Embedded newform data - 1008.6.a.bt.1.1

Formats: - HTML - YAML - JSON - 2025-01-21T12:33:37.309684

• 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': 36288, 'analytic_conductor': 161.66689037148447, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, 1]], 'atkin_lehner_string': '+-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1008, 1, [127, 757, 785, 577], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 177, 'field_disc_factorization': [[3, 1], [59, 1]], 'field_poly': [-44, -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, [-3464, -62, 1]], [11, [229824, -972, 1]]], 'hecke_orbit': 46, 'hecke_orbit_code': 202661983332336624, 'hecke_ring_generator_nbound': 11, '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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1008.6.a.bt', 'level': 1008, '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, 7], 'level_radical': 42, 'minimal_twist': '56.6.a.c', 'nf_label': '2.2.177.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(31-5\\beta )q^{5}-7^{2}q^{7}+(486+6\\beta )q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1008.6.a', 'trace_display': [0, 0, 62, -98], 'trace_hash': 431161497542032274, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.893', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.093', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.928', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.972', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.667', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 0, 0, 62, 0, -98, 0, 0, 0, 972, 0, 78, 0, 0, 0, -560, 0, -2642, 0, 0, 0, 2272, 0, 4522, 0, 0, 0, 7808, 0, -5444, 0, 0, 0, -3038, 0, 576, 0, 0, 0, 16888, 0, 8396, 0, 0, 0, -4532, 0, 4802, 0, 0, 0, -1420, 0, 19512, 0, 0, 0, 34146, 0, 19106, 0, 0, 0, -123252, 0, -56952, 0, 0, 0, -7224, 0, 128828, 0, 0, 0, -47628, 0, -52808, 0, 0, 0, -84486, 0, -27980, 0, 0, 0, 130972, 0, -3822, 0, 0, 0, -147392, 0, 194624, 0, 0, 0, 176622, 0, 333252, 0, 0, 0, 91296, 0, 155480, 0, 0, 0, 81576, 0, -368528, 0, 0, 0, 27440, 0, 163034, 0, 0, 0, 495132, 0, 343544, 0, 0, 0, -284558, 0, 129458, 0, 0, 0, -130828, 0, -306942, 0, 0, 0, 188712, 0, 266828, 0, 0, 0, -88628, 0, -729128, 0, 0, 0, -398864, 0, -646818, 0, 0, 0, -111328, 0, -642548, 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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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-0.3326495567783467, -0.33236895263391364, -0.1388633336534953, -0.13784713495614775, -0.11487676570370477, -0.1324815892351881, -0.23274691609849607, -0.30331253198214697, -0.24614286008757713, -0.31064577605322824, -0.23716388168557856, -0.3019928490543193, -0.07812765924405225, -0.26261490316401587, -0.25375040835330753, -0.14416392159319472, -0.23727145463086113, -0.1374767967789096, -0.13015495397796736, -0.2651520044956524, -0.2665510258012222, -0.18412401086156016, -0.20264445404090206, -0.4194528409464451, -0.2908579902977452, -0.3808353775451073, -0.08091608638289531, -0.23293299947549373, -0.2169164047456924, -0.1529039019233225, -0.3277749190990396, -0.40297372038031637, -0.18679448908271254, -0.30691479302878294, -0.1421761944212425, -0.2526397365493586, -0.41210812177094025, -0.4604719018103428, -0.25724478820198576, -0.11641379257869744, -0.30875405374445325, -0.11655127662384236, -0.16496596812949363, -0.11413507794251784, -0.2865233873030299, -0.27813473096329616, -0.14166516911620058, -0.3333143033716948, -0.22568472391734043, -0.2572177049902661, -0.3404986645943021, -0.22942573020848236, -0.2804355706148885, -0.2378813213054543, -0.17141968638909263, -0.30513889336779265, -0.35534768599462946, -0.4181638585053959, -0.17245969053597113, -0.29848995005107215, -0.35997236869925625, -0.3530430996228