Newform data - 432.8.a.c

Formats: - HTML - YAML - JSON - 2026-01-23T00:11:42.514410

• 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': 27648, 'analytic_conductor': 134.9503310091406, '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': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [432, 1, [271, 325, 353], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [105, 1]], [7, [-937, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388959152, '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': '432.8.a.c', 'level': 432, 'level_is_powerful': True, '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': '54.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-105q^{5}+937q^{7}+5943q^{11}+68q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '432.8.a', 'trace_display': [0, 0, -105, 937], 'trace_hash': 2205010819088792136, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.895', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.659', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, 0, 0, 0, -105, 0, 937, 0, 0, 0, 5943, 0, 68, 0, 0, 0, 5400, 0, 48382, 0, 0, 0, -642, 0, -67100, 0, 0, 0, 125934, 0, 161275, 0, 0, 0, -98385, 0, -414286, 0, 0, 0, 627474, 0, -570590, 0, 0, 0, 538698, 0, 54426, 0, 0, 0, -356283, 0, -624015, 0, 0, 0, -2910828, 0, 2684168, 0, 0, 0, -7140, 0, -2681078, 0, 0, 0, -3705480, 0, -153151, 0, 0, 0, 5568591, 0, 7579288, 0, 0, 0, 9345999, 0, -567000, 0, 0, 0, -4033602, 0, 63716, 0, 0, 0, -5080110, 0, -5754097, 0, 0, 0, -8879223, 0, 2655652, 0, 0, 0, 21123387, 0, -18421342, 0, 0, 0, 18628482, 0, 67410, 0, 0, 0, 5059800, 0, 15832078, 0, 0, 0, 15248625, 0, 2583799, 0, 0, 0, 41928315, 0, 45333934, 0, 0, 0, -1266618, 0, -23056124, 0, 0, 0, 404124, 0, -13223070, 0, 0, 0, -23826633, 0, -45049337, 0, 0, 0, -16933875, 0, 35257532, 0, 0, 0, -601554, 0, 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• 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], [-105], [0], [937], [0], [0], [0], [5943], [0], [68], [0], [0], [0], [5400], [0], [48382], [0], [0], [0], [-642], [0], [-67100], [0], [0], [0], [125934], [0], [161275], [0], [0], [0], [-98385], [0], [-414286], [0], [0], [0], [627474], [0], [-570590], [0], [0], [0], [538698], [0], [54426], [0], [0], [0], [-356283], [0], [-624015], [0], [0], [0], [-2910828], [0], [2684168], [0], [0], [0], [-7140], [0], [-2681078], [0], [0], [0], [-3705480], [0], [-153151], [0], [0], [0], [5568591], [0], [7579288], [0], [0], [0], [9345999], [0], [-567000], [0], [0], [0], [-4033602], [0], [63716], [0], [0], [0], [-5080110], [0], [-5754097], [0], [0], [0]], 'ap': [[0], [0], [-105], [937], [5943], [68], [5400], [48382], [-642], [125934], [161275], [-414286], [627474], [-570590], [538698], [-356283], [-2910828], [2684168], [-2681078], [-3705480], [-153151], [7579288], [9345999], [-4033602], [-5754097], [-8879223], [2655652], [21123387], [-18421342], [18628482], [2583799], [41928315], [-1266618], [-23056124], [-23826633], [-45049337], [35257532], [65500900], [52808982], [110732955], [-11942739], [-79522576], [-6023148], [-58584955], [168414453], [101669263], [86382022], [-41617304], [209315244], [332918726], [-79542846], [146900490], [-30305530], [147026880], [367776084], [325856550], [339029478], [2507785], [-52858504], [-539551776], [-65856542], [35258322], [-114259448