Embedded newform data - 117.10.a.g.1.7

Formats: - HTML - YAML - JSON - 2026-01-19T08:45:20.325664

• 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': 11700, 'analytic_conductor': 60.25919283117316, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [117, 1, [92, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 3542879445486130710837993586169043383377, 'field_disc_factorization': [[13, 3], [373, 2], [661, 1], [10009, 2], [38903, 2], [340079, 2]], 'field_poly': [6898597888, 0, -399948096, 0, 2010020, 0, -2613, 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': 1, 'hecke_cutters': [[2, [6898597888, 0, -399948096, 0, 2010020, 0, -2613, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995253, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1161216, 'hecke_ring_index_factorization': [[2, 11], [3, 4], [7, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], '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': '117.10.a.g', 'level': 117, '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': [3, 13], 'level_radical': 39, 'minimal_twist': '117.10.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(141+\\beta _{4})q^{4}+(-7\\beta _{1}+\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '117.10.a', 'trace_display': [0, 0, 0, 9756], 'trace_hash': 669641332850251891, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.584', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '255.009', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16811.967', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [8, 0, 0, 1130, 0, 0, 9756, 0, 0, -38516, 0, 0, -228488, 0, 0, -314526, 0, 0, -884340, 0, 0, -1422584, 0, 0, 1535856, 0, 0, -1630900, 0, 0, -12449540, 0, 0, -6019872, 0, 0, 6397904, 0, 0, -13411388, 0, 0, -53044624, 0, 0, 7474280, 0, 0, -60752704, 0, 0, -32273930, 0, 0, -182669760, 0, 0, -228402352, 0, 0, -298501160, 0, 0, -661011230, 0, 0, -713390956, 0, 0, -1215462584, 0, 0, -953259360, 0, 0, -1790107484, 0, 0, -1270033632, 0, 0, -1406396292, 0, 0, -2048639264, 0, 0, -2044743576, 0, 0, -278641116, 0, 0, -3755823328, 0, 0, -3297114688, 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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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• 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': [8, 10, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [21, 21, 18, 17], 'Nk2': 11700, 'analytic_conductor': 60.25919283117316, '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': [117, 1, [92, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 122, 'dim': 45, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772277, 'hecke_orbit_dims': [3, 4, 4, 5, 5, 6, 8, 10], 'label': '117.10.a', 'level': 117, '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': [3, 13], 'level_radical': 39, 'mf_dim': 130, 'mf_new_dim': 45, 'num_forms': 8, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 45, 'sturm_bound': 140, 'trace_bound': 2, 'trace_display': [-50, 0, -3410, 18370], 'traces': [45, -50, 0, 12374, -3410, 0, 18370, -46968, 0, -52302, 65178, 0, 28561, 691370, 0, 3648538, -91140, 0, 330702, -1159208, 0, 2682016, -1333756, 0, 20890585, -1370928, 0, 2197656, -2603250, 0, -2548778, 5920804, 0, 36537004, -9038430, 0, 17003082, -46494028, 0, -85303534, -24598438, 0, 930406, 105890408, 0, -62204324, 100939494, 0, 63981463, -277583870, 0, 74372844, 229084606, 0, -161315948, 392986438, 0, -128298544, 61738214, 0, 99537082, -361753760, 0, 1076121034, -104761748, 0, -107402574, 839969478, 0, 1429827196, 206704346, 0, 845334694, 978220142, 0, 205761152, 326621212, 0, 407367976, -504211744, 0, -1705745316, -3269164530, 0, -1293705800, 299426628, 0, 3042306264, -447704926, 0, -60892052, -949518388, 0, -3065314226, -1213522504, 0, -2417498262, 2662742606, 0, 9707915732, -7262230, 0, 246162284, -143776074, 0, -2241650056, 1142883264, 0, -1896358078, 