Newform data - 23.11.b.a

Formats: - HTML - YAML - JSON - 2024-04-30T03:11:44.732961

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 2783, 'analytic_conductor': 14.613216811495654, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'cm_discs': [-23], 'conrey_index': 22, 'conrey_indexes': [22], 'dim': 3, 'field_disc': 621, 'field_disc_factorization': [[3, 3], [23, 1]], 'field_poly': [-3, -6, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [50407, -3072, 0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68904026135, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, -23]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '23.11.b.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.11.b.a', 'nf_label': '3.3.621.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(-23\\beta _{1}-2\\beta _{2})q^{2}+(-66\\beta _{1}+119\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '10.2.1.d2', 'self_twist_discs': [-23], 'self_twist_type': 1, 'space_label': '23.11.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 842272249915945867, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.632', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '69.204', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2055.789', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.842', 'prec': 17}, 'traces': [3, 0, 0, 3072, 0, 21747, 0, -151221, 177147, 0, 0, 308883, 0, 0, 0, 3145728, 0, 10906779, 0, 0, 0, 0, -19309029, 22268928, 29296875, 13013547, 59398446, 0, 0, 0, 0, -154850304, 0, 0, 0, -23754525, 0, 0, -424831722, 0, 0, 0, 0, 0, 0, 0, 0, -1096201029, 847425747, 0, 0, -1753661829, 0, 1284138603, 0, 0, 0, 3857211267, 3843684078, 0, 0, -5490705117, 0, 4401371475, 0, 0, 0, 0, 0, 0, 0, 2239092867, 0, 0, 0, 0, 0, -16009228221, 0, 0, 10460353203, -21583802829, 0, 0, 0, 0, 18989035446, 0, 0, 0, 0, -19772445696, -21172788546, -21349681797, 0, -15569865381, 0, 0, 0, 30000000000, 62677602222, 0, 0, 13325872128, 0, 0, 0, 79063240971, 0, 0, 0, 0, 0, 0, 0, -78693665853, -12205974642, 0, 0, 0, 77812273803, 0, -40247111058, 129850775403, 0, 0, 0, -158566711296, 0, 0, 0, 0, 0, 0, 0, 0, 0, -139971151221, 0, 0, -334309238178, 339645246171, 0, -364025916381, 0, -127538122269, 0, 0, 0, 212373046875, 0, 0, 0, 0, 0, 94335202203, 0, 0, 0, 0, 0, 430579335054, 0, 641274855819, 0, 0, -615454360554, 0, 413575475547, 0, 0, 0, -290831064546, 382750124619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 973310224803, 0, -337547349069, 0, -262110886221, 0, 0, 0, -1122509853696, 0, 0, 0, 867763964928, 0, 0, 0, -1476767578125, 0, 0, 0, 0, 0, 0, -1140178853421, -655973863629, 0, 0, -472810938978, 0, 1659949685454, 0, 0, -1679139538050, 0, 0, -2984548029522, 0, 0, 0, 3007782430854, 0, 1729951171875, 0, 0, 0, 0, 0, 0, 3949784337408, 0, -3079605152778, 0, 3935932495872, 0, 0, 0, 0, 0, 0, 3507418837854, 0, 0, 194128603347, 0, -5622482039808, 0, 0, 0, 0, 0, -3896115816981, 0, 4507004390400, 0, 0, 0, 0, 7247400320622, -791043491829, 0, 0, 0, 0, 0, 0, 0, 0, -3108180367578, 0, 0, 0, 0, -1988076934869, 0, 1267961941779, -9877382002122, 0, 0, -10229371177029, 0, -6966240158397, 0, 0, 0, 1197394341675, 6047981701347, 0, 0, -4571540633829, 0, 6142989240003, 0, 0, 0, 0, 0, 3016435546875, 0, 13063074541971, 0, 0, 0, 0, -16005385879842, 0, 0, 0, 0, 5021042912550, 0, 0, 0, 0, 15916595759358, 0, 0, 0, 0, 0, 0, 16827125078478, 0, 12325592179131, 0, -22101814096896, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12929666781867, 0, 0, 0, 0, 0, 0, 0, 0, -25925528329554, 27960924474483, 0, 0, -25085888352378, 0, 0, 27862865881422, 0, 0, 0, -25609725287733, 0, 0, 18393198773403, 0, 0, 0, 0, 0, 0, -20246984392704, -35604883511322, 0, 0, -39802121393133, 0, 0, 