], [155462766], [382299173], [-444886671], [550888210], [-496793254], [-251161671], [-482914090], [486934638], [-459968562], [-652503329], [1917909896], [-1431511940], [-139859328], [1775919471], [-1053011860], [-2330121588], [-150421873], [911432292], [-753482152], [-2728918098], [1846991837], [-1500659909], [1316898876], [-271215882], [-2150613577], [-984188361], [2567482429], [-697866921], [-3070659894], [1742540272], [-1010538219], [-1560872246], [1636632234], [528525525], [-4507074324], [-3604535192], [-2247138700], [-4267406096], [-718311321], [-5711547279], [-6360004668], [4749503404], [-895938154], [-6427642569], [6897406194], [-8505640182], [-7036795765], [9168810016], [1898144678], [-10080097314], [2077970212], [8916187345], [1879049922], [2305200532], [-5738668560], [7368753747], [12453982329], [-5532070306], [11178842093], [16003726674], [970052148], [-209761244], [16579209069], [-9789010084], [10860469596], [-8010583703], [16717306874], [9357021304], [15831832524], [15053991799], [6814477514], [-3422686272], [9623704001], [24679619766], [24626037856], [-4463286477], [2564959842], [-3958204322], [-15851022834], [15745335943], [-2156397120], [29570339738], [-3119819136], [-14394172690], [-4732009896], [4837345240], [-19088971452], [-33636320014], [-28125557676], [-19994410226], [-32267621604], [-11523224762], [-5897089446], [-4376792261], [-30302382108], [26139715427], [24243946347], [25775453073], [-22228767828], [3094103569], [-16262076753], [-4422563754], [37384685562], [12447310993], [28433512844], [-11148574741], [-21297443838], [-45448384515], [8766651182], [-14422797390], [-28427526982], [2895254239], [-21747995214], [64207074214], [-38883640149], [-25930758791], [-43852488616], [5109295015], [-20058750933], [24163013102], [-10370046348], [76714337724], [18854300355], [-33340844554], [-19649891024], [68247900131], [9304198974], [-35989355374], [-89716909659], [39098400838], [136227363], [-25146502668], [-28939337844], [-79803849577], [-5411435914], [3249898836], [1878560172], [110767971891], [-105235039385], [-7011007816], [14530640669], [-14222216619], [51333686694], [79501292620], [-46157687913], [13047363330], [-123485456480], [3725746841], [-51128596482], [118283498245], [-18058794783], [-135135029784], [-86536192015], [137669527696], [-22188234918], [-47735193906], [128590980402], [14716422014], [-153103176284], [108799063464], [-21460623860], [-14155011309], [22504044392], [-74408911608], [-42565952034], [72420275944], [181839444492], [-194364695578], [-168376816424], [-182543669960], [112494836892], [108388531810], [77783908980], [-172551460594], [169473258954], [-6052607211], [186259521564], [-73103407260], [69074226394], [9809760937], [-241816582024], [66795884688], [-145964771052], [-168973128389], [256708364883], [138810245314], [-173683808748], [70673860148], [129366645552], [70800486450], [85041052793], [-127048034055], [164043411147], [-94003477612], [-3829257656], [309287941173], [-128900893255], [233550638353], [-81164470263], [-42040986322], [247569845672], [83550681804], [-334178071748], [-322971144282], [-116426340354], [-397141961108], [-371692445118], [-47632255528], [-88498628768], [-79591658851], [-54187039931], [295810396673], [324653068087], [-304538952153], [-70685780608], [33310538327], [180