129, -0.19820242209120667, -0.17809757885792732, -0.16971052571265127, -0.32767624013907426, -0.10446594119789757, -0.3315194688622569, -0.1849135844652852, -0.17754804207707664, -0.11395998763054471, -0.26515973938069115, -0.1732765285887537, -0.362123359142747, -0.23638930860266227, -0.3434059461678925, -0.27977345106750146, -0.3503108594902077, -0.36486556887783494, -0.29560422285065485, -0.23993993044647838, -0.22190438134756368, -0.2562743985996666, -0.2247064555571211, -0.09027798057437976, -0.3033496948583568, -0.25907249263734156, -0.2226237163693454, -0.39198385690790283, -0.16331409181406453, -0.27965776596869274, -0.14784560058368837, -0.3395531949950353, -0.26152458948672463, -0.34897562464492937, -0.22385019220791738, -0.1648990353074866, -0.4048344715528922, -0.12082626941278553, -0.31508975466366007, -0.321238206092578, -0.2758140981363977, -0.12275867275262166, -0.3472453820639763, -0.27265007601505037, -0.07976577931383767, -0.18482250041408213, -0.18595363589003838, -0.2510746449191795, -0.21210918929713166, -0.18184227242145376, -0.1870248513594998, -0.33621299760060436, -0.43302468401197125, -0.16507375798379653, -0.2935936052272863, -0.17165270268798163, -0.10661588270266728, -0.16664327340346588, -0.22953033175988696, -0.27551170151951354, -0.4087265021652416, -0.16907343754983759, -0.29951043469232974, -0.279300647028822, -0.1713611638642733, -0.18386701784411935, -0.16354638434245347, -0.3338031911609827, -0.0528376943169864, -0.22341201485210374, -0.3085064365649353, -0.323161329370117, -0.19205222130302205, -0.24787094489943015, -0.26646456680751357, -0.16082725894113983, -0.23269246391256768, -0.20611901941879057, -0.3358145294387863, -0.18305340486809088, -0.3170776177364491, -0.14708731611493384, -0.14573991909695205, -0.2423826956618446, -0.2600098184024411, -0.21263610273646522, -0.25661660893018673, -0.24912534024423705, -0.24778741036192173, -0.21532242293555498, -0.42246091110367895, -0.22984463466877733, -0.3395552836572001, -0.3882098832659742, -0.3684193370593104, -0.1848450677559055, -0.16746993487147563, -0.27251220121959097, -0.3804085836290879, -0.26889141779445735, -0.2326492576507734, -0.2188014755389072, -0.2550759231464228, -0.27017810923478147, -0.38051341760074203, -0.17582514737634594, -0.32667251420761817, -0.11768984238505442, -0.2025964405562886, -0.3323116669587724, -0.1793826704130127, -0.2709594373981321, -0.23144518793453128, -0.33113181245065654, -0.11115611589301673, -0.294032102893051, -0.1800081392383158, -0.3426906074057493, -0.20454038860082066, -0.25858577056691007, -0.3841258451162419, -0.13142594902160593, -0.24336210072324915, -0.18809550290891663, -0.2811103670675382, -0.18770923668548473, -0.290096663194443, -0.27908746706067405, -0.2679576966133611, -0.0350966219165038, -0.17821260780800224, -0.39009759142642253, -0.23466946296487254, -0.323764367455644, -0.11653851417495795, -0.24886546135736354, -0.26856572697892467, -0.17380152238733218, -0.17642538665419608, -0.2233352185329086, -0.13416602847690898, -0.2313686406280609, -0.18480319604341727, -0.24054590137099077, -0.2740969158850435, -0.31905921555743266, -0.37879925380345675, -0.17883360495002154, -0.3188104130832655, -0.17668017333075076, -0.16744888219759677, -0.2635171120584974, -0.2508281233875283, -0.21143613765309027, -0.21036280485811262, -0.07111712386397924, -0.16984338287145795, -0.3574284161151977, -0.33629615314881744, -0.27189268956229706, -0.34907629165606907, -0.26186156996435417, -0.3121588937587879, -0.3450040710033105, -0.314031885560353, -0.2284932198588985, -0.21590009670459392, -0.19693625519117886, -0.2618285212248774, -0.17579682038962355, -0.4006493527919078, -0.1858575455004147, -0.15663170907327725, -0.14530747500208488, -0.2788231155350778], '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': 