247266948, 0, 266916032, 3713685462, 0, -5834366172, -819976904, 0, 7721585340, -50317980, 0, 19586667213, -1349047124, 0, 1918700512, 4420633584, 0, 4525804972, 9512505296, 0, 2461044248, -11597923842, 0, -5875266080, 9047599352, 0, 7502338856, 2279774302, 0, 714477514, 38728320854, 0, 10540520506, -3739605974, 0, -36838115680, -26835169000, 0, -8716854180, -29544011934, 0, 3796805042, -14569148596, 0, -42450784972, 6312003140, 0, 25068179018, 75890646564, 0, 8096319586, -29088436068, 0, 34130311526, -11188668212, 0, -67933083660, -39162137858, 0, 36707882445, -79065401318, 0, -72964468174, 44379834606, 0, -73284951610, -51905638400, 0, 47448152304, 2087635946, 0, 26691500538, -4994290704, 0, -118708807404, 55139408318, 0, 32007732384, 47519282572, 0, -14921489480, 6198673556, 0, -22257713838, 22729088652, 0, 129788609632, 43422437638, 0, 41231229656, -309244040376, 0, -50615127132, 20782963136, 0, 2196497804, -7855223620, 0, 56167377136, -50949998244, 0, -171929971726, 148300080316, 0, -44769300016, 59649290176, 0, -15091170756, 120020444022, 0, -214901363264, -54572131042, 0, -10692848546, 224266677174, 0, 204894979652, -59117761990, 0, 58793633546, -44295334796, 0, 209840997324, 74696031688, 0, 251615359774, 352198227844, 0, -340081883538, -204812231902, 0, -290349522946, -67709534818, 0, -153758082680, -142487722206, 0, 37015227366, -471137262584, 0, 135206048018, 436417143300, 0, 65968599080, -395628848148, 0, 377766682378, -79857579984, 0, -348801140130, -180118518450, 0, -579013710404, 182452588980, 0, 395389106880, -243031490536, 0, 544482710892, 80268629222, 0, -11609408726, 1015178400926, 0, 960012309328, 1014429221602, 0, -270313276054, -757635468356, 0, 560141652420, -144241303070, 0, 331561897404, -78286374268, 0, 172354096356, -786508537196, 0, 965871252077, 191736706272, 0, 1127395324824, -629746519290, 0, -749164382752, 106966141126, 0, -1280349825776, -151076836820, 0, -656769190852, 431849186054, 0, 1194140342328, 341066760764, 0, 526765313282, 214238543592, 0, -965746920584, 628462964580, 0, -103246371636, 1831971559132, 0, -860383357148, -393467312534, 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-1274560348720, 0, -4166800413996, 543158470432, 0, -2051717225592, -1236908534966, 0, -2563186209520, 2783924481858, 0, -218950182198, -2894337304468, 0, -1434342580860, 912738345014, 0, 2555369907612, 3055054181648, 0, -4195035454058, -122138585350, 0, -202784710736, 2143432532464, 0, 2160857743124, 1531644792408, 0, -2023603437164, -1064317924804, 0, 969798522862, 1371562485858, 0, -2241898114336, -3597139965810, 0, -8762878415784, -337961353666, 0, -2359105940620, -2215752541420, 0, 2430361216384, -105876997928, 0, 5040283762094, -290145039718, 0, -2686399880348, -3392521340066, 0, -1088464908590, 3288164630648, 0, -8177337932364, 2545017595612, 0, -3198081628284, -4420619520148, 0, 3995553797084, 1446379348492, 0, -843592840518, 8762211284512, 0, 2965271975566, 777497923358, 0, -861059884100, 837694521600, 0, 8393068350262, -9614617698924, 0, 855883543902, 631740719464, 0, 8223680373920, 3231709197386, 0, 6872238473748, 1740591652072, 0, 10501589755384, 1428548774034, 0, -11119443195450, -1112417083924, 0, 3410417157792, 4158246048264, 0, -6013661358412, -6486479503688, 0, 10633895787508, -13450137495534, 0, 9568775816632, 5664330893348, 0, 5567991474892, 12504929723452, 0, 1477240932684, 3556838411532, 0, 1546546047436, 2655468458648, 0, -4840522047912, -22280248308202, 0, -12643499394120, -2113803922356, 0, -4526085437627, 8989909265540, 0, 18468507422356, 1710318991342, 0, 3897206986736, -4959179354456, 0, 665122489340, -653523442370, 0, -4265547450182, 6520464887578, 0, 19095075870208, -7001547946162, 0, -1313794199002, -9408446557008, 0, 10202272311064, -2455699309668, 0, -9780205193964, 19496839508652, 0, -20050224354798, 1060471275510, 0, 745654822328, 18783577876270, 