Newform data - 6.12.a.c

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 864, 'analytic_conductor': 4.610059083357533, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [6, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-3630, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199456067590, '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': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6.12.a.c', 'level': 6, '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': True, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.12.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{5}q^{2}+3^{5}q^{3}+2^{10}q^{4}+3630q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6.12.a', 'trace_display': [32, 243, 3630, 32936], 'trace_hash': 77652300203888428, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.038', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.112', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 32, 243, 1024, 3630, 7776, 32936, 32768, 59049, 116160, -758748, 248832, -2482858, 1053952, 882090, 1048576, 8290386, 1889568, -10867300, 3717120, 8003448, -24279936, 20539272, 7962624, -35651225, -79451456, 14348907, 33726464, 28814550, 28226880, 150501392, 33554432, -184375764, 265292352, 119557680, 60466176, -319891714, -347753600, -603334494, 118947840, -368008998, 256110336, 620469572, -776957952, 214347870, 657256704, 2763110256, 254803968, -892546647, -1140839200, 2014563798, -2542446592, -268284258, 459165024, -2754255240, 1079246848, -2640753900, 922065600, 1672894740, 903260160, -7787197498, 4816044544, 1944837864, 1073741824, -9012774540, -5900024448, 18706694156, 8489355264, 4991043096, 3825845760, -8346990888, 1934917632, 19641746522, -10236534848, -8663247675, -11128115200, -24990124128, -19306703808, -5873807200, 3806330880, 3486784401, -11776287936, 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-2076998436642816, -13301013637965298, -8207332377412096, -2329382607651000, 3611655238975488, 3384826143344106, 14648922900912384, 23237585851191380, 2306359855472640, -2945340879025104, 9349755750618624, 24474289167281952, 481469424205824, -7839351838717740, 3052761874813504, 8373440704291209, 5075879779237888, 4456739465385600, 813344845104000, -46446065238777848, 5825431338680320, -4863085649488206, -7142605779379200, -10100155093908000, 4887495070562304, 21530451830425046, -15378381346131200, 13591565128352106, -2888045942538240, 27709410869331282, -1686527582678496, -8616769617108868, -21077863632064512, 1475643721206600, -10084751039435136, -32265077561004984, -2547177439297536, -9111727262213504, 8773316683401600, -2645590690689948, -5304545526956032, -30027548085028800, -9552962395097280, 16363527759592200, 1131672342888448, -12392051279248368, 16118145391717440, 4336629884853600, -2155693245465600, -2224180056543588, 8935234918864128, 4965895955084256, 2586069783085056, 1575612272032260, 1652133706152192, 31043636190682916, -13687246700138496, -2439553920555042, -9499031751982080, 17817306399611952, -2769031161446400, -6443711527888656, -9481673912523968, -6869009041010820, -2079541040220160, -11226963764502048, 3806655286659264, 29004633876042200, 2443102039572480, 13803751396365588, 3209101860667584, 20724393102197904, -6218342567018496, 11404531471449650, 7999930780524544, -3809740449995352, 966855858585600, 10960987666139970, 4248184731816960, 9699572176943100, 7304415790491648, -16309995726383784, -2292069742812288, -22833839082122640, -4804125721952256, 9138744432893306, 19715957719104512, -8910433988088354, 10270812394782720, 697286579440422, -12335259244768704, -7558636908369456, 1754157274890240, 1715522031455760, -15064961498107392, -2175549006157284, -1461591193190400, -48767667486119876, 12397841838160000, 24593978375351298, 8947372959203328, -35967502749858678, -506941348820544, 3149756525266560, 3382914934456320, -5312704670566200, 7515721921474560, -31117403161914864, 947136925532160, -2757807902467167, 25415862439635584, 6508320013618884, 426944963299328, 678612587248860, 5260319853115392, 36462492265742216, 9515396526669824, -21892869162005400, -9566563854503040, -10149029320293468, 