Newform data - 80.14.n.c

Formats: - HTML - YAML - JSON - 2026-03-12T02:37:08.886271

• 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': 15680, 'analytic_conductor': 85.78474316153016, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 20, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 4, 'char_parity': 1, 'char_values': [80, 4, [31, 21, 17], [2, 4, 1]], 'cm_discs': [], 'conrey_index': 47, 'dim': 52, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [18758839845166113789607563234737094679148629975686880909106068999995050861137629701526692894931291626553830641152913475709415171410092923835562062832992256, 0, 0, 0, 91456127157917332943624685194012409417561001966766553644762310752230666273007778968983424126712701275447427740158033860694017342215363466423697408, 0, 0, 0, 109265144409853545377104658688655010933114092937990612855524355766868869728320416792520580516454760801399982400113148163215743086302855168, 0, 0, 0, 4635610856543587427363127096800784366561394652664719188469547454750803532476381759038378733804397833791542195022348422779764736, 0, 0, 0, 34200717288157616482196106641455775362162281224504596521880292101885863946303392460205323567575270265989849097175040, 0, 0, 0, 61967988431595453944858760220917958831080341174902917750691669152355690682688888908589611972383262441472, 0, 0, 0, 51268150985052498655867436138848839343784573692782681079219300077304375400713827743978029056, 0, 0, 0, 22988326129951944504949885688284106477035544303704481356958241284875344308944896, 0, 0, 0, 5933092010835129442203898554990947658256656010453180376327718746112, 0, 0, 0, 892381769139525157200029501530223638673116146284183040, 0, 0, 0, 77356494657950075377741376004879725481216, 0, 0, 0, 3780243324523414185895171648, 0, 0, 0, 96512937596228, 0, 0, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9008092842819664, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 5, 3, -1, 4, 0], [1, 1, 20, 5, 1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '80.14.n.c', 'level': 80, '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, 5], 'level_radical': 10, 'minimal_twist': '80.14.n.c', 'prim_orbit_index': 5, 'related_objects': [], 'relative_dim': 26, 'rm_discs': [], 'sato_tate_group': '13.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.14.n', 'trace_display': [0, 0, 62716, 0], 'traces': [52, 0, 0, 0, 62716, 0, 0, 0, 0, 0, 0, 0, -43227596, 0, 0, 0, -10158316, 0, 0, 0, 2202830248, 0, 0, 0, -1097115132, 0, 0, 0, 0, 0, 0, 0, 27081370264, 0, 0, 0, -55596330460, 0, 0, 0, 58262341064, 0, 0, 0, 125937904744, 0, 0, 0, 0, 0, 0, 0, 108209257012, 0, 0, 0, -1574163219568, 0, 0, 0, 2687463120792, 0, 0, 0, -2078773416732, 0, 0, 0, 0, 0, 0, 0, -26273024428, 0, 0, 0, -5836415202536, 0, 0, 0, -1267920875852, 0, 0, 0, -8659077352076, 0, 0, 0, 0, 0, 0, 0, 22972016487336, 0, 0, 0, 15136403213972, 0, 0, 0, -35751635317000, 0, 0, 0, 21227474608024, 0, 0, 0, 0, 0, 0, 0, -77478567148364, 0, 0, 0, 83563063758972, 0, 0, 0, -281508845735092, 0, 0, 0, 52756518399724, 0, 0, 0, 0, 0, 0, 0, -56550332164752, 0, 0, 0, 3785019871636, 0, 0, 0, -176956337519192, 