Embedded newform data - 54.10.c.a.19.1

Formats: - HTML - YAML - JSON - 2024-06-01T11:25:12.536313

• 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': 5400, 'analytic_conductor': 27.81193515284915, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [54, 3, [29], [2]], 'cm_discs': [], 'conrey_index': 19, 'dim': 8, 'field_disc': 9179403029408384575929, 'field_disc_factorization': [[3, 4], [7, 2], [109, 2], [157, 2], [88867, 2]], 'field_poly': [211120900, 29074530, 13535681, -1312656, 415806, -4002, 656, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [17624055682388476166400, 128803713220150400880, 1262307624821843841, -2391093738840069, 5546419468182, -2353883409, 2446902, 171, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137606725686, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 24794911296, 'hecke_ring_index_factorization': [[2, 6], [3, 18]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '54.10.c.a', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '18.10.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q-2^{4}\\beta _{1}q^{2}+(-2^{8}+2^{8}\\beta _{1})q^{4}+(-43+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '54.10.c', 'trace_display': [-64, 0, -171, 7135], 'trace_hash': 559373832406635146, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.842', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '272.664', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '17423.505', 'prec': 30}], 'trace_zratio': 0, 'traces': [8, -64, 0, -1024, -171, 0, 7135, 32768, 0, 5472, 26130, 0, -4163, 114160, 0, -262144, -1098510, 0, -436382, -43776, 0, 418080, 289383, 0, 2947937, 133216, 0, -3653120, 601707, 0, 5671315, -4194304, 0, 8788080, -29787930, 0, -38737148, 3491056, 0, -700416, 18418410, 0, 35096140, -13378560, 0, -9260256, 79830825, 0, -40540299, 47166992, 0, -1065728, -330697236, 0, 56528442, 29224960, 0, 9627312, 90704166, 0, -122811677, -181482080, 0, 134217728, 116600103, 0, 221601736, 140609280, 0, 238303440, -276408240, 0, -988917014, 309897184, 0, 55856896, 548139525, 0, 592840885, 22413312, 0, -589389120, 478410747, 0, 1468792818, 561538240, 0, 107028480, -875519952, 0, -3695513062, 74082048, 0, 1277293200, -813906756, 0, 2679512242, 1297289568, 0, -1509343744, -931626351, 0, 2785142953, -17051648, 0, 2645577888, 3762553398, 0, -8226788564, -452227536, 0, 467599360, -3140926917, 0, 3084499521, -308073984, 0, -2902533312, -5430718632, 0, 7094760584, -1964986832, 0, 1451856640, 6975973242, 0, -18241840244, -1073741824, 0, 1865601648, -4776050259, 0, 11907007742, -7091255552, 0, -4499496960, -1727874402, 0, 3684976396, 3812855040, 0, 2211265920, 13879526082, 0, -7063391322, 7911336112, 0, 4958354944, -10284480525, 0, 13518628039, -1787420672, 0, -17540464800, -12042404721, 0, 11711888263, 9485454160, 0, -179306496, 9654509478, 0, -24807667568, 4715112960, 0, 7654571952, 2078033241, 0, 6582569157, -47001370176, 0, -17969223680, 1947959259, 0, 27139419178, 1712455680, 0, 7004159616, 42711036864, 0, -30697010168, 29564104496, 0, 1185312768, 37887003594, 0, 11685870099, -40873382400, 0, 26045016192, 15554351133, 0, 75976930, 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-2431261760, 0, -1371910267904, 118720561347, 0, 144372670092, -166053064704, 0, 175176930144, 711530329950, 0, -3446947269452, -347505174368, 0, 193195999232, 897035950566, 0, 1936224052397, 476992691712, 0, 1731281436384, -121036716750, 0, 727456533010, -736162935408, 0, 712996595968, 576711561594, 0, -1980987016014, -4365221888, 0, -622139154960, -301580756763, 0, -177322886129, 2077270421920, 0, -1354535878656, 901683142239, 0, 1928636232251, -481606834944, 0, 360410874768, 1492252966596, 0, 2145726024694, -1301979583504, 0, 1053028936192, 482462380002, 0, -2096320824719, 231540498432, 0, 1004503570944, -911918209368, 