Newform data - 144.14.a.k

Formats: - HTML - YAML - JSON - 2025-06-14T20:16:48.137855

• 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': 28224, 'analytic_conductor': 154.41253769075428, 'analytic_rank': 1, '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, [-30210, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996508586128, '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': '144.14.a.k', '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': '3.14.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+30210q^{5}-235088q^{7}-11182908q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '144.14.a', 'trace_display': [0, 0, 30210, -235088], 'trace_hash': 1352721897416499792, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.011', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.967', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.914', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.755', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, 30210, 0, -235088, 0, 0, 0, -11182908, 0, 8049614, 0, 0, 0, 117494622, 0, 214061380, 0, 0, 0, 830555544, 0, -308059025, 0, 0, 0, 1252400250, 0, -6159350552, 0, 0, 0, -7102008480, 0, -5498191402, 0, 0, 0, 4678687878, 0, -7115013764, 0, 0, 0, -29528776992, 0, -41622642663, 0, 0, 0, 204125042466, 0, -337835650680, 0, 0, 0, -29909821020, 0, -134392006738, 0, 0, 0, 243178838940, 0, -348518801948, 0, 0, 0, 1314335409192, 0, -1178875922326, 0, 0, 0, 2628967475904, 0, 1072420659640, 0, 0, 0, 1124025139644, 0, 3549512530620, 0, 0, 0, -2235610909530, 0, -1892367656032, 0, 0, 0, 6466794289800, 0, -14215257165502, 0, 0, 0, -17019415289742, 0, -10990429870784, 0, 0, 0, -19640332937772, 0, -9820991409010, 0, 0, 0, 17026697549166, 0, 25091082984240, 0, 0, 0, -27621575696736, 0, 90534719192533, 0, 0, 0, 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-31228048378841231965620, 0, 11655755766767645329664, 0, 0, 0, -5245227845965967523150, 0, 54528266556448164847224, 0, 0, 0, 18270835022135879593800, 0, 18763849176029854257554, 0, 0, 0, 51091575304913244940242, 0, 44179390431270242333136, 0, 0, 0, 37694300130676173144564, 0, -4641218211372257150100, 0, 0, 0, -14454566372153014977408, 0, -27418608397900425755852, 0, 0, 0, 38655646206680206565880, 0, 2536854262575928475018, 0, 0, 0, -16353871775879318703702, 0, 4173326148400171558880, 0, 0, 0, 3968431596473763372096, 0, 13195049100750760272640, 0, 0, 0, -27972981084683126863854, 0, -38358297968815158516000, 0, 0, 0, 52308874130047060924800, 0, 2479716072872810012272, 0, 0, 0, 10778018924644062488580, 0, 14956821663722049372112, 0, 0, 0, 1244925792429746176260, 0, -52322830864168425894432, 0, 0, 0, -37315903088908598128578, 0, -11859737872005318372016, 0, 0, 0, -38177993470055834218056, 0, -7982836073484872181120, 0, 0, 0, -52477453573440338998230, 0, 6149365146612780174576, 0, 0, 0, -68960716541583741776880, 0, 623013008630071659158, 0, 0, 0, 37320727122053782575168, 0, -5896374050159816415280, 0, 0, 0, -19975816013545449962832, 0, -21315119963726703235500, 0, 0, 0, -41298001800182355641280, 0, 38961373854314546968680, 0, 0, 0, -24170654247656699489100, 0, -43891571233127368058868, 0, 0, 0, -39831252978550077969600, 0, -43367472212630527039456, 0, 0, 0, -30177112723804915090008, 0, -3607795234746859165846, 0, 0, 0, -33655490725596226575798, 0, -20158529088386546055000, 0, 0, 0, -28191693621137053200996, 0, 56988182128468074117660, 0, 0, 0, 40410720451472165458470, 0, -13074320821397900903732, 0, 0, 0, 8509075678100187842400, 0, -119128591501216121900, 0, 0, 0, 68217558641783783317536, 0, -25263694487670390748360, 0, 0, 0, -13764417117777349296000, 0, 5593750473219262263294, 0, 0, 0, -5515592487452725764228, 0, -43704114302835856918800, 0, 0, 0, -46610528661667172757000, 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

  
