Newform data - 150.16.c.i

Formats: - HTML - YAML - JSON - 2026-09-05T01:58:05.000257

• 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': 38400, 'analytic_conductor': 214.0402576498806, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [4100851803136, 0, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028934726353046, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '150.16.c.i', 'level': 150, '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, 3, 5], 'level_radical': 30, 'minimal_twist': '6.16.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q-128 i q^{2}+2187 i q^{3}-16384 q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '15.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.16.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1053611433620681308, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.999', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.153', 'prec': 10}, {'__RealLiteral__': 0, 'data': '16.264', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.894', 'prec': 14}, {'__RealLiteral__': 0, 'data': '162.770', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 10}, 'traces': [2, 0, 0, -32768, 0, 559872, 0, 0, -9565938, 0, 220510104, 0, 0, 518414336, 0, 536870912, 0, 0, -4326376360, 0, -8857594944, 0, 0, -9172942848, 0, -14348252672, 0, 0, -129487438140, 0, -40475222096, 0, 0, -494106729984, 0, 156728328192, 0, 0, 245153348388, 0, -1544718228396, 0, 0, -3612837543936, 0, -1594617464832, 0, 0, 1293419413614, 0, 8442276706836, 0, 0, -2677850419968, 0, -8493700481024, 0, 0, -57860718550680, 0, 84786154799404, 0, 0, -8796093022208, 0, 61728716473344, 0, 0, 27245534340528, 0, -54389058049296, 0, 0, 125175704178176, 0, 70883350282240, 0, 0, -125764222156240, 0, 45753584909922, 0, 0, 145122835562496, 0, -334532180298752, 0, 0, -1108397572230420, 0, 227000118460544, 0, 0, 858066301894656, 0, 150289495621632, 0, 0, -1054692991618776, 0, -839092594254996, 0, 0, 235081771778048, 0, -2403280228787712, 0, 0, -1690245676982380, 0, -2138744258106804, 0, 0, -1211108492712960, 0, 2121522186485760, 0, 0, 7817139048394368, 0, 15957856644214106, 0, 0, 663146038820864, 0, -2479559698243584, 0, 0, 5715795924323208, 0, 21429869659374504, 0, 0, -13375294224477184, 0, 8095444664057856, 0, 0, -12375930363976120, 0, -14660867205028224, 0, 0, -2567836929097728, 0, 23450674096096768, 0, 0, -8209660954968300, 0, -8619423794417696, 0, 0, 57157799573225472, 0, -4016592459988992, 0, 0, 41062295784052548, 0, 25228044256740864, 0, 0, 25308663454040064, 0, 57233232883166208, 0, 0, 96089060358639426, 0, 20692924012212840, 0, 0, -36248195483159040, 0, 59192730319847424, 0, 0, -106350602950306440, 0, 145672780269274204, 0, 0, 26126212543807488, 0, -11330471772665856, 0, 0, 42365602031708736, 0, -187985610710800896, 0, 0, -355550842080607744, 0, -21191383672651776, 0, 0, -66681973227085600, 0, 228529441163528136, 0, 0, -138318261564801024, 0, 251522130688012288, 0, 0, -477004850543370720, 0, -920068009108227896, 0, 0, -63115304761304064, 0, 43873901280755712, 0, 0, -400676751938778372, 0, -216356451682925736, 0, 0, 139160788681097216, 0, -768435416605635072, 0, 0, -260757873004324540, 0, -976594591145657088, 0, 0, 68627247734343168, 0, 947990012734341120, 0, 0, -2420669372323948320, 0, 773786524440463204, 0, 0, -1389136360233435136, 0, -432422241984262656, 0, 0, -977883439964722632, 0, -1830415568212655496, 0, 0, 449141927481092096, 0, 144115188075855872, 0, 0, -1980373521876877952, 0, 619334402513037660, 0, 0, -1011363290699268096, 0, -1121427763977748480, 0, 0, 1012122579406552740, 0, 5856294612324595504, 0, 0, -1043647888070874624, 0, -446390834635210752, 0, 0, 193591732553283024, 0, -5529869684453172396, 0, 0, 891110327079665664, 0, -1581967344460498944, 0, 0, -1725759994864935206, 0, 6074919465861633876, 0, 0, 362074656969448704, 0, -2050878737255235584, 0, 0, -698241403216357728, 0, 5292549991461480704, 0, 0, -1161352811024220160, 0, 2363297172204842496, 0, 0, -4297491404802209952, 0, 4370703027679184304, 0, 0, -10508615131663051264, 0, 2060521015807836160, 0, 0, -14276644225472483280, 0, 1078384152445093656, 0, 0, -749626735164162048, 0, 939933263490300928, 0, 0, -13575252445699878912, 0, 15040528390518678904, 0, 0, 10181204071939516416, 0, -2377692537855934464, 0, 0, 13129439500910342988, 0, -4462597716906028992, 0, 0, 5480975242014752768, 0, -7951790154834181632, 0, 0, -21572619422430923500, 0, -1172560865586003972, 0, 0, -16197298108203156480, 0, 18159985823423201280, 0, 0, 35174278044450317520, 0, -21003487855566171798, 0, 0, -3719169940857552896, 0, 23734697029925958144, 0, 0, 7388339400152987724, 0, 38021695679593194624, 0, 0, -54477763207935879168, 0, -14058558290242043904, 0, 0, -13673808521690014840, 0, -7674010901571471984, 0, 0, -2462343096264818688, 0, -48275958722920612352, 0, 0, 17473066618108699380, 0, -24045142246201038816, 0, 0, -47859614247172114944, 0, 17280089974682025984, 0, 0, 19160644686088561920, 0, -26299566871455692796, 0, 0, 13747693064273854464, 0, -33564072131844587520, 0, 0, 25328642858395901420, 0, 17831702587585959396, 0, 0, 7627005901150046208, 0, -3851579748811538432, 0, 0, 82198400030093349240, 0, 148358251062465319804, 0, 0, 39375343268457873408, 0, -15225455354087725056, 0, 0, 27029395174493056176, 0, -151370907971108757696, 0, 0, -10491467693675184128, 0, 27692985171679313920, 0, 0, 103015746999051212480, 0, -6186384959313939966, 0, 0, 35041185924821876736, 0, -70008127275664812032, 0, 0, -118241958868391168100, 