Embedded newform data - 64.10.a.c.1.1

Formats: - HTML - YAML - JSON - 2024-06-02T17:23:17.891279

• 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': 6400, 'analytic_conductor': 32.96229351448788, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 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': [64, 1, [63, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [68, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199422513216, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '64.10.a.c', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.10.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-68q^{3}-1510q^{5}+10248q^{7}-15059q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.10.a', 'trace_display': [0, -68, -1510, 10248], 'trace_hash': 25353029395216718, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.889', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.647', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 0, -68, 0, -1510, 0, 10248, 0, -15059, 0, -3916, 0, 176594, 0, 102680, 0, 148370, 0, -499796, 0, -696864, 0, -1889768, 0, 326975, 0, 2362456, 0, 920898, 0, 1379360, 0, 266288, 0, -15474480, 0, -5064966, 0, -12008392, 0, -24100758, 0, -25785196, 0, 22739090, 0, -60790224, 0, 64667897, 0, -10089160, 0, -29496214, 0, 5913160, 0, 33986128, 0, -51819388, 0, -33426910, 0, -154324632, 0, -266656940, 0, -144856196, 0, 128504224, 0, 68397128, 0, 168216202, 0, -22234300, 0, -40131168, 0, 235398736, 0, 135759289, 0, 64639852, 0, -224038700, 0, -62621064, 0, -78782694, 0, 1809735312, 0, -93796480, 0, 754691960, 0, -24113566, 0, 58971044, 0, 625963194, 0, 800617576, 0, 1052264640, 0, -2453581740, 0, 929042546, 0, 344417688, 0, -1651290126, 0, 2853549680, 0, -2659329046, 0, 1520495760, 0, -2342612635, 0, 1638851544, 0, 2455486500, 0, 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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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[None, -0.2889582207167168, -0.34083214236301224, -0.10064774859638517, -0.2564192382079331, -0.08602856228109715, -0.21544317212526887, -0.32249622011176976, -0.3743133630626846, -0.23071257654225677, -0.22858830720623088, -0.2856531048231104, -0.3659971806429228, -0.34751560439402657, -0.4314164203938147, -0.29132433172950406, -0.2948976864717068, -0.2746971286953195, -0.3223525696140681, -0.22447126233952103, -0.19366042810784276, -0.19478999793729015, -0.23809184824403082, -0.2605995402124582, -0.2522008609934451, -0.20162735168226906, -0.19301411654040795, -0.4299828372445273, -0.19896418068823354, -0.3290230595767434, -0.3005294251900246, -0.2632420608203676, -0.1041700617885695, -0.35804855180865197, -0.20642744953815095, -0.3665788900048484, -0.2471788880760689, -0.34670131874534194, -0.24901869996167228, -0.2835308150956807, -0.21764820878893598, -0.3158764117469863, -0.38270893004818807, -0.38472961680598866, -0.42791935344416887, -0.15118953299250243, -0.2652263177029508, -0.2050172198017872, -0.15569240896218334, -0.23910497040652684, -0.21902122831370505, -0.3040380116420433, -0.34868562019499566, -0.37235385248351455, -0.1650839966497081, -0.30490120540185855, -0.10179129129895972, -0.13337818705868823, -0.19870576774759796, -0.19395777212047674, -0.27893201102787735, -0.1894297276835321, -0.16214274503532636, -0.2768503252234406, -0.1278245690232686, -0.21546841687163967, -0.22105065814331906, -0.1747200908218929, -0.17705876019835776, -0.2514772701888079, -0.23439487910844517, -0.17407068882287544, -0.28904460395974263, -0.09927774872979998, -0.15111461580351443, -0.32666730860040183, -0.2213876360636132, -0.4048337811260474, -0.2666590643109685, -0.3664493882220507, -0.3383011959930665, -0.15913072035009132