Newform data - 144.10.a.n

Formats: - HTML - YAML - JSON - 2026-04-22T20:49:53.802059

• 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': 14400, 'analytic_conductor': 74.16516040759772, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [144, 1, [127, 37, 65], [1, 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': [[5, [-2074, 1]]], 'hecke_orbit': 14, 'hecke_orbit_code': 58546795323588752, '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': '144.10.a.n', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '8.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2074q^{5}+4344q^{7}+93644q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '144.10.a', 'trace_display': [0, 0, 2074, 4344], 'trace_hash': 971455856534303522, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.939', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.853', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, 2074, 0, 4344, 0, 0, 0, 93644, 0, -12242, 0, 0, 0, 319598, 0, 553516, 0, 0, 0, -712936, 0, 2348351, 0, 0, 0, -2075838, 0, 6420448, 0, 0, 0, 9009456, 0, -18197754, 0, 0, 0, -9033834, 0, -19594732, 0, 0, 0, -18484176, 0, -21483271, 0, 0, 0, -10255766, 0, 194217656, 0, 0, 0, 121666556, 0, -45948962, 0, 0, 0, -25389908, 0, -50535428, 0, 0, 0, 267044680, 0, -176213366, 0, 0, 0, 406789536, 0, 269685680, 0, 0, 0, -227032556, 0, 662846252, 0, 0, 0, -72141594, 0, -53179248, 0, 0, 0, 1147992184, 0, 228776546, 0, 0, 0, 803255994, 0, -781725544, 0, 0, 0, -1007558100, 0, -480691826, 0, 0, 0, 2897809422, 0, -1478629264, 0, 0, 0, 1388333712, 0, 6411251045, 0, 0, 0, 819698724, 0, 4243302272, 0, 0, 0, 2897275972, 0, 2404473504, 0, 0, 0, 2356171830, 0, 2715272628, 0, 0, 0, -1146389848, 0, -4305288012, 0, 0, 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• 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], [2074], [0], [4344], [0], [0], [0], [93644], [0], [-12242], [0], [0], [0], [319598], [0], [553516], [0], [0], [0], [-712936], [0], [2348351], [0], [0], [0], [-2075838], [0], [6420448], [0], [0], [0], [9009456], [0], [-18197754], [0], [0], [0], [-9033834], [0], [-19594732], [0], [0], [0], [-18484176], [0], [-21483271], [0], [0], [0], [-10255766], [0], [194217656], [0], [0], [0], [121666556], [0], [-45948962], [0], [0], [0], [-25389908], [0], [-50535428], [0], [0], [0], [267044680], [0], [-176213366], [0], [0], [0], [406789536], [0], [269685680], [0], [0], [0], [-227032556], [0], [662846252], [0], [0], [0], [-72141594], [0], [-53179248], [0], [0], [0], [1147992184], [0], [228776546], [0], [0], [0]], 'ap': [[0], [0], [2074], [4344], [93644], [-12242], [319598], [553516], [-712936], [-2075838], [6420448], [-18197754], [-9033834], [-19594732], [-18484176], [-10255766], [121666556], [-45948962], [-50535428], [267044680], [-176213366], [269685680], [-227032556], [-72141594], [228776546], [803255994], [-781725544], [-1007558100], [-480691826], [2897809422], [4243302272], [2897275972], [2356171830], [2715272628], [-1674018550], [-5327085464], [-11583464642], [-948417636], [-14471751768], [13988594226], [-4549239180], [15648401430], [20205213888], [-7108270654], [-22592354982], [-35550572488], [5584799084], [-47471286496], [-33770236764], [7289894854], [-67973875754], [-31128335120], [14237169522], [-57838873412], [18717636350], [-28043704312], [44660013266], [103375407856], [181402536310], [125487340070], [-133560982748], [3506345466], [294356526348], [24030478392], [-255229429254], [-230255270622], [121212223732], [252248783826], [299996354844], [-125625054210], [431672436638], [183614574696], [-377184699760], [269400214742], [204101558980], [-41063054976], [286341596314], [373016278958], [-470676092178], [-860520026790], [846564598116], [-227834561914], [-647