Newform data - 112.8.a.b

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• 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': 7168, 'analytic_conductor': 34.98712285422164, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [112, 1, [15, 85, 17], [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': [[3, [-18, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588336, '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': '112.8.a.b', 'level': 112, '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, 7], 'level_radical': 14, 'minimal_twist': '56.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+18q^{3}+160q^{5}+7^{3}q^{7}-1863q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.8.a', 'trace_display': [0, 18, 160, 343], 'trace_hash': 542876638326193176, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.966', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.912', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.725', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 18, 0, 160, 0, 343, 0, -1863, 0, -5704, 0, 1388, 0, 2880, 0, -31434, 0, 19966, 0, 6174, 0, 77136, 0, -52525, 0, -72900, 0, -193374, 0, 26356, 0, -102672, 0, 54880, 0, 204346, 0, 24984, 0, -663050, 0, 335920, 0, -298080, 0, -1119812, 0, 117649, 0, -565812, 0, 112782, 0, -912640, 0, 359388, 0, -536154, 0, -1170264, 0, -639009, 0, 222080, 0, -3890660, 0, 1388448, 0, -2505344, 0, -1435070, 0, -945450, 0, -1956472, 0, -176536, 0, 2762181, 0, 6211622, 0, -5029440, 0, -3480732, 0, -4729062, 0, 476084, 0, 474408, 0, 3194560, 0, -2129562, 0, 10626552, 0, 5660320, 0, 14025748, 0, 987840, 0, 2072892, 0, -6872470, 0, 3678228, 0, 22743718, 0, 12341760, 0, -2585844, 0, -10781862, 0, 13048445, 0, -11934900, 0, -20904000, 0, 25183376, 0, 6046560, 0, 17418734, 0, 6848338, 0, -11664000, 0, 44997186, 0, -42686494, 0, -20156616, 0, -7917152, 0, -30939840, 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], [18], [0], [160], [0], [343], [0], [-1863], [0], [-5704], [0], [1388], [0], [2880], [0], [-31434], [0], [19966], [0], [6174], [0], [77136], [0], [-52525], [0], [-72900], [0], [-193374], [0], [26356], [0], [-102672], [0], [54880], [0], [204346], [0], [24984], [0], [-663050], [0], [335920], [0], [-298080], [0], [-1119812], [0], [117649], [0], [-565812], [0], [112782], [0], [-912640], [0], [359388], [0], [-536154], [0], [-1170264], [0], [-639009], [0], [222080], [0], [-3890660], [0], [1388448], [0], [-2505344], [0], [-1435070], [0], [-945450], [0], [-1956472], [0], [-176536], [0], [2762181], [0], [6211622], [0], [-5029440], [0], [-3480732], [0], [-4729062], [0], [476084], [0], [474408], [0], [3194560], [0], [-2129562], [0], [10626552], [0]], 'ap': [[0], [18], [160], [343], [-5704], [1388], [-31434], [19966], [77136], [-193374], [26356], [204346], [-663050], [335920], [-1119812], [112782], [-536154], [-1170264], [-3890660], [-2505344], [-1435070], [-176536], [6211622], [-4729062], [-2129562], [5660320], [14025748], [2072892], [-6872470], [22743718], [25183376], [17418734], [44997186], [-42686494], [41936406], [7600872], [84619788], [-15485640], [44889340], [-102899580], [-50177980], [-132768572], [-143976808], [91703278], [-110905098], [161688060], [-1747716], [48306360], [-205296434], [-281107988], [308493130], [131783432], [279724582], [-124213470], [383682034], [-454838688], [81905156], [241677264], [-20256194], [-224402070], [579760982], [96936888], [623961950], [483165560], [-488640