, -0.45555941389171156, -0.2747648693016343, -0.2495874026514372, -0.3672591790232911, -0.14436904582532867, -0.1839299532502007, -0.3586286375674521, -0.16496210400599554, -0.3411143690010022, -0.1939881242059731, -0.12529162620774636, -0.03873717629054957, -0.23251458271218634, -0.3419956799801259, -0.05712530929981081, -0.3202245602599417, -0.20384999056233175, -0.2385858164821962, -0.1296710857885997, -0.30007240815787645, -0.23828932884192244, -0.14042525028690872, -0.14863631332239965, -0.3458059305712346, -0.3636395837914184, -0.37979066989893473, -0.25424110355079427, -0.19127030050260496, -0.2860553651233015, -0.3452939115693404, -0.33721899161555885, -0.3245829286117123, -0.43089346871596296, -0.16311442772427986, -0.2445817106919106, -0.21254152557116293, -0.21882520176369924, -0.1310571763033758, -0.39609668062714687, -0.11774884749875271, -0.15553671142420905, -0.25483003949319233, -0.32115844325272425, -0.11975108128595192, -0.24096019327861593, -0.29100411271118304, -0.20649154038781795, -0.13935591653036522, -0.19013822759366092, -0.16058113448917882, -0.11463985539633809, -0.3791616127148509, -0.21223995166043036, -0.32894520667838356, -0.2103576552698903, -0.3809445374164797, -0.3545204661505649, -0.2475099889953804, -0.18805752488994276, -0.17559703692542056, -0.2116261538231822, -0.36724065177564974, -0.16748989327502425, -0.1160005145060446, -0.3134729947777289, -0.43454692622543495, -0.37909929201009895, -0.283679330379771, -0.360563215500624, -0.1935443493565288, -0.225548455971513, -0.16638310534530557, -0.3665293480910067, -0.27813549451421327, -0.2728031002721885, -0.23276570988704862, -0.15459339483530707, -0.24874671543798957, -0.1036146739007049, -0.3827090162644645, -0.25963316782377094, -0.25077218860456274, -0.179345111279891, -0.20673747917626778, -0.2793089345280826, -0.31583910583758573], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199422513216, 'label': '64.10.a.c.1.1', 'level': 64, '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

  
  {'ALdims': [8, 9], 'Nk2': 6400, 'analytic_conductor': 32.96229351448788, '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': [64, 1, [63, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 66, 'dim': 17, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772224, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '64.10.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 78, 'mf_new_dim': 19, 'num_forms': 13, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 80, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [17, 0, 0, 0, 2, 0, 0, 0, 98413, 0, 0, 0, 194618, 0, 0, 0, -203998, 0, 0, 0, -1998592, 0, 0, 0, 6799887, 0, 0, 0, -633398, 0, 0, 0, -77184, 0, 0, 0, 18215938, 0, 0, 0, -11923478, 0, 0, 0, -18175686, 0, 0, 0, 63412809, 0, 0, 0, 236380786, 0, 0, 0, 109664640, 0, 0, 0, 299486666, 0, 0, 0, -179110092, 0, 0, 0, -989715712, 0, 0, 0, 120854874, 0, 0, 0, -564067584, 0, 0, 0, 670025305, 0, 0, 0, 1741382148, 0, 0, 0, -1122883862, 0, 0, 0, -3447808, 0, 0, 0, 359465138, 0, 0, 0, -2322146302, 0, 0, 0, -2177537536, 0, 0, 0, -2292160454, 0, 0, 0, -4897701230, 0, 0, 0, 3965399954, 0, 0, 0, 2597599141, 0, 0, 0, 2007162228, 0, 0, 0, 3803872896, 0, 0, 0, -1742379776, 0, 0, 0, 6227430602, 0, 0, 0, -3094551040, 0, 0, 0, 12470399060, 0, 0, 0, -2317621646, 0, 0, 0, -12203999270, 0, 0, 0, -11543655766, 0, 0, 0, 11871693312, 0, 0, 0, 60562163968, 0, 0, 0, -18843257753, 0, 0, 0, 17615649626, 0, 0, 0, 17110035584, 0, 0, 0, -68380677742, 0, 0, 0, -7890709052, 0, 0, 0, -18847585792, 0, 0, 0, -45537223278, 0, 0, 0, 20060461058, 0, 0, 0, -13788773504, 0, 0, 0, -22382268780, 0, 0, 0, -4505596800, 0, 0, 0, 51349563648, 0, 0, 0, 41796728832, 0, 0, 0, -27452114316, 0, 