  {'an': [[1], [0], [0], [0], [30210], [0], [-235088], [0], [0], [0], [-11182908], [0], [8049614], [0], [0], [0], [117494622], [0], [214061380], [0], [0], [0], [830555544], [0], [-308059025], [0], [0], [0], [1252400250], [0], [-6159350552], [0], [0], [0], [-7102008480], [0], [-5498191402], [0], [0], [0], [4678687878], [0], [-7115013764], [0], [0], [0], [-29528776992], [0], [-41622642663], [0], [0], [0], [204125042466], [0], [-337835650680], [0], [0], [0], [-29909821020], [0], [-134392006738], [0], [0], [0], [243178838940], [0], [-348518801948], [0], [0], [0], [1314335409192], [0], [-1178875922326], [0], [0], [0], [2628967475904], [0], [1072420659640], [0], [0], [0], [1124025139644], [0], [3549512530620], [0], [0], [0], [-2235610909530], [0], [-1892367656032], [0], [0], [0], [6466794289800], [0], [-14215257165502], [0], [0], [0]], 'ap': [[0], [0], [30210], [-235088], [-11182908], [8049614], [117494622], [214061380], [830555544], [1252400250], [-6159350552], [-5498191402], [4678687878], [-7115013764], [-29528776992], [204125042466], [-29909821020], [-134392006738], [-348518801948], [1314335409192], [-1178875922326], [1072420659640], [1124025139644], [-2235610909530], [-14215257165502], [-17019415289742], [-10990429870784], [-19640332937772], [-9820991409010], [17026697549166], [44934655354072], [-1201824485988], [-17156152133178], [-105644089827860], [85353252521010], [61641427803328], [-118020796127122], [-154710153734924], [376012022331288], [-373562385120294], [42334856171820], [-310446880718218], [-862273101479808], [-937836643014526], [671714610973362], [43645139278720], [1621621640538868], [-1473330009613544], [-3748889415542772], [-14799292425850], [-3630529144975914], [-4339000266991440], [3023722695906962], [-1751455209412908], [-4876036408101378], [4678821543034104], [1802619594866250], [-6100162734217592], [-10702338294035242], [2454600608693958], [-4011554116057604], [-2081866149710094], [13235219589981652], [-8093014030966488], [-14818112378698726], [24317052393895482], [-11623168076685812], [46265248280338898], [4794041266797108], [37689996015206990], [-48017883307283394], [40661600992602120], [-29673300626881928], [-90134578399742266], [15484136763879340], [9370880885351424], [-29580560950821630], [18061747254883838], [120412338372532158], [-17752187046553510], [175670394916722060], [184473355563153062], [80553231525379392], [-197091993816489166], [-98900719348059440], [-125103588906174636], [180094876495581870], [-94359735356483062], [-80050008235378182], [-214173898288828664], [-180680568239247012], [-266712175160724720], [263551809580416592], [411733255212655572], [-399657893624094380], [-283580918412321096], [-640326900632610630], [401347517619457638], [505985210228308156], [-169124296693931458], [432104161768514452], [-1368041672491465158], [-952405281999985956], [-153631850757108810], [1279564588105932028], [356769908131216898], [1289684669126598708], [1886401262114136846], [-1446677070600326280], [-44435774160833158], [-29805045055555208], [-884082193304375626], [-1436836808847628938], [-1688623164304257140], [353490178580679328], [-1618021270187842002], [1960652047007687476], [-596113924824003672], [2583179311300172826], [2641366001552122860], [4124511248489144582], [2797256078346568994], [4255534250446409922], [1608930463689743364], [3063314825700705028], [-2991437193856022982], [-5316937814777947930], [-4031529113805099840], [4776426414945960832], [1716681243640173854], [869722540682337700], [2402718896241612984], [-9371752053600359912], [3091198274554751318], [7977871652476589718], [7373436784822403330], [1673351637239220786], [3753588992895967972], [-3388531507318303158], [3131192643290467110], [-10473099865314978692], [6851622106721884098], [-306934487430456704], [7753651513750186308], [2343362495933519390], [-16329737288829562680], [19379431935