506], [-589516194], [496907152], [-800789458], [-936814224], [-318551148], [1477782098], [763542984], [362182424], [493378870], [-1767116888], [-1834548], [-1744621174], [2114735620], [-1912126962], [-1257510242], [-1162443190], [1162120606], [-1814874776], [-1997741618], [-3340726920], [-383408460], [-2186234542], [1484191174], [-1313923428], [1456491472], [-3403736186], [3443522292], [1217907424], [-79414860], [5135067868], [691852768], [1842329300], [-4748544618], [2419431806], [4417218494], [-3488752512], [-2783739458], [2466239282], [-352044554], [-7440852136], [3057269218], [-2883787590], [-4700760742], [4063234392], [-2069557510], [5568279808], [-3796636998], [-3962348074], [-5550824218], [243355728], [-3892272978], [-2226981790], [-7461822404], [127961402], [11005201824], [-12232589608], [-12086222150], [-11627471676], [-14238140172], [9509179118], [-9298384806], [-14205922998], [11380519940], [2051495108], [-2801599048], [11752836920], [-12768232264], [-8948260792], [11224092634], [-3065417538], [-13391122402], [-2075292296], [-10298883722], [6692695044], [15629117206], [3312997022], [-17988381170], [-9562186200], [16556211116], [-31047321160], [-11125503036], [-11228303332], [-13411019490], [33063816802], [18609621448], [-20123121294], [35575191306], [-488662972], [-36673158796], [9619541308], [13697407632], [9668636968], [5569162166], [3101655778], [-11672886648], [-41551154960], [15014277210], [-30605983664], [-46759664442], [10391532730], [-305164428], [54841232800], [-7316336696], [41382177758], [35284238892], [-19268569980], [5280589804], [-7301966304], [-9941729302], [64266147956], [-5845205886], [-42035826916], [7736088794], [-65336181456], [3915499304], [75377974712], [61293249426], [-29323323262], [49675934298], [77553627248], [25403420436], [76665070230], [11698804142], [61753095010], [-6886052260], [18690044162], [-35032047356], [-51558826588], [87746293644], [-14413936188], [64200951234], [-47748857362], [-19968019902], [44449340026], [-53827303272], [68340609014], [-42400927892], [-81934019976], [54924875898], [-7520749522], [-40545739336], [-123651031140], [26996122088], [-79245441330], [-40160804982], [-54096055234], [-59339307120], [-127341590552], [137730269334], [-1905895944], [-98750576626], [-20808477456], [171517756734], [6659633496], [-173413821142], [133539624770], [-3062604952], [48766812626], [82879270440], [93091899550], [164231281362], [32444453034], [-63216769624], [143571561536], [-74322505016], [222590929946], [216218917290], [-83504418128], [188901259370], [-47182703890], [113038863296], [162695010230], [-21090952634], [171173917524], [-241060402240], [-165422444848], [131464221790], [30292419904], [-199395333898], [74011966698], [-75161666340], [-18453640688], [-5776221410], [-125694283072], [-186295718352], [-213836002274], [28500699522], [272366802064], [29749561946], [11145889368], [-156685475244], [-284102501630], [320867845594], [-242885389664], [96184858734], [-73724916712], [-144741717576], [-24400752032], [103452162392], [-234213208666], [172159053530], [300268406446], [-57612702758], [224138464236], [-318198439214], [-165252298268], [131028553392], [-293960637166], [373783081568], [100518798546], [-372008164016], [-120496224016], [11887534990], [-145270727858], [-176946204618], [-388321953192], [-255956869912], [309405753412], [497715720680], [352645358670], [-445172292496], [-4275302110], [-125477641738], [272273123620