Newform data - 240.10.a.d

Formats: - HTML - YAML - JSON - 2025-01-20T15:47:04.439273

• 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': 24000, 'analytic_conductor': 123.60860067932956, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [5, 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': [240, 1, [31, 181, 161, 97], [1, 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': [[7, [6332, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883888, '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': '240.10.a.d', 'level': 240, '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': '30.10.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{4}q^{3}-5^{4}q^{5}-6332q^{7}+3^{8}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '240.10.a', 'trace_display': [0, 81, -625, -6332], 'trace_hash': 1317505134053294960, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.097', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.117', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 81, 0, -625, 0, -6332, 0, 6561, 0, -7752, 0, 72626, 0, -50625, 0, -334698, 0, 934660, 0, -512892, 0, 991704, 0, 390625, 0, 531441, 0, -3638790, 0, 6063688, 0, -627912, 0, 3957500, 0, 12489842, 0, 5882706, 0, -5035398, 0, -30163316, 0, -4100625, 0, 743928, 0, -259383, 0, -27110538, 0, -102388134, 0, 4845000, 0, 75707460, 0, 49464840, 0, -130545898, 0, -41544252, 0, -45391250, 0, -102905012, 0, 80328024, 0, 190423008, 0, -367621054, 0, 31640625, 0, 49085664, 0, -175880360, 0, 43046721, 0, 100482444, 0, 209186250, 0, -294741990, 0, -660904110, 0, -459867832, 0, 491158728, 0, -584162500, 0, 1321991522, 0, -50860872, 0, 1505593362, 0, 286401364, 0, 320557500, 0, -2047109772, 0, -1316556490, 0, 1011677202, 0, -1715411874, 0, -619815000, 0, 476499186, 0, 2119307736, 0, -2297854187, 0, -407867238, 0, -244140625, 0, 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-12830338593720, 0, 75022635339072, 0, 298531926033750, 0, 4165224114674622, 0, 421138730857784, 0, -3140379896781852, 0, -3228349856012136, 0, 397659272130000, 0, -2052469971213480, 0, -2133140144159790, 0, -958855633637184, 0, 901295407065168, 0, -496070509230000, 0, -2927552945887318, 0, -3213630122727600, 0, 1836768724103712, 0, -2196717907303120, 0, 186132494531250, 0, 5837103606750888, 0, -5478538069711980, 0, 674022593545542, 0, -5465352597770400, 0, 1434483662707500, 0, 414989621518320, 0, -7464033533616000, 0, 5706865342881612, 0, -699672097602090, 0, -3542179141300000, 0, -5499538723728424, 0, 2325096481526784, 0, 4565992534642248, 0, 1748421381312866, 0, 145200213123750, 0, -2680706178385998, 0, -726322350764880, 0, -30905932301856, 0, -6914641317475956, 0, 3267383704871250, 0, -2422959571567584, 0, 5751796279619130, 0, -1111745321446052, 0, -1902899788259472, 0, 827854584375000, 0, 1471197524007820, 0, -271806862904532, 0, 93167753956224, 0, -4662731834897080, 0, 1856830138875000, 0, -1042154419309560, 0, 33861386660934, 0, -3647647508920758, 0, 1851118320069492, 0, -1094961460875000, 0, 537646743908082, 0, -2383435863305640, 0], 'weight': 10, '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], [81], [0], [-625], [0], [-6332], [0], [6561], [0], [-7752], [0], [72626], [0], [-50625], [0], [-334698], [0], [934660], [0], [-512892], [0], [991704], [0], [390625], [0], [531441], [0], [-3638790], [0], [6063688], [0], [-627912], [0], [3957500], [0], [12489842], [0], [5882706], [0], [-5035398], [0], [-30163316], [0], [-4100625], [0], [743928], [0], [-259383], [0], [-27110538], [0], [-102388134], [0], [4845000], [0], [75707460], [0], [49464840], [0], [-130545898], [0], [-41544252], [0], [-45391250], [0], [-102905012], [0], [80328024], [0], [190423008], [0], [-367621054], [0], [31640625], [0], [49085664], [0], [-175880360], [0], [43046721], [0], [100482444], [0], [209186250], [0], [-294741990], [0], [-660904110], [0], [-459867832], [0], [491158728], [0], [-584162500], [0], [1321991522], [0], [-50860872], [0]], 