961004892], [-80585806980], [-278664898037], [340818121830], [-127832470534], [3589853854], [-285945888978], [-408791567293], [246520343271], [304838276176], [-423643659840], [-399701685198], [139392971775], [-477633847020], [-106216452831], [-133722876970], [-197626844886], [181231590943], [-458366512107], [221066781507], [-606714694802], [169186239914], [-312458788521], [-250960368935], [240082262223], [451192263502], [-534094235521], [-10622743980], [157837712774], [-49882577304], [563055084632], [-266746065108], [-380074426299], [-371542897110], [273910461916], [-393128574696], [-177388397350], [-397660565229], [-186246193332], [165014611442], [284200719150], [168326683948], [411262394261], [-520302100887], [-683334440363], [713107129992], [103300040927], [403873027054], [-522977073128], [133206336696], [217860445539], [-347011074766], [-50620961022], [668336226607], [-16916456472], [-87311804024], [-456820827093], [-690822184462], [-154586616774], [-316165647919], [-394666722803], [666734507162], [238418541024], [176315137977], [367495931512], [-788262551931], [185537666484], [-736784976886], [-1128839577326], [363984227598], [-1081229815602], [468416574400], [595837998227], [603717782826], [-1194637486697], [926369585366], [-680042748726], [-499416044070], [245366738397], [-429189976806], [1034283154134], [-1176719885488], [419413268544], [-319439455092], [180789049965], [232630167382], [423122724206], [54348842886], [-424869555557], [-495253501567], [447111785991], [576883112380], [-231871305270], [-474486040803], [-414931582409], [-1129032438964], [-950142746496], [-1232356670334], [-866651976277], [-1655093146806], [-1573174188514], [1489428985479], [544733022270], [-1414252448984], [-1622550036216], [1179981333436], [672446354418], [1340572246588], [54852105812], [358355063878], [264136538076], [765638203553], [1100298456330], [-1292266747116], [-1213756541522], [674862168252], [1273962751502], [717325195264], [749434201530], [-237402226778], [-432448038573], [1186938145364], [-26895519810], [-1021388981720], [-1942127527128], [334753791705], [-1649108398637], [1847736884402], [1971434679468], [1033804735492], [1089794534169], [2278699500527], [-542470757061], [-574099240653], [1055059729156], [-71043273823], [-102257351163], [-708738520482], [328590780904], [-1878664691358], [1025883585078], [1059620922006], [-1764988157086], [-1916000626380], [750869963547], [-1956085448659], [-145445351811], [2274177079587], [-2441437252434], [1039190284024], [2500808902068]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199388959152, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '432.8.a.c', 'level': 432, 'maxp': 2999, 'weight': 8}
• 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

  
  {'ALdims': [15, 13, 14, 14], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [9, 9, 9, 9], 'ALdims_old': [108, 107, 106, 109], 'Nk2': 27648, 'analytic_conductor': 134.9503310091406, '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': [432, 1, [271, 325, 353], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 486, 'dim': 56, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 134218160, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '432.8.a', 'level': 432, 'level_is_powerful': True, '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': 