0, 0, 0, 115532996217568, 0, 0, 0, 0, 0, 0, 0, 207379817973668, 0, 0, 0, -743720144169404, 0, 0, 0, 1045805237928488, 0, 0, 0, -923801447186632, 0, 0, 0, 0, 0, 0, 0, 3435293736518740, 0, 0, 0, 423000335732848, 0, 0, 0, -4691783056971528, 0, 0, 0, 249308725153220, 0, 0, 0, 0, 0, 0, 0, -1148850014018156, 0, 0, 0, 6246664500757508, 0, 0, 0, -1184447365642744, 0, 0, 0, 1006772964451192, 0, 0, 0, 0, 0, 0, 0, 2892690170411912, 0, 0, 0, -2043938357027544, 0, 0, 0, -11411557112999896, 0, 0, 0, 12874082067225872, 0, 0, 0, 0, 0, 0, 0, -9391389109715756, 0, 0, 0, 19033435250512640, 0, 0, 0, -475894424465944, 0, 0, 0, -26710032984136072, 0, 0, 0, 0, 0, 0, 0, 47774624989877784, 0, 0, 0, -17777402105802444, 0, 0, 0, -10214689070755856, 0, 0, 0, 10298053360903524, 0, 0, 0, 0, 0, 0, 0, -980373821891544, 0, 0, 0, -4494464486041628, 0, 0, 0, 9241601181945992, 0, 0, 0, -99510582353851248, 0, 0, 0, 0, 0, 0, 0, 42716888589202196, 0, 0, 0, 20447598357879040, 0, 0, 0, -49051528575705432, 0, 0, 0, -16453061173380184, 0, 0, 0, 0, 0, 0, 0, -8010946446861388, 0, 0, 0, 83933782446755364, 0, 0, 0, 10520998012447560, 0, 0, 0, -140081139453992876, 0, 0, 0, 0, 0, 0, 0, 155706918445665140, 0, 0, 0, -14200401901123916, 0, 0, 0, -108868369882381776, 0, 0, 0, -2618298316127632, 0, 0, 0, 0, 0, 0, 0, 106960369317623604, 0, 0, 0, 355079500157581736, 0, 0, 0, -10199471431708252, 0, 0, 0, -359800157419650876, 0, 0, 0, 0, 0, 0, 0, 158726296043691604, 0, 0, 0, 206855755035543344, 0, 0, 0, -131333711864545176, 0, 0, 0, -1017949244326124136, 0, 0, 0, 0, 0, 0, 0, 1320633022223783608, 0, 0, 0, 214475222647563556, 0, 0, 0, -687533587892555416, 0, 0, 0, -674322648126237476, 0, 0, 0, 0, 0, 0, 0, 904293238339947152, 0, 0, 0, 1125519953024427888, 0, 0, 0, -394032872422350344, 0, 0, 0, -1735526130308700588, 0, 0, 0, 0, 0, 0, 0, 2265765289287363092, 0, 0, 0, 479018530076528272, 0, 0, 0, -1343280501116360796, 0, 0, 0, -1220398757644147264, 0, 0, 0, 0, 0, 0, 0, 1758885049886816392, 0, 0, 0, 1764099862990199828, 0, 0, 0, -1814103259217472744, 0, 0, 0, -3937562698122131448, 0, 0, 0, 0, 0, 0, 0, 3419021741266544024, 0, 0, 0, 2742405352431656636, 0, 0, 0, -4240085660037003320, 0, 0, 0, -2496776965679680588, 0, 0, 0, 0, 0, 0, 0, 4303893509186875216, 0, 0, 0, 5765515373020364552, 0, 0, 0, -7311341588819130648, 0, 0, 0, -5875783365599338520, 0, 0, 0, 0, 0, 0, 0, 9552849817800232960, 0, 0, 0, 3705046577371434264, 0, 0, 0, -5581350055776288376, 0, 0, 0, -11026547329450372728, 0, 0, 0, 0, 0, 0, 0, 7668850382471288648, 0, 0, 0, 4771251176825705872, 0, 0, 0, -2209545834578260776, 0, 0, 0, -9834802951299186176, 0, 0, 0, 0, 0, 0, 0, 13224512211696610560, 0, 0, 0, 6857186153932486596, 0, 0, 0, -7091509796641996496, 0, 0, 0, -12497786754986141148, 0, 0, 0, 0, 0, 0, 0, 17637688291578317928, 0, 0, 0, 3339297056017873652, 0, 0, 0, -7204021203725805976, 0, 0, 0, -19331702026945176228, 0, 0, 0, 0, 0, 0, 0, 14255556092655134772, 0, 0, 0, 19498638989127857376, 0, 0, 0, -6220759903083752184, 0, 0, 0, -19666105444580932796, 0, 0, 0, 0, 0, 0, 0, 21323576545298227316, 0, 0, 0, 9883028155833789492, 0, 