Newform data - 25.14.b.c

Formats: - HTML - YAML - JSON - 2025-11-13T11:51:47.306702

• 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': 4900, 'analytic_conductor': 26.807732237978176, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 24, 'dim': 8, 'field_disc': 143413863704281574457622238530130176, 'field_disc_factorization': [[2, 8], [353, 2], [991, 2], [67659257207, 2]], 'field_poly': [107862016720896, 0, 383886844480, 0, 335091828, 0, 35445, 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': [[2, [15278217117696, 0, 582539676736, 0, 356075316, 0, 36501, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268209098777, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 97656250000, 'hecke_ring_index_factorization': [[2, 4], [5, 14]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '25.14.b.c', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '25.14.a.c', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{4}q^{2}+(-\\beta _{4}+\\beta _{5})q^{3}+(-933+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '13.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.14.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1434285742095095650, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.257', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.659', 'prec': 17}, {'__RealLiteral__': 0, 'data': '295.906', 'prec': 24}, {'__RealLiteral__': 0, 'data': '355.543', 'prec': 24}, {'__RealLiteral__': 0, 'data': '19663.696', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [8, 0, 0, -7466, 0, 80666, 0, 0, -95744, 0, 13350856, 0, 0, -74206932, 0, -16881502, 0, 0, -565297720, 0, -877774944, 0, 0, -2830688910, 0, -6534908744, 0, 0, -15261297680, 0, -25432078064, 0, 0, -46246410042, 0, -90995853812, 0, 0, -121383887248, 0, -162509867224, 0, 0, -223233837362, 0, -155877593604, 0, 0, -236142506856, 0, 183907895336, 0, 0, 550485655330, 0, 807926914620, 0, 0, 1716031630640, 0, 1178411030656, 0, 0, 3033228117694, 0, 2837643424762, 0, 0, 2972419500432, 0, 1899364758896, 0, 0, -2006660960612, 0, 3928235357890, 0, 0, 711630072320, 0, -2301989080552, 0, 0, -18558672690612, 0, -22033736493224, 0, 0, -5012165285640, 0, -22184467676704, 0, 0, -30103143630072, 0, -34691136857474, 0, 0, -2851279676608, 0, 8041268985216, 0, 0, -17483047769160, 0, -7693297190484, 0, 0, 45986529938240, 0, 100736423261696, 0, 0, -22533537390890, 0, -4300531139840, 0, 0, 187065139326528, 0, 244020260450144, 0, 0, 87658867805228, 0, -79289685114024, 0, 0, 215889138906992, 0, 303151618171536, 0, 0, -51387805599342, 0, -195090384336330, 0, 0, 150434988755960, 0, 193745377653776, 0, 0, -607875254300764, 0, -771948899153354, 0, 0, 119959417517200, 0, -109532150247584, 0, 0, -1514750464664724, 0, -1207163828604904, 0, 0, 89820896885872, 0, 206520638910336, 0, 0, -877732300791202, 0, -452298750497514, 0, 0, 495733933361256, 0, 69333711803360, 0, 0, -310388524492160, 0, 447132350753786, 0, 0, 2333567470878920, 0, 2545096424416336, 0, 0, 522731844659340, 0, 162597117899172, 0, 0, 2849252932375680, 0, 2055538290568976, 0, 0, 2933189434207228, 0, 1788582526423362, 0, 0, 750073714085600, 0, 585681511751736, 0, 0, 920010635290478, 0, 3567396418803416, 0, 0, -2607269954520040, 0, 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0, 0, -249261873717173720, 0, -94431264422645504, 0, 0, -318833099943852660, 0, -412668934896874408, 0, 0, -117235979758803536, 0, -507551966580795264, 0, 0, 452510240487438456, 0, 363584386101626620, 0, 0, -511842672869442640, 0, 231266408399972608, 0, 0, 352632736991163308, 0, 234212380498993496, 0, 0, 309661731070788200, 0, -729930994201762968, 0, 0, 717421516018743048, 0, 741699472943780550, 0, 0, -294787420817402120, 0, 748204874834881056, 0, 0, 351686900314632320, 0, 1348443866132207436, 0, 0, 1226804097585569728, 0, -387259857576032944, 0, 0, 761909348077724340, 