'ap': [[0], [81], [-625], [-6332], [-7752], [72626], [-334698], [934660], [991704], [-3638790], [6063688], [12489842], [-5035398], [-30163316], [743928], [-102388134], [49464840], [-130545898], [-102905012], [190423008], [-367621054], [-175880360], [100482444], [-660904110], [1321991522], [1505593362], [286401364], [-2047109772], [-1316556490], [-1715411874], [1852134028], [-4528762872], [1442239062], [6265705300], [7122737370], [9485229688], [-4988693038], [-10726002116], [-18493887192], [-17050790094], [-21485290800], [-888575698], [5987026008], [-5896926934], [-2868152358], [-36678126200], [-52149840692], [5798732284], [62869943748], [20257174070], [-6719686434], [-55842494760], [22070158082], [-55980072672], [17362515102], [-9677842536], [93694833690], [-12018544112], [-147960695278], [-152766230478], [113903550964], [-146958501894], [8395045828], [97856159808], [133849389986], [331168279602], [-41427657812], [451726248122], [-373454772852], [-263680051210], [67061353686], [28298684280], [682333473148], [83179146986], [571385846260], [-105266066136], [-468813314790], [17509585562], [-619462540518], [-361774898470], [863132122200], [868531068182], [-204175801872], [-79553478694], [362168964520], [167713587324], [927727464570], [-1493906480998], [1837935631842], [-1353156283676], [-1296508593492], [-362778695640], [1174377801388], [291073915728], [-500542103900], [-2420779772496], [111294778170], [-1084236587118], [1063670639524], [-924143958058], [-952745058092], [-2497261883598], [1738704510324], [-4434945607950], [-1921625060612], [212526469442], [-2295173860332], [-5227813927794], [1751938337400], [-235931803798], [-4524619824812], [5231483854706], [-1395011539698], [6828552300580], [7280362192528], [-1466203625598], [-4552679021636], [-14309594112], [-3837718155054], [-996299606520], [5943953011502], [-5732845753894], [7838669761722], [-561078705756], [10618184673988], [8282827050522], [3290307879590], [-2059813291680], [-7693184575892], [456356583866], [-3644628806540], [-4204779591936], [7297773164728], [6999485305682], [-1405237308078], [11126246069570], [3771583593546], [13544823806188], [-11802838996638], [-13143857246550], [15904120174948], [24765665898162], [-9724009305236], [-10949619327252], [5162270141990], [18698774181960], [20688511569986], [-27764218404258], [-13435456789100], [4147278880704], [6191300269202], [27022159872522], [-28256867188676], [-4989048916632], [-12045563497172], [188648125248], [3393373604560], [-37843114030470], [795541308602], [-21372315447918], [14702818498548], [-7857148712874], [-38770122182492], [11127103790928], [8321266586982], [28704894833664], [-23492589978512], [-45032685295318], [-14972460406270], [11962981904586], [-12832837940520], [-6099505912978], [28794868718328], [35370962004146], [1099872673960], [-8349669968430], [-51822147895532], [28942382587242], [-8895914739716], [-64451249432050], [-48254821434332], [9872200628568], [-48339996696574], [-13977462903018], [-32045281276056], [-19467277529670], [-47459224207438], [-10431284657876], [-70886353113190], [43988512681848], [-32355742994614], [-106954573672836], [74282984116348], [-92191342832958], [100438917500268], [-80630522473194], [67649699067122], [93300797735426], [-30357113787378], [-462062515776], [117368106349650], [-33541341542552], [-119337869926438], [6854553967250], [-83237934220920], [-135884285286558], [64224544221640], [90685371550644], [121488527122530], [133933804202188], [101112584683562], [-83961102789558], [83808953967364], [-50215071522372], [109043776967040], [-195952893903718], [78376921106188], [120844532285082], [-54483505384512], [-94394279629374], [-176742887071978], [70710428521240], [-105740314912350], [10492441899604], [-59117001931812], [132083578893830], [31235555468886], [-143464229511840], [-152127401857892], [-61316420046552], [105967835943026], [59809752481660], [-108488833982672], [184196