7.152067347825035, 'hecke_orbit': 46, 'hecke_orbit_code': 202661983332336624, 'label': '1008.6.a.bt.1.1', 'level': 1008, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [8, 8, 11, 11, 8, 6, 11, 12], 'Nk2': 36288, 'analytic_conductor': 161.66689037148447, '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': [1008, 1, [127, 757, 785, 577], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 936, 'dim': 75, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100664304, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4], 'label': '1008.6.a', 'level': 1008, '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, 7], 'level_radical': 42, 'mf_dim': 984, 'mf_new_dim': 75, 'num_forms': 51, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 75, 'sturm_bound': 1152, 'trace_bound': 13, 'trace_display': [0, 0, 38, -49], 'traces': [75, 0, 0, 0, 38, 0, -49, 0, 0, 0, -424, 0, -122, 0, 0, 0, -802, 0, -2360, 0, 0, 0, 2756, 0, 45317, 0, 0, 0, -2246, 0, -7160, 0, 0, 0, -7350, 0, -7206, 0, 0, 0, 4566, 0, 3732, 0, 0, 0, -29184, 0, 180075, 0, 0, 0, -32486, 0, -70408, 0, 0, 0, -60264, 0, -38922, 0, 0, 0, 31460, 0, 126572, 0, 0, 0, 119884, 0, -66218, 0, 0, 0, -3724, 0, -49720, 0, 0, 0, -122632, 0, 131684, 0, 0, 0, -37186, 0, 49686, 0, 0, 0, 303432, 0, 154662, 0, 0, 0, -104186, 0, 8000, 0, 0, 0, -807552, 0, 163754, 0, 0, 0, -3746, 0, 654272, 0, 0, 0, 141610, 0, 1549399, 0, 0, 0, 64092, 0, -592472, 0, 0, 0, -1035752, 0, -176792, 0, 0, 0, 15790, 0, 72360, 0, 0, 0, 1382464, 0, -310388, 0, 0, 0, 266954, 0, -511416, 0, 0, 0, -2901408, 0, -862786, 0, 0, 0, -242648, 0, -551148, 0, 0, 0, 946696, 0, 2057717, 0, 0, 0, 621670, 0, -214375, 0, 0, 0, -1470752, 0, 683918, 0, 0, 0, -654668, 0, 3100152, 0, 0, 0, 2608788, 0, -702258, 0, 0, 0, -523734, 0, -779968, 0, 0, 0, -851326, 0, 903252, 0, 0, 0, 2065712, 0, 1360052, 0, 0, 0, 4532456, 0, -336728, 0, 0, 0, 1023324, 0, -816128, 0, 0, 0, -377904, 0, 108350, 0, 0, 0, 983342, 0, 3755904, 0, 0, 0, 4822012, 0, -2835818, 0, 0, 0, 91238, 0, -5500424, 0, 0, 0, 2816512, 0, 1040544, 0, 0, 0, 2793382, 0, 659834, 0, 0, 0, 670980, 0, 2249692, 0, 0, 0, 2261078, 0, 4060880, 0, 0, 0, -5038760, 0, 2344906, 0, 0, 0, -1827666, 0, 56128, 0, 0, 0, 1417178, 0, 7919785, 0, 0, 0, -6175482, 0, -651576, 0, 0, 0, 2025096, 0, -191884, 0, 0, 0, 4497844, 0, -638008, 0, 0, 0, -2656720, 0, 1824230, 0, 0, 0, 5922930, 0, 10800288, 0, 0, 0, 1715248, 0, 2304570, 0, 0, 0, 374360, 0, 2881668, 0, 0, 0, -17243864, 0, -4699146, 0, 0, 0, -4228336, 0, -117649, 0, 0, 0, 13982448, 0, -8447042, 0, 0, 0, 10589894, 0, -1917488, 0, 0, 0, -1935060, 0, 13017735, 0, 0, 0, 3295340, 0, 2582176, 0, 0, 0, -1619254, 0, 4487090, 0, 0, 0, -14017884, 0, -3567868, 0, 0, 0, -3588504, 0, 317912, 0, 0, 0, -7584590, 0, 21373552, 0, 0, 0, 14006416, 0, -8250194, 0, 0, 0, 8341134, 0, -3050432, 0, 0, 0, -9140224, 0, 11496126, 0, 0, 0, 0, 0, 14626520, 0, 0, 0, 22323064, 0, -3320102, 0, 0, 0, -14659358, 0, -3881682, 0, 0, 0, -17723276, 0, -11383970, 0, 0, 0, -17218400, 0, 2918440, 0, 0, 0, 10834424, 0, 4341044, 0, 0, 0, 11923894, 0, -19172248, 0, 0, 0, -1822996, 0, 10576702, 0, 0, 0, 12141174, 0, 25263144, 0, 0, 0, 8560720, 0, 3120516, 0, 0, 0, -4642336, 0, 8557432, 0, 0, 0, -22362656, 0, -9375708, 0, 0, 0, -32944772, 0, 8622616, 0, 0, 0, 5940936, 0, -990868, 0, 0, 0, 5719672, 0, 7863508, 0, 0, 0, -15205480, 0, 7369228, 0, 0, 0, 28131206, 0, -15395114, 0, 0, 0, 15445936, 0, 4997888, 0, 0, 0, -32050938, 0, 17062048, 0, 0, 0, -8200688, 0, 10846099, 0, 0, 0, -23298964, 0, -8962056, 0, 0, 0, -1018024, 0, -23146702, 0, 0, 0, 16036500, 0, 36094548, 0, 0, 0, 848, 0, 3470768, 0, 0, 0, 35480370, 0, -18929720, 0, 0, 0, -7113816, 0, 22279684, 0, 0, 0, -41944250, 0, -53093348, 0, 