0, 590735086133085444, 0, 0, -710448200432418480, 0, 741936807887498336, 0, 0, 303995070955426612, 0, 1593579423787259936, 0, 0, 234934493191672552, 0, -1998905489096779024, 0, 0, 865919400648716360, 0, 512163783935572516, 0, 0, -1551241710871046800, 0, 501914300695466736, 0, 0, 955468458117856440, 0, -713891968711730628, 0, 0, -1090358563614879760, 0, -2231685582996825664, 0, 0, 487515480292127268, 0, 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0, -8700667915507237882, 0, 2846512863683723340, 0, 0, 3240999295934040080, 0, 3133209965673395760, 0, 0, -7532234085090810488, 0, -10319630118188578444, 0, 0, 2015278127476334848, 0, -1004226354639238064, 0, 0, -6021622592731627992, 0, 3193961745935922556, 0, 0, -10806662257009567328, 0, -187935515949046224, 0, 0, -1021000146605146872, 0, -8054177496090176070, 0, 0, 3814953615172026480, 0, -12937321069842800448, 0, 0, -2316557156861030620, 0, -6810274609968202694, 0, 0, -10240996565841792760, 0, 12672139691562258256, 0, 0, -8893181207532973410, 0, -3356848993805120584, 0, 0, 12280883896098485632, 0, -16029982526458519808, 0, 0, -12772025132915306662, 0, -10870665611569300962, 0, 0, 2670121451986258048, 0, 9233299500741888016, 0, 0, 6675591188520902180, 0, 14196144687976649400, 0, 0, 2567529858130849952, 0, 4482750399142953976, 0, 0, 16905691886626639278, 0, -2616934084973596800, 0, 0, -17805779710833371088, 0, -69958200872491984, 0, 0, 27561547463731518758, 0, 13787716323737666316, 0, 0, 2957748234537184640, 0, 11859504821992527840, 0, 0, -1303620525771404244, 0, 19364508985840697210, 0, 0, 10849321200072276480, 0, -2445226006631150944, 0, 0, -10467664605790355572, 0, -1377877436539289012, 0, 0, 14454843946343962216, 0, 1802228712436596496, 0, 0, 25148239509717600408, 0, 21317603553409409556, 0, 0, -20526799653590617840, 0, 3932949748700459920, 0, 0, 20029722413051307780, 0, -4692842946633303404, 0, 0, -26715709856652184512, 0, -35418427045583812784, 0, 0, 7656248738014947840, 0, -6716367121775430660, 0, 0, -14341568989898737776, 0, 29080990090008857256, 0, 0, 1426401498157396148, 0, 16570075441510738236, 0, 0, 17322625099350809480, 0, -49928810272057694544, 0, 0, -41813356320996159568, 0, -10438954450926462180, 0, 0, 1762916449863549160, 0, -22962213131576098128, 0, 0, -14743862537841837786, 0, 19800527782998238872, 0, 0, -45445205904075217648, 0, 215991464963673696, 0, 0, 50943458122873409528, 0, -49474050466398486200, 0, 0, -55082053370629004112, 0, 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46024243385664374730, 0, 180010746030649713920, 0, 0, -186287102767309806048, 0, 234715593017542454176, 0, 0, 271177995982384241616, 0, -52662245359106722074, 0, 0, 38969422803904413280, 0], 'weight': 14, '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

  
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127833211826624], [4311409605655325182, -395732388600720, -248972660629944, -75549539832160, 0, 0, 0, 0], [0, 0, 0, 0, 78780996516427447, -1419312655159359, 13213262923678456, 83922043301664], [0, 0, 0, 0, -127468299572619732, -1700162205642828, 12476429538725088, 38055195973440], [0, 0, 0, 0, 22047247626794140, -8092627396910444, 3132695999518352, -165120858406840], [12400313365438928548, -1970771439428640, -80278701794460, -40157646650176, 0, 0, 0, 0], [17826655251971951574, 1385719668101536, 69622036732266, 718797235713792, 0, 0, 0, 0], [-3782583162382782782, -717035538293856, -380889444397392, 781288852830656, 0, 0, 0, 0], [0, 0, 0, 0, 65393155112339035, 19377301042644304, 23633002002670283, 267904131944216], [-824219772746067916, 98793273294360, 991526031443988, -353802536692592, 0, 0, 0, 0], [0, 0, 0, 0, -48145888877695128, 18293254562863248, 2040918650541144, -99783837503928], [0, 0, 0, 0, 5973474316117895, 7584775284926928, -37105145596912041, -247499157945024], [0, 0, 0, 0, -48918772284157888, 