], [568522589810], [-414152936634], [-490613895114], [-237535134298], [527114064414], [332176804246], [-590465884636], [-14783322400], [140494971156], [534383192498], [-375282583646], [-411522608034], [45092888666], [195526523392], [353361836856], [337951538464], [108306931354], [-474888231008], [175162535104], [-231866095344], [-294891306802], [-603325692216], [702925696058], [80780420938], [-545798335576], [311906033472], [-285129635558], [-155244943982], [116003571840], [-121151391398], [-693414517694], [-20581782470], [75780838018], [368639328920], [-340950909832], [-99321063034], [-376472041394], [-833073965696], [314408105038], [212078531472], [-280270818782], [352970129966], [-200540954182], [-456667619476], [35385277658], [-343152625876], [609389986030], [-223009734966], [-203078482542], [516857668042], [-147876539876], [-268372548202], [351967542342], [-60120463548], [392927600672], [-497650575766], [180859969648], [-168659646332], [-766359196056], [543278274296], [273679344008], [-45474639870], [544129137450], [-757264698922], [217775713932], [117493528886], [1181562179186], [714032597044], [-1021530817290], [469764447666], [197550951808], [389058180102], [162936714082], [-772656146384], [1469760693740], [-164083959874], [392284402566], [-130357935900], [-982143282112], [-36539398314], [-202722862380], [185277050674], [933435667024], [-986031403514], [1356684675688], [606771993278], [976388851374], [-772605617448], [312686651418], [287730757446], [291333139774], [1294711277652], [263849991510], [-610752557112], [-227900449710], [-614382289566], [-386385423576], [911511656552], [-1558691379168], [481652514356], [380267063740], [-1677503652418], [-44031923024], [-491574181620], [1142884625722], [-1534496803592], [-1598233263630], [-35068441916], [822298415654], [86925217772], [-387357281510], [737566494520], [119451032562], [998114278608], [1538791355486], [-648154380308], [1595268071060], [-443185320810], [-514748616162], [1949463135866], [-1071534853710], [1386721364858], [-243902203038], [-1669752481800], [1835259836268], [648333769850], [1354592555260], [-312250513112], [-1090166185372], [2231739010566], [2113477909248], [-1054644129510], [-1669408029896], [-1931565963312], [-422460799574], [-1014156615402], [628772800384], [996073085456], [-14522595078], [-1276545439638], [145461805356]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599761588336, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '112.8.a.b', 'level': 112, 'maxp': 2999, 'weight': 8}
• 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': [5, 5, 5, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [23, 20, 22, 20], 'Nk2': 7168, 'analytic_conductor': 34.98712285422164, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 106, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217840, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3], 'label': '112.8.a', 'level': 112, '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, 7], 'level_radical': 14, 'mf_dim': 118, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 128, 'trace_bound': 3, 'trace_display': [0, 0, -278, 343], 'traces': [21, 0, 0, 0, -278, 0, 343, 0, 13073, 0, -8588, 0, 6554, 0, 50952, 0, 25426, 0, -60584, 0, 0, 0, 108856, 0, 336187, 0, -604800, 0, -86266, 0, 268024, 0, 80640, 0, -257250, 0, 414718, 0, 1107000, 0, 79962, 0, -1321436, 0, -1013310, 0, -360552, 0, 2470629, 0, 910416, 0, -1461514, 0, -710200, 0, -315896, 