0, -797629720446, -1304833983248, 0, 119705436160, -3836094732342, 0, -1193917548960, -804077290752, 0, -43569430752, -35806923945, 0, 1570386252214, 5098934173792, 0, -1579263754752, 729246837207, 0, -1539530731229, 39433469952, 0, -2343587222640, -1441821788670, 0, 2337556248854, -1945976973264, 0, 371524263936, 594568908402, 0, -2184691466111, 2780527939584, 0, 3310959478944, 563120985561, 0, -355428085786, -1422916173536, 0, 1816258709504, 3284450718066, 0, 7434769270492, -503036628992, 0, -3244544830944, -256693002744, 0, -3921339792492, 4085969716928, 0, -743350599680, 1189390518348, 0, -4576815468638, -892924574976, 0, -1926743301840, -7097836515624, 0, -127127584242, -645856770096, 0, 2334955551232, 2817156323529, 0, 467214042740, 549755813888, 0, 8320601321472, 111653949483, 0, -1176069473325, -2949766647136, 0, 477594021888, -10767267951990, 0, -2119859760008, -1222668866304, 0, -4577958628272, 2012588735298, 0, -2034734586115, -3615114207168, 0, -6096387963904, 6871912381629, 0, 2450314971828, 907680710656, 0, -755642725536, 3240772284798, 0, 14757937898188, -745408430912, 0, 575935610880, 3440578534506, 0, -2576185361504, 884671693824, 0, 3805566474720, 2650654271274, 0, -8587486194127, -309495648368, 0, 943353957376, -12577344834192, 0, 2196716849678, 976090890240, 0, 687130664304, 3147130830324, 0, 1906129475325, 6928752640288, 0, 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-2414137835520, 0, -13489630863072, -5262346319481, 0, -3355432016489, 65115266320, 0, 1959570419712, -21106218527352, 0, -34248625600266, 531976509696, 0, 9454128369264, -5059098319827, 0, 18887086959493, -1899181812608, 0, -3370275408384, -12122494530219, 0, 13390749037937, 6016175382528, 0, 4702750781136, 20868891433470, 0, -28274773445586, 7375891261232, 0, 2300060631040, -13482723010254, 0, 6732649355545, -997355140608, 0, -8781371578752, -16586811924165, 0, 20370146892813, 14586676600432, 0, 6947691309568, 20964165039528, 0, -21123355948600, 438388654080, 0, -1072276596672, -23035205734551, 0, 7679409672235, -6443351915904, 0, -3586129723392, 16097768965443, 0, 626294889513, -5467012718592, 0, 2116392375456, -6332115163752, 0, -11009926493182, 7394671502640, 0, 3929217301504, 10314764710158, 0, 22984460400979, -15136821501952, 0, 893405708352, -35140933495893, 0, 2975260490137, 14172251980624, 0, 303440068608, 6887381877708, 0, -20693278917542, 9699072920064, 0, 1965485097696, 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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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-0.4723061691782053, -0.24540207111083145, -0.4470474813468781, -0.09972699367981025, -0.4545581023096076, -0.17400706034111946, -0.019456554297898943, -0.3611202293726052, -0.08249878518286159, -0.4116303808578575, -0.08904224516848523, -0.36348099966882386, -0.4924234006763717, -0.3352791951108343, -0.06364621331732934, 0.24087104920562552, 0.04489275522635314, -0.26762168221474664, -0.27321369791315225, -0.3559794516001553, -0.36155449975580406, -0.2690720564139817, -0.44684126751071174, -0.37864446503596494, -0.055389230594565596, -0.24254483138328106, -0.3849670639227879, -0.05247448791851335, -0.30896755968323353, -0.08450769251439673, -0.2630715270365567, -0.4925482561897388, -0.48119401825786934, -0.4803024692558154, -0.0760814336540246, -0.17712654965021624, -0.13271941765786666, -0.44203774295302245, -0.07831135487614581, -0.1846216711344631, -0.3344372272197653, -0.000734198832228088, -0.29526945700963364, -0.33379875292902733, -0.3699255881545837, 0.2516425558417776, 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-0.1485303756186219, -0.2226436098689086, 