6275011593107640, -6036194159101192, -505148140035264], [-13413571560208695885, -1551304830686040, 195822489908841, 89018040035472, 0, 0, 0, 0], [0, 0, 0, 0, -82484228414043935, -3114981457016640, 6955207940734209, -230935501585080], [0, 0, 0, 0, -131981272061609070, -15981316751947086, 17942259498693156, -132782722441272], [29339430107442328178, -69135345079080, -308913076573518, -145214346993456, 0, 0, 0, 0], [0, 0, 0, 0, -245323634919415724, -3174995908392896, 9664400521121492, 568042477371440]], 'char_orbit_index': 2, 'field_poly': [107862016720896, 0, 383886844480, 0, 335091828, 0, 35445, 0, 1], 'hecke_orbit_code': 9007268209098777, 'hecke_ring_character_values': [[2, [-1, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 847608147, 515345753376, 515345753376, 1467162236400768, 446017319865833472, 7824865260804096, 111504329966458368], 'hecke_ring_inverse_denominators': [1, 625, 625, 625, 125, 625, 625, 625], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 609, 0, -16, 0], [-5538133, -625, 96, -32, 0, 0, 0, 0], [0, 0, 0, 0, -9977952, 143250, 396298, 375], [18317116991, 2214875, -404442, 136714, 0, 0, 0, 0], [0, 0, 0, 0, 170089809804, -2565791250, -7850793946, -20131875], [-1570413022395283, -189903889375, 40895335146, -12775229882, 0, 0, 0, 0], [0, 0, 0, 0, -2911900558568892, 44432909279250, 151578600376858, 593107705875]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0, 0], [-9758372148351, 0, -4650496987, 0, -180326, 0, 2, 0], [9175915578222720, 0, 15553446352540, 0, 2543458955, 0, 97135, 0], [54219249646914816, 0, 91819644032620, 0, 9771748115, 0, 267655, 0], [0, -2144213304061632, 0, -5869219055396, 0, -639067489, 0, -17981], [0, 64134158123004873024, 0, 53541915377854148, 0, 5566311488329, 0, 155084933], [0, -740934099974671296, 0, -1191451468245388, 0, -129730700267, 0, -3650143], [0, 697130135147158654272, 0, 1146316690130772068, 0, 129752728985041, 0, 3796927853]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '25.14.b.c', 'level': 25, 'maxp': 997, 'weight': 14}
• 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': 4900, 'analytic_conductor': 26.807732237978176, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'conrey_index': 24, 'cusp_dim': 30, 'dim': 18, 'eis_dim': 6, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68954357785, 'hecke_orbit_dims': [4, 6, 8], 'label': '25.14.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 36, 'mf_new_dim': 20, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 35, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [18, 0, 0, -48786, 0, -124214, 0, 0, -1497874, 0, -4791424, 0, 0, -82632372, 0, 281035458, 0, 0, -12153120, 0, -1109055024, 0, 0, 4142477490, 0, -10292002624, 0, 0, -4143373180, 0, -20381728944, 0, 0, 46881282318, 0, -155434635052, 0, 0, 65004880192, 0, -172884008804, 0, 0, 122261839598, 0, -16001917284, 0, 0, -235974878226, 0, 316920639256, 0, 0, -522537723070, 0, 26102818620, 0, 0, 1319901262840, 0, 1415815336476, 0, 0, -2775868133826, 0, 5536554329402, 0, 0, -494233916928, 0, 1830980310016, 0, 0, -1787781581452, 0, 3004845409890, 0, 0, -453182558880, 0, -6822635822942, 0, 0, -4310760809652, 0, -14555480519704, 0, 0, 33620191279860, 0, -32820442053984, 0, 0, 1247660342088, 0, -22349351207554, 0, 0, 19066493645032, 0, -61816767308964, 0, 0, -13929088632360, 0, 36952695366036, 0, 0, -8767894809660, 0, 102043311540016, 0, 0, -137913758054890, 0, 114709385270960, 0, 0, 95138903568288, 0, 137183093794674, 0, 0, -99796109910612, 0, 217476453389496, 0, 0, 127805179697632, 0, 16299318860856, 0, 0, -403115545853982, 0, -288018885161130, 0, 0, 226672771587360, 0, -172029145829504, 0, 0, 132388150359556, 0, 121867909978766, 0, 0, 626032199543300, 0, -759928153713264, 0, 0, -722049089776404, 0, -422802962076584, 0, 0, 1022529992621312, 0, -1663412118760944, 0, 