351247440], [569897580082], [-598042001592], [310867196284], [-747113578178], [-1542748002550], [-1627664637422], [1115912327728], [-530193690732], [-2100193101344], [1053067241240], [2105563975596], [-288806514612], [517680916728], [-601746738078], [167285350070], [1579659728948], [-3087362040642], [-262135558628], [-364237965134], [3040524950516], [735845268742], [-1446179281404], [-2269446467518], [3419769190412], [1324823990062], [-4199355004584], [1056816176410], [-5970959278688], [2806501620038], [-1483017996714], [-1534690184236], [4434983884424], [4562565055102], [3328184469948], [2313741117832], [-7036972526766], [2203195690068], [-7295701439242], [-4470794975582], [3420953448058], [-9187304863636], [1888109494156], [-1619072302686], [-10637470151002], [13276980190928], [-2600173095384], [-11481760443010], [7759843772764], [-2581154752024], [8392078385424], [8158751330390], [6274332345926], [6120270592514], [6628748091162], [-11950278911188], [11888669804098], [16806313131158], [-19847266374892], [-4839917601942], [-8416642196024], [-21665755733252], [-3677342994722], [-14694216924600], [-19984481397322], [-21198869701914], [-25180929567516], [21590511823712], [26318199578766], [-4235125165810], [25655740252876], [-31404421045640], [38700089580212], [17343586363280], [1752315456872], [19997698662494], [4621370155242], [-16495866242766], [19960617139572], [8830867785606], [-20356173341384], [7668880334220], [-6230169370962], [52279985380056], [37367157255200], [36623047460038], [8661501739634], [22284627948202], [29290340529084], [-63808042246242], [-36425818211576], [9937454692426], [-46569572681744], [14238112558886], [-50107084098524], [46632331339002], [31757269357784], [-6734224083634], [68346933926848], [61991246527492], [-6248130073050], [-64405611195018], [-16073708939184], [-57869779806390], [41867377784062], [25587970854876], [93770537494186], [-91746463456128], [56502082040962], [-24246523609524], [52454914520492], [-57943198604606], [40736867182692], [-35853430681066], [-113885595834830], [-93646888307618], [23487326397758], [124784790145992], [-6339283536622], [-59394368487632], [65882725422902], [93785593215970], [-70908355647828], [-14077714315422], [61347046832896], [-57228685112124], [120506365641398], [140614440717620], [-136934740124526], [32301722514570], [-110254925298712], [83850773453020], [-142594050905048], [115514966050154], [-88632618926384], [-141165364319954], [-111408196793256], [-254424998202366], [-76603174172602], [-142476133899384], [-95534575560834], [21895690489456], [22042155270996], [54180460887542], [-11835002485338], [-96032820546144], [33774992980824], [34670408967020], [-71279371608882], [-121230073706356], [267267121248832], [227110984189942], [248492634161268], [34450613522896], [-220790236251310], [38784545893834], [112194155686300], [-38776481444632], [-371541782002764], [99503725560388], [-209402539310344], [13159248259630], [-442460737222290], [-173756049060584], [-48753483722272], [-133965817872924], [-213893351070700], [-412793864936912], [174913190081502], [285196482321342], [196924486401352], [241826059282570], [175035255297426], [159485611442196], [-437803826314570], [-211166373496348], [-411100916523846], [174464009216314], [-436543879849600], [326101378823748], [332821905194086], [-503809892316354], [-202972298982050], [-241746856777316], [465205938292274], [379525612284806], [83535814806916], [-36242312990374], [-296695176981266], [72294621399916], [-291335368848998], [-689743687444192], [44802131140210], [-37603069992440], [-81480840732996], [254673887766686], [-349625610006710], [35849380672724], [595313384636192], [-72470214907432], [463887398788664], [556997287387430], [519504841