'trace_an': 249756546}
  • id: 19931357
    {'hecke_orbit_code': 4503599895806050, 'n': 18, 'trace_an': 1603380096}
  • id: 19931358
    {'hecke_orbit_code': 4503599895806050, 'n': 19, 'trace_an': 6476856550}
  • id: 19931359
    {'hecke_orbit_code': 4503599895806050, 'n': 20, 'trace_an': 1328087040}
  • id: 19931360
    {'hecke_orbit_code': 4503599895806050, 'n': 21, 'trace_an': 0}
  • id: 19931361
    {'hecke_orbit_code': 4503599895806050, 'n': 22, 'trace_an': -8975511552}
  • id: 19931362
    {'hecke_orbit_code': 4503599895806050, 'n': 23, 'trace_an': -21129196200}
  • id: 19931363
    {'hecke_orbit_code': 4503599895806050, 'n': 24, 'trace_an': 2831155200}
  • id: 19931364
    {'hecke_orbit_code': 4503599895806050, 'n': 25, 'trace_an': -23946854525}
  • id: 19931365
    {'hecke_orbit_code': 4503599895806050, 'n': 26, 'trace_an': 19388102656}
  • id: 19931366
    {'hecke_orbit_code': 4503599895806050, 'n': 27, 'trace_an': 36281673900}
  • id: 19931367
    {'hecke_orbit_code': 4503599895806050, 'n': 28, 'trace_an': 0}
  • id: 19931368
    {'hecke_orbit_code': 4503599895806050, 'n': 29, 'trace_an': 7794825354}
  • id: 19931369
    {'hecke_orbit_code': 4503599895806050, 'n': 30, 'trace_an': 14007168000}
  • id: 19931370
    {'hecke_orbit_code': 4503599895806050, 'n': 31, 'trace_an': 95032053412}
  • id: 19931371
    {'hecke_orbit_code': 4503599895806050, 'n': 32, 'trace_an': -34359738368}
  • id: 19931372
    {'hecke_orbit_code': 4503599895806050, 'n': 33, 'trace_an': -94663598400}
  • id: 19931373
    {'hecke_orbit_code': 4503599895806050, 'n': 34, 'trace_an': -31968837888}
  • id: 19931374
    {'hecke_orbit_code': 4503599895806050, 'n': 35, 'trace_an': 0}
  • id: 19931375
    {'hecke_orbit_code': 4503599895806050, 'n': 36, 'trace_an': -205232652288}
  • id: 19931376
    {'hecke_orbit_code': 4503599895806050, 'n': 37, 'trace_an': -870082295470}
  • id: 19931377
    {'hecke_orbit_code': 4503599895806050, 'n': 38, 'trace_an': -829037638400}
  • id: 19931378
    {'hecke_orbit_code': 4503599895806050, 'n': 39, 'trace_an': 204483895200}
  • id: 19931379
    {'hecke_orbit_code': 4503599895806050, 'n': 40, 'trace_an': -169995141120}
  • id: 19931380
    {'hecke_orbit_code': 4503599895806050, 'n': 41, 'trace_an': -1007666657262}
  • id: 19931381
    {'hecke_orbit_code': 4503599895806050, 'n': 42, 'trace_an': 0}
  • id: 19931382
    {'hecke_orbit_code': 4503599895806050, 'n': 43, 'trace_an': 155007585272}
  • id: 19931383
    {'hecke_orbit_code': 4503599895806050, 'n': 44, 'trace_an': 1148865478656}
  • id: 19931384
    {'hecke_orbit_code': 4503599895806050, 'n': 45, 'trace_an': -1015390551420}
  • id: 19931385
    {'hecke_orbit_code': 4503599895806050, 'n': 46, 'trace_an': 2704537113600}
  • id: 19931386
    {'hecke_orbit_code': 4503599895806050, 'n': 47, 'trace_an': 2551970135004}
  • id: 19931387
    {'hecke_orbit_code': 4503599895806050, 'n': 48, 'trace_an': -362387865600}
  • id: 19931388
    {'hecke_orbit_code': 4503599895806050, 'n': 49, 'trace_an': 0}
  • id: 19931389
    {'hecke_orbit_code': 4503599895806050, 'n': 50, 'trace_an': 3065197379200}
  • id: 19931390
    {'hecke_orbit_code': 4503599895806050, 'n': 51, 'trace_an': -337171337100}
  • id: 19931391
    {'hecke_orbit_code': 4503599895806050, 'n': 52, 'trace_an': -2481677139968}
  • id: 19931392
    {'hecke_orbit_code': 4503599895806050, 'n': 53, 'trace_an': 4047645687774}
  • id: 19931393
    {'hecke_orbit_code': 4503599895806050, 'n': 54, 'trace_an': -4644054259200}
