Newform data - 126.6.a.l

Formats: - HTML - YAML - JSON - 2026-05-01T17:54:53.409004

• 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': 4536, 'analytic_conductor': 20.20836129643556, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [7, -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': [126, 1, [29, 73], [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, [-72, 1]], [11, [-414, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596001738878, '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': '126.6.a.l', 'level': 126, '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, 7], 'level_radical': 42, 'minimal_twist': '42.6.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+72q^{5}+7^{2}q^{7}+2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '126.6.a', 'trace_display': [4, 0, 72, 49], 'trace_hash': 748257532135738204, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.008', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.993', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.929', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.166', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.708', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 4, 0, 16, 72, 0, 49, 64, 0, 288, 414, 0, -1054, 196, 0, 256, 1848, 0, 236, 1152, 0, 1656, -2898, 0, 2059, -4216, 0, 784, 6522, 0, 6200, 1024, 0, 7392, 3528, 0, 9650, 944, 0, 4608, -8484, 0, -10804, 6624, 0, -11592, -60, 0, 2401, 8236, 0, -16864, -22506, 0, 29808, 3136, 0, 26088, 28176, 0, -35194, 24800, 0, 4096, -75888, 0, -28216, 29568, 0, 14112, 6642, 0, -52090, 38600, 0, 3776, 20286, 0, 43340, 18432, 0, -33936, -25716, 0, 133056, -43216, 0, 26496, -98724, 0, -51646, -46368, 0, -240, 16992, 0, -148954, 9604, 0, 32944, -48348, 0, -183592, -67456, 0, -90024, 2238, 0, 60158, 119232, 0, 12544, 7014, 0, -208656, 104352, 0, 112704, 90552, 0, 10345, -140776, 0, 99200, -76752, 0, -1780, 16384, 0, -303552, 265140, 0, 11564, -112864, 0, 118272, 206730, 0, -236836, 56448, 0, 26568, -436356, 0, 469584, -208360, 0, 154400, -473706, 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], [4], [0], [16], [72], [0], [49], [64], [0], [288], [414], [0], [-1054], [196], [0], [256], [1848], [0], [236], [1152], [0], [1656], [-2898], [0], [2059], [-4216], [0], [784], [6522], [0], [6200], [1024], [0], [7392], [3528], [0], [9650], [944], [0], [4608], [-8484], [0], [-10804], [6624], [0], [-11592], [-60], [0], [2401], [8236], [0], [-16864], [-22506], [0], [29808], [3136], [0], [26088], [28176], [0], [-35194], [24800], [0], [4096], [-75888], [0], [-28216], [29568], [0], [14112], [6642], [0], [-52090], [38600], [0], [3776], [20286], [0], [43340], [18432], [0], [-33936], [-25716], [0], [133056], [-43216], [0], [26496], [-98724], [0], [-51646], [-46368], [0], [-240], [16992], [0], [-148954], [9604], [0], [32944]], 'ap': [[4], [0], [72], [49], [414], [-1054], [1848], [236], [-2898], [6522], [6200], [9650], [-8484], [-10804], [-60], [-22506], [28176], [-35194], [-28216], [6642], [-52090], [43340], [-25716], [-98724], [-148954], [-48348], [-183592], [2238], [60158], [7014], [-1780], [265140], [206730], [-236836], [-473706], [394952], [-145090], [530480], [312348], [75108], [-386718], [-417598], [988050], [-409258], [922230], [189488], [-611380], [-783256], [-80712], [152738], [354282], [-275370], [-584698], [184752], [-235980], [244494], [-1527792], [2070560], [-2407270], [-341886], [578564], [-780540], [-2248252], [-581412], [-2004070], [1278318], [2598116], [3061898], [1425498], [2933222], [2012760], [-4077102], [594752], [2045222], [-3221980], [1729656], [1749186], [1882046], [-4181238], [-471682], [3540936], [2727626], [4765170], [6903002], [5401256], [4058634], [-212994], [-916150], [4158348], [8407988], [-72048], [-4805604], [4418048], [5649978], [-9223444], [-1455624