0, -170312988597148856592, 0, 0, 104049609637939332096, 0, 19842801544609136640, 0, 0, -40379147778218676084, 0, 15136658477187980604, 0, 0, -34759019503382691840, 0, 69903458230910289408, 0, 0, 211607186101897408768, 0, 179549541351149164956, 0, 0, -35205933293529200640, 0, -128076006168893325312, 0, 0, 440709110286129982560, 0, 54811176511962748904, 0, 0, -261453523258803912704, 0, 12808075545343924992, 0, 0, -16059640994166313512, 0, -290579789783479501896, 0, 0, 31037970583723816960, 0, -10864984700041035776, 0, 0, 542800287030113972600, 0, -173955416447904081264, 0, 0, 40625106096022880256, 0, -175814631505160331264, 0, 0, 683772083297484977220, 0, -371007252205822942336, 0, 0, -552946370586277707264, 0, -93647600424111439872, 0, 0, 135863789598612150228, 0, 609246126613623894804, 0, 0, -351106984499191873536, 0, -136995685717844969472, 0, 0, 455670224983127133646, 0, 276746023145627368920, 0, 0, -310280382779894853120, 0, 219140820573834182656, 0, 0, 142606024705821077928, 0, 1018121967525801112204, 0, 0, -132635765375923912704, 0, 63545505161370845184, 0, 0, -405529550034750550476, 0, 280105695642929185200, 0, 0, 96561254675945770496, 0, 202767243083384750080, 0, 0, -146482917780809147408, 0, 930803657310591935472, 0, 0, 240203648287182422016, 0, 291806107924967953408, 0, 0, -250905349717054097460, 0, -89431102027375440296, 0, 0, -400402037340504342528, 0, 42071440246337175552, 0, 0, 824840013492401400108, 0, -905472669136351785216, 0, 0, -384215844390449446912, 0, -1495569729007537239552, 0, 0, 87555522020942025280, 0, 817726377801292307676, 0, 0, -295246537301793678336, 0, 134507085086200627200, 0, 0, 428098011598858455600, 0, -84922482736857495596, 0, 0, 141220639447739531264, 0, -234892224465366560256, 0, 0, 573473638690188382080, 0, 375724856839390765824, 0, 0, -919561741330319064064, 0, -936473388207726133248, 0, 0, 1061604508902832684040, 0, -130314546139180867632, 0, 0, 65807850864459644928, 0, -1433277296281827625472, 0, 0, 1887517024686372969288, 0, -3119873740289738662496, 0, 0, -1884719936121778512384, 0, -672764654125916946432, 0, 0, 260141178588983239824, 0, 2763106402686871772004, 0, 0, -413336277102442315776, 0, 1068845837959840389120, 0, 0, -6379436532562588035360, 0, 179256561297403341312, 0, 0, -473160613831739527680, 0, -414657142030992408576, 0, 0, -3963504909309301267080, 0, -3978397852078284880196, 0, 0, -937709287557795151872, 0, -598711512637386284544, 0, 0, 1196154487124054249328, 0, 9348101906288337589008, 0, 0, -1027144898852808461824, 0, -1574323164915948355584, 0, 0, 5625080984846774965888, 0, -1777785127173229056984, 0, 0, -339032867016095170560, 0, 2796467531035363328000, 0, 0, -1052333739143922730248, 0, -2279711267421719953496, 0, 0, -4929787285316366214144, 0, 593890434796077711360, 0, 0, -1194366118367193772932, 0, 62239740640241084604, 0, 0, -969813693560380194816, 0, -927821496105460941312, 0, 0, -4269470872819618121980, 0, 601526375882409076560, 0, 0, 2188298636651325800448, 0, 1742448278737820712960, 0, 0, 1667698712422860306240, 0, -3979268749082370405376, 0, 0, -2386702831931788558336, 0, 4467178557554719977216, 0, 0, -218837978263024718418, 0, -5044390920466133389776, 0, 0, -7028201498828164470784, 0, -428051866317741883392, 0, 0, -11943362243860762078120, 0, -530312825520343653840, 0, 0, 185638449523357384704, 0, -3704633014209193221632, 0, 0, 998531457802401270528, 0, 368072400373587477904, 0, 0, 928959240141344855040, 0, -694118023687515930624, 0, 0, 3003957805482700347456, 0, -278142821157716649996, 0, 0, 3079956245885761880064, 0, -3719116941357322862592, 0, 0, 14870998580416149394940, 0, 9447607128688979263956, 0, 0, 1600057047871341554688, 0, 5825344996648677277696, 0, 0, 3341516213096767559280, 0, -5996668423456149043392, 0, 0, 347199630092726697984, 0, 5998991992966661151744, 0, 0, 2340699723944741783088, 0, 12157224617263601065344, 0, 0, 11163090762070817670656, 0, 1092517449352570470400, 0, 0, 12938730912433844598528, 0, 5301431227653359716980, 0, 0, -3744226364023244980224, 0, 290374356794362720256, 0, 0, 22280591558278271757420, 0, -19180652421449986670696, 0, 0, 13801253773301412145152, 0, 2266206397477699977216, 0, 0, -1085734529593109675136, 0, 24865715397984286104204, 0, 0, -4120938589192393326592, 0, -14997912993966827274240, 0, 0, -23960503599779987720140, 0, -1649839562314792188084, 0, 0, -3464468442370019128320, 0, 7815247471302585876480, 0, 0, 2889104137292923657680, 0, -8874879177166205552098, 0, 0, 15074394261229205848064, 0, -4104104521906780913664, 0, 0, -4985780922124257141432, 0, 6091533326878765965024, 0, 0, 21977179071163118927872, 0, 1034081153209205784576, 0, 0, -28459057698910019805880, 0, 6841244184872523414912, 0, 0, -718829998583901585408, 0, 2842608602333788139008, 0, 0, -13866140853575793324480, 0, -5856692538303861179536, 0, 0, 3449457651546148085760, 0, 6564687903764944846848, 0, 0, 25553210916714718303908, 0, -802763328414678210396, 0, 0, 3544784104373055258624, 0, -12234198150198322609152, 0, 0, -7105762149196487777792, 0, 5044563883429865425944, 0, 0, -2298179649090006028800, 0, -2280010361751096786944, 0, 0, 2620516408679280570720, 0, -36238920137985100001256, 0, 0, 12590045865666725019648, 0, -2412887019314112147456, 0, 0, 4013353866451223963124, 0, -29205272373428531947296, 0, 0, 9203125116988213991936, 0, 4272256991302853263360, 0, 0, 30654947050392593740640, 0, 15711574439760998383656, 0, 0, 16000525781330445729792, 0, -11165960686077929756672, 0, 0, -34519733127692830883940, 