392705414], [-12053714055262658538], [10061197000379391820], [8014071791272343904], [887791325937727838], [-3787737592660941042], [27542811574029009796], [-28416466180617255672], [-7510233078116348228], [-23402776617717897648], [-22088090744681728160], [10563249724354118190], [-17283283288395126262], [-21403762991627970342], [-591308436260262612], [23939617111356889206], [-1990454979252485408], [41238481315770147492], [12537361145705977662], [-18396640167476237976], [34306388283336427528], [-57245767419897960202], [9367560197027780690], [45523036426616575026], [2481141303536652420], [28523225828478642062], [-7634467799982901608], [-13461043841193865366], [-72066521085801094760], [25978749856631665350], [27426727181422141948], [-10855803466050364062], [-11175726337857326144], [48755220330617284670], [12969416500500953512], [-40191944781440912628], [86024165338564738214], [-2194222626365823018], [-94945883066747460816], [-17036461391056654830], [19612116253523129438], [-51948875862650258684], [64869952478778649130], [82217474640186769152], [-87998877639474545086], [-3528845390024208876], [68044836414203228788], [14168677014352601418], [31428163265983480188], [-74754803482742057034], [72028579069116421682], [-118579641880473485506], [129821926516405337982], [-112719811165346610216], [167332320924595980090], [-196960305327093272312], [-159023731481080054762], [-20775136492719983710], [-48472565957695937340], [-168056130582088606278], [-172604749495668487400], [-104211648458648768436], [180679419959611959030], [-116429276342919550532], [-255922809432856014382], [-201593473660296197742], [81580941611831307376], [176129916200302870788], [-147449352746562368280], [180254973308672612042], [-283016855589142964648], [271721038589336227998], [387988532876972395368], [-279620452483873062294], [385598159932047239462], [276791127251908709200], [172265579638046047950], [-367483190287448835704], [-215977659431823987972], [-19806332897832557050], [-321491680470999222234], [372945962730524458320], [-167502868611901216928], [-468638362930215377388], [42590431134598317134], [-611153023485300795740], [506205128658560143288], [112110052975622045718], [78670332622873137916], [193119461538250505568], [-430121744895485053390], [86209126390735560306], [759915651759404268180], [286188716255173407432], [265314135345474402204], [-796289401172048314052], [249841284216676620016], [-35827533198116009890], [808285285919579509806], [-694850046279247429320], [-114516236378188618328], [-109996627113370036068], [273092171640886832620], [940855532097170950704], [1136240479343070878], [-673347814830590164002], [662250746426215493928], [-1259905158601557347350], [1053871211380094230026], [-475270238719443806100], [128169631493007884822], [1033433896567225400092], [78550749938187330642], [-889426788319143037222], [747562706161215224536], [632912879077380749148], [1441484254409574532550], [-676361489840507975506], [-936803956801550177298], [-996970169085298263260], [-962008594600221715590], [-1961031306882529976442], [685845728241187875916], [-697054707254358430014], [-1022792097471220652098], [-1360639335139548242348], [713731829563025265914], [200895014107241503240], [1750661217809139725618], [-1664297842983793470704], [456350377644704365428], [-303755434684764573970], [872063916343021526762], [-2032295800889079777108], [-2952849519724612539696], [1171773647190119339968], [1764493646677513815768], [3058123508782088918102], [-1813447909223286631268], [-1915677132949126890288], [-3552771797436756567886], [1642928994118894700562], [358804038065627886400], [-1512961604058147540930], [895797690500820417978], [-1359554356372765832532], [-1193055566409573226554], [-628745729297134035948], [2201119534861321368734], [-221030324415223411350], [-1125909517099114738952], [-628107705508668490014], [-1427275