522, 'mf_new_dim': 56, 'num_forms': 26, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 576, 'trace_bound': 7, 'trace_display': [0, 0, 0, 1006], 'traces': [56, 0, 0, 0, 0, 0, 1006, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 20714, 0, 0, 0, 0, 0, 864756, 0, 0, 0, 0, 0, 296084, 0, 0, 0, 0, 0, 331088, 0, 0, 0, 0, 0, 568632, 0, 0, 0, 0, 0, 6335672, 0, 0, 0, 0, 0, 355100, 0, 0, 0, 0, 0, 1850040, 0, 0, 0, 0, 0, -8142502, 0, 0, 0, 0, 0, -3091200, 0, 0, 0, 0, 0, -17719818, 0, 0, 0, 0, 0, 7289936, 0, 0, 0, 0, 0, -29608810, 0, 0, 0, 0, 0, 6577864, 0, 0, 0, 0, 0, -12500766, 0, 0, 0, 0, 0, 16909824, 0, 0, 0, 0, 0, 27925544, 0, 0, 0, 0, 0, 79916916, 0, 0, 0, 0, 0, 89378676, 0, 0, 0, 0, 0, -12049232, 0, 0, 0, 0, 0, 3141622, 0, 0, 0, 0, 0, -13567704, 0, 0, 0, 0, 0, -6458494, 0, 0, 0, 0, 0, 130013112, 0, 0, 0, 0, 0, 144052222, 0, 0, 0, 0, 0, 371259420, 0, 0, 0, 0, 0, -63942698, 0, 0, 0, 0, 0, 27360848, 0, 0, 0, 0, 0, 133509424, 0, 0, 0, 0, 0, 288297328, 0, 0, 0, 0, 0, -81800442, 0, 0, 0, 0, 0, -287465160, 0, 0, 0, 0, 0, -163862970, 0, 0, 0, 0, 0, 362759212, 0, 0, 0, 0, 0, 722133120, 0, 0, 0, 0, 0, 22891008, 0, 0, 0, 0, 0, 1029685416, 0, 0, 0, 0, 0, -412028716, 0, 0, 0, 0, 0, 259766190, 0, 0, 0, 0, 0, -1166907896, 0, 0, 0, 0, 0, -342037942, 0, 0, 0, 0, 0, -1176388268, 0, 0, 0, 0, 0, 1264592450, 0, 0, 0, 0, 0, 791172504, 0, 0, 0, 0, 0, 1515604616, 0, 0, 0, 0, 0, 786451368, 0, 0, 0, 0, 0, 930821648, 0, 0, 0, 0, 0, 1754941576, 0, 0, 0, 0, 0, -849701168, 0, 0, 0, 0, 0, 53594336, 0, 0, 0, 0, 0, 1197987432, 0, 0, 0, 0, 0, 557560480, 0, 0, 0, 0, 0, 1656124286, 0, 0, 0, 0, 0, -409229956, 0, 0, 0, 0, 0, -2450472622, 0, 0, 0, 0, 0, 729591176, 0, 0, 0, 0, 0, 740144368, 0, 0, 0, 0, 0, 5751016980, 0, 0, 0, 0, 0, -5267475330, 0, 0, 0, 0, 0, 72591160, 0, 0, 0, 0, 0, -5679821542, 0, 0, 0, 0, 0, 2341108236, 0, 0, 0, 0, 0, 83613760, 0, 0, 0, 0, 0, -3466193816, 0, 0, 0, 0, 0, -3199070112, 0, 0, 0, 0, 0, -5462801320, 0, 0, 0, 0, 0, -2691928388, 0, 0, 0, 0, 0, -2771820344, 0, 0, 0, 0, 0, -7633077574, 0, 0, 0, 0, 0, -5171520540, 0, 0, 0, 0, 0, -483292700, 0, 0, 0, 0, 0, 3952987320, 0, 0, 0, 0, 0, 778384632, 0, 0, 0, 0, 0, -2431395956, 0, 0, 0, 0, 0, -11851082122, 0, 0, 0, 0, 0, 4838802184, 0, 0, 0, 0, 0, -1880478090, 0, 0, 0, 0, 0, -2210345996, 0, 0, 0, 0, 0, 9235045698, 0, 0, 0, 0, 0, -3617149728, 0, 0, 0, 0, 0, 16007028856, 0, 0, 0, 0, 0, 1435238820, 0, 0, 0, 0, 0, 11220086870, 0, 0, 0, 0, 0, -8655310104, 0, 0, 0, 0, 0, 16097381322, 0, 0, 0, 0, 0, 5738468232, 0, 0, 0, 0, 0, 9251819676, 0, 0, 0, 0, 0, -19034567152, 0, 0, 0, 0, 0, -8778699922, 0, 0, 0, 0, 0, 4432309924, 0, 0, 0, 0, 0, -9183656480, 0, 0, 0, 0, 0, -22193449320, 0, 0, 0, 0, 0, -12674601974, 0, 0, 0, 0, 0, -3611024108, 0, 0, 0, 0, 0, 12412330724, 0, 0, 0, 0, 0, -12503093152, 0, 0, 0, 0, 0, -18237614928, 0, 0, 0, 0, 0, 3040070268, 0, 0, 0, 0, 0, -24060098278, 0, 0, 0, 0, 0, -22412718920, 0, 0, 0, 0, 0, 2051884314, 0, 0, 0, 0, 0, 26840472480, 0, 0, 0, 0, 0, -16752057174, 0, 0, 0, 0, 0, -804351496, 0, 0, 0, 0, 0, -7986835664, 0, 0, 0, 0, 0, 14142871888, 0, 0, 0, 0, 0, -9007058276, 0, 0, 0, 0, 0, -2982313928, 0, 0, 0, 0, 0, 13092287856, 0, 0, 0, 0, 0, -3137105832, 0, 0, 0, 0, 0, 3774908774, 0, 0, 0, 0, 0, 10328768568, 0, 0, 0, 0, 0, -31918341712, 0, 0, 0, 0, 0, 19576769952, 0, 0, 0, 