867623536069632, 3417777929564320, -31674507477325568, 21509613795855150, -8165468403662848, 29927751302791506, 6726393641411712, -57306615761859480, -3317702992496640, 10497616428153510, -27851027182766976, -32359177496667288, -2930317279690752, 12080583438958980, 7644279741321600, 22114409252162688, 27629529849241600, 12743993307031584, -5204352565336320, -22858949925002608, 5049988723769344, 12067713788175756, -8797327740389376, -5756482121610000, 2113220235055104, -19978372698505474, -17226047536592000, -4590096454256598, -10048636207104000], 'weight': 12, '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], [32], [243], [1024], [3630], [7776], [32936], [32768], [59049], [116160], [-758748], [248832], [-2482858], [1053952], [882090], [1048576], [8290386], [1889568], [-10867300], [3717120], [8003448], [-24279936], [20539272], [7962624], [-35651225], [-79451456], [14348907], [33726464], [28814550], [28226880], [150501392], [33554432], [-184375764], [265292352], [119557680], [60466176], [-319891714], [-347753600], [-603334494], [118947840], [-368008998], [256110336], [620469572], [-776957952], [214347870], [657256704], [2763110256], [254803968], [-892546647], [-1140839200], [2014563798], [-2542446592], [-268284258], [459165024], [-2754255240], [1079246848], [-2640753900], [922065600], [1672894740], [903260160], [-7787197498], [4816044544], [1944837864], [1073741824], [-9012774540], [-5900024448], [18706694156], [8489355264], [4991043096], [3825845760], [-8346990888], [1934917632], [19641746522], [-10236534848], [-8663247675], [-11128115200], [-24990124128], [-19306703808], [-5873807200], [3806330880], [3486784401], [-11776287936], [8492558172], [8195530752], [30094101180], [19855026304], [7001935650], [-24862654464], [75527864010], [6859131840], [-81775411088], [21032214528], [36571838256], [88419528192], [-39448299000], [8153726976], [-82356782494], [-28561492704], [-44803310652], [-36506854400]], 'ap': [[32], [243], [3630], [32936], [-758748], [-2482858], [8290386], [-10867300], [20539272], [28814550], [150501392], [-319891714], [-368008998], [620469572], [2763110256], [-268284258], [1672894740], [-7787197498], [18706694156], [-8346990888], [19641746522], [-5873807200], [8492558172], [75527864010], [-82356782494], [-41314059858], [-64518289048], [110218970916], [177778055990], [78920586642], [-276649479664], [-340872108468], [-944783919174], [103770279620], [-1228518826530], [212465754392], [-1586324491354], [865019758412], [-2258018433384], [-2159601057498], [4507858886940], [434052967502], [867701522112], [186945616322], [3327984418446], [-1585807747000], [3549580847612], [-5180220241168], [-13366451855604], [-2030801797090], [7133218545402], [3303627865680], [416938440722], [-1919695707468], [9760312532226], [-4048454989128], [-11345494153050], [-2352517436608], [-43632679328914], [27509865726282], [-25781501651788], [55932366783342], [56805561301916], [-67119323976888], [-36668452625878], [101209787552886], [49661373613892], [-84050826592654], [17409715189716], [-66091970715610], [-174555908736798], [36048801180600], [-50415069532864], [209366620314542], [295196740486580], [128923915331712], [104144969600430], [-115408002381514], [-220847231671278], [-85685226492790], [258945325818060], [109350721448222], [292179867206832], [95398808587922], [-480574417066600], [-315148469982348], [503692043491170], [-296302309766374], [100284433145862], [249997836891392], [-71627179462884], [234866310046080], [-989828358666424], [-870344599461468], [-538313985518500], [838817891595432], [-597230836744650], [1367119241161722], [690497403291812], [-448077291674938], [845292601702796], [-621109323797274], [-2318094820440708], [-1549633487555190], [1594075766983892], [1778313010809026], [298809922584516], [2130604221793842], [691981391973000], [1901672192037002], [260367753054896], [-3206828063042818], [3995201559523386], [-1002766988837020], [-2069507350612168], [-100036331563998], [-303785728336468], [190745837997336], [1647929555419782], [-2628612436916100], [4802412318535502], [-1253250517898