0, -2797909587312335882520, 0, 0, -14018532434661529488384, 0, -1124388826879478464512, 0, 0, 24488886304440289194588, 0, -37269393906295670062596, 0, 0, -15531868368639444910080, 0, -36883862934512277295104, 0, 0, 10268438637070362433672, 0, 32202207033580700051436, 0, 0, 11494814832604534076928, 0, 39660246996155569274880, 0, 0, 16511292325197289707648, 0, -46111402181829108543294, 0, 0, -12677718416432549134336, 0, 7062237797055010504704, 0, 0, -18262233184516960398480, 0, -46618435626732850787496, 0, 0, 63043303392740607819776, 0, 22759610126064601268224, 0, 0, -122206431962938713081840, 0, 8084392675390737086220, 0, 0, 7084806012670159355904, 0, 31990307316680441594880, 0, 0, -16279628212058027667648, 0, -47450986168672730308496, 0, 0, -14098033707145620553728, 0, 16021642280382015602688, 0, 0, 10229547485452842221076, 0], 'weight': 16, '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, -128], [0, 2187], [-16384, 0], [0, 0], [279936, 0], [0, 2025056], [0, 2097152], [-4782969, 0], [0, 0], [110255052, 0], [0, -35831808], [0, -56047862], [259207168, 0], [0, 0], [268435456, 0], [0, -1930104414], [0, 612220032], [-2163188180, 0], [0, 0], [-4428797472, 0], [0, -14112646656], [0, -6228974472], [-4586471424, 0], [0, 0], [-7174126336, 0], [0, -10460353203], [0, -33178517504], [-64743719070, 0], [0, 0], [-20237611048, 0], [0, -34359738368], [0, 241127798724], [-247053364992, 0], [0, 0], [78364164096, 0], [0, 488967594446], [0, 276888087040], [122576674194, 0], [0, 0], [-772359114198, 0], [0, 566886076416], [0, -1306766329292], [-1806418771968, 0], [0, 0], [-797308732416, 0], [0, 3351821491776], [0, 587068342272], [646709706807, 0], [0, 0], [4221138353418, 0], [0, 918288171008], [0, -9387813393702], [-1338925209984, 0], [0, 0], [-4246850240512, 0], [0, -4730892549660], [0, 8287196040960], [-28930359275340, 0], [0, 0], [42393077399702, 0], [0, 2590414214144], [0, -9685780071264], [-4398046511104, 0], [0, 0], [30864358236672, 0], [0, -52247243064364], [0, 31622830718976], [13622767170264, 0], [0, 0], [-27194529024648, 0], [0, -10030613004288], [0, 91604195687878], [62587852089088, 0], [0, 0], [35441675141120, 0], [0, 223272654582912], [0, -15689814296832], [-62882111078120, 0], [0, 0], [22876792454961, 0], [0, 98861966617344], [0, 223567315949868], [72561417781248, 0], [0, 0], [-167266090149376, 0], [0, -141594513606090], [0, 231221602811904], [-554198786115210, 0], [0, 0], [113500059230272, 0], [0, 102055517749248], [0, -44259655361976], [429033150947328, 0], [0, 0], [75144747810816, 0], [0, -1388870476877374], [0, -82778842471296], [-527346495809388, 0], [0, 0]], 'ap': [[0, -128], [0, 2187], [0, 0], [0, 2025056], [110255052, 0], [0, -56047862], [0, -1930104414], [-2163188180, 0], [0, -6228974472], [-64743719070, 0], [-20237611048, 0], [0, 488967594446], [-772359114198, 0], [0, -1306766329292], [0, 3351821491776], [0, -9387813393702], [-28930359275340, 0], [42393077399702, 0], [0, -52247243064364], [-27194529024648, 0], [0, 91604195687878], [-62882111078120, 0], [0, 223567315949868], [-554198786115210, 0], [0, -1388870476877374], [-419546297127498, 0], [0, 982508323000048], [0, -246544159223844], [-845122838491190, 0], [0, -3001700846115762], [0, 1754460654223016], [10714934829687252, 0], [0, -4076749562776854], [-6187965181988060, 0], [-4104830477484150, 0], [-4309711897208848, 0], [0, -41049277858058794], [0, 3671614310508988], [0, 39770328406013736], [0, -31061680292321022], [-53175301475153220, 0], [72836390134637102, 0], [-93992805355400448, 0], [0, -188577963761408642], [0, -186951618153016074], [-33340986613542800, 0], [-460034004554113948, 0], [0, -273469247170565672], [0, 406443787648200516], [-130378936502162270, 0], [0, 273060383714493318], [-1210334686161974160, 0], [386893262220231602, 0], [-915207784106327748, 0], [0, -2159946760102647294], [0, -535139397335331912], [506061289703276370, 0], [2928147306162297752, 0], [0, 377192401077913166], [-2764934842226586198, 0], [0, 1139867609081906068], [0, -5842069253935692342], [0, -3592038052071558844], [2185351513839592152, 0], [0, -5598739438600889162], [0, -7362187250475697314], [7520264195259339452, 0], [0, -4012284761143783054], [0, -19256981583267055524], [-10786309711215461750, 0], [0, -3624302719161956802], [17587139022225158760, 0], [0, -27453912104797517464], [0, -14471222711754661022], [-6836904260845007420, 0], [0, -14527800552177042432], [8736533309054349690, 0], [0, 43605823289339131526], [-13149783435727846398, 0], [12664321429197950710, 0], [41099200015046674620, 0], [74179125531232659902, 0], [-75685453985554378848, 0], [0, 11103939852866359918], [51507873499525606240, 0], [0, -47789836524212197692], [-59120979434195584050, 0], [0, 35949707488235210906], [7568329238593990302, 0], [0, -43617033929991913112], [0, -54759892322896599564], [220354555143064991280, 0], [0, 246262903877892999296], [-145289894891739750948, 0], [271400143515056986300, 0], [0, 50295463270978756248], [341886041648742488610, 0], [304623063306811947402, 0], [0, 62285324189076216628], [509060983762900556102, 0], [0, -558817597106253640924], [0, 140176485263292893406], [0, 317601081839522650188], [-125452674858527048730, 0], [-44715551013687720148, 0], [0, -239371382486111607934], [0, 293608979023767020796], [0, -511154824404438604242], [214049005799429227800, 0], [-42461241368428747798, 0], [0, -175100081613214892344], [0, 698869755116341947538], [0, -122078339339097347814], [530802254451416342020, 0], [-1559936870144869331248, 