705204], [951443904510800], [-468543907852078], [397832832355914], [119151903037864], [-348508370845282], [-836826586344590], [-27015929034444], [-107427320904506], [383560666031436], [336248572037550], [505385486381506], [598256141652064], [-518368267557654], [961456416663420], [-154393971489668], [-1142182468868854], [-516061146549742], [-131995367275472], [-289917632022124], [161837679567972], [773761627776482], [-902935122783828], [198334774054670], [-1262200210614536], [-343907358941722], [-1481873656652784], [657477182425482], [-744600088528930], [-390485148594148], [789505412132648], [-1038563042383510], [-335426843288076], [-366477957253056], [1191077492361794], [-1792729647466194], [1626970846721516], [-445481775255014], [968874534167810], [-888578484422752], [-979677233349290], [-1035167451331854], [1163036529047484], [-910793324674140], [1139278516732064], [1213677941854842], [569140604772814], [520514237548962], [-492628757158080], [393560095712388], [2344086377033076], [-348179989014372], [-975657891478658], [-2247848006507490], [2535716521518122], [-1162198911249648], [-932853957408170], [417073457279046], [-941740195823334], [13368658337784], [259582230301762], [683412989078756], [-1739736181565946], [-575278093449964], [176686219830576], [-813522210666646], [1778742797035260], [1196349326918282], [2841493498348690], [2213732883962544], [1916346835862966], [2118183773126630], [-1866075113191072], [142702097424172], [1560904806997006], [-2440565128058760], [1465309626138470], [-184023866525130], [-145264121635440], [-327519598597796], [2481353417300636], [1565203359533802], [2473071881026866], [-2480309113241800], [2517151179673498], [956516748255652], [-866362149196716], [-3144498963489296], [4053170675605162], [-2364594067595512], [130716884947358], [4233565355592660], [1510728439157280], [-39278370809054], [3932125600886094], [3227335336547066], [2650227863880738], [2842301796318326], [3328928112047784], [61061705032350], [2946235113185756], [-3404502892443288], [-4867120507874928], [-2127089885662762], [3665516083876292], [-469739494647168], [-3775054464542078], [357887217359770], [2243443827445836], [2982551855016876], [2273121207447960], [2921690257256026], [4890736372082016], [-1419537419017962], [-1281996737515628], [-2273956724949014], [-5223613221991330], [-2582677682585538], [-2653400552523472], [63028747997030], [74320735130170], [1057672504624664], [2340945064093198], [4898782119159438], [-2686645689215156], [-489615988595004], [5929486234387346], [-2288240256868214], [2361952481039068], [-1847970008930020], [-460052843136918], [-1455216726149198], [4777507303443264], [-999782195761736], [-989438284508370], [-5526852331728296], [-6068898545221630], [7284305129208902], [-3892480278007952], [2707313789609788], [-2655254725249334], [3615206019920978], [-4583462803435180], [1883579982802854], [2688353803516068], [5023244438497976]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 58546795323588752, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '144.10.a.n', 'level': 144, 'maxp': 2999, 'weight': 10}
• 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

  
  {'ALdims': [4, 7, 5, 6], 'ALdims_eis_new': [0, 0, 0, 1], 'ALdims_eis_old': [6, 6, 6, 5], 'ALdims_old': [46, 45, 47, 44], 'Nk2': 14400, 'analytic_conductor': 74.16516040759772, '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': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 204, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 167772304, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '144.10.a', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 228, 'mf_new_dim': 23, 'num_forms': 18, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 