836783307592460], [-424200832937801553068], [-2041757619793092811606], [-863495306275862631078], [-1481535118782228276200], [4289720203358079247884], [4190673270817474168108], [-101445644275070727742], [23216951905874526948], [4223067356267369469230], [2692363244869982340120], [-5654397293552676830506], [-2952940196898858171216], [1353208817348566125570], [5875818434281971893838], [-2751374444363177424044], [-899375429210247538632], [-1072089575979213279670], [3987976325050941293580], [-6326780618721480121968], [-2001430457827643728126], [1914876632002655947470], [2243015786170871461108], [3894031936647462520058], [3011549636159499113658], [-4482402209449095992024], [4565288441881185541446], [-4510211344238157991918], [-5186444943643620982220], [5844244119991680179116], [-5408172217059743668512], [6477906881060061073506], [-2094717016963953687538], [-3554399013842751688758], [442400771103523699960], [9078639993476379575484], [5060913422983687456108], [8210933718726141049428], [1865565448956096439790], [-8820483378238669220994], [5084678685037705632842], [7887470263576917887752], [3180743976748857536294], [8961154800205218253302], [9064735414236314668050], [-6050181091226748149312], [-4860534826680922126374], [-1315535340787168223700], [617867591225984545862], [-8974507061048350967828], [1632391424239100800992], [11847715784230482793602], [1958585545474843533268], [-4930170152397160447222], [4148519631182442651498], [4953169392463855369576], [-16736824286259616349050], [2690005606047387105606], [7825825547631645951360], [6190353641163587978772], [-6969419915077536596418], [-7111292850544074718296], [-14613814529600794831882], [-4125313399231838501322], [298549623954743088048], [7408159894943821131540], [933808202816906620132], [5948031352904125097354], [-17739113236745301393558], [832868636463994654096], [-424508115822785045638], [-3111129653126449790388], [-12385185131647713076580], [9414822086002852173264], [-6401027281410921092190], [-5054251001344111310432], [-20912894888836831090882], [3350442699298233251580], [18335537200333195939872], [10221656853365525303714], [4530738524549835359070], [2776301797044096546938], [25027573961436827054538], [-4864672644503256691194], [17988462523327543015552], [-10534959425304020757858], [-1800593580555511190060], [-25023332984553998810856], [-6260621437770763755752], [20743386507124941530678], [-32068870119744878885924], [-19320797563855913206032], [18141227010667003795010], [25174616889241811374626], [22873016175100857352980], [1008172379375948588932], [22058516395912488976392], [-34960216321501618190566], [10643350671494680515640], [31394619536032539153030], [-3305923938468103479332], [-10078652841321299445102], [-18472773963198578968210], [35392096458523570165326], [-43680598545662761108568], [42998944541205057728982], [11403184696516040944050], [-19848641679871628011472], [26828397768597803808398], [15691338485310265507038], [33043377455466777685156], [-31228048378841231965620], [18763849176029854257554], [51091575304913244940242], [37694300130676173144564], [-27418608397900425755852], [2536854262575928475018], [-16353871775879318703702], [52308874130047060924800], [14956821663722049372112], [-37315903088908598128578], [-38177993470055834218056], [-52477453573440338998230], [623013008630071659158], [-19975816013545449962832], [-24170654247656699489100], [-3607795234746859165846], [-33655490725596226575798], [-28191693621137053200996], [40410720451472165458470], [-13074320821397900903732], [-46610528661667172757000]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 45035996508586128, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '144.14.a.k', 'level': 144, 'maxp': 2999, 'weight': 14}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_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': [6, 10, 7, 9], 'Nk2': 28224, 'analytic_conductor': 154.41253769075428, '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': 300, 'dim': 32, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 234881168, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '144.14.