0, 6168960, 0, -1836078, 0, 1250235, 0, -4414436, 0, 5222180, 0, 4790448, 0, -845752, 0, 6559394, 0, 9928160, 0, -2978612, 0, -4082576, 0, 50261, 0, 7882456, 0, 14604180, 0, -14906512, 0, 2186242, 0, -4521426, 0, -18562512, 0, -6079128, 0, -13940286, 0, -33743612, 0, 21501914, 0, 25630496, 0, 6648712, 0, -55192356, 0, -34459354, 0, -14067440, 0, -35408638, 0, -35116512, 0, 96949170, 0, 16851590, 0, 68497905, 0, 49225168, 0, -58307052, 0, 46272912, 0, -79541504, 0, -72620872, 0, -3460184, 0, 101859696, 0, 71371538, 0, 139969224, 0, -115661520, 0, 40242824, 0, -121331620, 0, 0, 0, 5287174, 0, -195664216, 0, 128291946, 0, 26151936, 0, -81172182, 0, -51404000, 0, 23315768, 0, -56147204, 0, -35672064, 0, -264756112, 0, 153909987, 0, 203875256, 0, -191635318, 0, 37515625, 0, -55818712, 0, 56977892, 0, 63376450, 0, -87212216, 0, 21116012, 0, -87598648, 0, 0, 0, 341250432, 0, 148020226, 0, 475692672, 0, 24377910, 0, -442018960, 0, 409074192, 0, -187377470, 0, 371259748, 0, 168568184, 0, 17540128, 0, -558831756, 0, -130152960, 0, 667750120, 0, -88052216, 0, -285172832, 0, 166515348, 0, -236196592, 0, 331322783, 0, -274269048, 0, -221234990, 0, 275673216, 0, -690448286, 0, 397056, 0, 335488416, 0, 1084992368, 0, 194584210, 0, 26611200, 0, -32706422, 0, 45638584, 0, -854450712, 0, -475378072, 0, -121464320, 0, -314433040, 0, 96315146, 0, -49346038, 0, -964649714, 0, 179637288, 0, -94172788, 0, 1621492576, 0, 582054922, 0, -808818960, 0, 179131064, 0, -402426388, 0, -471152362, 0, -691980712, 0, -456674670, 0, 519321808, 0, -876338640, 0, -104847554, 0, 1636263759, 0, 1266734000, 0, -1315644150, 0, -1992834728, 0, -314334720, 0, -615431040, 0, 579786620, 0, 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-6847659932, 0, 6427178247, 0, 2696065610, 0, -15400885820, 0, -5717650112, 0, -8770053208, 0, -18737605718, 0, 6366649792, 0, -774238808, 0, 10529529432, 0, -12850039092, 0, 32427032792, 0, 26933461904, 0, 23816301824, 0, 13047616330, 0, -5983016228, 0, 12631399664, 0, -18086196280, 0, -14709151806, 0, 14859990452, 0, -19723431390, 0, -7650069024, 0, 4712573040, 0, -17528602016, 0, -16987782018, 0, -34947538064, 0, -26219088902, 0, -12434636032, 0, 26291708832, 0, 7133991830, 0, -10919695079, 0, -7646589440, 0, -826137012, 0, 3284552984, 0, 15894181584, 0, 43249842672, 0, 771071546, 0, 14807473384, 0, 24786466210, 0, 27349790512, 0, -18777664192, 0, -7930412080, 0, -798595840, 0, -14575485904, 0, 18358646790, 0, 11708683816, 0, 16697762746, 0, 6500449660, 0, 16138915482, 0, -70885739184, 0, -5459794424, 0, -22885469392, 0, 4266628928, 0, -38507596824, 0, 12535260506, 0, -4373919040, 0, -13247987214, 0, 11654600118, 0, 5332578440, 0, 3536365932, 0, 32671577476, 0, 17415285528, 0, 4498926444, 0, 16082356936, 0, -14261148356, 0, 15845126680, 0, -19354271644, 0, -1101317440, 0, 22075282198, 0, -1949480960, 0, -12404283168, 0, -14956456690, 0, 8989224254, 0, 77754020144, 0, -26959073824, 0, 13431039952, 0, -17001821680, 0, -38208336824, 0, 5656064512, 0, -11768349008, 0, -29092514342, 0, 31790444080, 0, -14086795519, 0, -18284400344, 0, -24737240846, 0, 5994451848, 0, 21367015792, 0, -62385924932, 0, -45629145424, 0, -49429742440, 0, 60676687660, 0, 63270732088, 0, 13239052260, 0, 61637401232, 0, 24146941624, 0, 26336651200, 0, -14521427890, 0, 53254261760, 0, -15175911654, 0, -19994732926, 0, -51138525436, 0, 67510386792, 0, -13071694574, 0, 807395840, 0, -12723518886, 