0, -21862074160128, -891120141354, 0, 0, 0, 19840733239422, 0, 0, 31905541822275, 0, 17496573565947, 0, 0, 0, 0, 0, -42716189629029, 46680265596342, -48053794984797, 0, 0, 0, 0, 0, 30720000000000, 0, 0, -8678380978146, 64181864675328, 0, 0, 0, 0, 0, 0, 0, 0, 0, -70199770669197, 0, 88396831814403, 70876627808646, 0, 0, 0, 0, 0, -57300122990058, 0, 0, 33273937049547, 0, 0, 0, 0, 0, -2445789648525, 0, 0, 0, 0, 0, -96051105071133, 0, 0, 50039642934603, 0, 0, 0, 0, 0, 0, 0, 35032720663878, 106511513671875, 0, 0, -4278829302546, 0, 0, 0, 0, 0, 0, 0, 0, 0, 64553162002854, -194430448335669, 0, -128328614219253, 0, -56240016962250, 0, 0, 0, -193748583319746, 0, 0, 0, 0, 0, 5536152311379, 0, 0, 0, 0, 0, 79679768374272, 0, 215948574488478, 0, 0, -79549567008522, 0, 0, -156460986707421, 0, 0, 0, 276769972832619, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -109402108561554, 198264998849379, 0, 0, 0, -59487619573221, 0, -214443012245997, 0, 0, 0, 0, 0, 0, 0, 137651517948054, 0, 170083461122619, 0, 0, 0, 0, 124279533640947, 0, 226965701121822, 0, -107099616282546, 0, 0, 0, -253702567893354, 221594252900379, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -143330458850304, 0, -26814698226597, 0, 170873389513347, 0, -153481544169954, 0, 0, 0, 0, 0, -154763843346453, 0, 0, 0, 347796732079104, 0, 0, 0, 0, 0, 0, -188564736328125, -303076097042997, 0, 0, -262877533919106, 0, 0, 0, 0, -130599037203456, 0, 0, 0, 87251802336867, 0, 0, 35476709071206, 0, -412833798749658, 0, 0, 0, 0, -83759652138621, -180812420789322, 217470000000000, 0, 0, 0, -475286043629397, 0, 454349938507278, 493870788001158, 0, 0, 0, 394126728031806, 0, 0, 0, 0, 0, 0, 0, 0, 0, -382308772122978, -286004364907917, 0, 361508819208075, 286102294921875, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 637258090610694, 0, 0, 0, 0, 0, 0, 0, 0, -86361784808325, 0, 127085419921875, 0, -678306767051829, 0, 0, 0, 1087974749201403, -416337458763354, 0, 0, 0, 0, 518162854615971, 0, 0, 0, 0, 0, -630225265207296, 0, 0, 0, 0, 0, 0, 580062949218750, -367050485119725, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 833335384032222, -297811010095104, 0, 0, 0, -565244182116666, 0, -837967537387821, -250863371810322, 0, 0, -687667427639175, 0, 0, 0, -1050810552565653, 0, 395749556354958, 0, 0, 0, 0, 0, 0, 0, 133998896627547, -985617651972642, 0, 83440090325094, 0, 0, 0, 0, 0, 0, 564061172797947, 0, 0, 558385066121025, 0, 0, 0, 0, 0, 0, 996669670198272, 0, -291751308059442, 0, 0, 0, 0, 0, 721608266791566, 0, 0, 0, 0, 0, 0, 0, 1076173410341379, 0, -1289564447168397, 0, 0, 0, 0, 0, 0, 0, 994231853723883, 0, 0, 0, 0, 0, 453169608437475, 0, 0, -885046050395394, -1419326990239917, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1121283554050854, 888590300086272, 0, 1711181898745347, 0, 1808462752230867, 0, 0, 0, 0, 0, -590778048560781, 0, 0, 0, 0, 0, -1512210000000000, 0, 0, 0, 0, 0, 1628630484501147, -257134382776554, -3159389895204354, 907722887452278, 0, 0, 0, 0, 0, 0, 0, 0, 1467698529826779, 0, 0, -2155863311124978, 0, 0, 0, 0, 0, 0, 152892270702075, -2208893820584322, 0, -2190790685193594, -671717236356096, 0, 2413032230478603, 0, 0, -1250231990852754, 0, 0, 0, 1262121699900603, 0, 0, -484158401513472, 0, -2423407667552322, 0, 0, 0, 0, 0, 2462088389493579, 403960418590542, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3985340787625197, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -924523848327981, 2266362530121246, -56676284524821, 0, 0, 0, 3080895113812971, 1079666248885854, 0, 0, -832284020475453, 0, 0, 0, 0, 0, 3079969209194496, 0, 0, 0, 0, 2734362680072646, 0, -3480517916245506, -231977783203125, 0, 0, 0, 0, 0, -1130880986819853, 0, 0, 