Newform data - 48.22.c.a

Formats: - HTML - YAML - JSON - 2026-02-20T05:00:33.925932

• 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': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 12, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [48, 2, [31, 37, 17], [1, 2, 1]], 'cm_discs': [-3], 'conrey_index': 47, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137808052272, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 18, 'hecke_ring_index_factorization': [[2, 1], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3], [1, 1, 4, 2, -1, 2, 0], [1, 1, 12, 2, 1, 2, 0]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '48.22.c.a', 'level': 48, '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], 'level_radical': 6, 'minimal_twist': '48.22.c.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 2, 'qexp_display': 'q-6561\\beta q^{3}+63207986\\beta q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '21.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '48.22.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1248975080045083261, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.938', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '304.423', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.759', 'prec': 17}, 'traces': [2, 0, 0, 0, 0, 0, 0, 0, -20920706406, 0, 0, 0, 740153650460, 0, 0, 0, 0, 0, 0, 0, 201547891726956, 0, 0, 0, 953674316406250, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -115552646878006580, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -824599526003063242, 0, 0, 0, 0, 0, 0, 0, -8165948250222754380, 0, 0, 0, -21721383528929687876, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 78197246686961002580, 0, 0, 0, 0, 0, 0, 0, 218837978263024718418, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -257046033705514549380, 0, 0, 0, 2264136605088888703460, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8928980220590701399012, 0, 0, 0, 0, 0, 0, 0, -7742268608301403423380, 0, 0, 0, -14800499888516320202422, 0, 0, 0, 0, 0, 0, 0, 20426125601860428310308, 0, 0, 0, 78669889144460349905880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -53776584540862493317700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -220215345002268856303026, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1393799858096980510030036, 0, 0, 0, 0, 0, 0, 0, -2108262134783961396040068, 0, 0, 0, 3978176024380863212407300, 0, 0, 0, 0, 0, 0, 0, 5936477432932800276522804, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2476354534341364389575880, 0, 0, 0, 0, 0, 0, 0, -9975770190238952636718750, 0, 0, 0, -23579173469650959406769908, 0, 0, 0, 0, 0, 0, 0, 1851140565515920003099740, 0, 0, 0, 15933364710279804067830116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 74588203902111658491899880, 0, 0, 0, 4392353687211726546172460, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 138183867826017465761654434, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -196783152122639159669555208, 0, 0, 0, 0, 0, 0, 0, -247708231121011005232471188, 0, 0, 0, -637977949752798862805818220, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 352932763319015502929687500, 0, 0, 0, 0, 0, 0, 0, 1208721499885484079358075740, 0, 0, 0, -373809910280593767169684540, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1958538334007213079687300028, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1758983457231893410844124562, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3216789216135200585027887700, 0, 0, 0, 0, 0, 0, 0, 3000323044266688754677591164, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3898567527278716836594109220, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -5183412850390418130581013388, 0, 0, 0, 0, 0, 0, 0, 12972412597926256985709784260, 0, 0, 0, -9073245402404505711340327156, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16325507301904149901164763780, 