0, -81969119736, 0, -7813205232, 0, -54220067744, 0, 7970460256, 0, -33628613344, 0, 29787710268, 0, -45197709240, 0, 35740597760, 0, 21371515718, 0, 56057339948, 0, -76590845968, 0, 16105652538, 0, -45518128624, 0, -38100792486, 0, 146094285640, 0, -2986317152, 0, 66010318168, 0, -36174973894, 0, -14477484400, 0, -18459619552, 0, 52645802968, 0, -41797518304, 0, -9910089770, 0, -14568045322, 0, -8102263096, 0, 31503515904, 0, 55915691116, 0, -23864673550, 0, -138810777664, 0, 2991343474, 0, -8035859632, 0, -33497326944, 0, -23950042368, 0, 10257755387, 0, -23380618240, 0, -31475617466, 0, 16855683019, 0, -30394863832, 0, -111662181648, 0, 53777453314, 0, -175539463576, 0, 31595601402, 0, 139052632840, 0, 11183287248, 0, 32300177280, 0, -8709342564, 0, 15598658368, 0, 16769794880, 0, 65455503800, 0, 85756572378, 0, -31580079972, 0, -56557385738, 0, 89480707400, 0, -452305814, 0, 182470062820, 0, 106013062896, 0, -167303685488, 0, -11902198784, 0, -131950475564, 0, 73322598160, 0, -74846099208, 0, -58932636160, 0, -73173443984, 0, 112102003420, 0, 19907171200, 0, -12045796404, 0, -123221207716, 0, -84705632206, 0, -34379165632, 0, -53856560096, 0, 337254041120, 0, -26755736952, 0, 56028617352, 0, 15682959624, 0, 12295826128, 0, -26108325086, 0, 140057851616, 0, 42319822370, 0, -7127647016, 0, 137170109440, 0, 248280013392, 0, 36123096770, 0, 120201505680, 0, -66211533102, 0, -245690280432, 0, 15832841584, 0, -126404325572, 0, 52060675524, 0, 63296527616, 0, -21662073230, 0, -94588841984, 0, -93911462400, 0, 53740343398, 0, -75668187051, 0, -193052938868, 0, -82797603100, 0, -158437450424, 0, -5529558256, 0, 153156941744, 0, 5018295800, 0, 193787712808, 0, 61686718154, 0, -2394454136, 0, -120274305170, 0, 149446221744, 0, 70032741548, 0, -99298439632, 0, 102991518400, 0, 209670167504, 0, -6520756480, 0, 118497565616, 0, 54680221242, 0, -350770842656, 0], 'weight': 8, '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: 98375
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.a.b', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '56.8.a.a', 'target_level': 56, 'twist_class_label': '56.8.a.a', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 98376
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.a.b', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.8.a.b', 'target_level': 112, 'twist_class_label': '56.8.a.a', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 98377
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.a.b', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '392.8.a.c', 'target_level': 392, 'twist_class_label': '56.8.a.a', 'twist_class_level': 56, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 98378
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.a.b', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '448.8.a.e', 'target_level': 448, 'twist_class_label': '56.8.a.a', 'twist_class_level': 56, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 98379
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.a.b', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '448.8.a.f', 'target_level': 448, 'twist_class_label': '56.8.a.a', 'twist_class_level': 56, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 98380
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '112.8.a.b', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '504.8.a.a', 'target_level': 504, 'twist_class_label': '56.8.a.a', 'twist_class_level': 56, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 322250