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': 324, 'mf_new_dim': 33, 'num_forms': 21, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 336, 'trace_bound': 7, 'trace_display': [0, 0, 16902, 170068], 'traces': [32, 0, 0, 0, 16902, 0, 170068, 0, 0, 0, 2952684, 0, 8510580, 0, 0, 0, 52444602, 0, -547588252, 0, 0, 0, -678198456, 0, 8336604204, 0, 0, 0, -219214674, 0, 5197237628, 0, 0, 0, 21729468384, 0, -12181051216, 0, 0, 0, -2558333646, 0, 10257973068, 0, 0, 0, 15344864352, 0, 486318581360, 0, 0, 0, 54937343142, 0, -587406016936, 0, 0, 0, -402535353780, 0, -13177074672, 0, 0, 0, -493806381228, 0, 782693463068, 0, 0, 0, -1045304331912, 0, -1172190446340, 0, 0, 0, -790348739904, 0, 1166028593772, 0, 0, 0, 1182440308500, 0, 1561774631348, 0, 0, 0, -231398888238, 0, 1271398615592, 0, 0, 0, 3975180336216, 0, 1675561670428, 0, 0, 0, -10057487769450, 0, 19351571079276, 0, 0, 0, -11979693766692, 0, -47628248780364, 0, 0, 0, 45966099656106, 0, 30688793542544, 0, 0, 0, 43955375906592, 0, 112463414421456, 0, 0, 0, 61761288250908, 0, -51571970456652, 0, 0, 0, 40882680423540, 0, 100856866014496, 0, 0, 0, -122113794105486, 0, -275786835727628, 0, 0, 0, -106936777429272, 0, -82344853779684, 0, 0, 0, -12799540633194, 0, 259464436970372, 0, 0, 0, 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0, 2429723151367911416, 0, 0, 0, 2114151330642892992, 0, 60541561223601024, 0, 0, 0, 196712648284123602, 0, 104746277158720908, 0, 0, 0, -2314834832018274480, 0, -647583425021744160, 0, 0, 0, -121609191176688708, 0, 247706195434975800, 0, 0, 0, 2931518192154335244, 0, 783052280928293396, 0, 0, 0, 799124909089686228, 0, -1956376000797082876, 0, 0, 0, -3010324022179692552, 0, -568603879343969840, 0, 0, 0, 1620399472805627694, 0, 203289317566694920, 0, 0, 0, 4105404260189482356, 0, 2060654977860472212, 0, 0, 0, -466859763108835902, 0, -612645409050432476, 0, 0, 0, -6063843854685403080, 0, -321367971989518256, 0, 0, 0, -957953317917083328, 0, 5979738870405086936, 0, 0, 0, 7418471444656547580, 0, -397996590656595520, 0, 0, 0, 864652716494039178, 0, -5292789776293801920, 0, 0, 0, -8067899013533010072, 0, -348520098529101696, 0, 0, 0, -1511054133927283458, 0, 6282442828884193940, 0, 0, 0, 9716122537452489024, 0, 2969943743727234256, 0, 0, 0, -1396568126711542590, 0, -6305308926429022812, 0, 0, 0, -12221971602390817632, 0, 4381550051702409756, 0, 0, 0, 2475949194495690876, 0, 2672946733115510388, 0, 0, 0, 13851838420528147920, 0, -982652277471633676, 0, 0, 0, -1907205427935833814, 0, -9479960292197476892, 0, 0, 0, -14010170508371471112, 0, 78665556490869424, 0, 0, 0, 1069762528821516750, 0, 7996113941975423080, 0, 0, 0, 14171514339848364900, 0, -8506337313354300176, 0, 0, 0, -808260310668447360, 0, -12216528890342536368, 0, 0, 0, -19702432272900978072, 0, -4265282753057293296, 0, 0, 0, -1718715167954650170, 0, 16878262683346125656, 0, 0, 0, 24908522777266263084, 0, -6332807371705307100, 0, 0, 0, -922734702694682604, 0, -10269539539794505180, 0, 0, 0, -36745912192542448824, 0, -9398990352490900260, 0, 0, 0, -2080676651212672146, 0, 19413363263736238616, 0, 0, 0, 34304724084311405280, 0, 2628403151214914020, 0, 0, 0, -244616084323738560, 0, -30020826369366726448, 0, 0, 0, -35896660339350184704, 0, -1586385580547008400, 0, 0, 0, 4763547977272449138, 0, 5344858123270655764, 0, 0, 0, 40265048205247097304, 0, 3702788490474775828, 0, 0, 0, -1787854409166633552, 0, -29531331925904996644, 0, 0, 0, -49719659814081424152, 0, 5185432912357740524, 0, 0, 0, -4570665341507201088, 0, 15516859059335331388, 0, 0, 0, 62938775083189859136, 