0, 0, -22067628069227303680, 0, 0, 0, -13561954675558096108, 0, 0, 0, 0, 0, 0, 0, 18223917716586859448, 0, 0, 0, 17861702279314262164, 0, 0, 0, -7901948460518292568, 0, 0, 0, -37915122178919600272, 0, 0, 0, 0, 0, 0, 0, 25811024702523224628, 0, 0, 0, 23777919692035245276, 0, 0, 0, -19621529590003678536, 0, 0, 0, -21013009978771987024, 0, 0, 0, 0, 0, 0, 0, 16253525415846782740, 0, 0, 0, 22684319128188893060, 0, 0, 0, -20014807727899647160, 0, 0, 0, -44655780520043512524, 0, 0, 0, 0, 0, 0, 0, 57985125473464238648, 0, 0, 0, 15393096391926313928, 0, 0, 0, -14271802742692643304, 0, 0, 0, -31476295693522847336, 0, 0, 0, 0, 0, 0, 0, 43418651681819872296, 0, 0, 0, 5026316020618177472, 0, 0, 0, -15347359187456515032, 0, 0, 0, -34015238883878214336, 0, 0, 0, 0, 0, 0, 0, 30353334927973458964, 0, 0, 0, 7994889789780715448, 0, 0, 0, -24653769454169388768, 0, 0, 0, -43838023001611496192, 0, 0, 0, 0, 0, 0, 0, 3787197494386625944, 0, 0, 0, 29017015664021511716, 0, 0, 0, -5721580879095319160, 0, 0, 0, -23524329462421188524, 0, 0, 0, 0, 0, 0, 0, -3813136229552673036, 0, 0, 0, -1729114059608257720, 0, 0, 0, 5131978195243959408, 0, 0, 0, -15829764503727898844, 0, 0, 0, 0, 0, 0, 0, 41972120017049155224, 0, 0, 0, -22198619146382175132, 0, 0, 0, -34638830548491319072, 0, 0, 0, 77320410434166685464, 0, 0, 0, 0, 0, 0, 0, 11407896893426272936, 0, 0, 0, 55206493632519929232, 0, 0, 0, -93383787773967060744, 0, 0, 0, -30660104987463794536, 0, 0, 0, 0, 0, 0, 0, 3805467788989536716, 0, 0, 0, 42068432572725838080, 0, 0, 0, -14108955232397097884, 0, 0, 0, 77524500586712869448, 0, 0, 0, 0, 0, 0, 0, -105483954557359551116, 0, 0, 0, -30243892659267195820, 0, 0, 0, 156792511664912329296, 0, 0, 0, 51431395237069584900, 0, 0, 0, 0, 0, 0, 0, -31040846372960169756, 0, 0, 0, -116699386389646049020, 0, 0, 0, 28586835682812985960, 0, 0, 0, 173049299003385679728, 0, 0, 0, 0, 0, 0, 0, -157645037090149127312, 0, 0, 0, -67363345283858598696, 0, 0, 0, 10123807709297415592, 0, 0, 0, 94046299694247026856, 0, 0, 0, 0, 0, 0, 0, -164811863594296713768, 0, 0, 0, -74023326889830047432, 0, 0, 0, 239610061797718742536, 0, 0, 0, 153194878323494138980, 0, 0, 0, 0, 0, 0, 0, -322855695026668883000, 0, 0, 0, -269563023925059653132, 0, 0, 0, 310458419608659007832, 0, 0, 0, 356131792602390318080, 0, 0, 0, 0, 0, 0, 0, -172570232450385290764, 0, 0, 0, -290873606943066888416, 0, 0, 0, 61554325613520220828, 0, 0, 0, 270787915748010872068, 0, 0, 0, 0, 0, 0, 0, -219415988386013858928, 0, 0, 0, -134676549449937676332, 0, 0, 0, 198122715524952312112, 0, 0, 0, 263632085826977632548, 0, 0, 0, 0, 0, 0, 0, -599701670298399674408, 0, 0, 0, -135315866398920753340, 0, 0, 0], 'weight': 14, 'weight_parity': 1}
• label 80.14.n.c does not appear in mf_hecke_nf
• mf_newspaces •

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

  