0, 0, 12171532, 0, -23135178, 0, 0, 0, -274792, 0, 8537040, 0, 0, 0, -17432048, 0, -26070096, 0, 0, 0, 48297782, 0, -9535988, 0, 0, 0, 23124124, 0, -2826802, 0, 0, 0, 67377102, 0, 19515136, 0, 0, 0, -20733136, 0, 37723674, 0, 0, 0, -38502202, 0, 6490032, 0, 0, 0, 2988706, 0, -10914961, 0, 0, 0, -8200428, 0, -16549840, 0, 0, 0, 592608, 0, -292922, 0, 0, 0, 27390830, 0, -43510912, 0, 0, 0, 21710392, 0, -31488, 0, 0, 0, 38815242, 0, -116293064, 0, 0, 0, -21816592, 0, 5635518, 0, 0, 0, -1711864, 0, -11901640, 0, 0, 0, 52680000, 0, -22540394, 0, 0, 0, -73900914, 0, 4212726, 0, 0, 0, -75984264, 0, -49711676, 0, 0, 0, 66187188, 0, 49186552, 0, 0, 0, 20932664, 0, -20150060, 0, 0, 0, 37345562, 0, -35822304, 0, 0, 0, 6356770, 0, 25753506, 0, 0, 0, -36268016, 0, -78826064, 0, 0, 0, 34090616, 0, 397488, 0, 0, 0, -804250, 0, -136271984, 0, 0, 0, -40492504, 0, -83714098, 0, 0, 0, 68853872, 0, 26101940, 0, 0, 0, 24184684, 0, 60307484, 0, 0, 0, -204036, 0, 37135984, 0, 0, 0, -107074240, 0, -21469166, 0, 0, 0, -65175354, 0, 22527554, 0, 0, 0, 64341576, 0, 16393166, 0, 0, 0, -102470682, 0, -17347304, 0, 0, 0, -29355472, 0, -73206592, 0, 0, 0, 46621140, 0, -40244360, 0, 0, 0, -897386, 0, 97344868, 0, 0, 0, 8877846, 0, -106761200, 0, 0, 0, -12352624, 0, -3409616, 0, 0, 0, -13898090, 0, 40643424, 0, 0, 0, 39081224, 0, -63891488, 0, 0, 0, -80847398, 0, 105446576, 0, 0, 0, -28154704, 0, -80227122, 0, 0, 0, -1925602, 0, 68315632, 0, 0, 0, 95034264, 0, 76000933, 0, 0, 0, 51583226, 0, 18625635, 0, 0, 0, -42467256, 0, 38455478, 0, 0, 0, -93007674, 0, -147048440, 0, 0, 0, -90103668, 0, -18432548, 0, 0, 0, -79963376, 0, -107770712, 0, 0, 0, 25252836, 0, 6425650, 0, 0, 0, 34287926, 0, 108527972, 0, 0, 0, 24394184, 0, -7945056, 0, 0, 0, -31626832, 0, 145671784, 0, 0, 0, -7135840, 0, -40147348, 0, 0, 0, -80755212, 0, 139729068, 0, 0, 0, -35385212, 0, -71532224, 0, 0, 0, 30565416, 0, -74835272, 0, 0, 0, -91694392, 0, -50536922, 0, 0, 0, 79315486, 0, -5666360, 0, 0, 0, -20587056, 0, 25133550, 0, 0, 0, 58457694, 0, -123812384, 0, 0, 0, 63620768, 0, -138012660, 0, 0, 0, 32503118, 0, -35162016, 0, 0, 0, -8447698, 0, 36545259, 0, 0, 0, -121286132, 0, 297961664, 0, 0, 0, 57879328, 0, -11099480, 0, 0, 0, -42317066, 0, 161055144, 0, 0, 0, 33200304, 0, 118603644, 0, 0, 0, 117556016, 0, -24307456, 0, 0, 0, 109643248, 0, -39434402, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 49007131
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 202661983332336624, 'target_is_minimal': False, 'target_label': '1008.6.a.bt.1.1', 'target_level': 1008, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 49007132
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368368, 'target_is_minimal': False, 'target_label': '112.6.a.k.1.1', 'target_level': 112, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 49007133
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393332728, 'target_is_minimal': False, 'target_label': '504.6.a.s.1.1', 'target_level': 504, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 49007134
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199355404344, 'target_is_minimal': True, 'target_label': '56.6.a.c.1.2', 'target_level': 56, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 49007135
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 67553994511221520, 'target_is_minimal': False, 'target_label': '784.6.a.p.1.2', 'target_level': 784, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 49007136
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 72057594138591680, 'target_is_minimal': False, 'target_label': '448.6.a.q.1.2', 'target_level': 448, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 49007137