0, -676853551397249948, 0, 0, 0, -2571493763468855070, 0, -26822225057059076056, 0, 0, 0, -57962203306807392216, 0, 17131045728792546112, 0, 0, 0, 134639159290422102, 0, 68964274880829767220, 0, 0, 0, 62656238388125353608, 0, -2312877004862224672, 0, 0, 0, 1082712117892962708, 0, -27011272838979184236, 0, 0, 0, -74533128874961515488, 0, 5668296046708972664, 0, 0, 0, 5736530884505135454, 0, 24339759517736318784, 0, 0, 0, 77581209761203341240, 0, -14502293084411628288, 0, 0, 0, -3144917350239649902, 0, -59119871808180958692, 0, 0, 0, -94734837161612083080, 0, 245973481793841936, 0, 0, 0, -5866017424478211834, 0, 42128642118594848756, 0, 0, 0, 91679923490452257708, 0, -23689849513938691788, 0, 0, 0, 56907644430150954, 0, -52132296597133474032, 0, 0, 0, -111993557788297329192, 0, 4009222733496605324, 0, 0, 0, 2894089762881137322, 0, 88370169070463290276, 0, 0, 0, 119526085824711498288, 0, 39249187007055073168, 0, 0, 0, 5067153415494425826, 0, -56609591970635625332, 0, 0, 0, -130012460487093599712, 0, -45037328272541627172, 0, 0, 0, -537718054075867872, 0, 78128999931847321032, 0, 0, 0, 194716589431409913024, 0, 44410738640765608688, 0, 0, 0, 8643788486405755146, 0, -51156784308594640732, 0, 0, 0, -152378967538663089192, 0, -6757238369343184400, 0, 0, 0, 24653090717436117888, 0, 142193041199661608136, 0, 0, 0, 158368205149462972656, 0, 13587743352418200692, 0, 0, 0, 23129574750182981700, 0, -100462518656721516612, 0, 0, 0, -139984921288988915472, 0, 634287462211182800, 0, 0, 0, -13895804810584057536, 0, 16993430955013416084, 0, 0, 0, 181997045734968207504, 0, 33341623584361660952, 0, 0, 0, 17488854480359528874, 0, -85349113953170460604, 0, 0, 0, -204795587962055946672, 0, 67804289169362755184, 0, 0, 0, -42848167352935517298, 0, 107278654337558842800, 0, 0, 0, 179919196812534632868, 0, -6801744931091851456, 0, 0, 0, 6323165044292591874, 0, -61941535018830567168, 0, 0, 0, -203610291583627580256, 0, 74015412707470664496, 0, 0, 0, 50393919582749942028, 0, 96473719758876786764, 0, 0, 0, 216310434946018243596, 0, 3701498540375119744, 0, 0, 0, -23484179331238451238, 0, -186935787889968804600, 0, 0, 0, -230214761634337742088, 0, -99790476363887847828, 0, 0, 0, -20587101727525431840, 0, 80092840512682964652, 0, 0, 0, 254306897372347290432, 0, -113442411742740025200, 0, 0, 0], 'weight': 14, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 122900
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.14.a.a', 'target_level': 3, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 122901
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '9.14.a.a', 'target_level': 9, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 122902
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.14.a.c', 'target_level': 48, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 122903
    {'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.14.a.a', 'target_level': 75, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 14}
  • id: 122904
    {'conductor': 60, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '75.14.b.b', 'target_level': 75, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 14}
  • id: 122905
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '144.14.a.k', 'target_level': 144, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 122906
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.14.a.a', 'target_level': 147, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 14}
  • id: 122907
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '192.14.a.e', 'target_level': 192, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 14}
  • id: 122908
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '144.14.a.k', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '192.14.a.j', 'target_level': 192, 'twist_class_label': '3.14.a.a', 'twist_class_level': 3, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 209025