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 2}
  • id: 322251
    {'charpoly_factorization': [[[-18, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 3}
  • id: 322252
    {'charpoly_factorization': [[[-160, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 5}
  • id: 322253
    {'charpoly_factorization': [[[-343, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 7}
  • id: 322254
    {'charpoly_factorization': [[[5704, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 11}
  • id: 322255
    {'charpoly_factorization': [[[-1388, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 13}
  • id: 322256
    {'charpoly_factorization': [[[31434, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 17}
  • id: 322257
    {'charpoly_factorization': [[[-19966, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 19}
  • id: 322258
    {'charpoly_factorization': [[[-77136, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 23}
  • id: 322259
    {'charpoly_factorization': [[[193374, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 29}
  • id: 322260
    {'charpoly_factorization': [[[-26356, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 31}
  • id: 322261
    {'charpoly_factorization': [[[-204346, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 37}
  • id: 322262
    {'charpoly_factorization': [[[663050, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 41}
  • id: 322263
    {'charpoly_factorization': [[[-335920, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 43}
  • id: 322264
    {'charpoly_factorization': [[[1119812, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 47}
  • id: 322265
    {'charpoly_factorization': [[[-112782, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 53}
  • id: 322266
    {'charpoly_factorization': [[[536154, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 59}
  • id: 322267
    {'charpoly_factorization': [[[1170264, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 61}
  • id: 322268
    {'charpoly_factorization': [[[3890660, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 67}
  • id: 322269
    {'charpoly_factorization': [[[2505344, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 71}
  • id: 322270
    {'charpoly_factorization': [[[1435070, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 73}
  • id: 322271
    {'charpoly_factorization': [[[176536, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 79}
  • id: 322272
    {'charpoly_factorization': [[[-6211622, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 83}
  • id: 322273
    {'charpoly_factorization': [[[4729062, 1], 1]], 'hecke_orbit_code': 4503599761588336, 'p': 89}
  • id: 322274
    {'charpoly_factorization': [[[2129562, 1], 1]], 'hecke_orbit_code': 4503599761588336, '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': 2, 'label': '112.8.a.b', 'level': 112, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19550274
    {'hecke_orbit_code': 4503599761588336, 'n': 1, 'trace_an': 1}
  • id: 19550275
    {'hecke_orbit_code': 4503599761588336, 'n': 2, 'trace_an': 0}
  • id: 19550276
    {'hecke_orbit_code': 4503599761588336, 'n': 3, 'trace_an': 18}
  • id: 19550277
    {'hecke_orbit_code': 4503599761588336, 'n': 4, 'trace_an': 0}
  • id: 19550278
    {'hecke_orbit_code': 4503599761588336, 'n': 5, 'trace_an': 160}
  • id: 19550279