3701049733606878, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -2925815785328829, -57883017455058, 0, 0, 0, 0, 3966711614652171, 0, 0, 0, 3777543650257971, -4236019872462546, 0, 0, -2538249112665378, 0, 0, 0, 0, 0, 0, 0, 4030394875772928, 0, 0, 0, 0, 4031151450062478, 0, 0, 0, 0, 0, 0, -3196046294210469, 0, 0, 0, 0, 2458884860942403, 0, 0, 0, 0, 0, 0, -3922283285587821, 0, 0, 0, -470327290156050, 0, -4663182726515397, -4148747285156250, 0, 0, -3739182364356333, 0, 0, 0, -3716591514527829, 0, 2227523816927934, 0, 0, 0, 0, 0, 0, 196011697689222, -6545388035739021, 5595473395758342, 0, 0, 0, 2671777896051246, 4306608956377779, 0, 0], 'weight': 11, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0], [0, -23, -2], [0, -66, 119], [1024, 613, 433], [0, 0, 0], [7249, -611, 4361], [0, 0, 0], [-50407, -23552, -2048], [59049, -39674, 5903], [0, 0, 0], [0, 0, 0], [102961, -166727, -14498], [0, -74882, -218321], [0, 0, 0], [0, 0, 0], [1048576, 1159361, 100814], [0, 0, 0], [3635593, -478434, 862631], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-6436343, 0, 0], [7422976, 2701198, -1532769], [9765625, 0, 0], [4337849, 6020149, -3885503], [19799482, -3897234, 7026831], [0, 0, 0], [0, -14142914, 1170439], [0, 0, 0], [0, 20457814, 997111], [-51616768, -30899491, -21826231], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-7918175, -47421602, 18297031], [0, 0, 0], [0, 0, 0], [-141610574, 62400838, 25424183], [0, 0, 0], [0, 82807462, 23460967], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 148035889, 12872686], [0, 65544982, -110682929], [-365400343, -38407339, -95044383], [282475249, 0, 0], [0, -224609375, -19531250], [0, 0, 0], [-584553943, -99770527, -8675698], [0, 0, 0], [428046201, -491467025, 217913725], [0, 0, 0], [0, 0, 0], [0, 0, 0], [1285737089, 331334509, 326262169], [1281228026, 0, 0], [0, 0, 0], [0, 0, 0], [-1830235039, -530390459, -404686319], [0, 0, 0], [1467123825, 1187185664, 103233536], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 424798638, -765924817], [0, 0, 0], [0, -1246022426, 97551247], [746364289, 1509930902, 585781623], [0, 336680998, -1110128873], [0, 0, 0], [0, -644531250, 1162109375], [0, 0, 0], [0, 0, 0], [-5336409407, 1213962775, -391591875], [0, 0, 0], [0, 0, 0], [3486784401, -1306765812, 2356138358], [-7194600943, -2515944923, -1152432527], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [6329678482, -1105387898, 2554405823], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-6590815232, -3945478259, -2786936519], [-7057596182, 781142398, -3837542473], [-7116560599, 464351101, -4143517847], [0, 0, 0], [-5189955127, 8404207889, 730800686], [0, 0, 0], [0, -6496930727, -564950498], [0, 0, 0], [10000000000, 5986328125, 4228515625]], 'ap': [[0, -23, -2], [0, -66, 119], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, -74882, -218321], [0, 0, 0], [0, 0, 0], [-6436343, 0, 0], [0, -14142914, 1170439], [0, 20457814, 997111], [0, 0, 0], [0, 82807462, 23460967], [0, 0, 0], [0, 65544982, -110682929], [0, 0, 0], [1281228026, 0, 0], [0, 0, 0], [0, 0, 0], [0, -1246022426, 97551247], [0, 336680998, -1110128873], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [20892534074, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 16453838902, 16558202623], [0, 5710704862, 22752933967], [0, 0, 0], [0, -1057619474, 29769838903], [0, 0, 0], [0, -51708494426, -27218756153], [0, 0, 0], [0, -52985220002, -60012643073], [-205151453518, 0, 0], [-96943688182, 0, 0], [0, 86809308286, -65794304561], [0, 0, 0], [0, 0, 0], [0, -83546659466, -153364378481], [0, 191311439566, 109099809031], [0, 0, 0], [-157603646326, 0, 0], [1002594143618, 0, 0], [0, 0, 0], [0, 0, 0], [0, 491696960518, 