0, 0, 0, 0, 0, 0, 0, 8625602293018424371266264126, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 29672919242070370104032884620, 0, 0, 0, -32960121269529716530346005420, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -57191401077599813872770846504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42763356703535946237450013400, 0, 0, 0, 0, 0, 0, 0, 63450958278563958449991190932, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 85418702934749834242315279140, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96105523932912826538085937500, 0, 0, 0, -78943168241390971774499179246, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -199815932163744191767767482884, 0, 0, 0, 0, 0, 0, 0, 227213343770431103735506866828, 0, 0, 0, -17833694093760456383637909240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -389222916994768851874574992220, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -100332396451118462282036987400, 0, 0, 0, 0, 0, 0, 0, 296967593335010345870554156140, 0, 0, 0, -444405922484291200600407080204, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 670643433552759599248612873420, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 454747350886464118957519531250, 0, 0, 0, 0, 0, 0, 0, 987310877145084723412521445140, 0, 0, 0, -305165174669376475854271195660, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -817970819847733661673794263740, 0, 0, 0, -1609545267343141082077466282324, 0, 0, 0, 0, 0, 0, 0, -1717940578917551994543240316548, 0, 0, 0, 1625787929723801165805793612900, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1583167856629195861759341977612, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2386395123423506771007463130088, 0, 0, 0, 0, 0, 0, 0, -2289122546861674989771899392854, 0, 0, 0, 1973637509169475962525706807100, 0, 0, 0, 0, 0, 0, 0, -3022028203434910581256477007400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5368030609007676971696741488940, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5511694720907903787844945717252, 0, 0, 0, 0, 0, 0, 0, -11644696180865825223485465685240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8038580655989512749044901911480, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11558609123322628655600097700260, 0, 0, 0, 7972899259725999246884828928840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9712627899400424120426799434492, 0, 0, 0, 0, 0, 0, 0, 2688792301989925075370184664140, 0, 0, 0, 10265685416764365685471625143258, 0, 0, 0, 0, 0, 0, 0, 6942009888680948089330197105828, 0, 0, 0, 19039126277707485384771865420780, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -23683668589071103048948328182380, 0, 0, 0, -8624579685206203502580209137700, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -28904797588399061586956045847864, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 45928694765840562774090752047956, 0, 0, 0, -55099795760157861709594726562500, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 13548457899005546580165870001780, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28938988795637663471624239093400, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 38492770318221568259513621461862, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -124974862654465246240686822674760, 0, 0, 0, 0, 0, 0, 0, 93400286849979589931171755235436, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 98461522591557573677486530456260, 0, 0, 0, 24090866063514145876901534089420, 0, 0, 0], 'weight': 22, '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], [0, -6561], [0, 0], [0, 0], [0, 0], [0, 63207986], [0, 0], [-10460353203, 0], [0, 0], [0, 0], [0, 0], [370076825230, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -2560945382530], [0, 0], [100773945863478, 0], [0, 0], [0, 0], [0, 0], [476837158203125, 0], [0, 0], [0, 68630377364883], [0, 