186889522], [249476220382804], [237474689372928], [300851476152050], [-275855114508534], [105175825910520], [129113859718608], [29843763422244], [353071267382428], [-99002753644196], [-381523941704410], [-89569107083754], [-186290286437760], [62340069994588], [-43636798382112], [257749611492700], [93943267622544], [-34460012539078], [166817078377602], [157155013285848], [35443233349850], [-191024438839614], [1696162008840], [-316734582549058], [262966991211268], [222208083415722], [461573685165602], [-122184563321636], [110899408415268], [564478350376070], [-39239930168374], [-311393793349218], [51617170487860], [471251259447330], [-132884911830198], [-293439133556156], [-335105113144614], [214473498463742], [710492052418468], [86930440848146], [-104317631517080], [-92425040156998], [-26493714726716], [435744047600508], [-432016611535450], [282020391283562], [-397754022565272], [-51030972196656], [-532140778370072], [82630339852128], [202231342519382], [446174247441148], [559043594762568], [-243389817595534], [723681402945642], [-752271129954200], [-683402169522270], [-1098876715819518], [-1086504936228372], [236569265167086], [1034474808156888], [612783233180426], [-221920258448910], [384347741641048], [-536045680797654], [-207163580101560], [928611237868468], [264046288357586], [1079249323807122], [566394209548960], [416753828372364], [-956053410481172], [746931434268722], [85515320310708], [1357085015350670], [113906264719200], [565040343829466], [-75770324919696], [944900354409090], [1138708587079722], [169854550874884], [-251931718058112], [-195260528430310], [983467853054160], [-617277638084472], [-255462637141414], [453454353484290], [504876825921508], [-664465755294238], [305287070989482], [9844144098724], [1481150509494126], [-1091430318407038], [62504524548700], [50110681746364], [1091109447209448], [-2112553766882694], [1123958084639582], [-470178646269918], [1595138892804280], [-1841617096933956], [-1034436505669292], [2196050193199908], [854924764031390], [-1464025593643674], [-1995504931712758], [-1688861773935092], [-955244456824294], [-222410689938498], [1569249608760210], [882326350195528], [-334009277063214], [1186987624603440], [-207845090713978], [-2272185606841412], [1784008841269128], [-1097303744517558], [1250361829925068], [-1791928104196678], [-1937497091943798], [-2008871247325556], [-113897593349170], [-1951485149308434], [1591754667001200], [-2075304769152312], [1625948841588462], [-2745277232067096], [1889313340420682], [2843332824932682], [746365322208888], [-169202062130520], [959097002846668], [3169170572207306], [289147572797442], [732199163809444], [-2528158732083238], [2700532811690928], [3367255200255940], [-2956985871979176], [-3949196312011950], [1342333912247368], [1317376088379962], [459658680578640], [3682574092812288], [1582106113813586], [2795318735250090], [1450510994286362], [4207717057972242], [2207317843373526], [-1918112264537852], [177889249665702], [1706044868223820], [-868789731319896], [-3529532806042232], [-573986811569038], [-2340494544458036], [3412693433593248], [-2649294090607870], [3401107434354906], [-2515556393217480], [576282468970108], [54584460096888], [-252443428828054], [-4280042870510480], [-4663437576122550], [4010066106617308], [4989955110840042], [-53274815696050], [-5884051814450994], [-308330233614692], [3039648983891142], [4395353133233730], [-2225374038889472], [-1592726794720678], [3161325281219802], [4071575521509244], [1537722449650920], [6172732026011906], [-5980817659817238], [-10229177064876], [5786497763851588], [-2217667453546558], [-1342849466628678], [-3152763652178400], [3403052500530628], [4165224114674622], [-3228349856012136], [-2133140144159790], [-2927552945887318], [5837103606750888], [-7464033533616000], [1748421381312866], [-2680706178385998], [-6914641317475956], [5751796279619130], [-1111745321446052], [-2383435863305640]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 13510799049883888, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '240.10.a.d', 'level': 240, 'maxp': 2999, 'weight': 10}