0, 0, 71329939082, 0, 0, 0, 0, 0, 36105151432, 0, 0, 0, 0, 0, 86325167936, 0, 0, 0, 0, 0, 37217861980, 0, 0, 0, 0, 0, 2289244588, 0, 0, 0, 0, 0, 15730416544, 0, 0, 0, 0, 0, -14306351344, 0, 0, 0, 0, 0, 41970773756, 0, 0, 0, 0, 0, -26864711366, 0, 0, 0, 0, 0, 7706962288, 0, 0, 0, 0, 0, 55904197436, 0, 0, 0, 0, 0, 26988301168, 0, 0, 0, 0, 0, 6529577424, 0, 0, 0, 0, 0, -36711145264, 0, 0, 0, 0, 0, 14135707314, 0, 0, 0, 0, 0, -8221315276, 0, 0, 0, 0, 0, 66974043648, 0, 0, 0, 0, 0, -42058916376, 0, 0, 0, 0, 0, -30960164616, 0, 0, 0, 0, 0, 34791367008, 0, 0, 0, 0, 0, -79722451582, 0, 0, 0, 0, 0, 38724927120, 0, 0, 0, 0, 0, -63200512680, 0, 0, 0, 0, 0, 36907153880, 0, 0, 0, 0, 0, -106623043118, 0, 0, 0, 0, 0, -12654976592, 0, 0, 0, 0, 0, 3607313014, 0, 0, 0, 0, 0, 67055896092, 0, 0, 0, 0, 0, 38219336718, 0, 0, 0, 0, 0, -128698261864, 0, 0, 0, 0, 0, -32918240890, 0, 0, 0, 0, 0, 7937861500, 0, 0, 0, 0, 0, 52278984036, 0, 0, 0, 0, 0, -21516724912, 0, 0, 0, 0, 0, -196178912526, 0, 0, 0, 0, 0, -17328370564, 0, 0, 0, 0, 0, 101886933780, 0, 0, 0, 0, 0, 21464441816, 0, 0, 0, 0, 0, 217417362668, 0, 0, 0, 0, 0, -65184613048, 0, 0, 0, 0, 0, 50711610576, 0, 0, 0, 0, 0, 7439889848, 0, 0, 0, 0, 0, 93221763456, 0, 0, 0, 0, 0, 9163033860, 0, 0, 0, 0, 0, -157499665798, 0, 0, 0, 0, 0, 111072102304, 0, 0, 0, 0, 0, -38569825704, 0, 0, 0, 0, 0, 121545336612, 0, 0, 0, 0, 0, 6051993846, 0, 0, 0, 0, 0, -54433459224, 0, 0, 0], 'weight': 8, '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: 316414
    {'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': False, 'source_label': '432.8.a.c', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '54.8.a.b', 'target_level': 54, 'twist_class_label': '54.8.a.b', 'twist_class_level': 54, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 316415
    {'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': False, 'source_label': '432.8.a.c', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '54.8.a.e', 'target_level': 54, 'twist_class_label': '54.8.a.b', 'twist_class_level': 54, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 316416
    {'conductor': 36, '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': False, 'source_label': '432.8.a.c', 'source_level': 432, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '162.8.c.c', 'target_level': 162, 'twist_class_label': '54.8.a.b', 'twist_class_level': 54, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 8}
  • id: 316417
    {'conductor': 36, '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': False, 'source_label': '432.8.a.c', 'source_level': 432, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '162.8.c.j', 'target_level': 162, 'twist_class_label': '54.8.a.b', 'twist_class_level': 54, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 316418
    {'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': False, 'source_label': '432.8.a.c', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '432.8.a.c', 'target_level': 432, 'twist_class_label': '54.8.a.b', 'twist_class_level': 54, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 316419
    {'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': False, 'source_label': '432.8.a.c', 'source_level': 432, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '432.8.a.f', 'target_level': 432, 'twist_class_label': '54.8.a.b', 'twist_class_level': 54, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 878700