0, 0, 131210435891, 0, 0, 0, -31123645214, 0, 0, 0, -86720068486, 0, 0, 0, -255080609280, 0, 0, 0, 25978710018, 0, 0, 0, 142945373554, 0, 0, 0, -223274573440, 0, 0, 0, 200886839552, 0, 0, 0, -130940641246, 0, 0, 0, -58199972638, 0, 0, 0, 230631326884, 0, 0, 0, 67511442266, 0, 0, 0, -54507396608, 0, 0, 0, 90073816466, 0, 0, 0, 261282738922, 0, 0, 0, 455148564224, 0, 0, 0, 439067436707, 0, 0, 0, -47616515294, 0, 0, 0, -250823440128, 0, 0, 0, -564446041344, 0, 0, 0, 74375997524, 0, 0, 0, -241424749312, 0, 0, 0, -276496430726, 0, 0, 0, 237015937706, 0, 0, 0, -694177495424, 0, 0, 0, 247961454342, 0, 0, 0, 366278022144, 0, 0, 0, -829799056070, 0, 0, 0, 328249997746, 0, 0, 0, -408547611648, 0, 0, 0, 626567773696, 0, 0, 0, 883470886346, 0, 0, 0, 298422333250, 0, 0, 0, 903179137536, 0, 0, 0, -1217286138659, 0, 0, 0, -621391059084, 0, 0, 0, -1366616510846, 0, 0, 0, -2237857252750, 0, 0, 0, 44003545476, 0, 0, 0, 2270055002112, 0, 0, 0, -1757396189696, 0, 0, 0, 2066108108578, 0, 0, 0, 2551148141440, 0, 0, 0, -2087306554086, 0, 0, 0, 1002967141154, 0, 0, 0, -3405103876206, 0, 0, 0, -392022022566, 0, 0, 0, 3355065904896, 0, 0, 0, 2316829954688, 0, 0, 0, 2110703965410, 0, 0, 0, -921578630882, 0, 0, 0, -4806047755008, 0, 0, 0, -167280191934, 0, 0, 0, -146169245952, 0, 0, 0, -888154749755, 0, 0, 0, 6711898501268, 0, 0, 0, 191239417234, 0, 0, 0, 600329728768, 0, 0, 0, 579295183626, 0, 0, 0, -9097072544486, 0, 0, 0, -1421776754688, 0, 0, 0, -687126433536, 0, 0, 0, 4345591921536, 0, 0, 0, 12714120714218, 0, 0, 0, -491127156940, 0, 0, 0, 767876660004, 0, 0, 0, -623463610496, 0, 0, 0, -10139494558316, 0, 0, 0, -812818924032, 0, 0, 0, -2657404021504, 0, 0, 0, -2207715609148, 0, 0, 0, 15624704163274, 0, 0, 0, -3657265762560, 0, 0, 0, 4529911476736, 0, 0, 0, -2173439826742, 0, 0, 0, -25645661913344, 0, 0, 0, 544351664313, 0, 0, 0, -9332329785660, 0, 0, 0, -3974215658112, 0, 0, 0, 15417913884906, 0, 0, 0, 1469393368884, 0, 0, 0, 14171015703778, 0, 0, 0, 3563579083776, 0, 0, 0, -25634098997990, 0, 0, 0, 9869175209216, 0, 0, 0, -13389144230172, 0, 0, 0, 2026137454970, 0, 0, 0, 32331658328064, 0, 0, 0, 4964028943394, 0, 0, 0, 20613615998208, 0, 0, 0, -7767155922204, 0, 0, 0, -30613156498432, 0, 0, 0, -3975224082574, 0, 0, 0, -20756477028096, 0, 0, 0, -3816587499798, 0, 0, 0, 49752083103914, 0, 0, 0, -6343224471040, 0, 0, 0, 18487040576290, 0, 0, 0, 5534493313594, 0, 0, 0, -58895196471808, 0, 0, 0, -6247899282051, 0, 0, 0, -25515306567164, 0, 0, 0, 4303414243712, 0, 0, 0, 48677418089962, 0, 0, 0, 15633711086546, 0, 0, 0, 42110432379136, 0, 0, 0, -4401643895424, 0, 0, 0, -53551709562022, 0, 0, 0, 5105526239282, 0, 0, 0, -27846959901518, 0, 0, 0, -5975406226944, 0, 0, 0, 78268079193088, 0, 0, 0, -5230602960270, 0, 0, 0, 42222052770818, 0, 0, 0, 5137550630784, 0, 0, 0, -91115741664172, 0, 0, 0, -2075073290604, 0, 0, 0, -49102993840384, 0, 0, 0, 11414622555604, 0, 0, 0, 79263052959178, 0, 0, 0, 15544831327232, 0, 0, 0, 35528982829282, 0, 0, 0, -14949668001792, 0, 0, 0, -126701929046528, 0, 0, 0, 6953157506560, 0, 0, 0, -39825997186186, 0, 0, 0, -21539698681451, 0, 0, 0, 115619262214026, 0, 0, 0, -33353558259072, 0, 0, 0, 40254779278080, 0, 0, 0, 26371594839204, 0, 0, 0, -124294832006400, 0, 0, 0, -12310098668416, 0, 0, 0, -41957089263214, 0, 0, 0, 7294896747322, 0, 0, 0, 215056004299892, 0, 0, 0, -4783884618798, 0, 0, 0, 4469882281762, 0, 0, 0, -14395782755840, 0, 0, 0, -146645851899136, 0, 0, 0, 594521085460, 0, 0, 0, -54858962566912, 0, 0, 0, 7275232135556, 0, 0, 0, 150880707070634, 0, 0, 0, -12582494232190, 0, 0, 0, 69171883140096, 0, 0, 0, -6222267842582, 0, 0, 0, -219934060281344, 0, 0, 0, 20476861606016, 0, 0, 0, -53132747779918, 0, 0, 0, 23037723848064, 0, 0, 0, 