0.03360014308628547, -0.15309177393840728, -0.32460708471019406, -0.4446919059811029, -0.4796567241905902, -0.3876842042496735, -0.05414119391837986, -0.1652064601378433, -0.4125058809123103, -0.13056621647753358, -0.2738753465830968, -0.07190635922577678, -0.4390416400230218, -0.3601260848099948, -0.39373696737903563, 0.16757004765271394, -0.15346143881560087, -0.022920171337677923, -0.47162393249324736, -0.3065918653100355, 0.04199819762814416, -0.19387279081023545, -0.11517067945572002, -0.49382340021900445, -0.16891594114868777, -0.4751881720269716], 'char_orbit_index': 3, 'conrey_index': 19, 'dual_conrey_index': 37, 'dual_embedding_index': 1, 'dual_embedding_m': 5, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 20.188324270163683, 'embedding_root_real': 11.655734451866456, 'hecke_orbit': 1, 'hecke_orbit_code': 137606725686, 'label': '54.10.c.a.19.1', 'level': 54, 'weight': 10}
• mf_newspaces •

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

  
  {'Nk2': 5400, 'analytic_conductor': 27.81193515284915, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [54, 3, [29], [2]], 'conrey_index': 19, 'cusp_dim': 150, 'dim': 18, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137606725686, 'hecke_orbit_dims': [8, 10], 'label': '54.10.c', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 18, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 9, 'sturm_bound': 90, 'trace_bound': 1, 'trace_display': [16, 0, -342, 684], 'traces': [18, 16, 0, -2304, -342, 0, 684, -8192, 0, 0, 85281, 0, -64872, 217376, 0, -589824, -1599510, 0, -52830, -87552, 0, -528336, 176952, 0, -2054169, -1809472, 0, -350208, 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-20410047521559, 0, 42223657854924, -63545769188928, 0, 9745207787520, 42916464559926, 0, -1995715487790, 10724406042624, 0, -1011943238400, 68222988406020, 0, -15688596339396, 37058168517440, 0, 3096878906880, 19110371293806, 0, 26163058741038, -16672448577536, 0, -31495000449888, -639696301683, 0, -21859650548190, 25156764798592, 0, 444335652864, -59585857761486, 0, 26686909382382, -6906343617024, 0, -9075632451264, -55216399555512, 0, -7377842233035, -68383308389920, 0, -6635093419008, 9076640427684, 0, 25412499843822, 35039844098048, 0, -2487317145696, 153165084915480, 0, -21047128520868, 21145519086336, 0, -1088371556352, 44082745513299, 0, 10917249584346, 29473803369984, 0, -2670379387776, -18303398042262, 0, 33825198885075, -674770209472, 0, 2413340140032, -90274315019760, 0, 81948997139760, 20622279180288, 0, 20069553698064, -75523207596708, 0, 1009167100920, -51634508933120, 0, -6171527061504, -12151226879052, 0, -14867069705847, -25053195271680, 0, -15100592433696, 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-121834120549461, 0, 54016989092082, -48144409094320, 0, 10862808293376, -231181426154430, 0, -98746582648140, -74124261479424, 0, 18263483658144, -61472081689944, 0, 18290519431281, 169075498266880, 0, 194693147136, 70494350115150, 0, -91758321069048, 46673259913216, 0, -80785138876416, 63664595021592, 0, -149451832074960, -46013760607840, 0, -9870512357376, 37772169530817, 0, 127382968090890, 179089527453696, 0, 64165641111072, -85866747687810, 0, 55992029565060, -47064047832864, 0, -9942223587840, -221284044629688, 0, 146110769257536, 13085771300864, 0, -18686502029952, -90006233027112, 0, -87053592052206, 105350714180000, 0, -30508634603520], '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: 1614903
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137606725686, 'source_is_minimal': False, 'source_label': '54.10.c.a.19.1', 'source_level': 54, 'target_conrey_index': 19, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725686, 'target_is_minimal': False, 'target_label': '54.10.c.a.19.1', 'target_level': 54, 'twist_class_label': '18.10.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 1614904