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990784926144, 'target_is_minimal': False, 'target_label': '448.6.a.z.1.1', 'target_level': 448, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 49007138
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49540145757553032, 'target_is_minimal': False, 'target_label': '392.6.i.l.177.1', 'target_level': 392, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '84.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 49007139
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 361, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49540145757553032, 'target_is_minimal': False, 'target_label': '392.6.i.l.361.1', 'target_level': 392, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '84.23', 'twisting_conrey_index': 23, 'weight': 6}
  • id: 49007140
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 361, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27022147620700552, 'target_is_minimal': False, 'target_label': '392.6.i.g.361.2', 'target_level': 392, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '84.47', 'twisting_conrey_index': 47, 'weight': 6}
  • id: 49007141
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 177, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27022147620700552, 'target_is_minimal': False, 'target_label': '392.6.i.g.177.2', 'target_level': 392, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '84.59', 'twisting_conrey_index': 59, 'weight': 6}
  • id: 49007142
    {'conductor': 84, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 202661983332336624, 'source_is_minimal': False, 'source_label': '1008.6.a.bt.1.1', 'source_level': 1008, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516168, 'target_is_minimal': False, 'target_label': '392.6.a.f.1.1', 'target_level': 392, 'twist_class_label': '56.6.a.c.1.2', 'twist_class_level': 56, 'twisting_char_label': '84.83', 'twisting_conrey_index': 83, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1596600
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 202661983332336624, 'p': 2}
  • id: 1596601
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 202661983332336624, 'p': 3}
  • id: 1596602
    {'charpoly_factorization': [[[-3464, -62, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 5}
  • id: 1596603
    {'charpoly_factorization': [[[49, 1], 2]], 'hecke_orbit_code': 202661983332336624, 'p': 7}
  • id: 1596604
    {'charpoly_factorization': [[[229824, -972, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 11}
  • id: 1596605
    {'charpoly_factorization': [[[-890736, -78, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 13}
  • id: 1596606
    {'charpoly_factorization': [[[72028, 560, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 17}
  • id: 1596607
    {'charpoly_factorization': [[[1502728, 2642, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 19}
  • id: 1596608
    {'charpoly_factorization': [[[-9595712, -2272, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 23}
  • id: 1596609
    {'charpoly_factorization': [[[15206524, -7808, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 29}
  • id: 1596610
    {'charpoly_factorization': [[[4417984, 5444, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 31}
  • id: 1596611
    {'charpoly_factorization': [[[-74699556, -576, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 37}
  • id: 1596612
    {'charpoly_factorization': [[[46010668, -16888, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 41}
  • id: 1596613
    {'charpoly_factorization': [[[-2597984, -8396, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 43}
  • id: 1596614
    {'charpoly_factorization': [[[-266143232, 4532, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 47}
  • id: 1596615
    {'charpoly_factorization': [[[-234393308, 1420, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 53}