134229246079], [0, -76580705162, -458807214617], [0, 0, 0], [0, 0, 0], [0, 795763018966, 12515238631], [0, 0, 0], [0, -887407092674, -545626124897], [-1036060122526, 0, 0], [0, -16080101234, -944131077569], [0, 0, 0], [0, 0, 0], [0, 0, 0], [-5335128626614, 0, 0], [0, 891525027814, -1372503254489], [0, 0, 0], [5305531919786, 0, 0], [0, -1730728877138, 1541395690567], [0, 0, 0], [-8641842776518, 0, 0], [0, 3336581795326, 1906349919703], [0, 3955182450934, 517839672319], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 2883140615902, 5686967204023], [0, 0, 0], [0, -4883781903962, 4517497447183], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, -956336927162, -9542038026017], [0, 4298436067918, 9948294480679], [11677573554626, 0, 0], [0, 0, 0], [0, 11969724694174, 9273026730247], [21517720667618, 0, 0], [0, 0, 0], [0, 0, 0], [0, 16548466559782, -5912022890129], [0, 12410106791374, -11086747904753], [0, -17649134710562, -13898709559817], [0, 0, 0], [0, -12363996180962, -19131984075617], [0, 0, 0], [0, 0, 0], [0, -33473356393538, -5791948580633], [0, -17294233905218, 21781205057671], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, -23199896456234, 28064059468231], [0, 30218870029582, 37217645203471], [-137611266249886, 0, 0], [-60270806929774, 0, 0], [0, 36146437753414, -28827204121289], [164623596000386, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 79577139287302, -2194627239977], [0, 55260819321598, 61631917995727], [0, 0, 0], [0, 0, 0], [0, 26450393099734, 81263832584119], [0, 0, 0], [0, -80597746779602, -70118979973673], [277778461344074, 0, 0], [0, 0, 0], [0, 0, 0], [27813363441698, 0, 0], [0, 0, 0], [0, 0, 0], [0, 157845676368286, 9731645576239], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, -174878985322586, -75776452079489], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 0, 0], [302574295817426, 0, 0], [0, 198233631623374, -93145497870353], [-718621103708326, 0, 0], [0, -210202488402266, 103857260379319], [0, 0, 0], [-736297940194774, 0, 0], [0, 0, 0], [134653472863514, 0, 0], [0, 179411001448102, 255000007170223], [0, -115231635185714, -273036972573161], [0, -209378450834666, 185041708194919], [755454176707082, 0, 0], [0, 0, 0], [359888749628618, 0, 0], [0, 96187182108166, 323565240764431], [0, 0, 0], [0, 0, 0], [0, 0, 0], [0, 3279575633686, -398945869793561], [0, 0, 0], [0, 0, 0], [0, 538716071707102, 178949651888023], [0, 0, 0], [0, -502313540138618, -361400273479529], [0, 0, 0], [0, 0, 0], [0, 0, 0], [65337232563074, 0, 0], [890592632017082, 0, 0]], 'char_orbit_index': 2, 'field_poly': [-3, -6, 0, 1], 'hecke_orbit_code': 68904026135, 'hecke_ring_character_values': [[5, [-1, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [4, 1, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-4, -1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '23.11.b.a', 'level': 23, 'maxp': 997, 'weight': 11}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 2783, 'analytic_conductor': 14.613216811495654, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 19, 'dim': 19, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68904026135, 'hecke_orbit_dims': [3, 16], 'label': '23.11.b', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 21, 'mf_new_dim': 21, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 19, 'sturm_bound': 22, 'trace_bound': 1, 'trace_display': [-24, 60, 0, 0], 'traces': [19, -24, 60, 11688, 0, -3357, 0, 50571, 394839, 0, 0, 311403, -615892, 0, 0, 2174480, 0, -9424581, 0, 0, 0, 0, 2007675, -10437168, -32141045, 23555955, 27570522, 0, -53419524, 0, 142620860, -6579840, 0, 0, -28574160, 223540851, 0, 0, -165257598, 0, -321041172, 0, 0, 0, 0, -819271744, -281525796, 450048555, -1306459757, 