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137606725686, 'source_is_minimal': False, 'source_label': '54.10.c.a.19.1', 'source_level': 54, 'target_conrey_index': 7, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725650, 'target_is_minimal': True, 'target_label': '18.10.c.a.7.1', 'target_level': 18, 'twist_class_label': '18.10.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 1614905
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137606725686, 'source_is_minimal': False, 'source_label': '54.10.c.a.19.1', 'source_level': 54, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254306, 'target_is_minimal': False, 'target_label': '162.10.a.e.1.1', 'target_level': 162, 'twist_class_label': '18.10.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 1614906
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137606725686, 'source_is_minimal': False, 'source_label': '54.10.c.a.19.1', 'source_level': 54, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725686, 'target_is_minimal': False, 'target_label': '54.10.c.a.37.1', 'target_level': 54, 'twist_class_label': '18.10.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 1614907
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137606725686, 'source_is_minimal': False, 'source_label': '54.10.c.a.19.1', 'source_level': 54, 'target_conrey_index': 13, 'target_dim': 8, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725650, 'target_is_minimal': True, 'target_label': '18.10.c.a.13.1', 'target_level': 18, 'twist_class_label': '18.10.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 1614908
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 19, 'source_dim': 8, 'source_embedding_index': 1, 'source_hecke_orbit_code': 137606725686, 'source_is_minimal': False, 'source_label': '54.10.c.a.19.1', 'source_level': 54, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 31525197559365794, 'target_is_minimal': False, 'target_label': '162.10.a.h.1.4', 'target_level': 162, 'twist_class_label': '18.10.c.a.7.1', 'twist_class_level': 18, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 181525
    {'charpoly_factorization': [[[256, 16, 1], 4]], 'hecke_orbit_code': 137606725686, 'p': 2}
  • id: 181526
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 137606725686, 'p': 3}
  • id: 181527
    {'charpoly_factorization': [[[17624055682388476166400, 128803713220150400880, 1262307624821843841, -2391093738840069, 5546419468182, -2353883409, 2446902, 171, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 5}
  • id: 181528
    {'charpoly_factorization': [[[73223858466232659795783408676, 85055259712710684828956546, 119234882763112164095467, -19877175492191665501, 7675850307593560, -89785735657, 126431476, -7135, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 7}
  • id: 181529
    {'charpoly_factorization': [[[50739195580511858530235666103200625, 2728220437042235820396416290950, 333008283017972007785525364, 1753785572811582436380, 775365443040172365, -2610723908916, 1509903540, -26130, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 11}
  • id: 181530
    {'charpoly_factorization': [[[5218080962594682783047834691378460324, 1095319131771819981378135377078294, 189006854759889108798420738595, 8606341986655207883125457, 325014486943950914536, 884437243980437, 17926379452, 4163, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 13}
  • id: 181531
    {'charpoly_factorization': [[[749200186364608157976, -73181037450045564, -186200054586, 549255, 1], 2]], 'hecke_orbit_code': 137606725686, 'p': 17}
  • id: 181532
    {'charpoly_factorization': [[[4129012711454266901440, -5822577803776496, -390488254860, 218191, 1], 2]], 'hecke_orbit_code': 137606725686, 'p': 19}
  • id: 181533
    {'charpoly_factorization': [[[3798844444878925368874962607967673984949418902500, 4106107177515411082734906333267495405637950, 13360643044862954750836941212950529871, -8516043688532210766700234056729, 19616848534801627387225884, -2888679870861832485, 4661543876328, -289383, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 23}