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 2}
  • id: 209026
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 3}
  • id: 209027
    {'charpoly_factorization': [[[-30210, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 5}
  • id: 209028
    {'charpoly_factorization': [[[235088, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 7}
  • id: 209029
    {'charpoly_factorization': [[[11182908, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 11}
  • id: 209030
    {'charpoly_factorization': [[[-8049614, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 13}
  • id: 209031
    {'charpoly_factorization': [[[-117494622, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 17}
  • id: 209032
    {'charpoly_factorization': [[[-214061380, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 19}
  • id: 209033
    {'charpoly_factorization': [[[-830555544, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 23}
  • id: 209034
    {'charpoly_factorization': [[[-1252400250, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 29}
  • id: 209035
    {'charpoly_factorization': [[[6159350552, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 31}
  • id: 209036
    {'charpoly_factorization': [[[5498191402, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 37}
  • id: 209037
    {'charpoly_factorization': [[[-4678687878, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 41}
  • id: 209038
    {'charpoly_factorization': [[[7115013764, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 43}
  • id: 209039
    {'charpoly_factorization': [[[29528776992, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 47}
  • id: 209040
    {'charpoly_factorization': [[[-204125042466, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 53}
  • id: 209041
    {'charpoly_factorization': [[[29909821020, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 59}
  • id: 209042
    {'charpoly_factorization': [[[134392006738, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 61}
  • id: 209043
    {'charpoly_factorization': [[[348518801948, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 67}
  • id: 209044
    {'charpoly_factorization': [[[-1314335409192, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 71}
  • id: 209045
    {'charpoly_factorization': [[[1178875922326, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 73}
  • id: 209046
    {'charpoly_factorization': [[[-1072420659640, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 79}
  • id: 209047
    {'charpoly_factorization': [[[-1124025139644, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 83}
  • id: 209048
    {'charpoly_factorization': [[[2235610909530, 1], 1]], 'hecke_orbit_code': 45035996508586128, 'p': 89}
  • id: 209049
    {'charpoly_factorization': [[[14215257165502, 1], 1]], 'hecke_orbit_code': 45035996508586128, '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': 11, 'label': '144.14.a.k', 'level': 144, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55365229
    {'hecke_orbit_code': 45035996508586128, 'n': 1, 'trace_an': 1}
  • id: 55365230
    {'hecke_orbit_code': 45035996508586128, 'n': 2, 'trace_an': 0}
  • id: 55365231
    {'hecke_orbit_code': 45035996508586128, 'n': 3, 'trace_an': 0}
  • id: 55365232
    {'hecke_orbit_code': 45035996508586128, 'n': 4, 'trace_an': 0}
  • id: 55365233
    {'hecke_orbit_code': 45035996508586128, 'n': 5, 'trace_an': 30210}
  • id: 55365234
    {'hecke_orbit_code': 45035996508586128, 'n': 6, 'trace_an': 0}
  • id: 55365235
    {'hecke_orbit_code': 45035996508586128, 'n': 7, 'trace_an': -235088}
  • id: 55365236
    {'hecke_orbit_code': 45035996508586128, 'n': 8, 'trace_an': 0}
  • id: 55365237
    {'hecke_orbit_code': 45035996508586128, 'n': 9, 'trace_an': 0}
  • id: 55365238