], [367344], [-5763624], [235100], [109010], [1619528], [6629862], [-7852944], [2481546], [11367512], [-8205046], [13840008], [5389512], [11488506], [-2792254], [713888], [3109718], [-3623838], [4251956], [-17029852], [1809378], [15301196], [-16754604], [-14785902], [-933762], [6097238], [2091902], [-1364532], [-11548302], [4177436], [17027802], [22693190], [-5125440], [-15432808], [-6844654], [2993888], [-22324974], [-14144032], [-8153674], [2257452], [-748774], [9462252], [-19963396], [4053684], [-18543210], [16364756], [5450142], [-21915316], [-8118594], [16066154], [26350404], [27812894], [2693628], [-18838900], [12863022], [-15881122], [-17368128], [22351340], [8911404], [-4533268], [9830850], [-48204880], [6770172], [12512738], [13865856], [-4892874], [14005494], [-10238572], [-11745228], [-22619478], [-27957456], [-16647496], [-51728026], [1520750], [-30467340], [6931062], [-10195138], [51555114], [-10670314], [-9092008], [-43708272], [42165104], [43092642], [-28993120], [54585950], [-20484940], [24610884], [-69486598], [6771480], [62964366], [-21757140], [-22836490], [-14674396], [21941126], [28812648], [-64075786], [68503038], [-67683004], [65874252], [-61397970], [-55491888], [-40164130], [27723650], [-3946980], [-30291996], [-35036274], [68948888], [-13826134], [27162950], [9303372], [12048852], [80657912], [37333782], [51360054], [-6531508], [47153090], [95066400], [-30590176], [84779076], [1355244], [1640066], [-73227592], [-80069472], [-89818626], [-3507702], [-28706698], [119336840], [36434070], [-79509904], [-138165180], [29617538], [-73307220], [-9615786], [-4773352], [68838690], [95603390], [-31638940], [-9176104], [82992534], [-11768836], [120336768], [-36949402], [94168014], [-116665854], [31359960], [129629322], [-144654748], [828656], [95020562], [-123113940], [120225324], [-81401128], [9242232], [109258136], [-95201298], [168252758], [-200841096], [18090474], [-73787530], [2591892], [136070430], [81038522], [-17130532], [165491532], [115912514], [-35042116], [-34622166], [209938706], [179174774], [18344688], [-93092692], [54031590], [4522488], [-105022432], [15873234], [112926806], [113240612], [175259894], [39536936], [46069406], [-58795864], [-31443498], [-120025966], [-155997970], [-234158424], [122343000], [175897844], [36657168], [-196155562], [-112087972], [-169139406], [-227864302], [50252862], [4635176], [303070500], [-222425730], [-175572060], [-196070094], [179178024], [-215225266], [-6097836], [57539480], [-259296240], [249790992], [302509364], [253987082], [28119642], [-301435036], [104599614], [158513048], [-204509878], [-36311598], [119194010], [31437522], [306567002], [61829688], [236957178], [39519786], [-179045236], [367751070], [-202917562], [-150205692], [140200566], [279476222], [269017122], [-55470676], [329505398], [271335276], [-326333464], [138183390], [17950862], [248372120], [-17147596], [-313685430], [57381858], [8761334], [-2045406], [-364275040], [-335118456], [-389292784], [135893952], [276222638], [-486798444], [-323831026], [212064896], [-133417210], [148170786], [-277006272], [47955488], [-444595110], [-128667618], [289730666], [-152824324], [95418168], [411942948], [224084852], [139954214], [-400224930], [-213271672], [107836262], [-322677936], [-352712016], [109969572], [422792406], [559262922], [255775334], [448710852], [-66148638], [-363297066], [158383820], [-72590602], [63646296], [-290186764], [250425182], [-584899542], [-395375236], [303609402], [-100405650], [-296946280], [446054258], [580164180], [29308806], [-268100566], [-282941832], [-115216186], [-373491540], [224010246], [690623120], [-207012330], [-208044892], [340376736], [437091152], [-475679926], [290587232], [307664796], [-297873778], [-263424984], [-39296274], [439386548], [141556530], [34578674], [134927768], [-441131376], [-119343088], [348998730], [-93256138], [126851190], [-272169172], [264465036], [-387417912], [-68912728], [31754210], [631363902], [-626424796], [328862424], [420006002], [-575981070], [799687026], [110149556], [-630061642], [787129944], [351606318], [92291360], [-414251280], [279347148], [68100714], [454327814], [-640276734], [-304231524], [-603689254], [628661220], [-860060310], [-867600558], [440781788], [377697708]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 