    {'hecke_orbit_code': 4503599761588336, 'n': 6, 'trace_an': 0}
  • id: 19550280
    {'hecke_orbit_code': 4503599761588336, 'n': 7, 'trace_an': 343}
  • id: 19550281
    {'hecke_orbit_code': 4503599761588336, 'n': 8, 'trace_an': 0}
  • id: 19550282
    {'hecke_orbit_code': 4503599761588336, 'n': 9, 'trace_an': -1863}
  • id: 19550283
    {'hecke_orbit_code': 4503599761588336, 'n': 10, 'trace_an': 0}
  • id: 19550284
    {'hecke_orbit_code': 4503599761588336, 'n': 11, 'trace_an': -5704}
  • id: 19550285
    {'hecke_orbit_code': 4503599761588336, 'n': 12, 'trace_an': 0}
  • id: 19550286
    {'hecke_orbit_code': 4503599761588336, 'n': 13, 'trace_an': 1388}
  • id: 19550287
    {'hecke_orbit_code': 4503599761588336, 'n': 14, 'trace_an': 0}
  • id: 19550288
    {'hecke_orbit_code': 4503599761588336, 'n': 15, 'trace_an': 2880}
  • id: 19550289
    {'hecke_orbit_code': 4503599761588336, 'n': 16, 'trace_an': 0}
  • id: 19550290
    {'hecke_orbit_code': 4503599761588336, 'n': 17, 'trace_an': -31434}
  • id: 19550291
    {'hecke_orbit_code': 4503599761588336, 'n': 18, 'trace_an': 0}
  • id: 19550292
    {'hecke_orbit_code': 4503599761588336, 'n': 19, 'trace_an': 19966}
  • id: 19550293
    {'hecke_orbit_code': 4503599761588336, 'n': 20, 'trace_an': 0}
  • id: 19550294
    {'hecke_orbit_code': 4503599761588336, 'n': 21, 'trace_an': 6174}
  • id: 19550295
    {'hecke_orbit_code': 4503599761588336, 'n': 22, 'trace_an': 0}
  • id: 19550296
    {'hecke_orbit_code': 4503599761588336, 'n': 23, 'trace_an': 77136}
  • id: 19550297
    {'hecke_orbit_code': 4503599761588336, 'n': 24, 'trace_an': 0}
  • id: 19550298
    {'hecke_orbit_code': 4503599761588336, 'n': 25, 'trace_an': -52525}
  • id: 19550299
    {'hecke_orbit_code': 4503599761588336, 'n': 26, 'trace_an': 0}
  • id: 19550300
    {'hecke_orbit_code': 4503599761588336, 'n': 27, 'trace_an': -72900}
  • id: 19550301
    {'hecke_orbit_code': 4503599761588336, 'n': 28, 'trace_an': 0}
  • id: 19550302
    {'hecke_orbit_code': 4503599761588336, 'n': 29, 'trace_an': -193374}
  • id: 19550303
    {'hecke_orbit_code': 4503599761588336, 'n': 30, 'trace_an': 0}
  • id: 19550304
    {'hecke_orbit_code': 4503599761588336, 'n': 31, 'trace_an': 26356}
  • id: 19550305
    {'hecke_orbit_code': 4503599761588336, 'n': 32, 'trace_an': 0}
  • id: 19550306
    {'hecke_orbit_code': 4503599761588336, 'n': 33, 'trace_an': -102672}
  • id: 19550307
    {'hecke_orbit_code': 4503599761588336, 'n': 34, 'trace_an': 0}
  • id: 19550308
    {'hecke_orbit_code': 4503599761588336, 'n': 35, 'trace_an': 54880}
  • id: 19550309
    {'hecke_orbit_code': 4503599761588336, 'n': 36, 'trace_an': 0}
  • id: 19550310
    {'hecke_orbit_code': 4503599761588336, 'n': 37, 'trace_an': 204346}
  • id: 19550311
    {'hecke_orbit_code': 4503599761588336, 'n': 38, 'trace_an': 0}
  • id: 19550312
    {'hecke_orbit_code': 4503599761588336, 'n': 39, 'trace_an': 24984}
  • id: 19550313
    {'hecke_orbit_code': 4503599761588336, 'n': 40, 'trace_an': 0}
  • id: 19550314
    {'hecke_orbit_code': 4503599761588336, 'n': 41, 'trace_an': -663050}
  • id: 19550315
    {'hecke_orbit_code': 4503599761588336, 'n': 42, 'trace_an': 0}
  • id: 19550316
    {'hecke_orbit_code': 4503599761588336, 'n': 43, 'trace_an': 335920}
  • id: 19550317
    {'hecke_orbit_code': 4503599761588336, 'n': 44, 'trace_an': 0}
  • id: 19550318
    {'hecke_orbit_code': 4503599761588336, 'n': 45, 'trace_an': -298080}
  • id: 19550319