2674591320, 0, -927498477, 0, 597486267, 644578320, 0, 0, 3726333691, 886022382, 0, 0, -3283024077, 0, -2375314061, 0, 0, 0, 0, -5154715140, -2550700320, -1890632532, -4269616413, 2852839868, 0, -14004436980, 0, 9446590224, 22788326643, 0, 0, 12152804139, -23541186101, 0, 0, 28868395440, 0, 26987474322, 0, 0, 0, 0, -12603181368, -22156827222, -52082285717, 8158033920, 23957659131, 0, -45996426408, 0, -52157416680, 61059873246, 0, 0, 91486275648, -162985821840, 0, 0, 56857565955, 0, 208386446880, 0, 0, 0, 0, -66916092720, -98162731125, -132773193834, -33888006560, 97329993936, 0, -143816119733, 0, -9396982278, 288447461427, 0, 0, 197011721084, -160311826176, 0, 0, 118643296332, 0, 137691970368, 0, 0, 0, 0, -226516326717, -212870362324, -325451214480, -3602828502, 254541882859, 0, -722528966973, 0, 198579345867, 460314804300, 0, 0, 808080509835, -331665476308, 0, 0, -170384811504, 0, 39769717443, 0, 0, 0, 0, -483794767344, -127273361514, 355516546172, -1362495789, 493211296080, 0, 35205057270, 0, 129056654535, -407506123920, 0, 0, -139765228722, 387345905595, 0, 0, 493697388120, 0, -296062816404, 0, 0, 0, 0, -24952703405, -825232991760, 691937567115, -555807713808, -526266484389, 0, -127087422240, 0, -1317298832160, 174219298412, 0, 0, -1429195200264, 1310018050812, 0, 0, 223259058195, 0, 494632346752, 0, 0, 0, 0, 1517075790543, 683908240675, 1506943824576, 4517725231440, -3196078100866, 0, 2723461430058, 0, -1816722119520, -3598742695314, 0, 0, -2798094755478, 4238788701840, 0, 0, 1591737507158, 0, -4490520185025, 0, 0, 0, 0, 2032042397760, -2181506634000, 4388343132320, 2513888399676, -5033816537946, 0, -575485609392, 0, -3239082586176, -3370049932500, 0, 0, -7301113739112, 5215475987478, 0, 0, -857933338077, 0, 876109193232, 0, 0, 0, 0, -1653180320208, 1382728821531, 13263854412240, 5877139942464, -982770127716, 0, -678134907504, 0, -3720288562026, -7846714140965, 0, 0, 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165268970589878, -181409247921381, 0, -195927965167853, 0, -357564483852186, -109004461478544, 0, 0, -192276304801570, 272662542270048, 0, 0, 323238235794192, 0, -19307700742877, 0, 0, 0, 0, -157673406252240, -403089735026376, 317157451867440, 487322633562078, -227347293837940, 0, -207264484611678, 0, -252418420501140, -30806099350725, 0, 0, -332897239130400, 533971193247931, 0, 0, 86803520260460, 0, 124889220190680, 0, 0, 0, 0, -103672556613552, -240023852452698, 628775370089451, 258946744748028, -607951535018400, 0, -487561064159205, 0, -431153426097317, -55014457652400, 0, 0, -175262607582336, 618253995735240, 0, 0, 439971796724934, 0, 199023823206819, 0, 0, 0, 0, -89772145079453, -485935470804480, 392465949390198, 611607533625216, -253011877525206, 0, -250243832874240, 0, -300679876021518, 60059535239011, 0, 0, -146404664944948, 787663756270464, 0, 0, 494793970410720, 0, 237025642841324, 0, 0, 0, 0, -447716667194208, -575263446595968, 496816699833459, 412670119458960, 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-1265389048860960, 0, 0, -1623893760807696, 227506413805056, 0, 0, -114188305809645, 0, -717037638721765, 0, 0, 0, 0, 1163013191485200, 1724414377771200, -1431057922836660, -1669889103568797, -568693762612320, 0, 2601935770301280, 0, 376137588815640, -1262693478292317, 0, 0, -1514980398988710, -575725534090053, 0, 0, -1932572346632020, 0, -1607702900286960, 0, 0, 0, 0, 285572954377632, 1868170497721578, -326598627572560, 1100003310617280, 726982597611963, 0, 4477012061923131, 0, 2923266986100000, -1706667485527920, 0, 0, 1226138243026395, -420237105631200, 0, 0, -2894758792558560, 0, -4650421216724160, 0, 0, 0, 0, 1987653797285520, 4921730861784363, -1472586722050878, -3398129803357474, 