49539596001738878, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '126.6.a.l', 'level': 126, 'maxp': 2999, 'weight': 6}
• 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': [1, 1, 2, 1, 1, 1, 2, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [11, 15, 13, 12, 13, 13, 13, 10], 'Nk2': 4536, 'analytic_conductor': 20.20836129643556, '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': [126, 1, [29, 73], [1, 1]], 'conrey_index': 1, 'cusp_dim': 112, 'dim': 12, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663422, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'label': '126.6.a', 'level': 126, '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, 7], 'level_radical': 42, 'mf_dim': 128, 'mf_new_dim': 12, 'num_forms': 12, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 144, 'trace_bound': 11, 'trace_display': [8, 0, -138, 0], 'traces': [12, 8, 0, 192, -138, 0, 0, 128, 0, -312, -36, 0, 1590, 392, 0, 3072, -1236, 0, -4122, -2208, 0, 1872, 4536, 0, -6096, -3512, 0, 0, 14388, 0, 25068, 2048, 0, 11040, 8526, 0, 1668, -1832, 0, -4992, 6804, 0, 3564, -576, 0, -29280, -3780, 0, 28812, 20264, 0, 25440, -7776, 0, 73800, 6272, 0, -2208, -61206, 0, -10542, 27568, 0, 49152, -85692, 0, -144552, -19776, 0, -1176, 63768, 0, 48912, 49888, 0, -65952, 47628, 0, 16920, -35328, 0, -137472, 168402, 0, -110988, -96560, 0, 29952, -172704, 0, -11466, 72576, 0, 82608, 305640, 0, -328020, 19208, 0, -97536, -663738, 0, 8916, -56192, 0, 70416, -243168, 0, 179532, -244320, 0, 0, 348492, 0, -261504, 230208, 0, -233112, 278124, 0, 750060, -547784, 0, 401088, 243948, 0, -596256, 32768, 0, -28944, 297642, 0, -264306, 369472, 0, 176640, 405192, 0, -450006, 136416, 0, 317664, -1812840, 0, 923820, -138896, 0, 26688, -571464, 0, 91584, -29312, 0, -322224, 1765728, 0, 228822, 775456, 0, -79872, 229320, 0, 101628, 108864, 0, -291000, -56316, 0, 936912, 278256, 0, 57024, 792858, 0, 574476, -9216, 0, -650256, -428160, 0, -1066794, 340648, 0, -468480, -977340, 0, 1543272, -60480, 0, 840096, -868680, 0, -270636, -1176992, 0, 460992, 771624, 0, 1272972, 324224, 0, 248328, -153468, 0, -126876, -93680, 0, 407040, 1108416, 0, -11160, -124416, 0, -2812512, -596808, 0, 360444, -1154432, 0, 1180800, -699276, 0, -794952, 100352, 0, 1703904, 1529466, 0, -4359714, -818880, 0, -35328, -205440, 0, -4113696, -979296, 0, 578592, 94680, 0, -2264292, 512744, 0, -168672, -331338, 0, 3238896, 441088, 0, 1705872, -805866, 0, 2849280, 3963904, 0, 786432, 3637536, 0, 508620, -1371072, 0, -1931736, -5422152, 0, -2769060, 846328, 0, -2312832, 272922, 0, -2992464, -316416, 0, -1832688, 702276, 0, -938856, -4945880, 0, -18816, 1925904, 0, 865398, 1020288, 0, -147168, -1449420, 0, -1380492, 4668048, 0, 782592, -7306290, 0, 5391720, 798208, 0, -426768, 8626944, 0, 1301244, -5439488, 0, -1055232, -7803228, 0, -2615946, 762048, 0, 636288, 3793152, 0, 7722036, -5172344, 0, 270720, 3185160, 0, 8883672, -565248, 0, -324576, -1637940, 0, 19242, 4872208, 0, -2199552, -3837876, 0, 2880204, 2694432, 0, 4059408, 172008, 0, -7350252, 9883176, 0, -1775808, 11098368, 0, 0, -1544960, 0, -2932776, -7268220, 0, -8823954, 2272424, 0, 479232, 9598464, 0, -5045232, -2763264, 0, 9574752, -1493280, 0, 13175904, -12532088, 0, -183456, -2085156, 0, -9070488, 1161216, 0, 1383600, -3984288, 0, 11012352, 