0], [1381553201343435886002, 0], [0, -1663862206813558554692], [0, -489973197313706041224], [0, -1857668658185280855102], [-1981752454654650633540, 0], [-1989198926039142440098, 0], [0, 1595030000548908091678], [0, -1185267049449561531834], [0, 2444892298662581186868], [-1139855633710859976748, 0], [31119870320120542302, 0], [-2134735436409809060990, 0], [833849356211430153120, 0], [0, 4621864370659959172016], [0, -3023912986509673278182], [-5971681121930381039060, 0], [0, 273038593537835518008], [184036200186793738952, 0], [0, -2943979082202060268594], [-139071410578858324998, 0], [7435499290208074697470, 0], [0, 2241722050261780496778], [0, 3805609570862789282996], [0, -7336819099879270021074], [11140295779139135878710, 0], [-9590326210724993335348, 0], [12432857698992143052102, 0], [0, -12949231947314384815472], [0, 5996726348139644491116], [-11980251799889993860070, 0], [1444552068646461828840, 0], [0, 5949813108711385534498], [0, 5369303433201746522106], [-14229528849455009902940, 0], [0, 12636201898007234481888], [0, 19462195530085952032166], [-401381664207339105198, 0], [0, 18759111594625642932268], [0, -3482846439264621570504], [0, 27934874762840950641356], [-14602636186714265973648, 0], [15327473525196296870320, 0], [-17259866563846415441970, 0], [0, 2571898082378309800346], [-18634696953147835031298, 0], [0, -28783608827077422209724], [0, 5822224180201841436198], [0, -13632541079693387283664], [-23309217813366425393748, 0], [0, -3086561320369845604734], [0, -40580397670209336230232], [-23725493084336365154248, 0], [0, 2954603028686319239726]], 'char_orbit_index': 3, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 36028934726353046, 'hecke_ring_character_values': [[101, [1, 0]], [127, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '150.16.c.i', 'level': 150, 'maxp': 997, 'weight': 16}
• mf_newspaces •

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

  
  {'Nk2': 38400, 'analytic_conductor': 214.0402576498806, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'conrey_index': 49, 'cusp_dim': 438, 'dim': 46, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137707389078, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6], 'label': '150.16.c', 'level': 150, '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, 3, 5], 'level_radical': 30, 'mf_dim': 462, 'mf_new_dim': 46, 'num_forms': 15, 'prim_orbit_index': 2, 'relative_dim': 46, 'sturm_bound': 480, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [46, 0, 0, -753664, 0, 559872, 0, 0, -220016574, 0, 249696888, 0, 0, -567649280, 0, 12348030976, 0, 0, 9157571092, 0, 9382431204, 0, 0, -9172942848, 0, -154619196928, 0, 0, -336977054172, 0, 236852300444, 0, 0, 160111188480, 0, 3604751548416, 0, 0, -281352126240, 0, 7217457182916, 0, 0, -4091033812992, 0, 19178059677696, 0, 0, -42424430566194, 0, 18267987844044, 0, 0, -2677850419968, 0, 9300365803520, 0, 0, 68011347861240, 0, 157290944290568, 0, 0, -202310139510784, 0, -20748551749632, 0, 0, -102816307389384, 0, -547980723453312, 0, 0, 263495685334528, 0, -150037644771328, 0, 0, 657013541819056, 0, 1052332452928206, 0, 0, -153721752846336, 0, -1168232024329216, 0, 0, 1404131886881676, 0, -113131215141428, 0, 0, -1607385987514368, 0, 150289495621632, 0, 0, -1194292474700472, 0, -4514823428099916, 0, 0, 2533280922468352, 0, 1443653971726848, 0, 0, 772136549014720, 0, 7533911034180036, 0, 0, -3779565777902592, 0, 5521032055554048, 0, 0, -23976027211467432, 0, 8669986509512710, 0, 0, -3880588090474496, 0, 2715048909112320, 0, 0, -411345424809252, 0, -19937688920438352, 0, 0, -12468662750090240, 0, -2623261712056320, 0, 0, -73605148698372248, 0, -6631466750384328, 0, 0, -59060249369247744, 0, -5470084189163008, 0, 0, 65072102282277348, 0, -68427959197515436, 0, 0, -118507015415463936, 0, 4609673236316160, 0, 0, 110491279474406724, 0, -7622597980522632, 0, 0, -118250818484895744, 0, 91473104493560832, 0, 0, -135318235854199926, 0, -43800378648332148, 0, 0, -146699865025648128, 0, 67027497992060928, 0, 0, 352624168125516648, 0, -172446716220413344, 0, 0, -314213329759371264, 0, 268845645897787392, 0, 0, -44875877593364676, 0, -356564952839349000, 0, 0, -1118045484141527552, 0, 695081870396522496, 0, 0, 1087670718656353276, 0, -45739440227755116, 0, 0, -299302712836816896, 0, 96815698362819584, 0, 0, 1827397522882657320, 0, -284084651753815012, 0, 0, -960304830197996544, 0, 43873901280755712, 0, 0, -97464048113906100, 0, -166733752453352448, 0, 0, -152377193324871680, 0, 27321206463155712, 0, 0, -416411580349102640, 0, -1015753210853531256, 0, 0, 739538825711519232, 0, -1114297923358556160, 0, 0, 4498196841357647328, 0, -497748890584336408, 0, 0, -2577054831256666112, 0, 2253516098104512000, 0, 0, -1613335114424332800, 0, 3277039160043408000, 0, 0, 4244793143601452032, 0, 3314649325744685056, 0, 0, -1715124680179019080, 0, 1611750803815996668, 0, 0, 339944271865970688, 0, -5610957928036216832, 0, 0, -4542517235538607692, 0, 827876304723784736, 0, 0, 1982613578293455360, 0, 1684542380267667456, 0, 0, -1132857210602338236, 0, -4973172374453795796, 0, 0, 8978116173059063808, 0, -4133433153507115008, 0, 0, -11235107913750355114, 0, 1323896840848417536, 0, 0, -5157889819421725440, 0, -4317113308520906752, 0, 0, -15541132235409448296, 0, 15669050222169456340, 0, 0, 2458216771933437952, 0, -765806851052997120, 0, 0, -22221966083872986792, 0, -5452475475839538552, 0, 0, 17566546878914057728, 0, -10764509869163413504, 0, 0, -56842885952098956720, 