0], [0, 0], [0, 0], [0, -80612910215030], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-57776323439003290, 0], [0, 0], [0, -2428074050334030], [0, 0], [0, 0], [0, 0], [0, 6405893160250598], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-412299763001531621, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-4082974125111377190, 0], [0, 0], [0, 0], [0, 0], [-10860691764464843938, 0], [0, 0], [0, -661177858810279158], [0, 0], [0, 0], [0, 0], [0, 1861754937027440574], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [39098623343480501290, 0], [0, 0], [0, -3128528594970703125], [0, 0], [0, 0], [0, 0], [0, 580541259680729690], [0, 0], [109418989131512359209, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 23391810788062286780], [0, 0], [-128523016852757274690, 0], [0, 0], [0, 0], [0, 0], [1132068302544444351730, 0], [0, 0], [0, 0], [0, 0]], 'ap': [[0, 0], [0, -6561], [0, 0], [0, 63207986], [0, 0], [370076825230, 0], [0, 0], [0, -2560945382530], [0, 0], [0, 0], [0, -80612910215030], [-57776323439003290, 0], [0, 0], [0, 6405893160250598], [0, 0], [0, 0], [0, 0], [-10860691764464843938, 0], [0, 1861754937027440574], [0, 0], [39098623343480501290, 0], [0, 580541259680729690], [0, 0], [0, 0], [1132068302544444351730, 0], [0, 0], [0, -77684456387134540878], [0, 0], [-4464490110295350699506, 0], [0, 0], [0, 940939522376171188234], [0, 0], [0, 0], [0, 4068313822834600324310], [0, 0], [0, 9305805424017081263970], [-26888292270431246658850, 0], [0, 19899028703269023419342], [0, 0], [0, 0], [0, 0], [-696899929048490255015018, 0], [0, 0], [1989088012190431606203650, 0], [0, 0], [0, 93132819803455869943090], [0, 309633266642043275864590], [0, -538768047289524141138038], [0, 0], [-11789586734825479703384954, 0], [0, 0], [0, 0], [7966682355139902033915058, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -3624927045310965424070310], [2196176843605863273086230, 0], [0, 0], [0, 2177102722811170662823718], [0, 0], [0, 14403823681224119194821486], [0, 0], [-318988974876399431402909110, 0], [0, 0], [0, 30878787608143887304356310], [-186904955140296883584842270, 0], [0, 0], [979269167003606539843650014, 0], [0, 0], [0, 0], [0, 63797306357141637605542074], [-1608394608067600292513943850, 0], [0, -54753704027938676991486410], [0, 0], [0, 0], [-1949283763639358418297054610, 0], [0, 0], [-2591706425195209065290506694, 0], [0, 0], [-4536622701202252855670163578, 0], [0, 0], [8162753650952074950582381890, 0], [0, -673540290420407666701164030], [0, 0], [0, 0], [-16480060634764858265173002710, 0], [0, 0], [0, 935140905768307310707123258], [0, 0], [0, 0], [0, 2117971637237636583128349106], [0, 0], [0, 1343600866941601372044682350], [0, 0], [0, 0], [0, 0], [0, 3828939248502171394135227462], [-99907966081872095883883741442, 0], [0, -6482840280720700277838148146], [0, 0], [0, 0], [0, 0], [0, -7146029294622931279617489530], [-194611458497384425937287496110, 0], [0, 0], [0, 0], [0, 0], [-222202961242145600300203540102, 0], [0, -17115131108912279984292950614], [335321716776379799624306436710, 0], [0, 0], [0, -13372515737087770846907227530], [0, 29473386771656247199449445090], [0, 0], [0, -38235561692127851072536716498], [0, 0], [0, 0], [0, 0], [-804772633671570541038733141162, 0], [812893964861900582902896806450, 0], [0, 0], [0, 0], [0, -83519681817470568712432616930], [0, 0], [791583928314597930879670988806, 0], [0, 0], [0, 52803495504185814650315016834], [986818754584737981262853403550, 0], [0, 169422176803412363480625087070], [0, 0], [0, 90678860070038962394017321690], [2684015304503838485848370744470, 0], [0, 0], [2755847360453951893922472858626, 0], [0, 0], [0, -315880347097663485602717106306], [0, 0], [0, 0], [0, -293719952354047622357545082650], [0, 0], [0, -135686859760077069219858821662], [0, 0], [4856313949700212060213399717246, 0], [0, 0], [9519563138853742692385932710390, 0], [0, 