  {'Nk2': 15680, 'analytic_conductor': 85.78474316153016, 'char_conductor': 20, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 14, 'char_orbit_label': 'n', 'char_order': 4, 'char_parity': 1, 'char_values': [80, 4, [31, 21, 17], [2, 4, 1]], 'conrey_index': 47, 'cusp_dim': 300, 'dim': 78, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 893588078672, 'hecke_orbit_dims': [2, 24, 52], 'label': '80.14.n', 'level': 80, '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, 5], 'level_radical': 10, 'mf_dim': 324, 'mf_new_dim': 78, 'num_forms': 3, 'prim_orbit_index': 5, 'relative_dim': 39, 'sturm_bound': 168, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [78, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -51063486, 0, 0, 0, 149143794, 0, 0, 0, 2026053768, 0, 0, 0, 896327634, 0, 0, 0, 0, 0, 0, 0, 23715985464, 0, 0, 0, -42511739370, 0, 0, 0, -52045829448, 0, 0, 0, 269456530230, 0, 0, 0, 0, 0, 0, 0, -644477798298, 0, 0, 0, 258325030032, 0, 0, 0, 0, 0, 0, 0, -533356220322, 0, 0, 0, 0, 0, 0, 0, -6358837848138, 0, 0, 0, 432888822264, 0, 0, 0, -21190232919126, 0, 0, 0, -7430219962206, 0, 0, 0, 0, 0, 0, 0, 8922714972936, 0, 0, 0, -14158427100138, 0, 0, 0, -33649444324788, 0, 0, 0, -57421598037576, 0, 0, 0, 0, 0, 0, 0, -114345582849894, 0, 0, 0, -69091238462958, 0, 0, 0, -317881469984886, 0, 0, 0, -168819372144912, 0, 0, 0, 0, 0, 0, 0, -195675234235152, 0, 0, 0, -58613316201234, 0, 0, 0, -650273852445432, 0, 0, 0, 399363730829256, 0, 0, 0, 0, 0, 0, 0, -434279192142402, 0, 0, 0, 88350153746706, 0, 0, 0, 217230846531528, 0, 0, 0, -613193770294632, 0, 0, 0, 0, 0, 0, 0, 3582201370578270, 0, 0, 0, 1225674462043248, 0, 0, 0, -4264647224804796, 0, 0, 0, 2055194034594150, 0, 0, 0, 0, 0, 0, 0, -401582591261646, 0, 0, 0, 5524905187841838, 0, 0, 0, 8099992324226856, 0, 0, 0, -513873671669256, 0, 0, 0, 0, 0, 0, 0, 13359864584036712, 0, 0, 0, -10540707761193144, 0, 0, 0, -5690560723829796, 0, 0, 0, 20586937840746696, 0, 0, 0, 0, 0, 0, 0, -16624357571422446, 0, 0, 0, 19498073901315840, 0, 0, 0, 10230275926574424, 0, 0, 0, -34587908334138846, 0, 0, 0, 0, 0, 0, 0, 49801268837576184, 0, 0, 0, -17785744148369574, 0, 0, 0, -36080689901319048, 0, 0, 0, 45635335633366314, 0, 0, 0, 0, 0, 0, 0, -81091265310085944, 0, 0, 0, 18838424385204882, 0, 0, 0, -6822579683223960, 0, 0, 0, -92671176298603248, 0, 0, 0, 0, 0, 0, 0, 2099813317797066, 0, 0, 0, -29172881468924160, 0, 0, 0, -113206125547938552, 0, 0, 0, 56789481708775128, 0, 0, 0, 0, 0, 0, 0, -95851120867553238, 0, 0, 0, -19424500206592086, 0, 0, 0, 154230875256198120, 0, 0, 0, -157208842128915786, 0, 0, 0, 0, 0, 0, 0, 47738452286196810, 0, 0, 0, -128100509432836866, 0, 0, 0, 105658880065642224, 0, 0, 0, 220314577212102768, 0, 0, 0, 0, 0, 0, 0, -30312060053719746, 0, 0, 0, 48601945899699336, 0, 0, 0, 259104689196776214, 0, 0, 0, -7951292504016486, 0, 0, 0, 0, 0, 0, 0, -121599028278167346, 0, 0, 0, 136984091443099704, 0, 0, 0, 312174128731427784, 0, 0, 0, -358962194801000136, 0, 0, 0, 0, 0, 0, 0, 555191107950946008, 0, 0, 0, -176798320504950594, 0, 0, 0, -250991164308044004, 0, 0, 0, 861787806339425688, 0, 0, 0, 0, 0, 0, 0, -170271721162622448, 0, 0, 0, 970395350188741488, 0, 0, 0, 147602135284030704, 0, 0, 0, -524974798491213258, 0, 0, 0, 0, 0, 0, 0, 879182367904708182, 0, 0, 0, -824065908868908528, 0, 0, 0, 239222863062377190, 0, 0, 0, 689557920680303904, 0, 0, 