    {'hecke_orbit_code': 4503599761588336, 'n': 46, 'trace_an': 0}
  • id: 19550320
    {'hecke_orbit_code': 4503599761588336, 'n': 47, 'trace_an': -1119812}
  • id: 19550321
    {'hecke_orbit_code': 4503599761588336, 'n': 48, 'trace_an': 0}
  • id: 19550322
    {'hecke_orbit_code': 4503599761588336, 'n': 49, 'trace_an': 117649}
  • id: 19550323
    {'hecke_orbit_code': 4503599761588336, 'n': 50, 'trace_an': 0}
  • id: 19550324
    {'hecke_orbit_code': 4503599761588336, 'n': 51, 'trace_an': -565812}
  • id: 19550325
    {'hecke_orbit_code': 4503599761588336, 'n': 52, 'trace_an': 0}
  • id: 19550326
    {'hecke_orbit_code': 4503599761588336, 'n': 53, 'trace_an': 112782}
  • id: 19550327
    {'hecke_orbit_code': 4503599761588336, 'n': 54, 'trace_an': 0}
  • id: 19550328
    {'hecke_orbit_code': 4503599761588336, 'n': 55, 'trace_an': -912640}
  • id: 19550329
    {'hecke_orbit_code': 4503599761588336, 'n': 56, 'trace_an': 0}
  • id: 19550330
    {'hecke_orbit_code': 4503599761588336, 'n': 57, 'trace_an': 359388}
  • id: 19550331
    {'hecke_orbit_code': 4503599761588336, 'n': 58, 'trace_an': 0}
  • id: 19550332
    {'hecke_orbit_code': 4503599761588336, 'n': 59, 'trace_an': -536154}
  • id: 19550333
    {'hecke_orbit_code': 4503599761588336, 'n': 60, 'trace_an': 0}
  • id: 19550334
    {'hecke_orbit_code': 4503599761588336, 'n': 61, 'trace_an': -1170264}
  • id: 19550335
    {'hecke_orbit_code': 4503599761588336, 'n': 62, 'trace_an': 0}
  • id: 19550336
    {'hecke_orbit_code': 4503599761588336, 'n': 63, 'trace_an': -639009}
  • id: 19550337
    {'hecke_orbit_code': 4503599761588336, 'n': 64, 'trace_an': 0}
  • id: 19550338
    {'hecke_orbit_code': 4503599761588336, 'n': 65, 'trace_an': 222080}
  • id: 19550339
    {'hecke_orbit_code': 4503599761588336, 'n': 66, 'trace_an': 0}
  • id: 19550340
    {'hecke_orbit_code': 4503599761588336, 'n': 67, 'trace_an': -3890660}
  • id: 19550341
    {'hecke_orbit_code': 4503599761588336, 'n': 68, 'trace_an': 0}
  • id: 19550342
    {'hecke_orbit_code': 4503599761588336, 'n': 69, 'trace_an': 1388448}
  • id: 19550343
    {'hecke_orbit_code': 4503599761588336, 'n': 70, 'trace_an': 0}
  • id: 19550344
    {'hecke_orbit_code': 4503599761588336, 'n': 71, 'trace_an': -2505344}
  • id: 19550345
    {'hecke_orbit_code': 4503599761588336, 'n': 72, 'trace_an': 0}
  • id: 19550346
    {'hecke_orbit_code': 4503599761588336, 'n': 73, 'trace_an': -1435070}
  • id: 19550347
    {'hecke_orbit_code': 4503599761588336, 'n': 74, 'trace_an': 0}
  • id: 19550348
    {'hecke_orbit_code': 4503599761588336, 'n': 75, 'trace_an': -945450}
  • id: 19550349
    {'hecke_orbit_code': 4503599761588336, 'n': 76, 'trace_an': 0}
  • id: 19550350
    {'hecke_orbit_code': 4503599761588336, 'n': 77, 'trace_an': -1956472}
  • id: 19550351
    {'hecke_orbit_code': 4503599761588336, 'n': 78, 'trace_an': 0}
  • id: 19550352
    {'hecke_orbit_code': 4503599761588336, 'n': 79, 'trace_an': -176536}
  • id: 19550353
    {'hecke_orbit_code': 4503599761588336, 'n': 80, 'trace_an': 0}
  • id: 19550354
    {'hecke_orbit_code': 4503599761588336, 'n': 81, 'trace_an': 2762181}
  • id: 19550355
    {'hecke_orbit_code': 4503599761588336, 'n': 82, 'trace_an': 0}
  • id: 19550356
    {'hecke_orbit_code': 4503599761588336, 'n': 83, 'trace_an': 6211622}
  • id: 19550357
    {'hecke_orbit_code': 4503599761588336, 'n': 84, 'trace_an': 0}
  • id: 19550358
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