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 2}
  • id: 878701
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 3}
  • id: 878702
    {'charpoly_factorization': [[[105, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 5}
  • id: 878703
    {'charpoly_factorization': [[[-937, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 7}
  • id: 878704
    {'charpoly_factorization': [[[-5943, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 11}
  • id: 878705
    {'charpoly_factorization': [[[-68, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 13}
  • id: 878706
    {'charpoly_factorization': [[[-5400, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 17}
  • id: 878707
    {'charpoly_factorization': [[[-48382, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 19}
  • id: 878708
    {'charpoly_factorization': [[[642, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 23}
  • id: 878709
    {'charpoly_factorization': [[[-125934, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 29}
  • id: 878710
    {'charpoly_factorization': [[[-161275, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 31}
  • id: 878711
    {'charpoly_factorization': [[[414286, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 37}
  • id: 878712
    {'charpoly_factorization': [[[-627474, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 41}
  • id: 878713
    {'charpoly_factorization': [[[570590, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 43}
  • id: 878714
    {'charpoly_factorization': [[[-538698, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 47}
  • id: 878715
    {'charpoly_factorization': [[[356283, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 53}
  • id: 878716
    {'charpoly_factorization': [[[2910828, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 59}
  • id: 878717
    {'charpoly_factorization': [[[-2684168, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 61}
  • id: 878718
    {'charpoly_factorization': [[[2681078, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 67}
  • id: 878719
    {'charpoly_factorization': [[[3705480, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 71}
  • id: 878720
    {'charpoly_factorization': [[[153151, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 73}
  • id: 878721
    {'charpoly_factorization': [[[-7579288, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 79}
  • id: 878722
    {'charpoly_factorization': [[[-9345999, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 83}
  • id: 878723
    {'charpoly_factorization': [[[4033602, 1], 1]], 'hecke_orbit_code': 9007199388959152, 'p': 89}
  • id: 878724
    {'charpoly_factorization': [[[5754097, 1], 1]], 'hecke_orbit_code': 9007199388959152, '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': '432.8.a.c', 'level': 432, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29140045
    {'hecke_orbit_code': 9007199388959152, 'n': 1, 'trace_an': 1}
  • id: 29140046
    {'hecke_orbit_code': 9007199388959152, 'n': 2, 'trace_an': 0}
  • id: 29140047
    {'hecke_orbit_code': 9007199388959152, 'n': 3, 'trace_an': 0}
  • id: 29140048
    {'hecke_orbit_code': 9007199388959152, 'n': 4, 'trace_an': 0}