240, 'trace_bound': 5, 'trace_display': [0, 0, -358, 3428], 'traces': [22, 0, 0, 0, -358, 0, 3428, 0, 0, 0, 76852, 0, -43080, 0, 0, 0, -70106, 0, -485588, 0, 0, 0, -329384, 0, 7763334, 0, 0, 0, -2153934, 0, 3502588, 0, 0, 0, -13768896, 0, 767668, 0, 0, 0, 726606, 0, -8850876, 0, 0, 0, -28765632, 0, 77974390, 0, 0, 0, -10028710, 0, -29916056, 0, 0, 0, 43449460, 0, 7981092, 0, 0, 0, 233985932, 0, 138184708, 0, 0, 0, 179145512, 0, 486881832, 0, 0, 0, 558512256, 0, -112107444, 0, 0, 0, 373614284, 0, 207459148, 0, 0, 0, -269063922, 0, 274960840, 0, 0, 0, 76595816, 0, 383848472, 0, 0, 0, 380880810, 0, 3369241788, 0, 0, 0, 1660074276, 0, 2188655928, 0, 0, 0, -1010724330, 0, 4987862704, 0, 0, 0, 867000000, 0, 4073458974, 0, 0, 0, 960030948, 0, 6958370676, 0, 0, 0, 1245998348, 0, -2331110560, 0, 0, 0, 3323308494, 0, 4229752172, 0, 0, 0, -1909496552, 0, 3652150116, 0, 0, 0, 10036133194, 0, -9736627916, 0, 0, 0, 16590737264, 0, 9186993060, 0, 0, 0, -8719772928, 0, -33417707812, 0, 0, 0, -15907225800, 0, 5430241146, 0, 0, 0, 12245970546, 0, 8873457164, 0, 0, 0, 3441751260, 0, -13161720200, 0, 0, 0, -6263123364, 0, 5312025752, 0, 0, 0, -34187000064, 0, 2790155564, 0, 0, 0, -18552601302, 0, 36588497772, 0, 0, 0, 38582462016, 0, -60592517220, 0, 0, 0, 182002384, 0, -92916684588, 0, 0, 0, -126489593192, 0, 226712720, 0, 0, 0, -49385417996, 0, 26798275620, 0, 0, 0, 138526397724, 0, -33835642344, 0, 0, 0, -53633768002, 0, -77711144832, 0, 0, 0, -196745123920, 0, -88049563928, 0, 0, 0, -44337618614, 0, 104055872520, 0, 0, 0, 265745911556, 0, 7216756064, 0, 0, 0, 13891740646, 0, -187836139112, 0, 0, 0, -275375010152, 0, -185817899596, 0, 0, 0, 80461751170, 0, 5442512212, 0, 0, 0, 463395644492, 0, 85913054424, 0, 0, 0, 131920254190, 0, -333329431028, 0, 0, 0, -659083664448, 0, 55556881086, 0, 0, 0, 105700595370, 0, 869341047016, 0, 0, 0, 893837365840, 0, 223852895840, 0, 0, 0, -21151733236, 0, -368493265612, 0, 0, 0, -1131888152760, 0, 116359244908, 0, 0, 0, -379261029198, 0, 612467963592, 0, 0, 0, 1314183958168, 0, 340786378112, 0, 0, 0, 228348343296, 0, -929644315364, 0, 0, 0, -1634010093592, 0, 370629021880, 0, 0, 0, 121389194464, 0, 974113499848, 0, 0, 0, 1898607618660, 0, 222787144132, 0, 0, 0, 189581331814, 0, -869064027568, 0, 0, 0, -2151722519160, 0, 494760982830, 0, 0, 0, 555776245892, 0, 1736839320780, 0, 0, 0, 3179195808576, 0, -570422430700, 0, 0, 0, -94117972644, 0, -1371637404428, 0, 0, 0, -3501165477888, 0, -141768656640, 0, 0, 0, -672537571174, 0, 2508857985872, 0, 0, 0, 5012086970896, 0, -672778655932, 0, 0, 0, 152907268422, 0, -2463735169128, 0, 0, 0, -4598074259784, 0, 127487768200, 0, 0, 0, 540297542784, 0, 3206158936472, 0, 0, 0, 4602522071580, 0, -343706929672, 0, 0, 0, -648593070694, 0, -3920858580488, 0, 0, 0, -5311191235744, 0, -1807497988260, 0, 0, 0, 693673221472, 0, 1793400018620, 0, 0, 0, 6349110189572, 0, 706837197084, 0, 0, 0, -1632877417354, 0, -4611765310152, 0, 0, 0, -9528720334464, 0, -1246724894968, 0, 0, 0, -1542267252718, 0, 4233381151012, 0, 0, 0, 6972238333356, 0, -243993651520, 0, 0, 0, 632901273392, 0, -5372265773964, 0, 0, 0, -8668577531152, 0, 1496390879024, 0, 0, 0, 1111569620020, 0, 5140605757140, 0, 0, 0, 8965627421988, 0, 960982868508, 0, 0, 0, -1787555875584, 0, -4978762488316, 0, 0, 0, -12486020854536, 0, 2297705611860, 0, 0, 0, 211746880434, 0, 1846055582104, 0, 0, 0, 12573257895712, 0, -3041724107520, 0, 0, 0, 943557213358, 0, -8795027813436, 0, 0, 0, -10434189335408, 0, 1772523145926, 0, 0, 0, -88381768284, 0, 5003394021960, 0, 0, 0, 11896336742804, 0, -4713250393160, 0, 0, 0, 1816821885068, 0, -3166691828756, 0, 0, 0, -8373170606904, 0, -5336141591920, 0, 0, 0, -2958415359598, 0, 9042303059672, 0, 0, 0, 