• 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': [5, 5, 4, 4, 5, 4, 4, 5], 'Nk2': 24000, 'analytic_conductor': 123.60860067932956, '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': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 420, 'dim': 36, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 167772400, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '240.10.a', 'level': 240, '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': 444, 'mf_new_dim': 36, 'num_forms': 22, 'plus_dim': 17, 'prim_orbit_index': 1, 'relative_dim': 36, 'sturm_bound': 480, 'trace_bound': 7, 'trace_display': [0, -162, 0, 7552], 'traces': [36, 0, -162, 0, 0, 0, 7552, 0, 236196, 0, 131720, 0, 0, 0, 101250, 0, 0, 0, 429696, 0, 0, 0, -3465976, 0, 14062500, 0, -1062882, 0, 1266800, 0, 7076736, 0, 0, 0, 0, 0, 2429552, 0, -19175940, 0, 3633992, 0, -95123080, 0, 0, 0, 108755688, 0, 160731428, 0, -45007164, 0, -108438528, 0, 73205000, 0, 79112376, 0, -217458056, 0, -265437752, 0, 49548672, 0, 175805000, 0, -700592520, 0, 191180088, 0, 398993664, 0, -221849928, 0, -63281250, 0, 875609088, 0, -1555420560, 0, 1549681956, 0, 738087528, 0, -214605000, 0, 687477132, 0, 824783832, 0, 1516319008, 0, 0, 0, 0, 0, -2072081336, 0, 864214920, 0, 1844828560, 0, -5741329264, 0, 0, 0, 2534393496, 0, 3005173928, 0, -498457476, 0, -4355055760, 0, -2453205000, 0, 0, 0, -5916313312, 0, 12467710740, 0, -10356660, 0, 0, 0, 9517801088, 0, -359935488, 0, -265427336, 0, 1947601696, 0, 664301250, 0, 14532661616, 0, 9336979600, 0, -4893669432, 0, -1741336304, 0, -2942595000, 0, -19100252466, 0, 20032343040, 0, 32377662320, 0, 0, 0, -7972790000, 0, -14719629536, 0, 7013063916, 0, -28279004960, 0, -369990008, 0, 0, 0, 38111392504, 0, 72308111996, 0, 2819235456, 0, -37272000736, 0, 2950000000, 0, -7389904752, 0, -1251103144, 0, 14530628808, 0, 37044505332, 0, 9772195000, 0, 31236625392, 0, 0, 0, 22169236992, 0, -108235154792, 0, -17350807500, 0, 20795427840, 0, -113512870016, 0, 30500176752, 0, 215496844800, 0, 0, 0, -22740268536, 0, -46679063040, 0, 77868936512, 0, 39933898128, 0, -62478015000, 0, 92167869152, 0, -56140571556, 0, -140637593488, 0, 103467066448, 0, 92264062500, 0, 168185806536, 0, 145865197880, 0, 28109493504, 0, 10603362016, 0, -20604405000, 0, -9938877552, 0, -26564206064, 0, -9804986584, 0, -6973568802, 0, 118859980000, 0, -30463724480, 0, 60449504256, 0, 5916264568, 0, -64257832960, 0, 50739007500, 0, -96677562224, 0, -452507451616, 0, 8311474800, 0, 173981601032, 0, 34258595000, 0, -136078665444, 0, 232200402032, 0, 265433986960, 0, 171629280, 0, 51453125000, 0, -152887928432, 0, 46430464896, 0, -18664169288, 0, -510466644312, 0, 104926995000, 0, -692840117056, 0, 451440829548, 0, -391857834564, 0, 204299944736, 0, -51238805000, 0, 0, 0, 363058805712, 0, 106061478912, 0, 384007355388, 0, -124803590000, 0, -374141897880, 0, 21193364880, 0, -830265990144, 0, -410030707240, 0, 0, 0, -395539825888, 0, 508072756208, 0, 4997293056, 0, 1150413201408, 0, 0, 0, 385698826548, 0, -170213584096, 0, 79641793168, 0, 15940290672, 0, -169750815000, 0, 654593407704, 0, -730686612780, 0, -959006735584, 0, 454174939904, 0, -109495395000, 0, 1600670938024, 0, -177956512088, 0, -125813342340, 0, -366007468768, 0, -238452000000, 0, -273514084128, 0, -2616658199744, 0, -412575905772, 0, -1300425221322, 0, -213591590000, 0, 668955826592, 0, 23842621512, 0, 3017185095104, 0, 389892808704, 0, 39550781250, 0, -1520496418160, 0, -668516772976, 0, 61769777040, 0, -2605275547400, 0, -129656000000, 0, -624102527880, 0, -1563076168704, 0, 1237137137904, 0, -118557932256, 0, 29577620000, 0, 1689255088016, 0, 2131018956000, 0, 2887362254776, 0, 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0, 3361293757152, 0, 13997666568592, 0, -3235592983008, 