0, -262758941054642, 0, 1410580830230406, 0, 0, 670381960856226, 0, -1150263160774040, 0, 0, -1026794818780960, 0, 95726453782906, 0, 0, 1698781465013920, 0, 3798357207135756, 0, 0, -5325616296377460, 0, 757504034184612, 0, 0, -455192812108320, 0, 2042655815460496, 0, 0, 3727385780473988, 0, 1810133483300202, 0, 0, 2219268013496400, 0, -454389831256344, 0, 0, -2846885369390162, 0, 3670791845838136, 0, 0, -4363273659392840, 0, -2498172464305824, 0, 0, -3751422452348322, 0, 1848106966049850, 0, 0, 333153246919672, 0, -2371135761501304, 0, 0, 20805842199982308, 0, -15343744731192474, 0, 0, -10271167083933180, 0, -2347809235500768, 0, 0, 1869070640081032, 0, -31383878645828480, 0, 0, 5920827584718160, 0, 3619848953845596, 0, 0, 24158609531779548, 0, 1548152668438642, 0, 0, -17777689241839848, 0, 2650048893025536, 0, 0, 5365191963788908, 0, 35501219178071298, 0, 0, -41246724840222432, 0, 21552160436058940, 0, 0, -14843550185018070, 0, 15916636592952180, 0, 0, 12514926331687780, 0, 6394715307195216, 0, 0, 13573877479681998, 0, 11739742324401756, 0, 0, -30733067125060608, 0, 21678235995419556, 0, 0, 23471145920144968, 0, -6417850073836968, 0, 0, -14845744266346206, 0, 31950248460863296, 0, 0, -6621765283399202, 0, -53616581011129380, 0, 0, 62752633615861152, 0, -30177323108260464, 0, 0, -14938129305925770, 0, -8479540259980124, 0, 0, -26582113561319488, 0, -75343914145152624, 0, 0, 92260593792475028, 0, -78456287374663140, 0, 0, -38090874258953760, 0, -39308275017476424, 0, 0, -83376474735100466, 0, -46588554909714674, 0, 0, 194177798309425008, 0, -14802400066438944, 0, 0, -68558735759980632, 0, 88416281534593956, 0, 0, -62550250357070008, 0, -15115450660400208, 0, 0, 115344839710602840, 0, 210569655208992216, 0, 0, -45681753256675500, 0, -34384049703597040, 0, 0, -238566389689651520, 0, -140853533545690170, 0, 0, 343226846614632240, 0, 232865025557590338, 0, 0, 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4928082077217575192, 0, 0, -2027165490110151992, 0, 8243733146219627406, 0, 0, 1123220614339021380, 0, -6108713999940965784, 0, 0, -4297939892410330884, 0, -5068403407999436132, 0, 0, 7668615091532368232, 0, 8283126845868027696, 0, 0, -11416324152793809210, 0, 4198033447614573396, 0, 0, 1147159772696262960, 0, -1534493505342758304, 0, 0, 10105333738147635010, 0, -1695349906536931600, 0, 0, -3267524120135722000, 0, -1685107262676102564, 0, 0, 3623004745121810028, 0, 5318742328773502572, 0, 0, 1394915896809215040, 0, 4869697868970127136, 0, 0, -17990025329256063722, 0, 7279155035550731340, 0, 0, 12845796033890209080, 0, -2467779705875731440, 0, 0, -12366727837451485048, 0, -6288505113953812724, 0, 0, -140285611404127192, 0, -10350502711830121344, 0, 0, 2054272619140159968, 0, 7850573675408038076, 0, 0, -526088805332155888, 0, 427029163542347796, 0, 0, 18859213752538401288, 0, -10385292233678420070, 0, 0, -4805634298416003120, 0, -25192215616909329408, 0, 0, 10204131838649966980, 0, -3043527943405514374, 0, 0, 5168166332148732640, 0, 16488345577870221276, 0, 0, -15225691719251115810, 0, 7471748187030454336, 0, 0, 20329421323399317872, 0, -20594336868395926768, 0, 0, -25887864356176177502, 0, -32204934028546337802, 0, 0, 11513328566158533408, 0, 17303183431553543936, 0, 0, 4006020575342213380, 0, 31214325995837748600, 0, 0, -13645732335494776808, 0, 12827964290353418496, 0, 0, 21104214296896943838, 0, -18249205328534515200, 0, 0, -35409056816302093248, 0, -5796173801039163764, 0, 0, 34310124516383041318, 0, 5183106870838754436, 0, 0, -10565786994512587260, 0, 34355151247133543040, 0, 0, -23818604106053850324, 0, 14947556869972746010, 0, 0, 20287403688730776480, 0, -14566362585604097424, 0, 0, -50182735947656439012, 0, -23686760122070211652, 0, 0, 10222532695412258486, 0, 427729045475304416, 0, 0, 32380716047401508568, 0, 91591626393352838676, 0, 0, -30339081125531723640, 