444025282280070, 0, 1069788137335004, 0, 2487616155044760, 477250739180928, 0, 0, 181095160557696, -97521690067197, 0, 0, -1515771461701410, 0, -397262234610388, 0, 0, 0, 0, 4067379253794027, 124298588029742, -5027383713336960, -1724191087570590, 2868355312807904, 0, 4977415331778147, 0, 938724048001152, -2626522490506878, 0, 0, -526129768504800, -2724816759760665, 0, 0, -5695789658480016, 0, -3338844078349986, 0, 0, 0, 0, 391420252973808, 6348283020892995, -158979274280290, -5804542920194112, 563893182403200, 0, 3340410967766268, 0, 4216440925964156, -1914349161900000, 0, 0, 1916423461683756, -6910773094601229, 0, 0, -5111143861450260, 0, -2645513119191936, 0, 0, 0, 0, 4166253133955616, 6182190052152000, -6558516971916069, -599835733532434, 4367263940688411, 0, 7475626410711840, 0, 6697669718139339, 542142779018366, 0, 0, -303461563211597, -2614981991830452, 0, 0, 2270706285387840, 0, -941963575180128, 0, 0, 0, 0, 1420204512068082, 4806548891849296, -7537198656712230, -10398445929717765, 1830994346072160, 0, 5341119546031200, 0, 205621431425520, 4688146672793403, 0, 0, 3547124688884310, -13819295059428960, 0, 0, -2059235819433744, 0, 5475542612558400, 0, 0, 0, 0, 1978031099418240, 1985808637205400, -6328450483002773, -5395062870278262, 5760047162525040, 0, 5827964181238560, 0, 5025167789851467, -2486733859685172, 0, 0, 4920026134445739, -11063973087182502, 0, 0, -4810812928298370, 0, -4576444229519856, 0, 0, 0, 0, 1105666156830908, 8171475015416352, -9041960962941840, -6886085107268448, 241052535619596, 0, 3953632443396058, 0, 10311254375381160, 2889694510668672, 0, 0, -814217291953200, -10844611080884205, 0, 0, 1228159285029792, 0, 1595565691070271, 0, 0, 0, 0, 8879180025458880, 2378949740643836, -16766564230112973, -5064636544015680, 8695375276255440, 0, 7029755559488622, 0, -2469517449855093, 6081745527275010, 0, 0, 1322291018250267, -6357596489992992, 0, 0, -3163138443330053, 0, -91221829411794, 0, 0, 0, 0, 306060848380512, 11435739187692960, -7389769726928410, -4108706974455405, 4442233153362882, 0, 8026015475793840, 0, 7664095292533694, 3331193078414883, 0, 0], 'weight': 11, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 18056
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.11.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.11.b.a', 'target_level': 23, 'twist_class_label': '23.11.b.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 18057
    {'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -23, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.11.b.a', 'source_level': 23, 'target_char_orbit': 2, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.11.b.a', 'target_level': 23, 'twist_class_label': '23.11.b.a', 'twist_class_level': 23, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 18058
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.11.b.a', 'source_level': 23, 'target_char_orbit': 4, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '207.11.d.a', 'target_level': 207, 'twist_class_label': '23.11.b.a', 'twist_class_level': 23, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 18059
    {'conductor': 69, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.11.b.a', 'source_level': 23, 'target_char_orbit': 4, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '207.11.d.a', 'target_level': 207, 'twist_class_label': '23.11.b.a', 'twist_class_level': 23, 'twisting_char_label': '69.c', 'twisting_char_orbit': 3, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 89125
    {'charpoly_factorization': [[[50407, -3072, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 2}
  • id: 89126
    {'charpoly_factorization': [[[-19799482, -177147, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 3}