0, 1701784554461006328, 0, 0, -17241414908775727104, 0, 18552318682900665344, 0, 0, 14387395919049284856, 0, -28772853739762279768, 0, 0, 22346857284571840512, 0, 2518577198634369024, 0, 0, -33340126905563742180, 0, 18940025457603349896, 0, 0, 19140313486609874944, 0, 1021757860565752320, 0, 0, -107330477647467363860, 0, 1345698497890006560, 0, 0, -17611447174758236160, 0, -23005296834669379584, 0, 0, 110825566465034604912, 0, 136681833791635112538, 0, 0, 1853541828877156352, 0, 7150017841576524288, 0, 0, -34520873964714557604, 0, -156256749560106686784, 0, 0, 46978836806606782464, 0, 26335412019435405312, 0, 0, -89394029312344338548, 0, 59354312641102810152, 0, 0, -2462343096264818688, 0, 38103923262827686400, 0, 0, 340079508101268826668, 0, -83400330879826906032, 0, 0, -64446336567935709696, 0, 19567287905492533248, 0, 0, -264000431924313359868, 0, -452648359656616148364, 0, 0, 73970867045989023744, 0, 215371835260915648512, 0, 0, -72749126293192856648, 0, 134038445789067078204, 0, 0, -91728064918569959424, 0, -41505274633721479168, 0, 0, 764670819438376112400, 0, 284918860292646939428, 0, 0, -23652826672772677632, 0, 128415005245598957568, 0, 0, -346074869170399738968, 0, -359601431592164953752, 0, 0, 44480068193374773248, 0, -12650685219057172480, 0, 0, -15053856933603607484, 0, 202914736240758349986, 0, 0, -123435598384005709824, 0, 116367883656881662976, 0, 0, 1094216297868691326348, 0, -272156760009958120704, 0, 0, -550246052928316161024, 0, 61924405705156067328, 0, 0, -87375219550439286636, 0, -436361491280534491212, 0, 0, -90456589198197522432, 0, 295880588130419031552, 0, 0, -379747867757560582372, 0, 95961257507228896296, 0, 0, -256996237833370331136, 0, 392823229832682405888, 0, 0, 1123283717257279789512, 0, 503089449422778545296, 0, 0, -142049058971856240640, 0, 12808075545343924992, 0, 0, -147851080671547610172, 0, -533406066614445153744, 0, 0, 1023985038984973285376, 0, 63579555274334142464, 0, 0, 1070329810272738013012, 0, -604248043090853652048, 0, 0, -44483361326896250880, 0, 760124547396667441152, 0, 0, -811915660197114621612, 0, -2835149235538565957528, 0, 0, -104451035592776904192, 0, 6739483440074784768, 0, 0, -154659909743335382868, 0, -862022087769661969716, 0, 0, 326659095272461959168, 0, 1277999573746058674176, 0, 0, -1555662824564231848654, 0, -325296168468527221560, 0, 0, 151089381717681129984, 0, 204286570497478492160, 0, 0, 619842078716134191696, 0, 1588153720731256482848, 0, 0, 42979519890330746880, 0, 102641613778184730624, 0, 0, -752317710522513736392, 0, 1448712351592485609528, 0, 0, 1627835479537543955968, 0, 1205946756274130911232, 0, 0, -2788570881777416476492, 0, 811577488780780048944, 0, 0, 108649951238296829952, 0, -1848987524215835972608, 0, 0, -3819585683139967600044, 0, 289099769004602810108, 0, 0, 787100808741890512896, 0, 967643125665755037696, 0, 0, -2610487512414940397688, 0, -2274078175617438808488, 0, 0, 89621859355246723072, 0, 1623030802763205800448, 0, 0, 480771868347668919236, 0, -988709055909940705500, 0, 0, 99239679813385617408, 0, -1066141323792832069632, 0, 0, 3282103222737056153472, 0, 1409113321182158224064, 0, 0, 1121123683492092903424, 0, 1437601610211638349312, 0, 0, 2128249443974650803288, 0, -2914504840915907624232, 0, 0, -1527226975647210134528, 0, 1941618940566961127424, 0, 0, -1332444937656989021372, 0, 491767210937894601096, 0, 0, -75524886303803965440, 0, 1570425935591218975232, 0, 0, -5871025860119339385000, 0, -6851959793332698052708, 0, 0, 7093029873193551300096, 0, -1810289122908679766016, 0, 0, 2620974812874764243328, 0, 1821683654976993506148, 0, 0, 124888645312882802688, 0, 731566524661426403328, 0, 0, 5206679062813576518480, 0, -7384849706624662853100, 0, 0, 1963025385146663708160, 0, 1937421410056531869696, 0, 0, -5249632672874179711584, 0, -1877517529994767425244, 0, 0, -1498695344022500671488, 0, -1260291694588802053632, 0, 0, 6977869063545807852876, 0, -4702186629589898085144, 0, 0, -9288250805514834475520, 0, 2217053976235211587584, 0, 0, 9898360144542225953540, 0, -3500817131069885453112, 0, 0, 717625403774273912832, 0, 19729725034931390089216, 0, 0, -17386713422718651945240, 0, -8188031993293185627544, 0, 0, -7799784057717183931392, 0, 2403530588580218929152, 0, 0, 8922723436004418974700, 0, 31843447621319098589196, 0, 0, -1098178527101926244352, 0, 2747160442209164772864, 0, 0, 20285819667252296060176, 0, -3142475403100748457264, 0, 0, 4200896258416923162624, 0, -5777394370568464760832, 0, 0, -29661074618773941875880, 0, 14705632873134965718160, 0, 0, 2825366998555252228096, 0, -6071274957102791475456, 0, 0, -5033273500049568523614, 0, -15223047387630112437720, 0, 0, -21614877230224952056832, 0, 5148071194777538789376, 0, 0, 25910823438825662968936, 0, -8329197540834424073916, 0, 0, -4404767062389348630528, 0, 9190448399268052611584, 0, 0, -6779750754448546300848, 0, -20719248685334888096752, 0, 0, -15541346487156848956416, 0, 735246378489686851584, 0, 0, 22253505061823463354192, 0, -16063037503828869898716, 0, 0, 5841960187319894016000, 0, 7335278432336265117696, 0, 0, 1218596968683155850064, 0, -4164739579585386195804, 0, 0, 5587617557173885922304, 0, 18318057212174787411968, 0, 0, 4808107638872534637168, 0, 33382358761887055011456, 0, 0, -11388221364576624574464, 0, -7842364073591141302272, 0, 0, 14439648913558092177696, 0, -65729665628590301568768, 0, 0, -23217659114497469141504, 0, -17820397054465692073984, 0, 0, 17054990183907744818256, 0, -6715919286866562976044, 0, 0, 