0, 35030044703718675920, 0, 0, 39887523061890296580, 0, -52828369300180337284, 0, 0, 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56751265973815995840, 0, 0, -125621853391726256232, 0, 237155669532451340880, 0, 0, -130716042217399787008, 0, -5807930451644960804, 0, 0, 412840440369653284640, 0, -281505003734247471528, 0, 0, -161099647430574538248, 0, -182591611167541568944, 0, 0, 172448733798977393552, 0, 212994660538727884480, 0, 0, -35109023178150623232, 0, 75062123915926195314, 0, 0, -308444500957047512442, 0, 196376350571880902712, 0, 0, 300754498486417370360, 0, -128405119633135699584, 0, 0, -351667078328715081652, 0, -379375865987295732444, 0, 0, 141468214931779304520, 0, 19558095759139928780, 0, 0, 79523635985414035530, 0, 289789608152266101520, 0, 0, -172855413057915725808, 0, 318764902834345425696, 0, 0, 536715135967590192336, 0, -260887807903946566554, 0, 0, -260463246219025472320, 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: 20255
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.14.b.c', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '25.14.a.c', 'target_level': 25, 'twist_class_label': '25.14.a.c', 'twist_class_level': 25, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 20256
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.14.b.c', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '25.14.a.d', 'target_level': 25, 'twist_class_label': '25.14.a.c', 'twist_class_level': 25, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 20257
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.14.b.c', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.14.b.c', 'target_level': 25, 'twist_class_label': '25.14.a.c', 'twist_class_level': 25, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 20258
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '25.14.b.c', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '25.14.b.c', 'target_level': 25, 'twist_class_label': '25.14.a.c', 'twist_class_level': 25, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 95825
    {'charpoly_factorization': [[[15278217117696, 0, 582539676736, 0, 356075316, 0, 36501, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 2}
  • id: 95826
    {'charpoly_factorization': [[[176028800221360425053961, 0, 3757031471269653084, 0, 10934915024286, 0, 6425164, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 3}
  • id: 95827
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 9007268209098777, 'p': 5}
  • id: 95828
    {'charpoly_factorization': [[[50041590023988233870543929726333977364828416, 0, 3856734501170667969884884987550976, 0, 79291036215065290126176, 0, 505627295056, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 7}
  • id: 95829
    {'charpoly_factorization': [[[600300333100887429844132101, 702835027037303009828, -107769819908806, -6675428, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 11}
  • id: 95830
    {'charpoly_factorization': [[[969898449815626395110920360443729967472987555216078995456, 0, 29272124954727961750128803749239797063532544, 0, 281582043604756816903892676096, 0, 963633459688384, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 13}
  • id: 95831
    {'charpoly_factorization': [[[75024487046483341307132637736041189088683387011360280689613681, 0, 2501868678727161214441919090220264391275268713556, 0, 595392117318130060704400665909846, 0, 44589924591212916, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 17}
  • id: 95832
    {'charpoly_factorization': [[[915934282272810590170259393328125, -21987722212119855646833500, -102125184016252350, 282648860, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 19}
  • id: 95833
    {'charpoly_factorization': [[[52322872283391619561159391095190709440237788185708829694945080555776, 0, 8146686769234526409037145064103757504595046174427904, 0, 300926125527756918579233834648453856, 0, 1087364434672741104, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 23}