0, -11088466295568, -2798614253582, 0, 8256876197444, -8540785889904, 0, -7678537149042, 3924188286924, 0, -7646204686270, -1966054356708, 0, 27283002391480, 7249013341344, 0, 1262642561214, -5515378196950, 0, -61707537276028, 7250179499360, 0, -19772749181612, -15184277837324, 0, 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-10812219864052, 26899927231588, 0, -4948401053680, 11483642318340, 0, 10093851941654, 15852598797358, 0, 21341821975772, -94455163602722, 0, 51189419401816, -28417418922766, 0, -19758906009736, -20810089030306, 0, -39066194268390, -3990115361830, 0, 724226790286, 41482062844492, 0, 15695213584164, -18617985695536, 0, -61367433728076, 63215019662622, 0, -59916120318704, 15394270080914, 0, -20004768345488, -55320903736664, 0, 14116073322592, 6348319670164, 0, -16607140063354, 89675872691308, 0, -16633288055732, -14012545133792, 0, -6909750163160, 9778290905838, 0, -35195264337528, -35900853105344, 0, 56107846972148, -66731576338842, 0, -1227087764, 18895817451962, 0, 7578969469368, -16101453166552, 0, 27926875410184, 48533102429910, 0, -31141325185526, -44137906941124, 0, -39521399165292, 57489501233268, 0, -13638242491446, 87239740655582, 0, 53852154263572, -5299697855086, 0, 21926926187752, -6330325489076, 0, 142526997753660, 53050076857552, 0, 722525448800, -5092938112332, 0, 12144500381676, -76235538274034, 0, 34311544036070, -48526624895908, 0, -61335948913368, -94567365664958, 0, -45534817370994, 27081336710776, 0, -46732769615230, -14957428430906, 0, -203760556698, 129000294010960, 0, 70471613783956, -64721629453826, 0, -25552974198566, 120107674419632, 0, 112742897637732, 54976576924220, 0, 3303936536228, -18963759498420, 0, 31360332213036, 9465246703332, 0, 51541658328754, 128564797180696, 0, 79937507504388, 26849180867932, 0, 11488612610982, 8840342733152, 0, -10669369088728, -48030620336662, 0, 62249116934764, -263930588191012, 0, -45314664727400, 39807294218908, 0, -130005841504708, -32598002070504, 0, -13601350201144, 48005430400608, 0, -25401005851314, -109733836544652, 0, -39121686356692, 194698967836656, 0, -40012549424504, 121630403806712, 0, 39614040366240, -55234212074130, 0, 63883543832492, -23561300269580, 0, 152372851518232, 68889114893046, 0, 6047336682922, -106792693628972, 0, 26534857754808, -65397416501818, 0, -70239509854156, 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-177639333684428, 0, -112989642773660, -87941018376836, 0, -244199946484798, -56682238857140, 0, -8810128454750, 227160086815992, 0, 118562040940964, -145828541490038, 0, 6027858695406, 320901250891182, 0, -88991980054888, 262427701863016, 0, 81547043528154, -81395816476548, 0, 232238705131378, -90261204233306, 0, 79739884753696, 503809116373500, 0, 94347488441280, -45833360222270, 0, 51400544122486, -124167900123744, 0, -441880597621078, -223192343558828, 0, 77102460327252, -377777163421612, 0, -157586587436746, -43537076004104, 0, -65082481503847, -95465295586960, 0, -100050923386552, 308043391760272, 0, 29226275684630, -212126664050064, 0, -278035058731196, 169491496242578, 0, 43289626657660, 383486422735256, 0, 70040373873184, -98052441365450, 0, 161813620629572, -144221233904788, 0, 224974477321908, 264808851674542, 0, -123815641321770, -10952728564828, 0, 67964071713148, 12001024629140, 0, -194713318266360, -430354118511016, 0, 95336039386880, -384373816168148, 0, -137295950469166, 172795060959392, 0, -49995011743978], 'weight': 10, '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: 45694479
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 27021597931995253, 'source_is_minimal': True, 'source_label': '117.10.a.g.1.7', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 27021597931995253, 'target_is_minimal': True, 'target_label': '117.10.a.g.1.7', 'target_level': 117, 'twist_class_label': '117.10.a.g.1.2', 'twist_class_level': 117, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45694480