186620268394378, 0, 0, 0, 26419609165714, 0, 0, 0, 103435542358016, 0, 0, 0, -10084045936873, 0, 0, 0, -198814169718290, 0, 0, 0, -2111451455360, 0, 0, 0, -77954196166830, 0, 0, 0, 6032249570458, 0, 0, 0, 278895779785216, 0, 0, 0, 29202445242740, 0, 0, 0, 99364459863552, 0, 0, 0, 66643465232682, 0, 0, 0, -197543379349894, 0, 0, 0, -35149879382830, 0, 0, 0, -197234149946112, 0, 0, 0, -23226765729792, 0, 0, 0, 175959410327040, 0, 0, 0, -46142990211584, 0, 0, 0, 133846895453924, 0, 0, 0, -803313658140, 0, 0, 0, -265647361006278, 0, 0, 0, -49264413367168, 0, 0, 0, -163506552143616, 0, 0, 0, 78779156862336, 0, 0, 0, 240959373894718, 0, 0, 0, 398584664690, 0, 0, 0, 175951345739520, 0, 0, 0, -41643239715270, 0, 0, 0, -165106896392582, 0, 0, 0, 3142982263808, 0, 0, 0, -89448619304924, 0, 0, 0, -86179786522246, 0, 0, 0, 314259815812352, 0, 0, 0, -40861620347663, 0, 0, 0, 122425574439140, 0, 0, 0, 23107705035520, 0, 0, 0, -281270804151552, 0, 0, 0, 76344138009826, 0, 0, 0, -144610001898606, 0, 0, 0, -54696617359932, 0, 0, 0, 216812328624384, 0, 0, 0, 127172365929088, 0, 0, 0, 58390499364290, 0, 0, 0], '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: 40525017
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199422513216, 'target_is_minimal': False, 'target_label': '64.10.a.c.1.1', 'target_level': 64, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 40525018
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597931995200, 'target_is_minimal': False, 'target_label': '64.10.a.g.1.1', 'target_level': 64, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 40525019
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142672, 'target_is_minimal': False, 'target_label': '16.10.a.b.1.1', 'target_level': 16, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 40525020
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142664, 'target_is_minimal': True, 'target_label': '8.10.a.b.1.1', 'target_level': 8, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 40525021
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45036065160954112, 'target_is_minimal': False, 'target_label': '256.10.b.k.129.2', 'target_level': 256, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '16.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 40525022
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 68887249152, 'target_is_minimal': False, 'target_label': '256.10.b.a.129.2', 'target_level': 256, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '16.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 40525023
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45036065160954112, 'target_is_minimal': False, 'target_label': '256.10.b.k.129.1', 'target_level': 256, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '16.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 40525024
    {'conductor': 16, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 129, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 68887249152, 'target_is_minimal': False, 'target_label': '256.10.b.a.129.1', 'target_level': 256, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '16.13', 'twisting_conrey_index': 13, 'weight': 10}
  • id: 40525025
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772232, 'target_is_minimal': False, 'target_label': '72.10.a.a.1.1', 'target_level': 72, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '24.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 40525026
    {'conductor': 24, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142800, 'target_is_minimal': False, 'target_label': '144.10.a.b.1.1', 'target_level': 144, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '24.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 40525027