749394988691539820544, 0, -28730203767109370777600, 0, 0, -51814163548406889229428, 0, -33352766888498004225460, 0, 0, 42346284880853905342464, 0, 4903775647118408024064, 0, 0, 541103094953780739732, 0, 84012740879908866224604, 0, 0, -1586228401976436064256, 0, -5457789185185325383680, 0, 0, -60624482161689738601364, 0, -20614278250393346144304, 0, 0, 9139486488463391228928, 0, -29940081014909457530880, 0, 0, 3364966899132343321848, 0, 34007643437811514677298, 0, 0, 4654442934334505156608, 0, 7688077349315609198592, 0, 0, 15917134547598804908100, 0, 134112644682546558997968, 0, 0, 11950862876857771280384, 0, 15733634337963975376896, 0, 0, -16325873684486155254728, 0, -17675148861902224189008, 0, 0, -718829998583901585408, 0, -69872074993287089276416, 0, 0, -71799808559307868917120, 0, 87922043139698996742652, 0, 0, 117294809714407775600640, 0, 1596850964298237542400, 0, 0, -70326870663280912526916, 0, 87506483425726989877380, 0, 0, 2731765800195726508032, 0, -64302529814712248245248, 0, 0, -12222053030243210651584, 0, 5712263883425641861368, 0, 0, -50823717809206952314368, 0, 2496547935434697605120, 0, 0, 172471911806899902867624, 0, 62412362919878303525976, 0, 0, -447630646692343185408, 0, -10448070193745180448768, 0, 0, 21594260497075627130604, 0, -273747120732673186004088, 0, 0, 187624451291128064980480, 0, 6822487332439697653760, 0, 0, -2970461564909012574212, 0, 1013822973115426420092, 0, 0, 16642100606624256098304, 0, -99792470150058161437696, 0, 0, 64071843728194853753508, 0, 12937732956773704988208, 0, 0, -85198657444660162753536, 0, -12116604120457531097088, 0, 0, -39499356828820469678280, 0, 2795760103184023391004, 0, 0, 18256657176306584125440, 0, 37629391815508892024832, 0, 0, 188696858914991725137392, 0, 29378885975208530197308, 0, 0, -6904952193496390451712, 0, -73698457048803693821952, 0, 0, 130428531114999282729768, 0, -57769853476839981918942, 0, 0, 8155117823333767708672, 0, 90668356394153498984448, 0, 0, -149342566308045555628728, 0, 73080754179387385061256, 0, 0, 132097335113415221675008, 0, 42222466355309217579008, 0, 0, -223591552806654690410880, 0, -3693105177704386303680, 0, 0, -36921607751344324608000, 0, -304134747116095981237248, 0, 0, 262238880560398399739784, 0, -19701165530516818781764, 0, 0, -369782523900394577166336, 0, 26432882514728268595200, 0, 0, -36034462925241052606884, 0], 'weight': 16, '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: 129612
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '150.16.c.i', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '6.16.a.a', 'target_level': 6, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 16}
  • id: 129613
    {'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '150.16.c.i', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '18.16.a.f', 'target_level': 18, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 16}
  • id: 129614
    {'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '150.16.c.i', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.16.a.c', 'target_level': 48, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 16}
  • id: 129615
    {'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '150.16.c.i', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '144.16.a.o', 'target_level': 144, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 16}
  • id: 129616
    {'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '150.16.c.i', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '150.16.a.h', 'target_level': 150, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 16}
  • id: 129617
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '150.16.c.i', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '150.16.c.i', 'target_level': 150, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 16}
  • id: 129618
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '150.16.c.i', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '150.16.c.i', 'target_level': 150, 'twist_class_label': '6.16.a.a', 'twist_class_level': 6, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 16}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 405025
    {'charpoly_factorization': [[[16384, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 2}
  • id: 405026
    {'charpoly_factorization': [[[4782969, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 3}
  • id: 405027
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 5}
  • id: 405028
    {'charpoly_factorization': [[[4100851803136, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 7}
  • id: 405029
    {'charpoly_factorization': [[[-110255052, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 11}
  • id: 405030
    {'charpoly_factorization': [[[3141362834771044, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 13}
  • id: 405031
    {'charpoly_factorization': [[[3725303048942283396, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 17}
  • id: 405032
    {'charpoly_factorization': [[[2163188180, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 19}
  • id: 405033
    {'charpoly_factorization': [[[38800122972827678784, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 23}
  • id: 405034
    {'charpoly_factorization': [[[64743719070, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 29}
  • id: 405035
    {'charpoly_factorization': [[[20237611048, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 31}
  • id: 405036
    {'charpoly_factorization': [[[239089308418307930046916, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 37}