7938811935340, 0, 969387136812, 0, 0, 0, 1260162639614, 0, -6204699657604, 0, 0, 0, -9095115551320, 0, -52265351812, 0, 0, 0, 3635526680448, 0, 10715470371688, 0, 0, 0, 13498969982596, 0, 4330613574592, 0, 0, 0, -648026289994, 0, -1264031176320, 0, 0, 0, -10930844736648, 0, -899155478148, 0, 0, 0, -521813262398, 0, 5591037886996, 0, 0, 0, 8737651837824, 0, 7832520755924, 0, 0, 0, 2693048115870, 0, -3637004287524, 0, 0, 0, -447110862912, 0, 4606433962986, 0, 0, 0, -2532606100956, 0, 4622485901412, 0, 0, 0, 4171834982800, 0, 7557012498712, 0, 0, 0, -3150795189898, 0, 5736134420108, 0, 0, 0, -2112232131544, 0, 3135429757904, 0, 0, 0, -3510464794638, 0, 5355414780440, 0, 0, 0, -3715738240164, 0, -1658474775916, 0, 0, 0, 7370671868160, 0, 8094228026352, 0, 0, 0, 3835726325272, 0, 4049456169852, 0, 0, 0, 7924437034778, 0, -8094915197960, 0, 0, 0, -8692635475532, 0, -76727947620, 0, 0, 0, -1330686393844, 0, -862206774356, 0, 0, 0, 14882078193336, 0, -5550108401436, 0, 0, 0, -8369984748366, 0, -25619317852664, 0, 0, 0, -25113629391552, 0, -8302543723912, 0, 0, 0, 6679300408384, 0, 6712427282992, 0, 0, 0, 22650874282144, 0, -4258515512272, 0, 0, 0, 14926316710158, 0, -436568859964, 0, 0, 0, -22151654808472, 0, 14444038567736, 0, 0, 0, -8564915181104, 0, 16262642166916, 0, 0, 0, 34920678078232, 0, -18176697056876, 0, 0, 0, -10119722474880, 0, -29842616752420, 0, 0, 0, -38654076591904, 0, -6283301813608, 0, 0, 0, 16792546941214, 0, 9686545288648, 0, 0, 0, 38299248579736, 0, 12200212090412, 0, 0, 0, 7902669113898, 0, -30372560093580, 0, 0, 0, -55846544072904, 0, -5396153822048, 0, 0, 0, -35636471928052, 0, 23807550933468, 0, 0, 0, 62891060306112, 0, 7695643148464, 0, 0, 0, -31957238780254, 0, -59349665508480, 0, 0, 0, -80509395523832, 0, -35761879116288, 0, 0, 0, 12981919468846, 0, 33155995551252, 0, 0, 0, 88046310811080, 0, 5937803880816, 0, 0, 0, 31424018554938, 0, -29892223161116, 0, 0, 0, -89596230116524, 0, -10237024294632, 0, 0, 0, -41769959869066, 0, 74140979580528, 0, 0, 0, 65700917804040, 0, -16792704524138, 0, 0, 0, -14075983956138, 0, -34397076806092, 0, 0, 0, -88048453053168, 0, -27665547364300, 0, 0, 0, 11705200594014, 0, 83491114024292, 0, 0, 0, 88027049461600, 0, 1729169268708, 0, 0, 0, 9215919063584, 0, -63381348744264, 0, 0, 0, -116454006999936, 0, 19936002685348, 0, 0, 0, -12155223069962, 0, 12408690614956, 0, 0, 0, 110542815116648, 0, -26160638360272, 0, 0, 0, -34327762975488, 0, -70073278121544, 0, 0, 0, -90828156164688, 0, 1798823495116, 0, 0, 0, 36752178863580, 0, 75944143425012, 0, 0, 0, 134007856024144, 0, 53305890075952, 0, 0, 0, 64616238678912, 0, -65790823813308, 0, 0, 0, -87264384039760, 0, 47433663354292, 0, 0, 0, -19446324145226, 0, 52211501710924, 0, 0, 0, 147561783353648, 0, -15733135728500, 0, 0, 0, -32543558525838, 0, -43990993278960, 0, 0, 0, -153379770114852, 0, -17968269562040, 0, 0, 0, 83670711622974, 0, 68452085325312, 0, 0, 0, 153024891636672, 0, 57060756551718, 0, 0, 0, 90616691325748, 0, -75513401166500, 0, 0, 0, -122011971540396, 0, 63421189121984, 0, 0, 0, -92889516652986, 0, 42294229562424, 0, 0, 0, 87792175171272, 0, -64803756386988, 0, 0, 0, -94370228908384, 0, 5342360473260, 0, 0, 0, -91536962613728, 0, 15655854594708, 0, 0, 0], 'weight': 10, '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: 122444
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.10.a.a', 'target_level': 8, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 122445
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.10.a.c', 'target_level': 16, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 122446
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '64.10.a.d', 'target_level': 64, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 122447