  • id: 1596616
    {'charpoly_factorization': [[[272791704, -34146, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 59}
  • id: 1596617
    {'charpoly_factorization': [[[-1891566584, -19106, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 61}
  • id: 1596618
    {'charpoly_factorization': [[[538727376, 56952, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 67}
  • id: 1596619
    {'charpoly_factorization': [[[-73683456, 7224, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 71}
  • id: 1596620
    {'charpoly_factorization': [[[3868158196, -128828, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 73}
  • id: 1596621
    {'charpoly_factorization': [[[273025408, 52808, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 79}
  • id: 1596622
    {'charpoly_factorization': [[[-3018190488, 84486, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 83}
  • id: 1596623
    {'charpoly_factorization': [[[3342290308, -130972, 1], 1]], 'hecke_orbit_code': 202661983332336624, 'p': 89}
  • id: 1596624
    {'charpoly_factorization': [[[9447942844, -194624, 1], 1]], 'hecke_orbit_code': 202661983332336624, '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': 46, 'label': '1008.6.a.bt', 'level': 1008, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 71240227
    {'hecke_orbit_code': 202661983332336624, 'n': 1, 'trace_an': 2}
  • id: 71240228
    {'hecke_orbit_code': 202661983332336624, 'n': 2, 'trace_an': 0}
  • id: 71240229
    {'hecke_orbit_code': 202661983332336624, 'n': 3, 'trace_an': 0}
  • id: 71240230
    {'hecke_orbit_code': 202661983332336624, 'n': 4, 'trace_an': 0}
  • id: 71240231
    {'hecke_orbit_code': 202661983332336624, 'n': 5, 'trace_an': 62}
  • id: 71240232
    {'hecke_orbit_code': 202661983332336624, 'n': 6, 'trace_an': 0}
  • id: 71240233
    {'hecke_orbit_code': 202661983332336624, 'n': 7, 'trace_an': -98}
  • id: 71240234
    {'hecke_orbit_code': 202661983332336624, 'n': 8, 'trace_an': 0}
  • id: 71240235
    {'hecke_orbit_code': 202661983332336624, 'n': 9, 'trace_an': 0}
  • id: 71240236
    {'hecke_orbit_code': 202661983332336624, 'n': 10, 'trace_an': 0}
  • id: 71240237
    {'hecke_orbit_code': 202661983332336624, 'n': 11, 'trace_an': 972}
  • id: 71240238
    {'hecke_orbit_code': 202661983332336624, 'n': 12, 'trace_an': 0}
  • id: 71240239
    {'hecke_orbit_code': 202661983332336624, 'n': 13, 'trace_an': 78}
  • id: 71240240
    {'hecke_orbit_code': 202661983332336624, 'n': 14, 'trace_an': 0}
  • id: 71240241
    {'hecke_orbit_code': 202661983332336624, 'n': 15, 'trace_an': 0}
  • id: 71240242
    {'hecke_orbit_code': 202661983332336624, 'n': 16, 'trace_an': 0}
  • id: 71240243
    {'hecke_orbit_code': 202661983332336624, 'n': 17, 'trace_an': -560}
  • id: 71240244
    {'hecke_orbit_code': 202661983332336624, 'n': 18, 'trace_an': 0}
  • id: 71240245
    {'hecke_orbit_code': 202661983332336624, 'n': 19, 'trace_an': -2642}
  • id: 71240246
    {'hecke_orbit_code': 202661983332336624, 'n': 20, 'trace_an': 0}
  • id: 71240247
    {'hecke_orbit_code': 202661983332336624, 'n': 21, 'trace_an': 0}
  • id: 71240248
    {'hecke_orbit_code': 202661983332336624, 'n': 22, 'trace_an': 0}
  • id: 71240249
    {'hecke_orbit_code': 202661983332336624, 'n': 23, 'trace_an': 2272}
  • id: 71240250
    {'hecke_orbit_code': 202661983332336624, 'n': 24, 'trace_an': 0}
  • id: 71240251
    {'hecke_orbit_code': 202661983332336624, 'n': 25, 'trace_an': 4522}
  • id: 71240252
    {'hecke_orbit_code': 202661983332336624, 'n': 26, 'trace_an': 0}
  • id: 71240253
    {'hecke_orbit_code': 202661983332336624, 'n': 27, 'trace_an': 0}
  • id: 71240254
    {'hecke_orbit_code': 202661983332336624, 'n': 28, 'trace_an': 0}
  • id: 71240255