398], [-1920345440308914], [612548259695172], [5089895790664892], [-1786640230193418], [4181873935406270], [8025542996498640], [-2938036816387624], [-4423193260679098], [-11173231487779540], [1986240568363032], [-7635034007095168], [7892408836548686], [-11060175620537718], [1666976028534530], [6925675678057422], [-2997704861135524], [-5677939797197514], [4431592806315930], [-8993226794485948], [9080128581794142], [-12965358062763208], [-5402624946002604], [-797388189729370], [10231250335335960], [-13301013637965298], [3384826143344106], [23237585851191380], [24474289167281952], [21530451830425046], [27709410869331282], [-8616769617108868], [-32265077561004984], [31043636190682916], [17817306399611952], [29004633876042200], [10960987666139970], [9138744432893306], [697286579440422], [-2175549006157284], [-35967502749858678], [36462492265742216], [-10149029320293468], [29927751302791506], [-32359177496667288], [-22858949925002608], [-19978372698505474]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199456067590, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6.12.a.c', 'level': 6, 'maxp': 997, 'weight': 12}
• 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': [1, 1, 0, 1], 'Nk2': 864, 'analytic_conductor': 4.610059083357533, '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': [6, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 3, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 201326598, 'hecke_orbit_dims': [1, 1, 1], 'label': '6.12.a', 'level': 6, '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': True, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 13, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 12, 'trace_bound': 3, 'trace_display': [-32, 243, -2334, 55392], 'traces': [3, -32, 243, 3072, -2334, 7776, 55392, -32768, 177147, 307008, -1699116, 248832, 217266, 335360, -3369438, 3145728, 8603622, -1889568, 7200204, -2390016, -21757248, 5811840, -1057800, 7962624, 37532181, -165855424, 14348907, 56721408, 70389066, 164275776, -146569368, -33554432, -214136460, 255268800, 1123978944, 181398528, -1480918566, -925913728, -611837550, 314376192, 899560158, 1208452608, -273486252, -1739894784, -137820366, 1348363008, 1552169280, 254803968, 2904631227, -3482708192, -544856058, 222480384, -1324585278, 459165024, 1121307192, 343408640, -5621075028, -408318912, 4411180500, -3450304512, -12529017966, 14322308864, 3270842208, 3221225472, -16758434292, -4947682176, 27115273932, 8810108928, 25109273592, -28315634688, -25932460536, -1934917632, 6082420686, 26916324416, 16692865317, 7373008896, -28048880640, -19034606016, -58308979368, -2447376384, 10460353203, -52338500928, 37956458316, -22279421952, 121299146244, 48461612672, -40525895862, 5951324160, -210662658, 18128515392, -49315648704, -1083187200, -7597286136, 127169639424, 13965964680, 8153726976, -49488374586, -150071184672, -100331100684, 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4434049693773, -1955550204288, 425164845996, -280049922048, -1442136439446, 1744952549184, -6742245938016, -1781652258816, 2472989863860, 4840524501696, 2089340756316, -141128054784, 1495494027258, -3655525551104, -5830190274510, 1380723720192, 5879401237884, 2583710804736, -5792618548440, 1589421342720, -1284743737152, -2971602005760, 5360926540800, 260919263232, 433611831174, -3687206092864, -7904574494964, 2974342376448, -7651253037582, 343183340160, 2828676353712, -3566293188608, 4696881254892, 1275356407104, 13392848225472, -557932603392, -1222350592428, -5890363091968, -62462032200, 227819913216, 501531763920, -382647131136, 11887604365884, -1356375324672, -1890705327480, 357300035712, -9047423391432, 470184984576, 12752022700416, 12122236116800, 9045934118190, 1148218564608, -19976684952924, 693345220416, -25801095268200, 351650447360, 2216237755869, -10759389816384, -17751187281444, -5755980828672, 3626442069450, 23501164368384, 7586249830272, -418118565888, 17678991500046, 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• 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: 2810