11253024, 0, 1321728, -3702228, 0, 4762212, 4890240, 0, 2929056, 9992316, 0, 1838088, -9469184, 0, -5248320, -2449788, 0, -419088, 307328, 0, -336336, -1932576, 0, -2528754, -2185424, 0, -1560576, -2777532, 0, -13535472, -10619808, 0, -3005856, 2794920, 0, -5708196, 8494896, 0, 142656, -3708222, 0, -11777832, -899072, 0, 4924032, 11737350, 0, -1066296, 3903424, 0, 1126656, 19746444, 0, 4996530, -3890688, 0, 6688800, -12173640, 0, 13591764, 4229680, 0, 2872512, -12823728, 0, 5939088, -3909120, 0, -3940944, -11182968, 0, -5634300, -26321696, 0, 0, 9218112, 0, 17529672, 5575872, 0, -2373912, -2994684, 0, 10178724, 9614248, 0, -4184064, 5943666, 0, -6039216, 3683328, 0, -14131728, 12666882, 0, -6128136, -2785920, 0, -3729792, -18575088, 0, -14523966, 4449984, 0, -20732064, -15529692, 0, -7947276, -6650720, 0, 12000960, -26413332, 0, -13971720, -8764544, 0, -749112, 21096504, 0, 1203072, 26646080, 0, 6417408, 960792, 0, -9543384, 3903168, 0, 9824856, 12861384, 0, -9913044, 17662464, 0, -9540096, 17325834, 0, 7355880, 524288, 0, 8008368, -2197968, 0, 20810784, 9905056, 0, -463104, -43242348, 0, -35967666, 4762272, 0, 7132896, -19721832, 0, -954900, -36294576, 0, -4228896, 23077380, 0, 19875528, 5911552, 0, -9646632, -86436, 0, -3922176, 2517760, 0, 2826240, 9228372, 0, -1385100, 6483072, 0, 15261360, 25193844, 0, -774984, -20387408, 0, -7200096, 5035608, 0, 46583688, 2182656, 0, -9851088, -13250226, 0, 276708, -7522472, 0, 5082624, -20937036, 0, 13544532, -29005440, 0, -395136, 25296072, 0, 9764088, 25959320, 0, 14781120, 1248618, 0, 46974360, -2222336, 0, 14225448, 21439950, 0, -21124488, 13406496, 0, 427008, 23451528, 0, -6574428, -9143424, 0, 8068224, -1200096, 0, -63825816, 15608656, 0, 1465344, -26951730, 0, 15540240, -468992, 0, -26765712, -27879504, 0, 59029284, -52787048, 0, -5155584, 20614308, 0, 5526582, 28251648, 0, 12163776, -10816848, 0, -36231864, 6633472, 0, 3661152, 36166464, 0, -42044616, 12407296, 0, -19448208, 10898064, 0, 3817590, -23736864, 0, -1277952, 14814996, 0, 16957554, 3669120, 0, 28340784, -44556636, 0, -30462144, -8578376, 0, 1626048, -11015412, 0, 30194232, 1741824, 0, -4880400, 1718364, 0, -3663366, 36460624, 0, -4656000, -11702376, 0, -35789808, -901056, 0, 12304992, 44867640, 0, 36896880, 8584768, 0, 14990592, 32882082, 0, -22560972, 4452096, 0, -28800384, -1161864, 0, 30263460, 941192, 0, 912384, 4906668, 0, -78042, 12685728, 0, 1044336, -69108936, 0, -8620368, -33517208, 0, 9191616, 50173884, 0, 4220508, -147456, 0, 34377648, -15032514, 0, 65766852, 27544704, 0, -10404096, -41467968, 0, -5328624, -6850560, 0, -23721024, -8466204, 0, -27558972, -35560968, 0, -17068704, -38811372, 0, -102618636, 5450368, 0, -53318832, -11384184, 0, 4079346, -11702240, 0, -7495680, 7420848, 0, 39211548, -15637440, 0, -17670576, -35674320, 0, 21800124, 14805904, 0, 24692352, 2041536, 0, -33078888, -967680, 0, 28699344, 24813888, 0, -69392796, 59378608, 0, 13441536, 41965308, 0, 46759524, -13898880, 0, 27489072, -53587968, 0, 95222772, 7399392, 0, -4330176, 38386974, 0, -38490108, -18831872, 0, -32109984, 4707468, 0, -76654368, -17738496, 0, 7375872, -20495292, 0, -28866642, 12345984, 0, -67706880, -16371684, 0, -73858404, 13385320, 0, 20367552, -64341558, 0, 59390616, 5187584, 0, -15968448, 37091544, 0, 4501728, -22672576, 0, 3973248, -56592252, 0, 154383102, -2455488, 0, -13673760, 107744904, 0, -62880816, -19201952, 0, -2030016, -6841728, 0, -9651744, -1498880, 0, 17850504, -9889536, 0, 40763538, -27331872, 0, 6512640, -2967636, 0, 20352240, 17734656, 0, -53717928, 23558796, 0, 39701604, 25247728, 0, -178560, 49504458, 0, -29435280, -1990656, 0, 21248832, -4083312, 0, -80934738, -6571880, 0, -45000192, 57975420, 0, 39116202, -9548928, 0, 108213216, 108949896, 0, 76855836, -23754560, 0, 5767104, -33760416, 