  • id: 181534
    {'charpoly_factorization': [[[395040723890951341925077417457945370739981603499556, 1131296047593789553898920453294351626633059862, 3835961402822022173031279801402339035511, -1683496709795586810250538905333725, 914217715515192666413523732, -95787840303577929465, 30359466836856, -601707, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 29}
  • id: 181535
    {'charpoly_factorization': [[[9337186880572027264138648339697797684806777811600, -180702037267923822230993588493017101929446860, 3358042821488583637171473811865544158221, -2726135955992036755533714796664551, 2409871114427673976303967746, 139845783840997230533, 77676824852986, -5671315, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 31}
  • id: 181536
    {'charpoly_factorization': [[[26029808462168352935854513888, -4141468709496384279800, -283218252793788, 19368574, 1], 2]], 'hecke_orbit_code': 137606725686, 'p': 37}
  • id: 181537
    {'charpoly_factorization': [[[485163642309190959316760725647877785638294368244450302809, 349976618688131491075324515367298722467322857673038, 271413344085884223633812572410053861330371704, -12861919538985782904085152984900945276, 1011177152099161574097752110809, -15927827333332561943868, 1199792638334304, -18418410, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 41}
  • id: 181538
    {'charpoly_factorization': [[[341492841340907625926608413158676275888143395902925910264801, -37117446027360050002259168021967224673542602600986436, 3264653528231393015257528093375484236619228242, -124679177124235526686355688882141718624, 4548435087148702714914429102307, -80806472717622343532512, 2548885011245554, -35096140, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 43}
  • id: 181539
    {'charpoly_factorization': [[[119254775320194741501236411098690960457320642305480786202500, 33165449260417445127446426026348191842076681806905350, 9438377033715451826931502959146319359439320979, -4620735750518066772607250440258360803, 7708700200340564146259767657296, -142406066202025906674279, 6995177610778764, -79830825, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 47}
  • id: 181540
    {'charpoly_factorization': [[[-3343501424246226253183463112864, -1245384887934230828136, 7208724919822020, 165348618, 1], 2]], 'hecke_orbit_code': 137606725686, 'p': 53}
  • id: 181541
    {'charpoly_factorization': [[[907697237865803328202549539919509994543604776156677127508049, 46265703315791635585755429380207017030148548427965746, 4611046409218684302484547333624553361611052884, 58003996234997839195048757057944989876, 9043473858297491119637610803709, 117360225495771233094756, 10591883073007956, -90704166, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 59}
  • id: 181542
    {'charpoly_factorization': [[[84802185069977805864538683183839597012846454800089072490574400, 7820892265764177327336949214794481334443707054054307480, 584080651777000539186966853648293451018428035881, 14915382547177921149327046631224853116277, 335491177444061379177870673058302, -131204677920904783486303, 29981715137217022, 122811677, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 61}
  • id: 181543
    {'charpoly_factorization': [[[117856906117142227068129099714649767195595784360951066992051453225, -2603417106361779757821362889970699265765681557907493587320, 47313818533251841536580936279488381555071542049494, -377351202330416270114548215382407890922976, 2905661289867035330770026647076151, -8586184703120944469505376, 78803372195908654, -221601736, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 67}
  • id: 181544
    {'charpoly_factorization': [[[29465915134779961883009580174336, -295192456508716354869120, -15097817760850512, 138204120, 1], 2]], 'hecke_orbit_code': 137606725686, 'p': 71}