0, 0, 0, 0, 0, -1718687711027962008, 0, 0, 0, 291429045585119178, 0, 0, 0, -435464719429386852, 0, 0, 0, -1164325431127055448, 0, 0, 0, 0, 0, 0, 0, 876339877392592824, 0, 0, 0, -2204694778420623834, 0, 0, 0, -1595436037416945420, 0, 0, 0, 979675329348968742, 0, 0, 0, 0, 0, 0, 0, -638152526038641144, 0, 0, 0, 3291855013852099752, 0, 0, 0, -3641754447595870008, 0, 0, 0, -1481055610736491152, 0, 0, 0, 0, 0, 0, 0, 701229335743906560, 0, 0, 0, -1112472588338451336, 0, 0, 0, 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0, 0, 0, -162720274776044599806, 0, 0, 0, 57972678119947692078, 0, 0, 0, 0, 0, 0, 0, 84136075946293734672, 0, 0, 0, 95788851890920789638, 0, 0, 0, -261162174533212488036, 0, 0, 0, -200491310238036341442, 0, 0, 0, 0, 0, 0, 0, -216519820922667433608, 0, 0, 0, 49486313106216428010, 0, 0, 0], 'weight': 14, '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: 71164
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 14, 'source_dim': 52, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '80.14.n.c', 'source_level': 80, 'target_char_orbit': 14, 'target_dim': 52, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '80.14.n.c', 'target_level': 80, 'twist_class_label': '80.14.n.c', 'twist_class_level': 80, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 71165
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 52, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '80.14.n.c', 'source_level': 80, 'target_char_orbit': 14, 'target_dim': 52, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '80.14.n.c', 'target_level': 80, 'twist_class_label': '80.14.n.c', 'twist_class_level': 80, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 71166
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 52, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '80.14.n.c', 'source_level': 80, 'target_char_orbit': 14, 'target_dim': 52, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '80.14.n.c', 'target_level': 80, 'twist_class_label': '80.14.n.c', 'twist_class_level': 80, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 71167
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 14, 'source_dim': 52, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '80.14.n.c', 'source_level': 80, 'target_char_orbit': 14, 'target_dim': 52, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '80.14.n.c', 'target_level': 80, 'twist_class_label': '80.14.n.c', 'twist_class_level': 80, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 14}
• hecke_orbit_code 9008092842819664 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 14, 'hecke_orbit': 3, 'label': '80.14.n.c', 'level': 80, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 31622005
    {'hecke_orbit_code': 9008092842819664, 'n': 1, 'trace_an': 52}
  • id: 31622006
    {'hecke_orbit_code': 9008092842819664, 'n': 2, 'trace_an': 0}
  • id: 31622007
    {'hecke_orbit_code': 9008092842819664, 'n': 3, 'trace_an': 0}
  • id: 31622008
    {'hecke_orbit_code': 9008092842819664, 'n': 4, 'trace_an': 0}
  • id: 31622009
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