  • id: 405037
    {'charpoly_factorization': [[[772359114198, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 41}
  • id: 405038
    {'charpoly_factorization': [[[1707638239371287777221264, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 43}
  • id: 405039
    {'charpoly_factorization': [[[11234707312731490035634176, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 47}
  • id: 405040
    {'charpoly_factorization': [[[88131040314970662453264804, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 53}
  • id: 405041
    {'charpoly_factorization': [[[28930359275340, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 59}
  • id: 405042
    {'charpoly_factorization': [[[-42393077399702, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 61}
  • id: 405043
    {'charpoly_factorization': [[[2729774407826732101046724496, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 67}
  • id: 405044
    {'charpoly_factorization': [[[27194529024648, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 71}
  • id: 405045
    {'charpoly_factorization': [[[8391328667623046369596142884, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 73}
  • id: 405046
    {'charpoly_factorization': [[[62882111078120, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 79}
  • id: 405047
    {'charpoly_factorization': [[[49982344761028102631089217424, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, 'p': 83}
  • id: 405048
    {'charpoly_factorization': [[[554198786115210, 1], 2]], 'hecke_orbit_code': 36028934726353046, 'p': 89}
  • id: 405049
    {'charpoly_factorization': [[[1928961201541584266789833135876, 0, 1], 1]], 'hecke_orbit_code': 36028934726353046, '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': 3, 'hecke_orbit': 9, 'label': '150.16.c.i', 'level': 150, 'portrait': 'data:image/png;base64,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', 'weight': 16}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 51984655
    {'hecke_orbit_code': 36028934726353046, 'n': 1, 'trace_an': 2}
  • id: 51984656
    {'hecke_orbit_code': 36028934726353046, 'n': 2, 'trace_an': 0}
  • id: 51984657
    {'hecke_orbit_code': 36028934726353046, 'n': 3, 'trace_an': 0}
  • id: 51984658
    {'hecke_orbit_code': 36028934726353046, 'n': 4, 'trace_an': -32768}
  • id: 51984659
    {'hecke_orbit_code': 36028934726353046, 'n': 5, 'trace_an': 0}
  • id: 51984660
    {'hecke_orbit_code': 36028934726353046, 'n': 6, 'trace_an': 559872}
  • id: 51984661
    {'hecke_orbit_code': 36028934726353046, 'n': 7, 'trace_an': 0}
  • id: 51984662
    {'hecke_orbit_code': 36028934726353046, 'n': 8, 'trace_an': 0}
  • id: 51984663
    {'hecke_orbit_code': 36028934726353046, 'n': 9, 'trace_an': -9565938}
  • id: 51984664
    {'hecke_orbit_code': 36028934726353046, 'n': 10, 'trace_an': 0}
  • id: 51984665
    {'hecke_orbit_code': 36028934726353046, 'n': 11, 'trace_an': 220510104}
  • id: 51984666
    {'hecke_orbit_code': 36028934726353046, 'n': 12, 'trace_an': 0}
  • id: 51984667
    {'hecke_orbit_code': 36028934726353046, 'n': 13, 'trace_an': 0}
  • id: 51984668
    {'hecke_orbit_code': 36028934726353046, 'n': 14, 'trace_an': 518414336}
  • id: 51984669
    {'hecke_orbit_code': 36028934726353046, 'n': 15, 'trace_an': 0}
  • id: 51984670
    {'hecke_orbit_code': 36028934726353046, 'n': 16, 'trace_an': 536870912}
  • id: 51984671
    {'hecke_orbit_code': 36028934726353046, 'n': 17, 'trace_an': 0}
  • id: 51984672
    {'hecke_orbit_code': 36028934726353046, 'n': 18, 'trace_an': 0}
  • id: 51984673
    {'hecke_orbit_code': 36028934726353046, 'n': 19, 'trace_an': -4326376360}
  • id: 51984674
    {'hecke_orbit_code': 36028934726353046, 'n': 20, 'trace_an': 0}
  • id: 51984675
    {'hecke_orbit_code': 36028934726353046, 'n': 21, 'trace_an': -8857594944}
  • id: 51984676
    {'hecke_orbit_code': 36028934726353046, 'n': 22, 'trace_an': 0}
  • id: 51984677
    {'hecke_orbit_code': 36028934726353046, 'n': 23, 'trace_an': 0}
  • id: 51984678
    {'hecke_orbit_code': 36028934726353046, 'n': 24, 'trace_an': -9172942848}
  • id: 51984679
    {'hecke_orbit_code': 36028934726353046, 'n': 25, 'trace_an': 0}
  • id: 51984680
    {'hecke_orbit_code': 36028934726353046, 'n': 26, 'trace_an': -14348252672}
  • id: 51984681
    {'hecke_orbit_code': 36028934726353046, 'n': 27, 'trace_an': 0}
  • id: 51984682
    {'hecke_orbit_code': 36028934726353046, 'n': 28, 'trace_an': 0}
  • id: 51984683
    {'hecke_orbit_code': 36028934726353046, 'n': 29, 'trace_an': -129487438140}
  • id: 51984684
    {'hecke_orbit_code': 36028934726353046, 'n': 30, 'trace_an': 0}
  • id: 51984685
    {'hecke_orbit_code': 36028934726353046, 'n': 31, 'trace_an': -40475222096}
  • id: 51984686
    {'hecke_orbit_code': 36028934726353046, 'n': 32, 'trace_an': 0}
  • id: 51984687
    {'hecke_orbit_code': 36028934726353046, 'n': 33, 'trace_an': 0}
  • id: 51984688
    {'hecke_orbit_code': 36028934726353046, 'n': 34, 'trace_an': -494106729984}
  • id: 51984689
    {'hecke_orbit_code': 36028934726353046, 'n': 35, 'trace_an': 0}
  • id: 51984690
    {'hecke_orbit_code': 36028934726353046, 'n': 36, 'trace_an': 156728328192}
  • id: 51984691
    {'hecke_orbit_code': 36028934726353046, 'n': 37, 'trace_an': 0}
  • id: 51984692
    {'hecke_orbit_code': 36028934726353046, 'n': 38, 'trace_an': 0}
  • id: 51984693
    {'hecke_orbit_code': 36028934726353046, 'n': 39, 'trace_an': 245153348388}
  • id: 51984694