0, 3326376271320, 0, -6070567180000, 0, -19605686046272, 0, 2617797429504, 0, 1569410939688, 0, -26361237741880, 0, 2838726810000, 0, -4447655775800, 0, -4526929997088, 0, 7947149078304, 0, -16719602310816, 0, 7154542815000, 0, -1455557377608, 0, 5475702146632, 0, 2830099301352, 0, 8660116364040, 0, 6511845580000, 0, 16125148045264, 0, -1804818368736, 0, -6811044727248, 0, -21778772955496, 0, -415188281250, 0, 1007979286304, 0, -28513365607680, 0, 1330441933536, 0, -11633703872728, 0, -3090234195000, 0, -13444525290348, 0, 185257527152, 0, 50440327872144, 0, 5744871226368, 0, 12505269590000, 0, 1390782882816, 0, 6070503296340, 0, -32725725108112, 0, 25265080093248, 0, -1525991805000, 0, -12205640698240, 0, -19940684466088, 0, -10205114294160, 0, 15750350797824, 0, -17013723990000, 0, 2261636008848, 0, -20934114629376, 0, 32547265674016, 0, 2406233122236, 0, 494843750000, 0, -19185280400944, 0, 10167463313316, 0, 44397121380176, 0, 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0, 0, 50137485257960, 0, -23987818449120, 0, -75716085479076, 0, 76899458059344, 0, -670171220000, 0, 8226170431488, 0, 120590004829536, 0, 47052426047012, 0, 16628155727256, 0, -12490469990000, 0, -190303545165184, 0, -46466670233232, 0, 172457081345624, 0, 128284259133664, 0, -7490601562500, 0, -68510531585312, 0, 101430241057040, 0, 19716946141608, 0, 355217100203512, 0, -13160069405000, 0, 106873179332832, 0, -242179083702496, 0, -295347147952624, 0, 69215606018712, 0, -124793831990000, 0, -83027211877600, 0, -3270379500036, 0], 'weight': 10, 'weight_parity': 1}
• mf_twists_nf •

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

  
  
  • id: 192568
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '240.10.a.d', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '30.10.a.a', 'target_level': 30, 'twist_class_label': '30.10.a.a', 'twist_class_level': 30, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 192569
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '240.10.a.d', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '90.10.a.j', 'target_level': 90, 'twist_class_label': '30.10.a.a', 'twist_class_level': 30, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 192570
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '240.10.a.d', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '150.10.a.i', 'target_level': 150, 'twist_class_label': '30.10.a.a', 'twist_class_level': 30, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 192571
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '240.10.a.d', 'source_level': 240, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '150.10.c.h', 'target_level': 150, 'twist_class_label': '30.10.a.a', 'twist_class_level': 30, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 10}
  • id: 192572
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '240.10.a.d', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '240.10.a.d', 'target_level': 240, 'twist_class_label': '30.10.a.a', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 566900
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 2}
  • id: 566901
    {'charpoly_factorization': [[[-81, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 3}
  • id: 566902
    {'charpoly_factorization': [[[625, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 5}
  • id: 566903
    {'charpoly_factorization': [[[6332, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 7}
  • id: 566904
    {'charpoly_factorization': [[[7752, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 11}
  • id: 566905
    {'charpoly_factorization': [[[-72626, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 13}
  • id: 566906
    {'charpoly_factorization': [[[334698, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 17}
  • id: 566907
    {'charpoly_factorization': [[[-934660, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 19}
  • id: 566908