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 27021597931995253, 'source_is_minimal': True, 'source_label': '117.10.a.g.1.7', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27021597931995253, 'target_is_minimal': True, 'target_label': '117.10.a.g.1.2', 'target_level': 117, 'twist_class_label': '117.10.a.g.1.2', 'twist_class_level': 117, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 335525
    {'charpoly_factorization': [[[6898597888, 0, -399948096, 0, 2010020, 0, -2613, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 2}
  • id: 335526
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 27021597931995253, 'p': 3}
  • id: 335527
    {'charpoly_factorization': [[[134069339035563609932800, 0, -5002029831164749376, 0, 17648689558128, 0, -8580428, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 5}
  • id: 335528
    {'charpoly_factorization': [[[-30260923880096, 110393317944, -53621596, -4878, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 7}
  • id: 335529
    {'charpoly_factorization': [[[39416784547982161242986185228288, 0, -7123895121174399243191013376, 0, 12382730752123288320, 0, -6466304368, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 11}
  • id: 335530
    {'charpoly_factorization': [[[28561, 1], 8]], 'hecke_orbit_code': 27021597931995253, 'p': 13}
  • id: 335531
    {'charpoly_factorization': [[[4295662206737191277594202833082646528, 0, -49926938652399795014882820096, 0, 178990664687406940160, 0, -199341534528, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 17}
  • id: 335532
    {'charpoly_factorization': [[[24135476072946170593024, -22178702641905576, -556280113444, 442170, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 19}
  • id: 335533
    {'charpoly_factorization': [[[11831030606707340420604706425721915024506880000, 0, -1021366459619971762109666910440230912, 0, 8622681784732206557193984, 0, -5894580598576, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 23}
  • id: 335534
    {'charpoly_factorization': [[[182457120662075773661933394991416732721401875660800, 0, -409282636066946954600312034931857424384, 0, 156669413558142549017481216, 0, -21552447553408, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 29}
  • id: 335535
    {'charpoly_factorization': [[[-220057825848104867156512160, -289276895844921674248, -41749832780188, 6224770, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 31}
  • id: 335536
    {'charpoly_factorization': [[[75821368059659011808857775248, 1462188172765512765664, -581485993738888, -3198952, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 37}
  • id: 335537
    {'charpoly_factorization': [[[4382068382196124028793614044958109302274977851350226404352, 0, -84933504068305421676124603480241945015576640, 0, 545601151243013629160038373744, 0, -1325594733727212, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 41}
  • id: 335538
    {'charpoly_factorization': [[[651523597252354254556760080384, -21844179338841636643328, -1471164735077440, 26522312, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 43}
  • id: 335539
    {'charpoly_factorization': [[[2147533412889388229680357712287875248624487461035769218465792, 0, -11625635414236708330633014142559978020767088640, 0, 14398605260063676045972626659584, 0, -6540531812648288, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 47}
  • id: 335540
    {'charpoly_factorization': [[[2224195150025339612981427996826063645587306578018752572424192, 0, -28132832821667779486345814496115351987382210560, 0, 85244370330098077647029669849856, 0, -18655996495855984, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 53}
  • id: 335541
    {'charpoly_factorization': [[[139061753028763908892715650947282908107166919456242686316511232, 0, -253112277355158103560684483365113610889097433088, 0, 132029107174606341330599129103104, 0, -20750202028393200, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 59}