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22518135743578512, 'target_is_minimal': False, 'target_label': '400.10.c.f.49.1', 'target_level': 400, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '40.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 40525028
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725832, 'target_is_minimal': False, 'target_label': '200.10.c.a.49.2', 'target_level': 200, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '40.13', 'twisting_conrey_index': 13, 'weight': 10}
  • id: 40525029
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797186736528, 'target_is_minimal': False, 'target_label': '400.10.a.i.1.1', 'target_level': 400, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '40.19', 'twisting_conrey_index': 19, 'weight': 10}
  • id: 40525030
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518135743578512, 'target_is_minimal': False, 'target_label': '400.10.c.f.49.2', 'target_level': 400, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '40.27', 'twisting_conrey_index': 27, 'weight': 10}
  • id: 40525031
    {'conductor': 40, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772360, 'target_is_minimal': False, 'target_label': '200.10.a.a.1.1', 'target_level': 200, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '40.29', 'twisting_conrey_index': 29, 'weight': 10}
  • id: 40525032
    {'conductor': 40, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137606725832, 'target_is_minimal': False, 'target_label': '200.10.c.a.49.1', 'target_level': 200, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '40.37', 'twisting_conrey_index': 37, 'weight': 10}
  • id: 40525033
    {'conductor': 56, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199422513216, 'source_is_minimal': False, 'source_label': '64.10.a.c.1.1', 'source_level': 64, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 167772552, 'target_is_minimal': False, 'target_label': '392.10.a.a.1.1', 'target_level': 392, 'twist_class_label': '8.10.a.b.1.1', 'twist_class_level': 8, 'twisting_char_label': '56.13', 'twisting_conrey_index': 13, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 206625
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 2}
  • id: 206626
    {'charpoly_factorization': [[[68, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 3}
  • id: 206627
    {'charpoly_factorization': [[[1510, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 5}
  • id: 206628
    {'charpoly_factorization': [[[-10248, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 7}
  • id: 206629
    {'charpoly_factorization': [[[3916, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 11}
  • id: 206630
    {'charpoly_factorization': [[[-176594, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 13}
  • id: 206631
    {'charpoly_factorization': [[[-148370, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 17}
  • id: 206632
    {'charpoly_factorization': [[[499796, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 19}
  • id: 206633
    {'charpoly_factorization': [[[1889768, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 23}
  • id: 206634
    {'charpoly_factorization': [[[-920898, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 29}
  • id: 206635
    {'charpoly_factorization': [[[-1379360, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 31}
  • id: 206636
    {'charpoly_factorization': [[[5064966, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 37}
  • id: 206637
    {'charpoly_factorization': [[[24100758, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 41}
  • id: 206638
    {'charpoly_factorization': [[[25785196, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 43}