  • id: 181545
    {'charpoly_factorization': [[[-1620204434712716989336595070816152, -25793044281684169379753036, -10095601901050830, 494458507, 1], 2]], 'hecke_orbit_code': 137606725686, 'p': 73}
  • id: 181546
    {'charpoly_factorization': [[[336943404239209569837597920405373036766355976148514954770075293239824, -2434420855536513564710638886598536234341693642325416486093468, 14801119176218120290491007381542391323506213493232309, -41904888126415863761076708638092764593943529, 120042521477387616688310359607207914, -175214195669441696855989237, 503323636522265794, -592840885, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 79}
  • id: 181547
    {'charpoly_factorization': [[[202624198708741296136324250189551781634504643904754695051152505456016, -1652195644295981912906421422308413845199076930228602684973356, 10967420497447520059939792049945550619771386338213037, -34042188056313202072075280607051746049608943, 100721266472585986025098123472091354, -147961879545073371768889659, 404825844347723538, -478410747, 1], 1]], 'hecke_orbit_code': 137606725686, 'p': 83}
  • id: 181548
    {'charpoly_factorization': [[[-30803922933844636039252838199891120, -295483841909024066684404128, -507966695248960728, 437759976, 1], 2]], 'hecke_orbit_code': 137606725686, 'p': 89}
  • id: 181549
    {'charpoly_factorization': [[[20295270173825576973451338175271096342178571485706301333896308670589041, -57443251966754053961970503230437091199781900599777498258285170, 384453198517313619358528656616515355060957635472812364, -135486893317231761962124369165601714439531956, 3648337422003903632610127710986851645, -4979467993700547072772858132, 5622402092023257148, -2679512242, 1], 1]], 'hecke_orbit_code': 137606725686, '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': 3, 'hecke_orbit': 1, 'label': '54.10.c.a', 'level': 54, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6157459
    {'hecke_orbit_code': 137606725686, 'n': 1, 'trace_an': 8}
  • id: 6157460
    {'hecke_orbit_code': 137606725686, 'n': 2, 'trace_an': -64}
  • id: 6157461
    {'hecke_orbit_code': 137606725686, 'n': 3, 'trace_an': 0}
  • id: 6157462
    {'hecke_orbit_code': 137606725686, 'n': 4, 'trace_an': -1024}
  • id: 6157463
    {'hecke_orbit_code': 137606725686, 'n': 5, 'trace_an': -171}
  • id: 6157464
    {'hecke_orbit_code': 137606725686, 'n': 6, 'trace_an': 0}
  • id: 6157465
    {'hecke_orbit_code': 137606725686, 'n': 7, 'trace_an': 7135}
  • id: 6157466
    {'hecke_orbit_code': 137606725686, 'n': 8, 'trace_an': 32768}
  • id: 6157467
    {'hecke_orbit_code': 137606725686, 'n': 9, 'trace_an': 0}
  • id: 6157468
    {'hecke_orbit_code': 137606725686, 'n': 10, 'trace_an': 5472}
  • id: 6157469
    {'hecke_orbit_code': 137606725686, 'n': 11, 'trace_an': 26130}
  • id: 6157470
    {'hecke_orbit_code': 137606725686, 'n': 12, 'trace_an': 0}
  • id: 6157471
    {'hecke_orbit_code': 137606725686, 'n': 13, 'trace_an': -4163}
  • id: 6157472
    {'hecke_orbit_code': 137606725686, 'n': 14, 'trace_an': 114160}
  • id: 6157473
    {'hecke_orbit_code': 137606725686, 'n': 15, 'trace_an': 0}
  • id: 6157474
    {'hecke_orbit_code': 137606725686, 'n': 16, 'trace_an': -262144}
  • id: 6157475
    {'hecke_orbit_code': 137606725686, 'n': 17, 'trace_an': -1098510}
  • id: 6157476
    {'hecke_orbit_code': 137606725686, 'n': 18, 'trace_an': 0}
  • id: 6157477
    {'hecke_orbit_code': 137606725686, 'n': 19, 'trace_an': -436382}
  • id: 6157478
    {'hecke_orbit_code': 137606725686, 'n': 20, 'trace_an': -43776}
  • id: 6157479
    {'hecke_orbit_code': 137606725686, 'n': 21, 'trace_an': 0}
  • id: 6157480
    {'hecke_orbit_code': 137606725686, 'n': 22, 'trace_an': 418080}
  • id: 6157481
    {'hecke_orbit_code': 137606725686, 'n': 23, 'trace_an': 289383}