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '6.12.a.c', 'target_level': 6, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
  • id: 2811
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '18.12.a.a', 'target_level': 18, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 2812
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '48.12.a.d', 'target_level': 48, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 2813
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '144.12.a.e', 'target_level': 144, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 2814
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '150.12.a.a', 'target_level': 150, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 2815
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '150.12.c.e', 'target_level': 150, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 2816
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '162.12.c.b', 'target_level': 162, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 12}
  • id: 2817
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '162.12.c.i', 'target_level': 162, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 12}
  • id: 2818
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '192.12.a.c', 'target_level': 192, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 12}
  • id: 2819
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '6.12.a.c', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '192.12.a.m', 'target_level': 192, 'twist_class_label': '6.12.a.c', 'twist_class_level': 6, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 12}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 21725
    {'charpoly_factorization': [[[-32, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 2}
  • id: 21726
    {'charpoly_factorization': [[[-243, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 3}
  • id: 21727
    {'charpoly_factorization': [[[-3630, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 5}
  • id: 21728
    {'charpoly_factorization': [[[-32936, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 7}
  • id: 21729
    {'charpoly_factorization': [[[758748, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 11}
  • id: 21730
    {'charpoly_factorization': [[[2482858, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 13}
  • id: 21731
    {'charpoly_factorization': [[[-8290386, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 17}
  • id: 21732
    {'charpoly_factorization': [[[10867300, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 19}
  • id: 21733
    {'charpoly_factorization': [[[-20539272, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 23}
  • id: 21734
    {'charpoly_factorization': [[[-28814550, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 29}
  • id: 21735
    {'charpoly_factorization': [[[-150501392, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 31}
  • id: 21736
    {'charpoly_factorization': [[[319891714, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 37}
  • id: 21737
    {'charpoly_factorization': [[[368008998, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 41}
  • id: 21738
    {'charpoly_factorization': [[[-620469572, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 43}
  • id: 21739
    {'charpoly_factorization': [[[-2763110256, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 47}
  • id: 21740
    {'charpoly_factorization': [[[268284258, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 53}
  • id: 21741
    {'charpoly_factorization': [[[-1672894740, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 59}
  • id: 21742
    {'charpoly_factorization': [[[7787197498, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 61}
  • id: 21743
    {'charpoly_factorization': [[[-18706694156, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 67}
  • id: 21744
    {'charpoly_factorization': [[[8346990888, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 71}
  • id: 21745
    {'charpoly_factorization': [[[-19641746522, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 73}
  • id: 21746
    {'charpoly_factorization': [[[5873807200, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 79}