  • id: 206639
    {'charpoly_factorization': [[[60790224, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 47}
  • id: 206640
    {'charpoly_factorization': [[[29496214, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 53}
  • id: 206641
    {'charpoly_factorization': [[[51819388, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 59}
  • id: 206642
    {'charpoly_factorization': [[[33426910, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 61}
  • id: 206643
    {'charpoly_factorization': [[[144856196, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 67}
  • id: 206644
    {'charpoly_factorization': [[[-68397128, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 71}
  • id: 206645
    {'charpoly_factorization': [[[-168216202, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 73}
  • id: 206646
    {'charpoly_factorization': [[[-235398736, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 79}
  • id: 206647
    {'charpoly_factorization': [[[-64639852, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 83}
  • id: 206648
    {'charpoly_factorization': [[[78782694, 1], 1]], 'hecke_orbit_code': 9007199422513216, 'p': 89}
  • id: 206649
    {'charpoly_factorization': [[[24113566, 1], 1]], 'hecke_orbit_code': 9007199422513216, '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': 3, 'label': '64.10.a.c', 'level': 64, '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: 29189323
    {'hecke_orbit_code': 9007199422513216, 'n': 1, 'trace_an': 1}
  • id: 29189324
    {'hecke_orbit_code': 9007199422513216, 'n': 2, 'trace_an': 0}
  • id: 29189325
    {'hecke_orbit_code': 9007199422513216, 'n': 3, 'trace_an': -68}
  • id: 29189326
    {'hecke_orbit_code': 9007199422513216, 'n': 4, 'trace_an': 0}
  • id: 29189327
    {'hecke_orbit_code': 9007199422513216, 'n': 5, 'trace_an': -1510}
  • id: 29189328
    {'hecke_orbit_code': 9007199422513216, 'n': 6, 'trace_an': 0}
  • id: 29189329
    {'hecke_orbit_code': 9007199422513216, 'n': 7, 'trace_an': 10248}
  • id: 29189330
    {'hecke_orbit_code': 9007199422513216, 'n': 8, 'trace_an': 0}
  • id: 29189331
    {'hecke_orbit_code': 9007199422513216, 'n': 9, 'trace_an': -15059}
  • id: 29189332
    {'hecke_orbit_code': 9007199422513216, 'n': 10, 'trace_an': 0}
  • id: 29189333
    {'hecke_orbit_code': 9007199422513216, 'n': 11, 'trace_an': -3916}
  • id: 29189334
    {'hecke_orbit_code': 9007199422513216, 'n': 12, 'trace_an': 0}
  • id: 29189335
    {'hecke_orbit_code': 9007199422513216, 'n': 13, 'trace_an': 176594}
  • id: 29189336
    {'hecke_orbit_code': 9007199422513216, 'n': 14, 'trace_an': 0}
  • id: 29189337
    {'hecke_orbit_code': 9007199422513216, 'n': 15, 'trace_an': 102680}
  • id: 29189338
    {'hecke_orbit_code': 9007199422513216, 'n': 16, 'trace_an': 0}
  • id: 29189339
    {'hecke_orbit_code': 9007199422513216, 'n': 17, 'trace_an': 148370}
  • id: 29189340
    {'hecke_orbit_code': 9007199422513216, 'n': 18, 'trace_an': 0}
  • id: 29189341
    {'hecke_orbit_code': 9007199422513216, 'n': 19, 'trace_an': -499796}
  • id: 29189342
    {'hecke_orbit_code': 9007199422513216, 'n': 20, 'trace_an': 0}
  • id: 29189343
    {'hecke_orbit_code': 9007199422513216, 'n': 21, 'trace_an': -696864}
  • id: 29189344
    {'hecke_orbit_code': 9007199422513216, 'n': 22, 'trace_an': 0}
  • id: 29189345
    {'hecke_orbit_code': 9007199422513216, 'n': 23, 'trace_an': -1889768}
  • id: 29189346
    {'hecke_orbit_code': 9007199422513216, 'n': 24, 'trace_an': 0}
  • id: 29189347
    {'hecke_orbit_code': 9007199422513216, 'n': 25, 'trace_an': 326975}
  • id: 29189348
    {'hecke_orbit_code': 9007199422513216, 'n': 26, 'trace_an': 0}
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