0], [0, -13176477469664704629810307690], [0, 0], [-4312289842603101751290104568850, 0], [0, 0], [0, 1047451673567051621127380202718], [0, 0], [0, 1306929732056194559341338924614], [0, 0], [0, -1571985448853695964660419889790], [0, 0], [6774228949502773290082935000890, 0], [0, 0], [0, 0], [0, 0], [0, 2366762164498429666219201179474], [0, 0], [0, 0], [0, 0], [0, -3161557287957299176685125448790], [12045433031757072938450767044710, 0]], 'char_orbit_index': 3, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 137808052272, 'hecke_ring_character_values': [[31, [-1, 0]], [37, [1, 0]], [17, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 18], 'hecke_ring_inverse_numerators': [[1, 0], [9, 1]], 'hecke_ring_numerators': [[1, 0], [-9, 18]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '48.22.c.a', 'level': 48, 'maxp': 997, 'weight': 22}
• 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': 23232, 'analytic_conductor': 134.14912525778982, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [48, 2, [31, 37, 17], [1, 2, 1]], 'conrey_index': 47, 'cusp_dim': 162, 'dim': 42, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137808052272, 'hecke_orbit_dims': [2, 12, 28], 'label': '48.22.c', 'level': 48, '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], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 42, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 42, 'sturm_bound': 176, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [42, 0, 0, 0, 0, 0, 0, 0, -14588273310, 0, 0, 0, -532697931828, 0, 0, 0, 0, 0, 0, 0, -18973734323748, 0, 0, 0, -4548801844546638, 0, 0, 0, 0, 0, 0, 0, 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-463619705002041482339643649548, 0, 0, 0, 0, 0, 0, 0, -160400201061940271616212239104, 0, 0, 0, 120042778906761467684746522968, 0, 0, 0, 0, 0, 0, 0, 556752578877158330604188877276, 0, 0, 0, 751279266331986658640176134660, 0, 0, 0, 0, 0, 0, 0, -49138336949973650756462524032, 0, 0, 0, -1703971177476311891745430301124, 0, 0, 0, 0, 0, 0, 0, 84440716238159481189830997888, 0, 0, 0, -756269122460548596531539423142, 0, 0, 0, 0, 0, 0, 0, -1196869832250947769911746448796, 0, 0, 0, -55554198697745244816280120956, 0, 0, 0, 0, 0, 0, 0, 233601683213230190351098425216, 0, 0, 0, 688595239534620969855340055424, 0, 0, 0, 0, 0, 0, 0, 1584455979538265090035997840916, 0, 0, 0, 3048361518880315498030803559836, 0, 0, 0, 0, 0, 0, 0, -1759960803459254154955222463316, 0, 0, 0, 134679962071198060995695095476, 0, 0, 0, 0, 0, 0, 0, 218421258497385028961767899840, 0, 0, 0, -3009389077987640766342332506368, 0, 0, 0, 0, 0, 0, 0, -377769492007112765277681511680, 0, 0, 0, -205742433973543598150838770688, 0, 0, 0, 0, 0, 0, 0, 943033372862663162358683896320, 0, 0, 0, 1215339426061040579084128935036, 0, 0, 0, 0, 0, 0, 0, 3040474793545768319104052240640, 0, 0, 0, 5231855487796929444375040432776, 0, 0, 0, 0, 0, 0, 0, -113279517858165727996021064526, 0, 0, 0, 6514638211425666937154720501868, 0, 0, 0, 0, 0, 0, 0, 2104503464564025018105230212920, 0, 0, 0, 273063419156618588914559745408, 0, 0, 0, 0, 0, 0, 0, 82288993399144786978161079104, 0, 0, 0, -10414321458242908138530726732516, 0, 0, 0, 0, 0, 0, 0, 933343526831383427982972129792, 0, 0, 0, -5909734101510427190481457310124, 0, 0, 0, 0, 0, 0, 0, 581934998030294148797579484840, 0, 0, 0, -6261863828613694905187847520000, 0, 0, 0, 0, 0, 0, 0, -7031506047892379816765581759104, 0, 0, 0, -3447143094800359979603033095704, 0, 0, 0, 0, 0, 0, 0, -15116822908977949146551854473984, 0, 0, 0, 19878437928615260025614767271424, 0, 0, 0, 0, 0, 0, 0, -4692954319150606027467728080116, 0, 0, 0, 4149672586495351287291588748392, 0, 0, 0, 0, 0, 0, 0, 3265861053798485885710748577600, 0, 0, 0, -12444155813288176438283376544980, 0, 0, 0, 0, 0, 0, 0, 6346270268117264358903844532412, 0, 0, 0, -39896202255237127616287919581086, 0, 0, 0, 0, 0, 0, 0, 5789121570680397271548130113588, 