  • id: 29140049
    {'hecke_orbit_code': 9007199388959152, 'n': 5, 'trace_an': -105}
  • id: 29140050
    {'hecke_orbit_code': 9007199388959152, 'n': 6, 'trace_an': 0}
  • id: 29140051
    {'hecke_orbit_code': 9007199388959152, 'n': 7, 'trace_an': 937}
  • id: 29140052
    {'hecke_orbit_code': 9007199388959152, 'n': 8, 'trace_an': 0}
  • id: 29140053
    {'hecke_orbit_code': 9007199388959152, 'n': 9, 'trace_an': 0}
  • id: 29140054
    {'hecke_orbit_code': 9007199388959152, 'n': 10, 'trace_an': 0}
  • id: 29140055
    {'hecke_orbit_code': 9007199388959152, 'n': 11, 'trace_an': 5943}
  • id: 29140056
    {'hecke_orbit_code': 9007199388959152, 'n': 12, 'trace_an': 0}
  • id: 29140057
    {'hecke_orbit_code': 9007199388959152, 'n': 13, 'trace_an': 68}
  • id: 29140058
    {'hecke_orbit_code': 9007199388959152, 'n': 14, 'trace_an': 0}
  • id: 29140059
    {'hecke_orbit_code': 9007199388959152, 'n': 15, 'trace_an': 0}
  • id: 29140060
    {'hecke_orbit_code': 9007199388959152, 'n': 16, 'trace_an': 0}
  • id: 29140061
    {'hecke_orbit_code': 9007199388959152, 'n': 17, 'trace_an': 5400}
  • id: 29140062
    {'hecke_orbit_code': 9007199388959152, 'n': 18, 'trace_an': 0}
  • id: 29140063
    {'hecke_orbit_code': 9007199388959152, 'n': 19, 'trace_an': 48382}
  • id: 29140064
    {'hecke_orbit_code': 9007199388959152, 'n': 20, 'trace_an': 0}
  • id: 29140065
    {'hecke_orbit_code': 9007199388959152, 'n': 21, 'trace_an': 0}
  • id: 29140066
    {'hecke_orbit_code': 9007199388959152, 'n': 22, 'trace_an': 0}
  • id: 29140067
    {'hecke_orbit_code': 9007199388959152, 'n': 23, 'trace_an': -642}
  • id: 29140068
    {'hecke_orbit_code': 9007199388959152, 'n': 24, 'trace_an': 0}
  • id: 29140069
    {'hecke_orbit_code': 9007199388959152, 'n': 25, 'trace_an': -67100}
  • id: 29140070
    {'hecke_orbit_code': 9007199388959152, 'n': 26, 'trace_an': 0}
  • id: 29140071
    {'hecke_orbit_code': 9007199388959152, 'n': 27, 'trace_an': 0}
  • id: 29140072
    {'hecke_orbit_code': 9007199388959152, 'n': 28, 'trace_an': 0}
  • id: 29140073
    {'hecke_orbit_code': 9007199388959152, 'n': 29, 'trace_an': 125934}
  • id: 29140074
    {'hecke_orbit_code': 9007199388959152, 'n': 30, 'trace_an': 0}
  • id: 29140075
    {'hecke_orbit_code': 9007199388959152, 'n': 31, 'trace_an': 161275}
  • id: 29140076
    {'hecke_orbit_code': 9007199388959152, 'n': 32, 'trace_an': 0}
  • id: 29140077
    {'hecke_orbit_code': 9007199388959152, 'n': 33, 'trace_an': 0}
  • id: 29140078
    {'hecke_orbit_code': 9007199388959152, 'n': 34, 'trace_an': 0}
  • id: 29140079
    {'hecke_orbit_code': 9007199388959152, 'n': 35, 'trace_an': -98385}
  • id: 29140080
    {'hecke_orbit_code': 9007199388959152, 'n': 36, 'trace_an': 0}
  • id: 29140081
    {'hecke_orbit_code': 9007199388959152, 'n': 37, 'trace_an': -414286}
  • id: 29140082
    {'hecke_orbit_code': 9007199388959152, 'n': 38, 'trace_an': 0}
  • id: 29140083
    {'hecke_orbit_code': 9007199388959152, 'n': 39, 'trace_an': 0}
  • id: 29140084
    {'hecke_orbit_code': 9007199388959152, 'n': 40, 'trace_an': 0}
  • id: 29140085
    {'hecke_orbit_code': 9007199388959152, 'n': 41, 'trace_an': 627474}
  • id: 29140086
    {'hecke_orbit_code': 9007199388959152, 'n': 42, 'trace_an': 0}
  • id: 29140087