  • id: 335542
    {'charpoly_factorization': [[[-607986006601709070606513014864, -739897103099671203313744, -2344911187346416, 149250580, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 61}
  • id: 335543
    {'charpoly_factorization': [[[362834413707061511102192468800, -811353232328343365811800, 26561343319305068, 356695478, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 67}
  • id: 335544
    {'charpoly_factorization': [[[2690888060503693675818059977774750728499044764638109492252036300800, 0, -301991592638587904830443209393188853461774163918848, 0, 11863295903366567704257742188830976, 0, -189132811626766048, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 71}
  • id: 335545
    {'charpoly_factorization': [[[-572842900810248086175531712830128, -3001430767284272342243328, 54673273728516104, 476629680, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 73}
  • id: 335546
    {'charpoly_factorization': [[[321428686395256151124763120625920, 10948154197587628700719872, 131065293505753568, 635016816, 1], 2]], 'hecke_orbit_code': 27021597931995253, 'p': 79}
  • id: 335547
    {'charpoly_factorization': [[[27973578989867675256696013106303716376806312928711989543125337243648, 0, -2772283737255938153879137280470769527659886576865280, 0, 71061099495867283965835802914658048, 0, -490334574517620912, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 83}
  • id: 335548
    {'charpoly_factorization': [[[5863279349212756308356559120726284926650349905218104448635736163328, 0, -13472059478501528962711576575144397599535092311314496, 0, 323004350048423616239432439904866672, 0, -1365583728021423980, 0, 1], 1]], 'hecke_orbit_code': 27021597931995253, 'p': 89}
  • id: 335549
    {'charpoly_factorization': [[[-45517502576720712665616627372918320, -400273825994867767940324288, 80172048961705448, 1648557344, 1], 2]], 'hecke_orbit_code': 27021597931995253, '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': 7, 'label': '117.10.a.g', 'level': 117, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46957783
    {'hecke_orbit_code': 27021597931995253, 'n': 1, 'trace_an': 8}
  • id: 46957784
    {'hecke_orbit_code': 27021597931995253, 'n': 2, 'trace_an': 0}
  • id: 46957785
    {'hecke_orbit_code': 27021597931995253, 'n': 3, 'trace_an': 0}
  • id: 46957786
    {'hecke_orbit_code': 27021597931995253, 'n': 4, 'trace_an': 1130}
  • id: 46957787
    {'hecke_orbit_code': 27021597931995253, 'n': 5, 'trace_an': 0}
  • id: 46957788
    {'hecke_orbit_code': 27021597931995253, 'n': 6, 'trace_an': 0}
  • id: 46957789
    {'hecke_orbit_code': 27021597931995253, 'n': 7, 'trace_an': 9756}
  • id: 46957790
    {'hecke_orbit_code': 27021597931995253, 'n': 8, 'trace_an': 0}
  • id: 46957791
    {'hecke_orbit_code': 27021597931995253, 'n': 9, 'trace_an': 0}
  • id: 46957792
    {'hecke_orbit_code': 27021597931995253, 'n': 10, 'trace_an': -38516}
  • id: 46957793
    {'hecke_orbit_code': 27021597931995253, 'n': 11, 'trace_an': 0}
  • id: 46957794
    {'hecke_orbit_code': 27021597931995253, 'n': 12, 'trace_an': 0}
  • id: 46957795
    {'hecke_orbit_code': 27021597931995253, 'n': 13, 'trace_an': -228488}
  • id: 46957796
    {'hecke_orbit_code': 27021597931995253, 'n': 14, 'trace_an': 0}
  • id: 46957797
    {'hecke_orbit_code': 27021597931995253, 'n': 15, 'trace_an': 0}
  • id: 46957798
    {'hecke_orbit_code': 27021597931995253, 'n': 16, 'trace_an': -314526}
  • id: 46957799
    {'hecke_orbit_code': 27021597931995253, 'n': 17, 'trace_an': 0}
  • id: 46957800
    {'hecke_orbit_code': 27021597931995253, 'n': 18, 'trace_an': 0}
  • id: 46957801
    {'hecke_orbit_code': 27021597931995253, 'n': 19, 'trace_an': -884340}
  • id: 46957802
    {'hecke_orbit_code': 27021597931995253, 'n': 20, 'trace_an': 0}
  • id: 46957803
    {'hecke_orbit_code': 27021597931995253, 'n': 21, 'trace_an': 0}