    {'hecke_orbit_code': 36028934726353046, 'n': 40, 'trace_an': 0}
  • id: 51984695
    {'hecke_orbit_code': 36028934726353046, 'n': 41, 'trace_an': -1544718228396}
  • id: 51984696
    {'hecke_orbit_code': 36028934726353046, 'n': 42, 'trace_an': 0}
  • id: 51984697
    {'hecke_orbit_code': 36028934726353046, 'n': 43, 'trace_an': 0}
  • id: 51984698
    {'hecke_orbit_code': 36028934726353046, 'n': 44, 'trace_an': -3612837543936}
  • id: 51984699
    {'hecke_orbit_code': 36028934726353046, 'n': 45, 'trace_an': 0}
  • id: 51984700
    {'hecke_orbit_code': 36028934726353046, 'n': 46, 'trace_an': -1594617464832}
  • id: 51984701
    {'hecke_orbit_code': 36028934726353046, 'n': 47, 'trace_an': 0}
  • id: 51984702
    {'hecke_orbit_code': 36028934726353046, 'n': 48, 'trace_an': 0}
  • id: 51984703
    {'hecke_orbit_code': 36028934726353046, 'n': 49, 'trace_an': 1293419413614}
  • id: 51984704
    {'hecke_orbit_code': 36028934726353046, 'n': 50, 'trace_an': 0}
  • id: 51984705
    {'hecke_orbit_code': 36028934726353046, 'n': 51, 'trace_an': 8442276706836}
  • id: 51984706
    {'hecke_orbit_code': 36028934726353046, 'n': 52, 'trace_an': 0}
  • id: 51984707
    {'hecke_orbit_code': 36028934726353046, 'n': 53, 'trace_an': 0}
  • id: 51984708
    {'hecke_orbit_code': 36028934726353046, 'n': 54, 'trace_an': -2677850419968}
  • id: 51984709
    {'hecke_orbit_code': 36028934726353046, 'n': 55, 'trace_an': 0}
  • id: 51984710
    {'hecke_orbit_code': 36028934726353046, 'n': 56, 'trace_an': -8493700481024}
  • id: 51984711
    {'hecke_orbit_code': 36028934726353046, 'n': 57, 'trace_an': 0}
  • id: 51984712
    {'hecke_orbit_code': 36028934726353046, 'n': 58, 'trace_an': 0}
  • id: 51984713
    {'hecke_orbit_code': 36028934726353046, 'n': 59, 'trace_an': -57860718550680}
  • id: 51984714
    {'hecke_orbit_code': 36028934726353046, 'n': 60, 'trace_an': 0}
  • id: 51984715
    {'hecke_orbit_code': 36028934726353046, 'n': 61, 'trace_an': 84786154799404}
  • id: 51984716
    {'hecke_orbit_code': 36028934726353046, 'n': 62, 'trace_an': 0}
  • id: 51984717
    {'hecke_orbit_code': 36028934726353046, 'n': 63, 'trace_an': 0}
  • id: 51984718
    {'hecke_orbit_code': 36028934726353046, 'n': 64, 'trace_an': -8796093022208}
  • id: 51984719
    {'hecke_orbit_code': 36028934726353046, 'n': 65, 'trace_an': 0}
  • id: 51984720
    {'hecke_orbit_code': 36028934726353046, 'n': 66, 'trace_an': 61728716473344}
  • id: 51984721
    {'hecke_orbit_code': 36028934726353046, 'n': 67, 'trace_an': 0}
  • id: 51984722
    {'hecke_orbit_code': 36028934726353046, 'n': 68, 'trace_an': 0}
  • id: 51984723
    {'hecke_orbit_code': 36028934726353046, 'n': 69, 'trace_an': 27245534340528}
  • id: 51984724
    {'hecke_orbit_code': 36028934726353046, 'n': 70, 'trace_an': 0}
  • id: 51984725
    {'hecke_orbit_code': 36028934726353046, 'n': 71, 'trace_an': -54389058049296}
  • id: 51984726
    {'hecke_orbit_code': 36028934726353046, 'n': 72, 'trace_an': 0}
  • id: 51984727
    {'hecke_orbit_code': 36028934726353046, 'n': 73, 'trace_an': 0}
  • id: 51984728
    {'hecke_orbit_code': 36028934726353046, 'n': 74, 'trace_an': 125175704178176}
  • id: 51984729
    {'hecke_orbit_code': 36028934726353046, 'n': 75, 'trace_an': 0}
  • id: 51984730
    {'hecke_orbit_code': 36028934726353046, 'n': 76, 'trace_an': 70883350282240}
  • id: 51984731
    {'hecke_orbit_code': 36028934726353046, 'n': 77, 'trace_an': 0}
  • id: 51984732
    {'hecke_orbit_code': 36028934726353046, 'n': 78, 'trace_an': 0}
  • id: 51984733
    {'hecke_orbit_code': 36028934726353046, 'n': 79, 'trace_an': -125764222156240}
  • id: 51984734
    {'hecke_orbit_code': 36028934726353046, 'n': 80, 'trace_an': 0}
  • id: 51984735
    {'hecke_orbit_code': 36028934726353046, 'n': 81, 'trace_an': 45753584909922}
  • id: 51984736
    {'hecke_orbit_code': 36028934726353046, 'n': 82, 'trace_an': 0}
  • id: 51984737
    {'hecke_orbit_code': 36028934726353046, 'n': 83, 'trace_an': 0}
  • id: 51984738
    {'hecke_orbit_code': 36028934726353046, 'n': 84, 'trace_an': 145122835562496}
  • id: 51984739
    {'hecke_orbit_code': 36028934726353046, 'n': 85, 'trace_an': 0}
  • id: 51984740
    {'hecke_orbit_code': 36028934726353046, 'n': 86, 'trace_an': -334532180298752}
  • id: 51984741
    {'hecke_orbit_code': 36028934726353046, 'n': 87, 'trace_an': 0}
  • id: 51984742
    {'hecke_orbit_code': 36028934726353046, 'n': 88, 'trace_an': 0}
  • id: 51984743
    {'hecke_orbit_code': 36028934726353046, 'n': 89, 'trace_an': -1108397572230420}
  • id: 51984744
    {'hecke_orbit_code': 36028934726353046, 'n': 90, 'trace_an': 0}
  • id: 51984745
    {'hecke_orbit_code': 36028934726353046, 'n': 91, 'trace_an': 227000118460544}
  • id: 51984746
    {'hecke_orbit_code': 36028934726353046, 'n': 92, 'trace_an': 0}
  • id: 51984747
    {'hecke_orbit_code': 36028934726353046, 'n': 93, 'trace_an': 0}
  • id: 51984748
    {'hecke_orbit_code': 36028934726353046, 'n': 94, 'trace_an': 858066301894656}
  • id: 51984749
    {'hecke_orbit_code': 36028934726353046, 'n': 95, 'trace_an': 0}
  • id: 51984750
    {'hecke_orbit_code': 36028934726353046, 'n': 96, 'trace_an': 150289495621632}
  • id: 51984751
    {'hecke_orbit_code': 36028934726353046, 'n': 97, 'trace_an': 0}
  • id: 51984752
    {'hecke_orbit_code': 36028934726353046, 'n': 98, 'trace_an': 0}
  • id: 51984753
    {'hecke_orbit_code': 36028934726353046, 'n': 99, 'trace_an': -1054692991618776}
  • id: 51984754
    {'hecke_orbit_code': 36028934726353046, 'n': 100, 'trace_an': 0}