    {'charpoly_factorization': [[[-991704, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 23}
  • id: 566909
    {'charpoly_factorization': [[[3638790, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 29}
  • id: 566910
    {'charpoly_factorization': [[[-6063688, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 31}
  • id: 566911
    {'charpoly_factorization': [[[-12489842, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 37}
  • id: 566912
    {'charpoly_factorization': [[[5035398, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 41}
  • id: 566913
    {'charpoly_factorization': [[[30163316, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 43}
  • id: 566914
    {'charpoly_factorization': [[[-743928, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 47}
  • id: 566915
    {'charpoly_factorization': [[[102388134, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 53}
  • id: 566916
    {'charpoly_factorization': [[[-49464840, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 59}
  • id: 566917
    {'charpoly_factorization': [[[130545898, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 61}
  • id: 566918
    {'charpoly_factorization': [[[102905012, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 67}
  • id: 566919
    {'charpoly_factorization': [[[-190423008, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 71}
  • id: 566920
    {'charpoly_factorization': [[[367621054, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 73}
  • id: 566921
    {'charpoly_factorization': [[[175880360, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 79}
  • id: 566922
    {'charpoly_factorization': [[[-100482444, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 83}
  • id: 566923
    {'charpoly_factorization': [[[660904110, 1], 1]], 'hecke_orbit_code': 13510799049883888, 'p': 89}
  • id: 566924
    {'charpoly_factorization': [[[-1321991522, 1], 1]], 'hecke_orbit_code': 13510799049883888, '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': 4, 'label': '240.10.a.d', 'level': 240, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35489167
    {'hecke_orbit_code': 13510799049883888, 'n': 1, 'trace_an': 1}
  • id: 35489168
    {'hecke_orbit_code': 13510799049883888, 'n': 2, 'trace_an': 0}
  • id: 35489169
    {'hecke_orbit_code': 13510799049883888, 'n': 3, 'trace_an': 81}
  • id: 35489170
    {'hecke_orbit_code': 13510799049883888, 'n': 4, 'trace_an': 0}
  • id: 35489171
    {'hecke_orbit_code': 13510799049883888, 'n': 5, 'trace_an': -625}
  • id: 35489172
    {'hecke_orbit_code': 13510799049883888, 'n': 6, 'trace_an': 0}
  • id: 35489173
    {'hecke_orbit_code': 13510799049883888, 'n': 7, 'trace_an': -6332}
  • id: 35489174
    {'hecke_orbit_code': 13510799049883888, 'n': 8, 'trace_an': 0}
  • id: 35489175
    {'hecke_orbit_code': 13510799049883888, 'n': 9, 'trace_an': 6561}
  • id: 35489176
    {'hecke_orbit_code': 13510799049883888, 'n': 10, 'trace_an': 0}
  • id: 35489177
    {'hecke_orbit_code': 13510799049883888, 'n': 11, 'trace_an': -7752}
  • id: 35489178
    {'hecke_orbit_code': 13510799049883888, 'n': 12, 'trace_an': 0}
  • id: 35489179
    {'hecke_orbit_code': 13510799049883888, 'n': 13, 'trace_an': 72626}
  • id: 35489180
    {'hecke_orbit_code': 13510799049883888, 'n': 14, 'trace_an': 0}
  • id: 35489181
    {'hecke_orbit_code': 13510799049883888, 'n': 15, 'trace_an': -50625}
  • id: 35489182
    {'hecke_orbit_code': 13510799049883888, 'n': 16, 'trace_an': 0}
  • id: 35489183
    {'hecke_orbit_code': 13510799049883888, 'n': 17, 'trace_an': -334698}
  • id: 35489184
    {'hecke_orbit_code': 13510799049883888, 'n': 18, 'trace_an': 0}
  • id: 35489185
    {'hecke_orbit_code': 13510799049883888, 'n': 19, 'trace_an': 934660}
  • id: 35489186
    {'hecke_orbit_code': 13510799049883888, 'n': 20, 'trace_an': 0}
  • id: 35489187
    {'hecke_orbit_code': 13510799049883888, 'n': 21, 'trace_an': -512892}
  • id: 35489188