    {'hecke_orbit_code': 202661983332336624, 'n': 29, 'trace_an': 7808}
  • id: 71240256
    {'hecke_orbit_code': 202661983332336624, 'n': 30, 'trace_an': 0}
  • id: 71240257
    {'hecke_orbit_code': 202661983332336624, 'n': 31, 'trace_an': -5444}
  • id: 71240258
    {'hecke_orbit_code': 202661983332336624, 'n': 32, 'trace_an': 0}
  • id: 71240259
    {'hecke_orbit_code': 202661983332336624, 'n': 33, 'trace_an': 0}
  • id: 71240260
    {'hecke_orbit_code': 202661983332336624, 'n': 34, 'trace_an': 0}
  • id: 71240261
    {'hecke_orbit_code': 202661983332336624, 'n': 35, 'trace_an': -3038}
  • id: 71240262
    {'hecke_orbit_code': 202661983332336624, 'n': 36, 'trace_an': 0}
  • id: 71240263
    {'hecke_orbit_code': 202661983332336624, 'n': 37, 'trace_an': 576}
  • id: 71240264
    {'hecke_orbit_code': 202661983332336624, 'n': 38, 'trace_an': 0}
  • id: 71240265
    {'hecke_orbit_code': 202661983332336624, 'n': 39, 'trace_an': 0}
  • id: 71240266
    {'hecke_orbit_code': 202661983332336624, 'n': 40, 'trace_an': 0}
  • id: 71240267
    {'hecke_orbit_code': 202661983332336624, 'n': 41, 'trace_an': 16888}
  • id: 71240268
    {'hecke_orbit_code': 202661983332336624, 'n': 42, 'trace_an': 0}
  • id: 71240269
    {'hecke_orbit_code': 202661983332336624, 'n': 43, 'trace_an': 8396}
  • id: 71240270
    {'hecke_orbit_code': 202661983332336624, 'n': 44, 'trace_an': 0}
  • id: 71240271
    {'hecke_orbit_code': 202661983332336624, 'n': 45, 'trace_an': 0}
  • id: 71240272
    {'hecke_orbit_code': 202661983332336624, 'n': 46, 'trace_an': 0}
  • id: 71240273
    {'hecke_orbit_code': 202661983332336624, 'n': 47, 'trace_an': -4532}
  • id: 71240274
    {'hecke_orbit_code': 202661983332336624, 'n': 48, 'trace_an': 0}
  • id: 71240275
    {'hecke_orbit_code': 202661983332336624, 'n': 49, 'trace_an': 4802}
  • id: 71240276
    {'hecke_orbit_code': 202661983332336624, 'n': 50, 'trace_an': 0}
  • id: 71240277
    {'hecke_orbit_code': 202661983332336624, 'n': 51, 'trace_an': 0}
  • id: 71240278
    {'hecke_orbit_code': 202661983332336624, 'n': 52, 'trace_an': 0}
  • id: 71240279
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  • id: 71240464
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  • id: 71240465
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  • id: 71240466
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  • id: 71240467
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  • id: 71240468
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  • id: 71240469
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  • id: 71240470
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  • id: 71240471
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  • id: 71240472
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  • id: 71240473
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  • id: 71240474
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  • id: 71240475
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  • id: 71240476
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  • id: 71240477
    {'hecke_orbit_code': 202661983332336624, 'n': 953, 'trace_an': -7729796}
  • id: 71240478
    {'hecke_orbit_code': 202661983332336624, 'n': 961, 'trace_an': -36457134}
  • id: 71240479
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  • id: 71240480
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  • id: 71240481
    {'hecke_orbit_code': 202661983332336624, 'n': 977, 'trace_an': -85151580}
  • id: 71240482
    {'hecke_orbit_code': 202661983332336624, 'n': 983, 'trace_an': 96625260}
  • id: 71240483
    {'hecke_orbit_code': 202661983332336624, 'n': 991, 'trace_an': -38271216}
  • id: 71240484
    {'hecke_orbit_code': 202661983332336624, 'n': 997, 'trace_an': 7216154}