  • id: 46957804
    {'hecke_orbit_code': 27021597931995253, 'n': 22, 'trace_an': -1422584}
  • id: 46957805
    {'hecke_orbit_code': 27021597931995253, 'n': 23, 'trace_an': 0}
  • id: 46957806
    {'hecke_orbit_code': 27021597931995253, 'n': 24, 'trace_an': 0}
  • id: 46957807
    {'hecke_orbit_code': 27021597931995253, 'n': 25, 'trace_an': 1535856}
  • id: 46957808
    {'hecke_orbit_code': 27021597931995253, 'n': 26, 'trace_an': 0}
  • id: 46957809
    {'hecke_orbit_code': 27021597931995253, 'n': 27, 'trace_an': 0}
  • id: 46957810
    {'hecke_orbit_code': 27021597931995253, 'n': 28, 'trace_an': -1630900}
  • id: 46957811
    {'hecke_orbit_code': 27021597931995253, 'n': 29, 'trace_an': 0}
  • id: 46957812
    {'hecke_orbit_code': 27021597931995253, 'n': 30, 'trace_an': 0}
  • id: 46957813
    {'hecke_orbit_code': 27021597931995253, 'n': 31, 'trace_an': -12449540}
  • id: 46957814
    {'hecke_orbit_code': 27021597931995253, 'n': 32, 'trace_an': 0}
  • id: 46957815
    {'hecke_orbit_code': 27021597931995253, 'n': 33, 'trace_an': 0}
  • id: 46957816
    {'hecke_orbit_code': 27021597931995253, 'n': 34, 'trace_an': -6019872}
  • id: 46957817
    {'hecke_orbit_code': 27021597931995253, 'n': 35, 'trace_an': 0}
  • id: 46957818
    {'hecke_orbit_code': 27021597931995253, 'n': 36, 'trace_an': 0}
  • id: 46957819
    {'hecke_orbit_code': 27021597931995253, 'n': 37, 'trace_an': 6397904}
  • id: 46957820
    {'hecke_orbit_code': 27021597931995253, 'n': 38, 'trace_an': 0}
  • id: 46957821
    {'hecke_orbit_code': 27021597931995253, 'n': 39, 'trace_an': 0}
  • id: 46957822
    {'hecke_orbit_code': 27021597931995253, 'n': 40, 'trace_an': -13411388}
  • id: 46957823
    {'hecke_orbit_code': 27021597931995253, 'n': 41, 'trace_an': 0}
  • id: 46957824
    {'hecke_orbit_code': 27021597931995253, 'n': 42, 'trace_an': 0}
  • id: 46957825
    {'hecke_orbit_code': 27021597931995253, 'n': 43, 'trace_an': -53044624}
  • id: 46957826
    {'hecke_orbit_code': 27021597931995253, 'n': 44, 'trace_an': 0}
  • id: 46957827
    {'hecke_orbit_code': 27021597931995253, 'n': 45, 'trace_an': 0}
  • id: 46957828
    {'hecke_orbit_code': 27021597931995253, 'n': 46, 'trace_an': 7474280}
  • id: 46957829
    {'hecke_orbit_code': 27021597931995253, 'n': 47, 'trace_an': 0}
  • id: 46957830
    {'hecke_orbit_code': 27021597931995253, 'n': 48, 'trace_an': 0}
  • id: 46957831
    {'hecke_orbit_code': 27021597931995253, 'n': 49, 'trace_an': -60752704}
  • id: 46957832
    {'hecke_orbit_code': 27021597931995253, 'n': 50, 'trace_an': 0}
  • id: 46957833
    {'hecke_orbit_code': 27021597931995253, 'n': 51, 'trace_an': 0}
  • id: 46957834
    {'hecke_orbit_code': 27021597931995253, 'n': 52, 'trace_an': -32273930}
  • id: 46957835
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  • id: 46958029
    {'hecke_orbit_code': 27021597931995253, 'n': 929, 'trace_an': 0}
  • id: 46958030
    {'hecke_orbit_code': 27021597931995253, 'n': 937, 'trace_an': 65704617900712}
  • id: 46958031
    {'hecke_orbit_code': 27021597931995253, 'n': 941, 'trace_an': 0}
  • id: 46958032
    {'hecke_orbit_code': 27021597931995253, 'n': 947, 'trace_an': 0}
  • id: 46958033
    {'hecke_orbit_code': 27021597931995253, 'n': 953, 'trace_an': 0}
  • id: 46958034
    {'hecke_orbit_code': 27021597931995253, 'n': 961, 'trace_an': 32977876941184}
  • id: 46958035
    {'hecke_orbit_code': 27021597931995253, 'n': 967, 'trace_an': -33733543345252}
  • id: 46958036
    {'hecke_orbit_code': 27021597931995253, 'n': 971, 'trace_an': 0}
  • id: 46958037
    {'hecke_orbit_code': 27021597931995253, 'n': 977, 'trace_an': 0}
  • id: 46958038
    {'hecke_orbit_code': 27021597931995253, 'n': 983, 'trace_an': 0}
  • id: 46958039
    {'hecke_orbit_code': 27021597931995253, 'n': 991, 'trace_an': -273949198224856}
  • id: 46958040
    {'hecke_orbit_code': 27021597931995253, 'n': 997, 'trace_an': -5952298810416}