    {'hecke_orbit_code': 13510799049883888, 'n': 22, 'trace_an': 0}
  • id: 35489189
    {'hecke_orbit_code': 13510799049883888, 'n': 23, 'trace_an': 991704}
  • id: 35489190
    {'hecke_orbit_code': 13510799049883888, 'n': 24, 'trace_an': 0}
  • id: 35489191
    {'hecke_orbit_code': 13510799049883888, 'n': 25, 'trace_an': 390625}
  • id: 35489192
    {'hecke_orbit_code': 13510799049883888, 'n': 26, 'trace_an': 0}
  • id: 35489193
    {'hecke_orbit_code': 13510799049883888, 'n': 27, 'trace_an': 531441}
  • id: 35489194
    {'hecke_orbit_code': 13510799049883888, 'n': 28, 'trace_an': 0}
  • id: 35489195
    {'hecke_orbit_code': 13510799049883888, 'n': 29, 'trace_an': -3638790}
  • id: 35489196
    {'hecke_orbit_code': 13510799049883888, 'n': 30, 'trace_an': 0}
  • id: 35489197
    {'hecke_orbit_code': 13510799049883888, 'n': 31, 'trace_an': 6063688}
  • id: 35489198
    {'hecke_orbit_code': 13510799049883888, 'n': 32, 'trace_an': 0}
  • id: 35489199
    {'hecke_orbit_code': 13510799049883888, 'n': 33, 'trace_an': -627912}
  • id: 35489200
    {'hecke_orbit_code': 13510799049883888, 'n': 34, 'trace_an': 0}
  • id: 35489201
    {'hecke_orbit_code': 13510799049883888, 'n': 35, 'trace_an': 3957500}
  • id: 35489202
    {'hecke_orbit_code': 13510799049883888, 'n': 36, 'trace_an': 0}
  • id: 35489203
    {'hecke_orbit_code': 13510799049883888, 'n': 37, 'trace_an': 12489842}
  • id: 35489204
    {'hecke_orbit_code': 13510799049883888, 'n': 38, 'trace_an': 0}
  • id: 35489205
    {'hecke_orbit_code': 13510799049883888, 'n': 39, 'trace_an': 5882706}
  • id: 35489206
    {'hecke_orbit_code': 13510799049883888, 'n': 40, 'trace_an': 0}
  • id: 35489207
    {'hecke_orbit_code': 13510799049883888, 'n': 41, 'trace_an': -5035398}
  • id: 35489208
    {'hecke_orbit_code': 13510799049883888, 'n': 42, 'trace_an': 0}
  • id: 35489209
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  • id: 35489396
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  • id: 35489397
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  • id: 35489398
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  • id: 35489399
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  • id: 35489400
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  • id: 35489401
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  • id: 35489402
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  • id: 35489403
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  • id: 35489404
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  • id: 35489405
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  • id: 35489406
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  • id: 35489407
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  • id: 35489408
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  • id: 35489409
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  • id: 35489410
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  • id: 35489411
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  • id: 35489412
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  • id: 35489413
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  • id: 35489414
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  • id: 35489415
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  • id: 35489416
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  • id: 35489417
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  • id: 35489418
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  • id: 35489419
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  • id: 35489420
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  • id: 35489421
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  • id: 35489422
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  • id: 35489423
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  • id: 35489424
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