0, -92682360, -18470912, 0, 127389888, -30408420, 0, -29633052, 75605248, 0, 18892800, -10895016, 0, -52907904, -11188416, 0, -26597952, -14044020, 0, 56097552, -27184848, 0, -12719232, -119562696, 0, -60569064, 1605632, 0, 116967600, 73244616, 0, -59013672, 14476704, 0, 27262464, 62368884, 0, -125250432, 24471456, 0, -26612880, -62380800, 0, -30696096, -7051328, 0, -69755424, -932862, 0, 14685696, -13102080, 0, -6510024, 32456208, 0, 145230036, -40889600, 0, -565248, 2272476, 0, -9896922, -3287040, 0, -3818616, 58685136, 0, 187105536, -31588928, 0, -65819136, -4397274, 0, 111802800, -15668736, 0, -70688064, -98850132, 0, 46143036, 70819528, 0, 9257472, -14836032, 0, 136734144, 1514880, 0, -10736304, -16467528, 0, 178163868, 1555952, 0, -36228672, -100365636, 0, 9120456, 8203904, 0, 18551952, -33607494, 0, -50870526, 62552032, 0, -2698752, 13899912, 0, -290563800, -5301408, 0, 7706496, 56979852, 0, 68392188, 27602016, 0, 51822336, 125790528, 0, 120981456, 7057408, 0, -5687136, -107577840, 0, -102916662, -44733248, 0, 27293952], 'weight': 6, '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: 108673
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '42.6.a.c', 'target_level': 42, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 108674
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '126.6.a.l', 'target_level': 126, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 108675
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '294.6.a.c', 'target_level': 294, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 108676
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '294.6.e.l', 'target_level': 294, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
  • id: 108677
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '294.6.e.n', 'target_level': 294, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
  • id: 108678
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '336.6.a.b', 'target_level': 336, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 108679
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '882.6.a.n', 'target_level': 882, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 108680
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 27, 'target_is_minimal': False, 'target_label': '1008.6.a.ba', 'target_level': 1008, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 108681
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1050.6.a.g', 'target_level': 1050, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 108682
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '126.6.a.l', 'source_level': 126, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1050.6.g.b', 'target_level': 1050, 'twist_class_label': '42.6.a.c', 'twist_class_level': 42, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 180800
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 2}
  • id: 180801
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 3}
  • id: 180802
    {'charpoly_factorization': [[[-72, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 5}
  • id: 180803
    {'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 7}
  • id: 180804
    {'charpoly_factorization': [[[-414, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 11}
  • id: 180805
    {'charpoly_factorization': [[[1054, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 13}
  • id: 180806
    {'charpoly_factorization': [[[-1848, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 17}
  • id: 180807
    {'charpoly_factorization': [[[-236, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 19}
  • id: 180808
    {'charpoly_factorization': [[[2898, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 23}
  • id: 180809
    {'charpoly_factorization': [[[-6522, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 29}
  • id: 180810