  • id: 19931394
    {'hecke_orbit_code': 4503599895806050, 'n': 55, 'trace_an': 5684023175040}
  • id: 19931395
    {'hecke_orbit_code': 4503599895806050, 'n': 56, 'trace_an': 0}
  • id: 19931396
    {'hecke_orbit_code': 4503599895806050, 'n': 57, 'trace_an': -8743756342500}
  • id: 19931397
    {'hecke_orbit_code': 4503599895806050, 'n': 58, 'trace_an': -997737645312}
  • id: 19931398
    {'hecke_orbit_code': 4503599895806050, 'n': 59, 'trace_an': 12599248786302}
  • id: 19931399
    {'hecke_orbit_code': 4503599895806050, 'n': 60, 'trace_an': -1792917504000}
  • id: 19931400
    {'hecke_orbit_code': 4503599895806050, 'n': 61, 'trace_an': 39925031318044}
  • id: 19931401
    {'hecke_orbit_code': 4503599895806050, 'n': 62, 'trace_an': -12164102836736}
  • id: 19931402
    {'hecke_orbit_code': 4503599895806050, 'n': 63, 'trace_an': 0}
  • id: 19931403
    {'hecke_orbit_code': 4503599895806050, 'n': 64, 'trace_an': 4398046511104}
  • id: 19931404
    {'hecke_orbit_code': 4503599895806050, 'n': 65, 'trace_an': -12278121885120}
  • id: 19931405
    {'hecke_orbit_code': 4503599895806050, 'n': 66, 'trace_an': 12116940595200}
  • id: 19931406
    {'hecke_orbit_code': 4503599895806050, 'n': 67, 'trace_an': -48423780261124}
  • id: 19931407
    {'hecke_orbit_code': 4503599895806050, 'n': 68, 'trace_an': 4092011249664}
  • id: 19931408
    {'hecke_orbit_code': 4503599895806050, 'n': 69, 'trace_an': 28524414870000}
  • id: 19931409
    {'hecke_orbit_code': 4503599895806050, 'n': 70, 'trace_an': 0}
  • id: 19931410
    {'hecke_orbit_code': 4503599895806050, 'n': 71, 'trace_an': 37693101366144}
  • id: 19931411
    {'hecke_orbit_code': 4503599895806050, 'n': 72, 'trace_an': 26269779492864}
  • id: 19931412
    {'hecke_orbit_code': 4503599895806050, 'n': 73, 'trace_an': -141416194574306}
  • id: 19931413
    {'hecke_orbit_code': 4503599895806050, 'n': 74, 'trace_an': 111370533820160}
  • id: 19931414
    {'hecke_orbit_code': 4503599895806050, 'n': 75, 'trace_an': 32328253608750}
  • id: 19931415
    {'hecke_orbit_code': 4503599895806050, 'n': 76, 'trace_an': 106116817715200}
  • id: 19931416
    {'hecke_orbit_code': 4503599895806050, 'n': 77, 'trace_an': 0}
  • id: 19931417
    {'hecke_orbit_code': 4503599895806050, 'n': 78, 'trace_an': -26173938585600}
  • id: 19931418
    {'hecke_orbit_code': 4503599895806050, 'n': 79, 'trace_an': 247020521013128}
  • id: 19931419
    {'hecke_orbit_code': 4503599895806050, 'n': 80, 'trace_an': 21759378063360}
  • id: 19931420
    {'hecke_orbit_code': 4503599895806050, 'n': 81, 'trace_an': 130759989322149}
  • id: 19931421
    {'hecke_orbit_code': 4503599895806050, 'n': 82, 'trace_an': 128981332129536}
  • id: 19931422
    {'hecke_orbit_code': 4503599895806050, 'n': 83, 'trace_an': -2788789610034}
  • id: 19931423
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  • id: 19931592
    {'hecke_orbit_code': 4503599895806050, 'n': 967, 'trace_an': -14602108519973180274568}
  • id: 19931593
    {'hecke_orbit_code': 4503599895806050, 'n': 971, 'trace_an': 9788673380951759327934}
  • id: 19931594
    {'hecke_orbit_code': 4503599895806050, 'n': 977, 'trace_an': -4806773771086407039510}
  • id: 19931595
    {'hecke_orbit_code': 4503599895806050, 'n': 983, 'trace_an': 5401586838214328383668}
  • id: 19931596
    {'hecke_orbit_code': 4503599895806050, 'n': 991, 'trace_an': -26683193155688011407760}
  • id: 19931597
    {'hecke_orbit_code': 4503599895806050, 'n': 997, 'trace_an': -23239573398449108642036}