  • id: 6157482
    {'hecke_orbit_code': 137606725686, 'n': 24, 'trace_an': 0}
  • id: 6157483
    {'hecke_orbit_code': 137606725686, 'n': 25, 'trace_an': 2947937}
  • id: 6157484
    {'hecke_orbit_code': 137606725686, 'n': 26, 'trace_an': 133216}
  • id: 6157485
    {'hecke_orbit_code': 137606725686, 'n': 27, 'trace_an': 0}
  • id: 6157486
    {'hecke_orbit_code': 137606725686, 'n': 28, 'trace_an': -3653120}
  • id: 6157487
    {'hecke_orbit_code': 137606725686, 'n': 29, 'trace_an': 601707}
  • id: 6157488
    {'hecke_orbit_code': 137606725686, 'n': 30, 'trace_an': 0}
  • id: 6157489
    {'hecke_orbit_code': 137606725686, 'n': 31, 'trace_an': 5671315}
  • id: 6157490
    {'hecke_orbit_code': 137606725686, 'n': 32, 'trace_an': -4194304}
  • id: 6157491
    {'hecke_orbit_code': 137606725686, 'n': 33, 'trace_an': 0}
  • id: 6157492
    {'hecke_orbit_code': 137606725686, 'n': 34, 'trace_an': 8788080}
  • id: 6157493
    {'hecke_orbit_code': 137606725686, 'n': 35, 'trace_an': -29787930}
  • id: 6157494
    {'hecke_orbit_code': 137606725686, 'n': 36, 'trace_an': 0}
  • id: 6157495
    {'hecke_orbit_code': 137606725686, 'n': 37, 'trace_an': -38737148}
  • id: 6157496
    {'hecke_orbit_code': 137606725686, 'n': 38, 'trace_an': 3491056}
  • id: 6157497
    {'hecke_orbit_code': 137606725686, 'n': 39, 'trace_an': 0}
  • id: 6157498
    {'hecke_orbit_code': 137606725686, 'n': 40, 'trace_an': -700416}
  • id: 6157499
    {'hecke_orbit_code': 137606725686, 'n': 41, 'trace_an': 18418410}
  • id: 6157500
    {'hecke_orbit_code': 137606725686, 'n': 42, 'trace_an': 0}
  • id: 6157501
    {'hecke_orbit_code': 137606725686, 'n': 43, 'trace_an': 35096140}
  • id: 6157502
    {'hecke_orbit_code': 137606725686, 'n': 44, 'trace_an': -13378560}
  • id: 6157503
    {'hecke_orbit_code': 137606725686, 'n': 45, 'trace_an': 0}
  • id: 6157504
    {'hecke_orbit_code': 137606725686, 'n': 46, 'trace_an': -9260256}
  • id: 6157505
    {'hecke_orbit_code': 137606725686, 'n': 47, 'trace_an': 79830825}
  • id: 6157506
    {'hecke_orbit_code': 137606725686, 'n': 48, 'trace_an': 0}
  • id: 6157507
    {'hecke_orbit_code': 137606725686, 'n': 49, 'trace_an': -40540299}
  • id: 6157508
    {'hecke_orbit_code': 137606725686, 'n': 50, 'trace_an': 47166992}
  • id: 6157509
    {'hecke_orbit_code': 137606725686, 'n': 51, 'trace_an': 0}
  • id: 6157510
    {'hecke_orbit_code': 137606725686, 'n': 52, 'trace_an': -1065728}
  • id: 6157511
    {'hecke_orbit_code': 137606725686, 'n': 53, 'trace_an': -330697236}
  • id: 6157512
    {'hecke_orbit_code': 137606725686, 'n': 54, 'trace_an': 0}
  • id: 6157513
    {'hecke_orbit_code': 137606725686, 'n': 55, 'trace_an': 56528442}
  • id: 6157514
    {'hecke_orbit_code': 137606725686, 'n': 56, 'trace_an': 29224960}
  • id: 6157515
    {'hecke_orbit_code': 137606725686, 'n': 57, 'trace_an': 0}
  • id: 6157516
    {'hecke_orbit_code': 137606725686, 'n': 58, 'trace_an': 9627312}
  • id: 6157517
    {'hecke_orbit_code': 137606725686, 'n': 59, 'trace_an': 90704166}
  • id: 6157518
    {'hecke_orbit_code': 137606725686, 'n': 60, 'trace_an': 0}
  • id: 6157519
    {'hecke_orbit_code': 137606725686, 'n': 61, 'trace_an': -122811677}
  • id: 6157520
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  • id: 6157711
    {'hecke_orbit_code': 137606725686, 'n': 967, 'trace_an': -42743061072863}
  • id: 6157712
    {'hecke_orbit_code': 137606725686, 'n': 971, 'trace_an': 166842555834312}
  • id: 6157713
    {'hecke_orbit_code': 137606725686, 'n': 977, 'trace_an': -4936011111462}
  • id: 6157714
    {'hecke_orbit_code': 137606725686, 'n': 983, 'trace_an': 14660364709719}
  • id: 6157715
    {'hecke_orbit_code': 137606725686, 'n': 991, 'trace_an': 133241919549424}
  • id: 6157716
    {'hecke_orbit_code': 137606725686, 'n': 997, 'trace_an': -11001707422037}