    {'hecke_orbit_code': 45035996508586128, 'n': 10, 'trace_an': 0}
  • id: 55365239
    {'hecke_orbit_code': 45035996508586128, 'n': 11, 'trace_an': -11182908}
  • id: 55365240
    {'hecke_orbit_code': 45035996508586128, 'n': 12, 'trace_an': 0}
  • id: 55365241
    {'hecke_orbit_code': 45035996508586128, 'n': 13, 'trace_an': 8049614}
  • id: 55365242
    {'hecke_orbit_code': 45035996508586128, 'n': 14, 'trace_an': 0}
  • id: 55365243
    {'hecke_orbit_code': 45035996508586128, 'n': 15, 'trace_an': 0}
  • id: 55365244
    {'hecke_orbit_code': 45035996508586128, 'n': 16, 'trace_an': 0}
  • id: 55365245
    {'hecke_orbit_code': 45035996508586128, 'n': 17, 'trace_an': 117494622}
  • id: 55365246
    {'hecke_orbit_code': 45035996508586128, 'n': 18, 'trace_an': 0}
  • id: 55365247
    {'hecke_orbit_code': 45035996508586128, 'n': 19, 'trace_an': 214061380}
  • id: 55365248
    {'hecke_orbit_code': 45035996508586128, 'n': 20, 'trace_an': 0}
  • id: 55365249
    {'hecke_orbit_code': 45035996508586128, 'n': 21, 'trace_an': 0}
  • id: 55365250
    {'hecke_orbit_code': 45035996508586128, 'n': 22, 'trace_an': 0}
  • id: 55365251
    {'hecke_orbit_code': 45035996508586128, 'n': 23, 'trace_an': 830555544}
  • id: 55365252
    {'hecke_orbit_code': 45035996508586128, 'n': 24, 'trace_an': 0}
  • id: 55365253
    {'hecke_orbit_code': 45035996508586128, 'n': 25, 'trace_an': -308059025}
  • id: 55365254
    {'hecke_orbit_code': 45035996508586128, 'n': 26, 'trace_an': 0}
  • id: 55365255
    {'hecke_orbit_code': 45035996508586128, 'n': 27, 'trace_an': 0}
  • id: 55365256
    {'hecke_orbit_code': 45035996508586128, 'n': 28, 'trace_an': 0}
  • id: 55365257
    {'hecke_orbit_code': 45035996508586128, 'n': 29, 'trace_an': 1252400250}
  • id: 55365258
    {'hecke_orbit_code': 45035996508586128, 'n': 30, 'trace_an': 0}
  • id: 55365259
    {'hecke_orbit_code': 45035996508586128, 'n': 31, 'trace_an': -6159350552}
  • id: 55365260
    {'hecke_orbit_code': 45035996508586128, 'n': 32, 'trace_an': 0}
  • id: 55365261
    {'hecke_orbit_code': 45035996508586128, 'n': 33, 'trace_an': 0}
  • id: 55365262
    {'hecke_orbit_code': 45035996508586128, 'n': 34, 'trace_an': 0}
  • id: 55365263
    {'hecke_orbit_code': 45035996508586128, 'n': 35, 'trace_an': -7102008480}
  • id: 55365264
    {'hecke_orbit_code': 45035996508586128, 'n': 36, 'trace_an': 0}
  • id: 55365265
    {'hecke_orbit_code': 45035996508586128, 'n': 37, 'trace_an': -5498191402}
  • id: 55365266
    {'hecke_orbit_code': 45035996508586128, 'n': 38, 'trace_an': 0}
  • id: 55365267
    {'hecke_orbit_code': 45035996508586128, 'n': 39, 'trace_an': 0}
  • id: 55365268
    {'hecke_orbit_code': 45035996508586128, 'n': 40, 'trace_an': 0}
  • id: 55365269
    {'hecke_orbit_code': 45035996508586128, 'n': 41, 'trace_an': 4678687878}
  • id: 55365270
    {'hecke_orbit_code': 45035996508586128, 'n': 42, 'trace_an': 0}
  • id: 55365271
    {'hecke_orbit_code': 45035996508586128, 'n': 43, 'trace_an': -7115013764}
  • id: 55365272
    {'hecke_orbit_code': 45035996508586128, 'n': 44, 'trace_an': 0}
  • id: 55365273
    {'hecke_orbit_code': 45035996508586128, 'n': 45, 'trace_an': 0}
  • id: 55365274
    {'hecke_orbit_code': 45035996508586128, 'n': 46, 'trace_an': 0}
  • id: 55365275
    {'hecke_orbit_code': 45035996508586128, 'n': 47, 'trace_an': -29528776992}
  • id: 55365276
    {'hecke_orbit_code': 45035996508586128, 'n': 48, 'trace_an': 0}
  • id: 55365277
    {'hecke_orbit_code': 45035996508586128, 'n': 49, 'trace_an': -41622642663}
  • id: 55365278
    {'hecke_orbit_code': 45035996508586128, 'n': 50, 'trace_an': 0}
  • id: 55365279
    {'hecke_orbit_code': 45035996508586128, 'n': 51, 'trace_an': 0}
  • id: 55365280
    {'hecke_orbit_code': 45035996508586128, 'n': 52, 'trace_an': 0}
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