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.10.a.f', 'target_level': 64, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 10}
  • id: 122448
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '72.10.a.e', 'target_level': 72, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 122449
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '144.10.a.n', 'target_level': 144, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 122450
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '200.10.a.b', 'target_level': 200, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 122451
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '200.10.c.b', 'target_level': 200, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 10}
  • id: 122452
    {'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.10.b.c', 'target_level': 256, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '48.i', 'twisting_char_orbit': 9, 'weight': 10}
  • id: 122453
    {'conductor': 48, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '256.10.b.i', 'target_level': 256, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '48.k', 'twisting_char_orbit': 11, 'weight': 10}
  • id: 122454
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '392.10.a.b', 'target_level': 392, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 10}
  • id: 122455
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '400.10.a.d', 'target_level': 400, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 122456
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 14, 'source_is_minimal': False, 'source_label': '144.10.a.n', 'source_level': 144, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '400.10.c.g', 'target_level': 400, 'twist_class_label': '8.10.a.a', 'twist_class_level': 8, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 122650
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 2}
  • id: 122651
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 3}
  • id: 122652
    {'charpoly_factorization': [[[-2074, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 5}
  • id: 122653
    {'charpoly_factorization': [[[-4344, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 7}
  • id: 122654
    {'charpoly_factorization': [[[-93644, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 11}
  • id: 122655
    {'charpoly_factorization': [[[12242, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 13}
  • id: 122656
    {'charpoly_factorization': [[[-319598, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 17}
  • id: 122657
    {'charpoly_factorization': [[[-553516, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 19}
  • id: 122658
    {'charpoly_factorization': [[[712936, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 23}
  • id: 122659
    {'charpoly_factorization': [[[2075838, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 29}
  • id: 122660
    {'charpoly_factorization': [[[-6420448, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 31}
  • id: 122661
    {'charpoly_factorization': [[[18197754, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 37}
  • id: 122662
    {'charpoly_factorization': [[[9033834, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 41}
  • id: 122663
    {'charpoly_factorization': [[[19594732, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 43}
  • id: 122664
    {'charpoly_factorization': [[[18484176, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 47}
  • id: 122665
    {'charpoly_factorization': [[[10255766, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 53}
  • id: 122666
    {'charpoly_factorization': [[[-121666556, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 59}
  • id: 122667