0, 0, 0, 7179570420788137669159465006812, 0, 0, 0, 0, 0, 0, 0, 9443346433930471845627778629888, 0, 0, 0, 35465455744970557105841075376768, 0, 0, 0, 0, 0, 0, 0, 5844189563391841353358514667300, 0, 0, 0, -39991192392130458291642309174900, 0, 0, 0, 0, 0, 0, 0, 6261922855436305852208539953792, 0, 0, 0, 30517947157423924570626527059944, 0, 0, 0, 0, 0, 0, 0, -11652291291868463644432518742272, 0, 0, 0, 13586190040203993173399065293312, 0, 0, 0, 0, 0, 0, 0, 9298718971183390798132079997312, 0, 0, 0, 21196067186958102297341624527488, 0, 0, 0, 0, 0, 0, 0, -52696856042138583869301417725532, 0, 0, 0, -611901432744104938182353049492, 0, 0, 0, 0, 0, 0, 0, 45010857174960780888565944772224, 0, 0, 0, 33599024485229663091166003978500, 0, 0, 0, 0, 0, 0, 0, 47183890631826051993844082731392, 0, 0, 0, 13231487778297738082677587955576, 0, 0, 0, 0, 0, 0, 0, -23713868953641703280423047420032, 0, 0, 0, 3215229570074127139937809521630, 0, 0, 0, 0, 0, 0, 0, 22144334229787288321965266625024, 0, 0, 0, 129953196180658684375586457060120, 0, 0, 0, 0, 0, 0, 0, -53447478777584670711261184495908, 0, 0, 0, 67442013278652362247722982121344, 0, 0, 0, 0, 0, 0, 0, 87688145422941780228595222260180, 0, 0, 0, -259354295244720688099015499331012, 0, 0, 0], 'weight': 22, '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: 39511
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.22.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.22.c.a', 'target_level': 48, 'twist_class_label': '48.22.c.a', 'twist_class_level': 48, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 39512
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.22.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.22.c.a', 'target_level': 48, 'twist_class_label': '48.22.c.a', 'twist_class_level': 48, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39513
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.22.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.22.c.a', 'target_level': 48, 'twist_class_label': '48.22.c.a', 'twist_class_level': 48, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 39514
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '48.22.c.a', 'source_level': 48, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '48.22.c.a', 'target_level': 48, 'twist_class_label': '48.22.c.a', 'twist_class_level': 48, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 161800
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 2}
  • id: 161801
    {'charpoly_factorization': [[[10460353203, 0, 1], 1]], 'hecke_orbit_code': 137808052272, 'p': 3}
  • id: 161802
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 5}
  • id: 161803
    {'charpoly_factorization': [[[970845627084815628, 0, 1], 1]], 'hecke_orbit_code': 137808052272, 'p': 7}
  • id: 161804
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 11}
  • id: 161805
    {'charpoly_factorization': [[[-370076825230, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 13}
  • id: 161806
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 17}
  • id: 161807
    {'charpoly_factorization': [[[1593701224309319911095818700, 0, 1], 1]], 'hecke_orbit_code': 137808052272, 'p': 19}
  • id: 161808
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 23}
  • id: 161809
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 29}
  • id: 161810
    {'charpoly_factorization': [[[1579121234280766613363609918700, 0, 1], 1]], 'hecke_orbit_code': 137808052272, 'p': 31}
  • id: 161811
    {'charpoly_factorization': [[[57776323439003290, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 37}
  • id: 161812
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 41}
  • id: 161813
    {'charpoly_factorization': [[[9971618524872530651672564723897772, 0, 1], 1]], 'hecke_orbit_code': 137808052272, 'p': 43}
  • id: 161814
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 47}
  • id: 161815