  • id: 21747
    {'charpoly_factorization': [[[-8492558172, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 83}
  • id: 21748
    {'charpoly_factorization': [[[-75527864010, 1], 1]], 'hecke_orbit_code': 9007199456067590, 'p': 89}
  • id: 21749
    {'charpoly_factorization': [[[82356782494, 1], 1]], 'hecke_orbit_code': 9007199456067590, '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': 3, 'label': '6.12.a.c', 'level': 6, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29255887
    {'hecke_orbit_code': 9007199456067590, 'n': 1, 'trace_an': 1}
  • id: 29255888
    {'hecke_orbit_code': 9007199456067590, 'n': 2, 'trace_an': 32}
  • id: 29255889
    {'hecke_orbit_code': 9007199456067590, 'n': 3, 'trace_an': 243}
  • id: 29255890
    {'hecke_orbit_code': 9007199456067590, 'n': 4, 'trace_an': 1024}
  • id: 29255891
    {'hecke_orbit_code': 9007199456067590, 'n': 5, 'trace_an': 3630}
  • id: 29255892
    {'hecke_orbit_code': 9007199456067590, 'n': 6, 'trace_an': 7776}
  • id: 29255893
    {'hecke_orbit_code': 9007199456067590, 'n': 7, 'trace_an': 32936}
  • id: 29255894
    {'hecke_orbit_code': 9007199456067590, 'n': 8, 'trace_an': 32768}
  • id: 29255895
    {'hecke_orbit_code': 9007199456067590, 'n': 9, 'trace_an': 59049}
  • id: 29255896
    {'hecke_orbit_code': 9007199456067590, 'n': 10, 'trace_an': 116160}
  • id: 29255897
    {'hecke_orbit_code': 9007199456067590, 'n': 11, 'trace_an': -758748}
  • id: 29255898
    {'hecke_orbit_code': 9007199456067590, 'n': 12, 'trace_an': 248832}
  • id: 29255899
    {'hecke_orbit_code': 9007199456067590, 'n': 13, 'trace_an': -2482858}
  • id: 29255900
    {'hecke_orbit_code': 9007199456067590, 'n': 14, 'trace_an': 1053952}
  • id: 29255901
    {'hecke_orbit_code': 9007199456067590, 'n': 15, 'trace_an': 882090}
  • id: 29255902
    {'hecke_orbit_code': 9007199456067590, 'n': 16, 'trace_an': 1048576}
  • id: 29255903
    {'hecke_orbit_code': 9007199456067590, 'n': 17, 'trace_an': 8290386}
  • id: 29255904
    {'hecke_orbit_code': 9007199456067590, 'n': 18, 'trace_an': 1889568}
  • id: 29255905
    {'hecke_orbit_code': 9007199456067590, 'n': 19, 'trace_an': -10867300}
  • id: 29255906
    {'hecke_orbit_code': 9007199456067590, 'n': 20, 'trace_an': 3717120}
  • id: 29255907
    {'hecke_orbit_code': 9007199456067590, 'n': 21, 'trace_an': 8003448}
  • id: 29255908
    {'hecke_orbit_code': 9007199456067590, 'n': 22, 'trace_an': -24279936}
  • id: 29255909
    {'hecke_orbit_code': 9007199456067590, 'n': 23, 'trace_an': 20539272}
  • id: 29255910
    {'hecke_orbit_code': 9007199456067590, 'n': 24, 'trace_an': 7962624}
  • id: 29255911
    {'hecke_orbit_code': 9007199456067590, 'n': 25, 'trace_an': -35651225}
  • id: 29255912
    {'hecke_orbit_code': 9007199456067590, 'n': 26, 'trace_an': -79451456}
  • id: 29255913
    {'hecke_orbit_code': 9007199456067590, 'n': 27, 'trace_an': 14348907}
  • id: 29255914
    {'hecke_orbit_code': 9007199456067590, 'n': 28, 'trace_an': 33726464}
  • id: 29255915
    {'hecke_orbit_code': 9007199456067590, 'n': 29, 'trace_an': 28814550}
  • id: 29255916
    {'hecke_orbit_code': 9007199456067590, 'n': 30, 'trace_an': 28226880}
  • id: 29255917
    {'hecke_orbit_code': 9007199456067590, 'n': 31, 'trace_an': 150501392}
  • id: 29255918
    {'hecke_orbit_code': 9007199456067590, 'n': 32, 'trace_an': 33554432}
  • id: 29255919
    {'hecke_orbit_code': 9007199456067590, 'n': 33, 'trace_an': -184375764}
  • id: 29255920
    {'hecke_orbit_code': 9007199456067590, 'n': 34, 'trace_an': 265292352}
  • id: 29255921
    {'hecke_orbit_code': 9007199456067590, 'n': 35, 'trace_an': 119557680}
  • id: 29255922
    {'hecke_orbit_code': 9007199456067590, 'n': 36, 'trace_an': 60466176}
  • id: 29255923
    {'hecke_orbit_code': 9007199456067590, 'n': 37, 'trace_an': -319891714}
  • id: 29255924
    {'hecke_orbit_code': 9007199456067590, 'n': 38, 'trace_an': -347753600}
  • id: 29255925
    {'hecke_orbit_code': 9007199456067590, 'n': 39, 'trace_an': -603334494}
  • id: 29255926
    {'hecke_orbit_code': 9007199456067590, 'n': 40, 'trace_an': 118947840}