  • id: 95834
    {'charpoly_factorization': [[[20439022615169471212070233287475200000, -40302631258855678826055424000, 3878008777251814400, 7630648840, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 29}
  • id: 95835
    {'charpoly_factorization': [[[-302475306043535770867688028411307817904, -170376662995786233952693769952, 16845565035267201384, 12716039032, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 31}
  • id: 95836
    {'charpoly_factorization': [[[763318381347933186437475112359611619828031137325272037240265112373768184612321536, 0, 22694798604526167641357345829998120795615504734428999177116416, 0, 217216800369914045710716699086619778227936, 0, 809897885975500554736, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 37}
  • id: 95837
    {'charpoly_factorization': [[[25270378617279284785379464513289618407281, 11073537968598144201332224007308, 1588698075172815202454, 81254933612, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 41}
  • id: 95838
    {'charpoly_factorization': [[[26101825507561723081015136245922565709119418446925712227733024057721025932160550895616, 0, 69015225862791139878840049065073914896912260755751191229138714624, 0, 46525365599298798824806120767066375893515776, 0, 11807490663685040446144, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 43}
  • id: 95839
    {'charpoly_factorization': [[[53458675577970486246676427365147569555026614532338668687035450219328288342216896741376, 0, 196532390296158299804410323947142512821266246027248147898947485696, 0, 100837417389580276041446114937889890378425856, 0, 17576489082976556037696, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 47}
  • id: 95840
    {'charpoly_factorization': [[[22197778562992412915023960801614268513305803968527650999420059313718795860140394617979136, 0, 9705525921467370779645083064130973036895046311618324377937598025984, 0, 1354962287552550456979066211936226917106723936, 0, 64999259324276270536464, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 53}
  • id: 95841
    {'charpoly_factorization': [[[-14612339046006202135229701093171981594137600000, 76918380212285015336329877672128000, 84917059708020643553600, -858015815320, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 59}
  • id: 95842
    {'charpoly_factorization': [[[4722241118714484530217628368973711029639732176, 79261070542232168476196291149214528, -193587847209538643269656, -589205515328, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 61}
  • id: 95843
    {'charpoly_factorization': [[[900696361613355844007757139101902170361212147507877374753531741775346386868022007750324845881, 0, 32264192755390635933373311764531895482091012573522469781922653621830956, 0, 308038875028483681607830778394946427062293238446, 0, 1022352810122075106134716, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 67}
  • id: 95844
    {'charpoly_factorization': [[[-912751925790991736256584199459023164012514936064, 3356152837444464058969379340913852288, -2793272324145511289580736, -949682379448, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 71}
  • id: 95845
    {'charpoly_factorization': [[[2196735660446628007823343587201943139069417523995084041728717598357860752292946796539764839148401, 0, 15339198280165925067928858035653176458786372232205177581459186413491096404, 0, 18089141583035204912479797618489061801415464683606, 0, 7434795113153718147135604, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 73}
  • id: 95846
    {'charpoly_factorization': [[[-1926349466916028555197088445716799332004248950000, 10094818014389785395979587724694496000, -7733489997484706814198600, -355815036160, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 79}
  • id: 95847