    {'charpoly_factorization': [[[-6200, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 31}
  • id: 180811
    {'charpoly_factorization': [[[-9650, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 37}
  • id: 180812
    {'charpoly_factorization': [[[8484, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 41}
  • id: 180813
    {'charpoly_factorization': [[[10804, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 43}
  • id: 180814
    {'charpoly_factorization': [[[60, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 47}
  • id: 180815
    {'charpoly_factorization': [[[22506, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 53}
  • id: 180816
    {'charpoly_factorization': [[[-28176, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 59}
  • id: 180817
    {'charpoly_factorization': [[[35194, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 61}
  • id: 180818
    {'charpoly_factorization': [[[28216, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 67}
  • id: 180819
    {'charpoly_factorization': [[[-6642, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 71}
  • id: 180820
    {'charpoly_factorization': [[[52090, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 73}
  • id: 180821
    {'charpoly_factorization': [[[-43340, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 79}
  • id: 180822
    {'charpoly_factorization': [[[25716, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 83}
  • id: 180823
    {'charpoly_factorization': [[[98724, 1], 1]], 'hecke_orbit_code': 49539596001738878, 'p': 89}
  • id: 180824
    {'charpoly_factorization': [[[148954, 1], 1]], 'hecke_orbit_code': 49539596001738878, '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': 12, 'label': '126.6.a.l', 'level': 126, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 56709667
    {'hecke_orbit_code': 49539596001738878, 'n': 1, 'trace_an': 1}
  • id: 56709668
    {'hecke_orbit_code': 49539596001738878, 'n': 2, 'trace_an': 4}
  • id: 56709669
    {'hecke_orbit_code': 49539596001738878, 'n': 3, 'trace_an': 0}
  • id: 56709670
    {'hecke_orbit_code': 49539596001738878, 'n': 4, 'trace_an': 16}
  • id: 56709671
    {'hecke_orbit_code': 49539596001738878, 'n': 5, 'trace_an': 72}
  • id: 56709672
    {'hecke_orbit_code': 49539596001738878, 'n': 6, 'trace_an': 0}
  • id: 56709673
    {'hecke_orbit_code': 49539596001738878, 'n': 7, 'trace_an': 49}
  • id: 56709674
    {'hecke_orbit_code': 49539596001738878, 'n': 8, 'trace_an': 64}
  • id: 56709675
    {'hecke_orbit_code': 49539596001738878, 'n': 9, 'trace_an': 0}
  • id: 56709676
    {'hecke_orbit_code': 49539596001738878, 'n': 10, 'trace_an': 288}
  • id: 56709677
    {'hecke_orbit_code': 49539596001738878, 'n': 11, 'trace_an': 414}
  • id: 56709678
    {'hecke_orbit_code': 49539596001738878, 'n': 12, 'trace_an': 0}
  • id: 56709679
    {'hecke_orbit_code': 49539596001738878, 'n': 13, 'trace_an': -1054}
  • id: 56709680
    {'hecke_orbit_code': 49539596001738878, 'n': 14, 'trace_an': 196}
  • id: 56709681
    {'hecke_orbit_code': 49539596001738878, 'n': 15, 'trace_an': 0}
  • id: 56709682
    {'hecke_orbit_code': 49539596001738878, 'n': 16, 'trace_an': 256}
  • id: 56709683
    {'hecke_orbit_code': 49539596001738878, 'n': 17, 'trace_an': 1848}
  • id: 56709684
    {'hecke_orbit_code': 49539596001738878, 'n': 18, 'trace_an': 0}
  • id: 56709685
    {'hecke_orbit_code': 49539596001738878, 'n': 19, 'trace_an': 236}
  • id: 56709686
    {'hecke_orbit_code': 49539596001738878, 'n': 20, 'trace_an': 1152}
  • id: 56709687
    {'hecke_orbit_code': 49539596001738878, 'n': 21, 'trace_an': 0}
  • id: 56709688
    {'hecke_orbit_code': 49539596001738878, 'n': 22, 'trace_an': 1656}
  • id: 56709689
    {'hecke_orbit_code': 49539596001738878, 'n': 23, 'trace_an': -2898}