  • id: 89127
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 5}
  • id: 89128
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 7}
  • id: 89129
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 11}
  • id: 89130
    {'charpoly_factorization': [[[-96954465195037082, -413575475547, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 13}
  • id: 89131
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 17}
  • id: 89132
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 19}
  • id: 89133
    {'charpoly_factorization': [[[6436343, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 23}
  • id: 89134
    {'charpoly_factorization': [[[4574522572560643610374, -1262121699900603, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 29}
  • id: 89135
    {'charpoly_factorization': [[[-31514739969109669587074, -2458884860942403, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 31}
  • id: 89136
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 37}
  • id: 89137
    {'charpoly_factorization': [[[-3107751003766401805549874, -40267977930457203, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 41}
  • id: 89138
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 43}
  • id: 89139
    {'charpoly_factorization': [[[17726522705802441569575582, -157797396707490147, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 47}
  • id: 89140
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 53}
  • id: 89141
    {'charpoly_factorization': [[[-1281228026, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 59}
  • id: 89142
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 61}
  • id: 89143
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 67}
  • id: 89144
    {'charpoly_factorization': [[[3286495028531567752762462126, -9765730653029643603, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 71}
  • id: 89145
    {'charpoly_factorization': [[[5013983380181256820946261518, -12892877489110672947, 0, 1], 1]], 'hecke_orbit_code': 68904026135, 'p': 73}
  • id: 89146
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 79}
  • id: 89147
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 83}
  • id: 89148
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, 'p': 89}
  • id: 89149
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 68904026135, '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': 2, 'hecke_orbit': 1, 'label': '23.11.b.a', 'level': 23, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19801000
    {'hecke_orbit_code': 68904026135, 'n': 1, 'trace_an': 3}
  • id: 19801001
    {'hecke_orbit_code': 68904026135, 'n': 2, 'trace_an': 0}
  • id: 19801002
    {'hecke_orbit_code': 68904026135, 'n': 3, 'trace_an': 0}
  • id: 19801003
    {'hecke_orbit_code': 68904026135, 'n': 4, 'trace_an': 3072}
  • id: 19801004
    {'hecke_orbit_code': 68904026135, 'n': 5, 'trace_an': 0}
  • id: 19801005
    {'hecke_orbit_code': 68904026135, 'n': 6, 'trace_an': 21747}
  • id: 19801006
    {'hecke_orbit_code': 68904026135, 'n': 7, 'trace_an': 0}
  • id: 19801007
    {'hecke_orbit_code': 68904026135, 'n': 8, 'trace_an': -151221}
  • id: 19801008
    {'hecke_orbit_code': 68904026135, 'n': 9, 'trace_an': 177147}
  • id: 19801009
    {'hecke_orbit_code': 68904026135, 'n': 10, 'trace_an': 0}
  • id: 19801010
    {'hecke_orbit_code': 68904026135, 'n': 11, 'trace_an': 0}
  • id: 19801011
    {'hecke_orbit_code': 68904026135, 'n': 12, 'trace_an': 308883}
  • id: 19801012
    {'hecke_orbit_code': 68904026135, 'n': 13, 'trace_an': 0}
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  • id: 19801026
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