    {'charpoly_factorization': [[[1888306556338725252485100374840961038541542120626648687340325863227233467849051068386810416145548121, 0, 1644089452221658817758433926068605489418831580587246053600954720874088354764, 0, 446442896016539316149856703842029782642321402337166, 0, 40428050443674281200330524, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, 'p': 83}
  • id: 95848
    {'charpoly_factorization': [[[177243762250166831970663283604595296907945195965625, -161384222251766315115239344940185195500, -69392716989252012236653650, 2506082642820, 1], 2]], 'hecke_orbit_code': 9007268209098777, 'p': 89}
  • id: 95849
    {'charpoly_factorization': [[[1158194163072683355182785529639272972282054432400800651271741938605546300022270131693542654546176, 0, 128134702401389668241663904819037017866918511462793224320490737829574142807296, 0, 8829145016566294873750138955265743301526415153468256, 0, 171620437326365927085218896, 0, 1], 1]], 'hecke_orbit_code': 9007268209098777, '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': 3, 'label': '25.14.b.c', 'level': 25, 'portrait': 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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29792011
    {'hecke_orbit_code': 9007268209098777, 'n': 1, 'trace_an': 8}
  • id: 29792012
    {'hecke_orbit_code': 9007268209098777, 'n': 2, 'trace_an': 0}
  • id: 29792013
    {'hecke_orbit_code': 9007268209098777, 'n': 3, 'trace_an': 0}
  • id: 29792014
    {'hecke_orbit_code': 9007268209098777, 'n': 4, 'trace_an': -7466}
  • id: 29792015
    {'hecke_orbit_code': 9007268209098777, 'n': 5, 'trace_an': 0}
  • id: 29792016
    {'hecke_orbit_code': 9007268209098777, 'n': 6, 'trace_an': 80666}
  • id: 29792017
    {'hecke_orbit_code': 9007268209098777, 'n': 7, 'trace_an': 0}
  • id: 29792018
    {'hecke_orbit_code': 9007268209098777, 'n': 8, 'trace_an': 0}
  • id: 29792019
    {'hecke_orbit_code': 9007268209098777, 'n': 9, 'trace_an': -95744}
  • id: 29792020
    {'hecke_orbit_code': 9007268209098777, 'n': 10, 'trace_an': 0}
  • id: 29792021
    {'hecke_orbit_code': 9007268209098777, 'n': 11, 'trace_an': 13350856}
  • id: 29792022
    {'hecke_orbit_code': 9007268209098777, 'n': 12, 'trace_an': 0}
  • id: 29792023
    {'hecke_orbit_code': 9007268209098777, 'n': 13, 'trace_an': 0}
  • id: 29792024
    {'hecke_orbit_code': 9007268209098777, 'n': 14, 'trace_an': -74206932}
  • id: 29792025
    {'hecke_orbit_code': 9007268209098777, 'n': 15, 'trace_an': 0}
  • id: 29792026
    {'hecke_orbit_code': 9007268209098777, 'n': 16, 'trace_an': -16881502}
  • id: 29792027
    {'hecke_orbit_code': 9007268209098777, 'n': 17, 'trace_an': 0}
  • id: 29792028
    {'hecke_orbit_code': 9007268209098777, 'n': 18, 'trace_an': 0}
  • id: 29792029
    {'hecke_orbit_code': 9007268209098777, 'n': 19, 'trace_an': -565297720}
  • id: 29792030
    {'hecke_orbit_code': 9007268209098777, 'n': 20, 'trace_an': 0}
  • id: 29792031
    {'hecke_orbit_code': 9007268209098777, 'n': 21, 'trace_an': -877774944}
  • id: 29792032
    {'hecke_orbit_code': 9007268209098777, 'n': 22, 'trace_an': 0}
  • id: 29792033
    {'hecke_orbit_code': 9007268209098777, 'n': 23, 'trace_an': 0}
  • id: 29792034
    {'hecke_orbit_code': 9007268209098777, 'n': 24, 'trace_an': -2830688910}
  • id: 29792035
    {'hecke_orbit_code': 9007268209098777, 'n': 25, 'trace_an': 0}
  • id: 29792036
    {'hecke_orbit_code': 9007268209098777, 'n': 26, 'trace_an': -6534908744}
  • id: 29792037
    {'hecke_orbit_code': 9007268209098777, 'n': 27, 'trace_an': 0}
  • id: 29792038
    {'hecke_orbit_code': 9007268209098777, 'n': 28, 'trace_an': 0}
  • id: 29792039
    {'hecke_orbit_code': 9007268209098777, 'n': 29, 'trace_an': -15261297680}
  • id: 29792040
    {'hecke_orbit_code': 9007268209098777, 'n': 30, 'trace_an': 0}
  • id: 29792041
    {'hecke_orbit_code': 9007268209098777, 'n': 31, 'trace_an': -25432078064}