  • id: 56709690
    {'hecke_orbit_code': 49539596001738878, 'n': 24, 'trace_an': 0}
  • id: 56709691
    {'hecke_orbit_code': 49539596001738878, 'n': 25, 'trace_an': 2059}
  • id: 56709692
    {'hecke_orbit_code': 49539596001738878, 'n': 26, 'trace_an': -4216}
  • id: 56709693
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  • id: 56709885
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  • id: 56709886
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  • id: 56709887
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  • id: 56709888
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  • id: 56709889
    {'hecke_orbit_code': 49539596001738878, 'n': 761, 'trace_an': 2257452}
  • id: 56709890
    {'hecke_orbit_code': 49539596001738878, 'n': 769, 'trace_an': -748774}
  • id: 56709891
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  • id: 56709892
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  • id: 56709893
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  • id: 56709894
    {'hecke_orbit_code': 49539596001738878, 'n': 809, 'trace_an': -18543210}
  • id: 56709895
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  • id: 56709896
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  • id: 56709897
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  • id: 56709898
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  • id: 56709899
    {'hecke_orbit_code': 49539596001738878, 'n': 829, 'trace_an': 16066154}
  • id: 56709900
    {'hecke_orbit_code': 49539596001738878, 'n': 839, 'trace_an': 26350404}
  • id: 56709901
    {'hecke_orbit_code': 49539596001738878, 'n': 841, 'trace_an': 22025335}
  • id: 56709902
    {'hecke_orbit_code': 49539596001738878, 'n': 853, 'trace_an': 27812894}
  • id: 56709903
    {'hecke_orbit_code': 49539596001738878, 'n': 857, 'trace_an': 2693628}
  • id: 56709904
    {'hecke_orbit_code': 49539596001738878, 'n': 859, 'trace_an': -18838900}
  • id: 56709905
    {'hecke_orbit_code': 49539596001738878, 'n': 863, 'trace_an': 12863022}
  • id: 56709906
    {'hecke_orbit_code': 49539596001738878, 'n': 877, 'trace_an': -15881122}
  • id: 56709907
    {'hecke_orbit_code': 49539596001738878, 'n': 881, 'trace_an': -17368128}
  • id: 56709908
    {'hecke_orbit_code': 49539596001738878, 'n': 883, 'trace_an': 22351340}
  • id: 56709909
    {'hecke_orbit_code': 49539596001738878, 'n': 887, 'trace_an': 8911404}
  • id: 56709910
    {'hecke_orbit_code': 49539596001738878, 'n': 907, 'trace_an': -4533268}
  • id: 56709911
    {'hecke_orbit_code': 49539596001738878, 'n': 911, 'trace_an': 9830850}
  • id: 56709912
    {'hecke_orbit_code': 49539596001738878, 'n': 919, 'trace_an': -48204880}
  • id: 56709913
    {'hecke_orbit_code': 49539596001738878, 'n': 929, 'trace_an': 6770172}
  • id: 56709914
    {'hecke_orbit_code': 49539596001738878, 'n': 937, 'trace_an': 12512738}
  • id: 56709915
    {'hecke_orbit_code': 49539596001738878, 'n': 941, 'trace_an': 13865856}
  • id: 56709916
    {'hecke_orbit_code': 49539596001738878, 'n': 947, 'trace_an': -4892874}
  • id: 56709917
    {'hecke_orbit_code': 49539596001738878, 'n': 953, 'trace_an': 14005494}
  • id: 56709918
    {'hecke_orbit_code': 49539596001738878, 'n': 961, 'trace_an': 9810849}
  • id: 56709919
    {'hecke_orbit_code': 49539596001738878, 'n': 967, 'trace_an': -10238572}
  • id: 56709920
    {'hecke_orbit_code': 49539596001738878, 'n': 971, 'trace_an': -11745228}
  • id: 56709921
    {'hecke_orbit_code': 49539596001738878, 'n': 977, 'trace_an': -22619478}
  • id: 56709922
    {'hecke_orbit_code': 49539596001738878, 'n': 983, 'trace_an': -27957456}
  • id: 56709923
    {'hecke_orbit_code': 49539596001738878, 'n': 991, 'trace_an': -16647496}
  • id: 56709924
    {'hecke_orbit_code': 49539596001738878, 'n': 997, 'trace_an': -51728026}