    {'charpoly_factorization': [[[45948962, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 61}
  • id: 122668
    {'charpoly_factorization': [[[50535428, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 67}
  • id: 122669
    {'charpoly_factorization': [[[-267044680, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 71}
  • id: 122670
    {'charpoly_factorization': [[[176213366, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 73}
  • id: 122671
    {'charpoly_factorization': [[[-269685680, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 79}
  • id: 122672
    {'charpoly_factorization': [[[227032556, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 83}
  • id: 122673
    {'charpoly_factorization': [[[72141594, 1], 1]], 'hecke_orbit_code': 58546795323588752, 'p': 89}
  • id: 122674
    {'charpoly_factorization': [[[-228776546, 1], 1]], 'hecke_orbit_code': 58546795323588752, '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': 14, 'label': '144.10.a.n', 'level': 144, '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: 59191369
    {'hecke_orbit_code': 58546795323588752, 'n': 1, 'trace_an': 1}
  • id: 59191370
    {'hecke_orbit_code': 58546795323588752, 'n': 2, 'trace_an': 0}
  • id: 59191371
    {'hecke_orbit_code': 58546795323588752, 'n': 3, 'trace_an': 0}
  • id: 59191372
    {'hecke_orbit_code': 58546795323588752, 'n': 4, 'trace_an': 0}
  • id: 59191373
    {'hecke_orbit_code': 58546795323588752, 'n': 5, 'trace_an': 2074}
  • id: 59191374
    {'hecke_orbit_code': 58546795323588752, 'n': 6, 'trace_an': 0}
  • id: 59191375
    {'hecke_orbit_code': 58546795323588752, 'n': 7, 'trace_an': 4344}
  • id: 59191376
    {'hecke_orbit_code': 58546795323588752, 'n': 8, 'trace_an': 0}
  • id: 59191377
    {'hecke_orbit_code': 58546795323588752, 'n': 9, 'trace_an': 0}
  • id: 59191378
    {'hecke_orbit_code': 58546795323588752, 'n': 10, 'trace_an': 0}
  • id: 59191379
    {'hecke_orbit_code': 58546795323588752, 'n': 11, 'trace_an': 93644}
  • id: 59191380
    {'hecke_orbit_code': 58546795323588752, 'n': 12, 'trace_an': 0}
  • id: 59191381
    {'hecke_orbit_code': 58546795323588752, 'n': 13, 'trace_an': -12242}
  • id: 59191382
    {'hecke_orbit_code': 58546795323588752, 'n': 14, 'trace_an': 0}
  • id: 59191383
    {'hecke_orbit_code': 58546795323588752, 'n': 15, 'trace_an': 0}
  • id: 59191384
    {'hecke_orbit_code': 58546795323588752, 'n': 16, 'trace_an': 0}
  • id: 59191385
    {'hecke_orbit_code': 58546795323588752, 'n': 17, 'trace_an': 319598}
  • id: 59191386
    {'hecke_orbit_code': 58546795323588752, 'n': 18, 'trace_an': 0}
  • id: 59191387
    {'hecke_orbit_code': 58546795323588752, 'n': 19, 'trace_an': 553516}
  • id: 59191388
    {'hecke_orbit_code': 58546795323588752, 'n': 20, 'trace_an': 0}
  • id: 59191389
    {'hecke_orbit_code': 58546795323588752, 'n': 21, 'trace_an': 0}
  • id: 59191390
    {'hecke_orbit_code': 58546795323588752, 'n': 22, 'trace_an': 0}
  • id: 59191391
    {'hecke_orbit_code': 58546795323588752, 'n': 23, 'trace_an': -712936}
  • id: 59191392
    {'hecke_orbit_code': 58546795323588752, 'n': 24, 'trace_an': 0}
  • id: 59191393
    {'hecke_orbit_code': 58546795323588752, 'n': 25, 'trace_an': 2348351}
  • id: 59191394
    {'hecke_orbit_code': 58546795323588752, 'n': 26, 'trace_an': 0}
  • id: 59191395
    {'hecke_orbit_code': 58546795323588752, 'n': 27, 'trace_an': 0}
  • id: 59191396
    {'hecke_orbit_code': 58546795323588752, 'n': 28, 'trace_an': 0}
  • id: 59191397
    {'hecke_orbit_code': 58546795323588752, 'n': 29, 'trace_an': -2075838}
  • id: 59191398
    {'hecke_orbit_code': 58546795323588752, 'n': 30, 'trace_an': 0}
  • id: 59191399
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