  • id: 29792042
    {'hecke_orbit_code': 9007268209098777, 'n': 32, 'trace_an': 0}
  • id: 29792043
    {'hecke_orbit_code': 9007268209098777, 'n': 33, 'trace_an': 0}
  • id: 29792044
    {'hecke_orbit_code': 9007268209098777, 'n': 34, 'trace_an': -46246410042}
  • id: 29792045
    {'hecke_orbit_code': 9007268209098777, 'n': 35, 'trace_an': 0}
  • id: 29792046
    {'hecke_orbit_code': 9007268209098777, 'n': 36, 'trace_an': -90995853812}
  • id: 29792047
    {'hecke_orbit_code': 9007268209098777, 'n': 37, 'trace_an': 0}
  • id: 29792048
    {'hecke_orbit_code': 9007268209098777, 'n': 38, 'trace_an': 0}
  • id: 29792049
    {'hecke_orbit_code': 9007268209098777, 'n': 39, 'trace_an': -121383887248}
  • id: 29792050
    {'hecke_orbit_code': 9007268209098777, 'n': 40, 'trace_an': 0}
  • id: 29792051
    {'hecke_orbit_code': 9007268209098777, 'n': 41, 'trace_an': -162509867224}
  • id: 29792052
    {'hecke_orbit_code': 9007268209098777, 'n': 42, 'trace_an': 0}
  • id: 29792053
    {'hecke_orbit_code': 9007268209098777, 'n': 43, 'trace_an': 0}
  • id: 29792054
    {'hecke_orbit_code': 9007268209098777, 'n': 44, 'trace_an': -223233837362}
  • id: 29792055
    {'hecke_orbit_code': 9007268209098777, 'n': 45, 'trace_an': 0}
  • id: 29792056
    {'hecke_orbit_code': 9007268209098777, 'n': 46, 'trace_an': -155877593604}
  • id: 29792057
    {'hecke_orbit_code': 9007268209098777, 'n': 47, 'trace_an': 0}
  • id: 29792058
    {'hecke_orbit_code': 9007268209098777, 'n': 48, 'trace_an': 0}
  • id: 29792059
    {'hecke_orbit_code': 9007268209098777, 'n': 49, 'trace_an': -236142506856}
  • id: 29792060
    {'hecke_orbit_code': 9007268209098777, 'n': 50, 'trace_an': 0}
  • id: 29792061
    {'hecke_orbit_code': 9007268209098777, 'n': 51, 'trace_an': 183907895336}
  • id: 29792062
    {'hecke_orbit_code': 9007268209098777, 'n': 52, 'trace_an': 0}
  • id: 29792063
    {'hecke_orbit_code': 9007268209098777, 'n': 53, 'trace_an': 0}
  • id: 29792064
    {'hecke_orbit_code': 9007268209098777, 'n': 54, 'trace_an': 550485655330}
  • id: 29792065
    {'hecke_orbit_code': 9007268209098777, 'n': 55, 'trace_an': 0}
  • id: 29792066
    {'hecke_orbit_code': 9007268209098777, 'n': 56, 'trace_an': 807926914620}
  • id: 29792067
    {'hecke_orbit_code': 9007268209098777, 'n': 57, 'trace_an': 0}
  • id: 29792068
    {'hecke_orbit_code': 9007268209098777, 'n': 58, 'trace_an': 0}
  • id: 29792069
    {'hecke_orbit_code': 9007268209098777, 'n': 59, 'trace_an': 1716031630640}
  • id: 29792070
    {'hecke_orbit_code': 9007268209098777, 'n': 60, 'trace_an': 0}
  • id: 29792071
    {'hecke_orbit_code': 9007268209098777, 'n': 61, 'trace_an': 1178411030656}
  • id: 29792072
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    {'hecke_orbit_code': 9007268209098777, 'n': 929, 'trace_an': -30263661947844511280}
  • id: 29792258
    {'hecke_orbit_code': 9007268209098777, 'n': 937, 'trace_an': 0}
  • id: 29792259
    {'hecke_orbit_code': 9007268209098777, 'n': 941, 'trace_an': -6592852990348569424}
  • id: 29792260
    {'hecke_orbit_code': 9007268209098777, 'n': 947, 'trace_an': 0}
  • id: 29792261
    {'hecke_orbit_code': 9007268209098777, 'n': 953, 'trace_an': 0}
  • id: 29792262
    {'hecke_orbit_code': 9007268209098777, 'n': 961, 'trace_an': 60672666806065847784}
  • id: 29792263
    {'hecke_orbit_code': 9007268209098777, 'n': 967, 'trace_an': 0}
  • id: 29792264
    {'hecke_orbit_code': 9007268209098777, 'n': 971, 'trace_an': -107311853127411010104}
  • id: 29792265
    {'hecke_orbit_code': 9007268209098777, 'n': 977, 'trace_an': 0}
  • id: 29792266
    {'hecke_orbit_code': 9007268209098777, 'n': 983, 'trace_an': 0}
  • id: 29792267
    {'hecke_orbit_code': 9007268209098777, 'n': 991, 'trace_an': 234715593017542454176}
  • id: 29792268
    {'hecke_orbit_code': 9007268209098777, 'n': 997, 'trace_an': 0}