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 53}
  • id: 161816
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 59}
  • id: 161817
    {'charpoly_factorization': [[[10860691764464843938, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 61}
  • id: 161818
    {'charpoly_factorization': [[[842269941267689959788829300647652222668, 0, 1], 1]], 'hecke_orbit_code': 137808052272, 'p': 67}
  • id: 161819
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 71}
  • id: 161820
    {'charpoly_factorization': [[[-39098623343480501290, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 73}
  • id: 161821
    {'charpoly_factorization': [[[81897841468580287033446416395941552300, 0, 1], 1]], 'hecke_orbit_code': 137808052272, 'p': 79}
  • id: 161822
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 83}
  • id: 161823
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 137808052272, 'p': 89}
  • id: 161824
    {'charpoly_factorization': [[[-1132068302544444351730, 1], 2]], 'hecke_orbit_code': 137808052272, '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': 1, 'label': '48.22.c.a', 'level': 48, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6304003
    {'hecke_orbit_code': 137808052272, 'n': 1, 'trace_an': 2}
  • id: 6304004
    {'hecke_orbit_code': 137808052272, 'n': 2, 'trace_an': 0}
  • id: 6304005
    {'hecke_orbit_code': 137808052272, 'n': 3, 'trace_an': 0}
  • id: 6304006
    {'hecke_orbit_code': 137808052272, 'n': 4, 'trace_an': 0}
  • id: 6304007
    {'hecke_orbit_code': 137808052272, 'n': 5, 'trace_an': 0}
  • id: 6304008
    {'hecke_orbit_code': 137808052272, 'n': 6, 'trace_an': 0}
  • id: 6304009
    {'hecke_orbit_code': 137808052272, 'n': 7, 'trace_an': 0}
  • id: 6304010
    {'hecke_orbit_code': 137808052272, 'n': 8, 'trace_an': 0}
  • id: 6304011
    {'hecke_orbit_code': 137808052272, 'n': 9, 'trace_an': -20920706406}
  • id: 6304012
    {'hecke_orbit_code': 137808052272, 'n': 10, 'trace_an': 0}
  • id: 6304013
    {'hecke_orbit_code': 137808052272, 'n': 11, 'trace_an': 0}
  • id: 6304014
    {'hecke_orbit_code': 137808052272, 'n': 12, 'trace_an': 0}
  • id: 6304015
    {'hecke_orbit_code': 137808052272, 'n': 13, 'trace_an': 740153650460}
  • id: 6304016
    {'hecke_orbit_code': 137808052272, 'n': 14, 'trace_an': 0}
  • id: 6304017
    {'hecke_orbit_code': 137808052272, 'n': 15, 'trace_an': 0}
  • id: 6304018
    {'hecke_orbit_code': 137808052272, 'n': 16, 'trace_an': 0}
  • id: 6304019
    {'hecke_orbit_code': 137808052272, 'n': 17, 'trace_an': 0}
  • id: 6304020
    {'hecke_orbit_code': 137808052272, 'n': 18, 'trace_an': 0}
  • id: 6304021
    {'hecke_orbit_code': 137808052272, 'n': 19, 'trace_an': 0}
  • id: 6304022
    {'hecke_orbit_code': 137808052272, 'n': 20, 'trace_an': 0}
  • id: 6304023
    {'hecke_orbit_code': 137808052272, 'n': 21, 'trace_an': 201547891726956}
  • id: 6304024
    {'hecke_orbit_code': 137808052272, 'n': 22, 'trace_an': 0}
  • id: 6304025
    {'hecke_orbit_code': 137808052272, 'n': 23, 'trace_an': 0}
  • id: 6304026
    {'hecke_orbit_code': 137808052272, 'n': 24, 'trace_an': 0}
  • id: 6304027
    {'hecke_orbit_code': 137808052272, 'n': 25, 'trace_an': 953674316406250}
  • id: 6304028
    {'hecke_orbit_code': 137808052272, 'n': 26, 'trace_an': 0}
  • id: 6304029
    {'hecke_orbit_code': 137808052272, 'n': 27, 'trace_an': 0}
  • id: 6304030
    {'hecke_orbit_code': 137808052272, 'n': 28, 'trace_an': 0}
  • id: 6304031
    {'hecke_orbit_code': 137808052272, 'n': 29, 'trace_an': 0}
  • id: 6304032
    {'hecke_orbit_code': 137808052272, 'n': 30, 'trace_an': 0}
  • id: 6304033
    {'hecke_orbit_code': 137808052272, 'n': 31, 'trace_an': 0}
  • id: 6304034
    {'hecke_orbit_code': 137808052272, 'n': 32, 'trace_an': 0}
  • id: 6304035
    {'hecke_orbit_code': 137808052272, 'n': 33, 'trace_an': 0}
  • id: 6304036