  • id: 29255927
    {'hecke_orbit_code': 9007199456067590, 'n': 41, 'trace_an': -368008998}
  • id: 29255928
    {'hecke_orbit_code': 9007199456067590, 'n': 42, 'trace_an': 256110336}
  • id: 29255929
    {'hecke_orbit_code': 9007199456067590, 'n': 43, 'trace_an': 620469572}
  • id: 29255930
    {'hecke_orbit_code': 9007199456067590, 'n': 44, 'trace_an': -776957952}
  • id: 29255931
    {'hecke_orbit_code': 9007199456067590, 'n': 45, 'trace_an': 214347870}
  • id: 29255932
    {'hecke_orbit_code': 9007199456067590, 'n': 46, 'trace_an': 657256704}
  • id: 29255933
    {'hecke_orbit_code': 9007199456067590, 'n': 47, 'trace_an': 2763110256}
  • id: 29255934
    {'hecke_orbit_code': 9007199456067590, 'n': 48, 'trace_an': 254803968}
  • id: 29255935
    {'hecke_orbit_code': 9007199456067590, 'n': 49, 'trace_an': -892546647}
  • id: 29255936
    {'hecke_orbit_code': 9007199456067590, 'n': 50, 'trace_an': -1140839200}
  • id: 29255937
    {'hecke_orbit_code': 9007199456067590, 'n': 51, 'trace_an': 2014563798}
  • id: 29255938
    {'hecke_orbit_code': 9007199456067590, 'n': 52, 'trace_an': -2542446592}
  • id: 29255939
    {'hecke_orbit_code': 9007199456067590, 'n': 53, 'trace_an': -268284258}
  • id: 29255940
    {'hecke_orbit_code': 9007199456067590, 'n': 54, 'trace_an': 459165024}
  • id: 29255941
    {'hecke_orbit_code': 9007199456067590, 'n': 55, 'trace_an': -2754255240}
  • id: 29255942
    {'hecke_orbit_code': 9007199456067590, 'n': 56, 'trace_an': 1079246848}
  • id: 29255943
    {'hecke_orbit_code': 9007199456067590, 'n': 57, 'trace_an': -2640753900}
  • id: 29255944
    {'hecke_orbit_code': 9007199456067590, 'n': 58, 'trace_an': 922065600}
  • id: 29255945
    {'hecke_orbit_code': 9007199456067590, 'n': 59, 'trace_an': 1672894740}
  • id: 29255946
    {'hecke_orbit_code': 9007199456067590, 'n': 60, 'trace_an': 903260160}
  • id: 29255947
    {'hecke_orbit_code': 9007199456067590, 'n': 61, 'trace_an': -7787197498}
  • id: 29255948
    {'hecke_orbit_code': 9007199456067590, 'n': 62, 'trace_an': 4816044544}
  • id: 29255949
    {'hecke_orbit_code': 9007199456067590, 'n': 63, 'trace_an': 1944837864}
  • id: 29255950
    {'hecke_orbit_code': 9007199456067590, 'n': 64, 'trace_an': 1073741824}
  • id: 29255951
    {'hecke_orbit_code': 9007199456067590, 'n': 65, 'trace_an': -9012774540}
  • id: 29255952
    {'hecke_orbit_code': 9007199456067590, 'n': 66, 'trace_an': -5900024448}
  • id: 29255953
    {'hecke_orbit_code': 9007199456067590, 'n': 67, 'trace_an': 18706694156}
  • id: 29255954
    {'hecke_orbit_code': 9007199456067590, 'n': 68, 'trace_an': 8489355264}
  • id: 29255955
    {'hecke_orbit_code': 9007199456067590, 'n': 69, 'trace_an': 4991043096}
  • id: 29255956
    {'hecke_orbit_code': 9007199456067590, 'n': 70, 'trace_an': 3825845760}
  • id: 29255957
    {'hecke_orbit_code': 9007199456067590, 'n': 71, 'trace_an': -8346990888}
  • id: 29255958
    {'hecke_orbit_code': 9007199456067590, 'n': 72, 'trace_an': 1934917632}
  • id: 29255959
    {'hecke_orbit_code': 9007199456067590, 'n': 73, 'trace_an': 19641746522}
  • id: 29255960
    {'hecke_orbit_code': 9007199456067590, 'n': 74, 'trace_an': -10236534848}
  • id: 29255961
    {'hecke_orbit_code': 9007199456067590, 'n': 75, 'trace_an': -8663247675}
  • id: 29255962
    {'hecke_orbit_code': 9007199456067590, 'n': 76, 'trace_an': -11128115200}
  • id: 29255963
    {'hecke_orbit_code': 9007199456067590, 'n': 77, 'trace_an': -24990124128}
  • id: 29255964
    {'hecke_orbit_code': 9007199456067590, 'n': 78, 'trace_an': -19306703808}
  • id: 29255965
    {'hecke_orbit_code': 9007199456067590, 'n': 79, 'trace_an': -5873807200}
  • id: 29255966
    {'hecke_orbit_code': 9007199456067590, 'n': 80, 'trace_an': 3806330880}
  • id: 29255967
    {'hecke_orbit_code': 9007199456067590, 'n': 81, 'trace_an': 3486784401}
  • id: 29255968
    {'hecke_orbit_code': 9007199456067590, 'n': 82, 'trace_an': -11776287936}
  • id: 29255969
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    {'hecke_orbit_code': 9007199456067590, 'n': 997, 'trace_an': -19978372698505474}