    {'hecke_orbit_code': 9007199388959152, 'n': 43, 'trace_an': -570590}
  • id: 29140088
    {'hecke_orbit_code': 9007199388959152, 'n': 44, 'trace_an': 0}
  • id: 29140089
    {'hecke_orbit_code': 9007199388959152, 'n': 45, 'trace_an': 0}
  • id: 29140090
    {'hecke_orbit_code': 9007199388959152, 'n': 46, 'trace_an': 0}
  • id: 29140091
    {'hecke_orbit_code': 9007199388959152, 'n': 47, 'trace_an': 538698}
  • id: 29140092
    {'hecke_orbit_code': 9007199388959152, 'n': 48, 'trace_an': 0}
  • id: 29140093
    {'hecke_orbit_code': 9007199388959152, 'n': 49, 'trace_an': 54426}
  • id: 29140094
    {'hecke_orbit_code': 9007199388959152, 'n': 50, 'trace_an': 0}
  • id: 29140095
    {'hecke_orbit_code': 9007199388959152, 'n': 51, 'trace_an': 0}
  • id: 29140096
    {'hecke_orbit_code': 9007199388959152, 'n': 52, 'trace_an': 0}
  • id: 29140097
    {'hecke_orbit_code': 9007199388959152, 'n': 53, 'trace_an': -356283}
  • id: 29140098
    {'hecke_orbit_code': 9007199388959152, 'n': 54, 'trace_an': 0}
  • id: 29140099
    {'hecke_orbit_code': 9007199388959152, 'n': 55, 'trace_an': -624015}
  • id: 29140100
    {'hecke_orbit_code': 9007199388959152, 'n': 56, 'trace_an': 0}
  • id: 29140101
    {'hecke_orbit_code': 9007199388959152, 'n': 57, 'trace_an': 0}
  • id: 29140102
    {'hecke_orbit_code': 9007199388959152, 'n': 58, 'trace_an': 0}
  • id: 29140103
    {'hecke_orbit_code': 9007199388959152, 'n': 59, 'trace_an': -2910828}
  • id: 29140104
    {'hecke_orbit_code': 9007199388959152, 'n': 60, 'trace_an': 0}
  • id: 29140105
    {'hecke_orbit_code': 9007199388959152, 'n': 61, 'trace_an': 2684168}
  • id: 29140106
    {'hecke_orbit_code': 9007199388959152, 'n': 62, 'trace_an': 0}
  • id: 29140107
    {'hecke_orbit_code': 9007199388959152, 'n': 63, 'trace_an': 0}
  • id: 29140108
    {'hecke_orbit_code': 9007199388959152, 'n': 64, 'trace_an': 0}
  • id: 29140109
    {'hecke_orbit_code': 9007199388959152, 'n': 65, 'trace_an': -7140}
  • id: 29140110
    {'hecke_orbit_code': 9007199388959152, 'n': 66, 'trace_an': 0}
  • id: 29140111
    {'hecke_orbit_code': 9007199388959152, 'n': 67, 'trace_an': -2681078}
  • id: 29140112
    {'hecke_orbit_code': 9007199388959152, 'n': 68, 'trace_an': 0}
  • id: 29140113
    {'hecke_orbit_code': 9007199388959152, 'n': 69, 'trace_an': 0}
  • id: 29140114
    {'hecke_orbit_code': 9007199388959152, 'n': 70, 'trace_an': 0}
  • id: 29140115
    {'hecke_orbit_code': 9007199388959152, 'n': 71, 'trace_an': -3705480}
  • id: 29140116
    {'hecke_orbit_code': 9007199388959152, 'n': 72, 'trace_an': 0}
  • id: 29140117
    {'hecke_orbit_code': 9007199388959152, 'n': 73, 'trace_an': -153151}
  • id: 29140118
    {'hecke_orbit_code': 9007199388959152, 'n': 74, 'trace_an': 0}
  • id: 29140119
    {'hecke_orbit_code': 9007199388959152, 'n': 75, 'trace_an': 0}
  • id: 29140120
    {'hecke_orbit_code': 9007199388959152, 'n': 76, 'trace_an': 0}
  • id: 29140121
    {'hecke_orbit_code': 9007199388959152, 'n': 77, 'trace_an': 5568591}
  • id: 29140122
    {'hecke_orbit_code': 9007199388959152, 'n': 78, 'trace_an': 0}
  • id: 29140123
    {'hecke_orbit_code': 9007199388959152, 'n': 79, 'trace_an': 7579288}
  • id: 29140124
    {'hecke_orbit_code': 9007199388959152, 'n': 80, 'trace_an': 0}
  • id: 29140125
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