    {'hecke_orbit_code': 137808052272, 'n': 34, 'trace_an': 0}
  • id: 6304037
    {'hecke_orbit_code': 137808052272, 'n': 35, 'trace_an': 0}
  • id: 6304038
    {'hecke_orbit_code': 137808052272, 'n': 36, 'trace_an': 0}
  • id: 6304039
    {'hecke_orbit_code': 137808052272, 'n': 37, 'trace_an': -115552646878006580}
  • id: 6304040
    {'hecke_orbit_code': 137808052272, 'n': 38, 'trace_an': 0}
  • id: 6304041
    {'hecke_orbit_code': 137808052272, 'n': 39, 'trace_an': 0}
  • id: 6304042
    {'hecke_orbit_code': 137808052272, 'n': 40, 'trace_an': 0}
  • id: 6304043
    {'hecke_orbit_code': 137808052272, 'n': 41, 'trace_an': 0}
  • id: 6304044
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  • id: 6304045
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  • id: 6304046
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  • id: 6304047
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  • id: 6304048
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  • id: 6304049
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  • id: 6304050
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  • id: 6304051
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  • id: 6304052
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  • id: 6304053
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  • id: 6304054
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  • id: 6304055
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  • id: 6304056
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  • id: 6304057
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  • id: 6304058
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  • id: 6304059
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  • id: 6304061
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  • id: 6304062
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  • id: 6304063
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  • id: 6304067
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  • id: 6304068
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  • id: 6304070
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  • id: 6304071
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  • id: 6304089
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  • id: 6304094
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    {'hecke_orbit_code': 137808052272, 'n': 881, 'trace_an': 0}
  • id: 6304244
    {'hecke_orbit_code': 137808052272, 'n': 883, 'trace_an': 0}
  • id: 6304245
    {'hecke_orbit_code': 137808052272, 'n': 887, 'trace_an': 0}
  • id: 6304246
    {'hecke_orbit_code': 137808052272, 'n': 907, 'trace_an': 0}
  • id: 6304247
    {'hecke_orbit_code': 137808052272, 'n': 911, 'trace_an': 0}
  • id: 6304248
    {'hecke_orbit_code': 137808052272, 'n': 919, 'trace_an': 0}
  • id: 6304249
    {'hecke_orbit_code': 137808052272, 'n': 929, 'trace_an': 0}
  • id: 6304250
    {'hecke_orbit_code': 137808052272, 'n': 937, 'trace_an': 13548457899005546580165870001780}
  • id: 6304251
    {'hecke_orbit_code': 137808052272, 'n': 941, 'trace_an': 0}
  • id: 6304252
    {'hecke_orbit_code': 137808052272, 'n': 947, 'trace_an': 0}
  • id: 6304253
    {'hecke_orbit_code': 137808052272, 'n': 953, 'trace_an': 0}
  • id: 6304254
    {'hecke_orbit_code': 137808052272, 'n': 961, 'trace_an': 38492770318221568259513621461862}
  • id: 6304255
    {'hecke_orbit_code': 137808052272, 'n': 967, 'trace_an': 0}
  • id: 6304256
    {'hecke_orbit_code': 137808052272, 'n': 971, 'trace_an': 0}
  • id: 6304257
    {'hecke_orbit_code': 137808052272, 'n': 977, 'trace_an': 0}
  • id: 6304258
    {'hecke_orbit_code': 137808052272, 'n': 983, 'trace_an': 0}
  • id: 6304259
    {'hecke_orbit_code': 137808052272, 'n': 991, 'trace_an': 0}
  • id: 6304260
    {'hecke_orbit_code': 137808052272, 'n': 997, 'trace_an': 24090866063514145876901534089420}