Newform data - 54.8.a.c

Formats: - HTML - YAML - JSON - 2024-06-03T07:16:20.809490

• 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': 3456, 'analytic_conductor': 16.868791376142575, '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': [54, 1, [29], [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, [-312, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958774, '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': True, 'label': '54.8.a.c', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.8.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+2^{6}q^{4}+312q^{5}+323q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '54.8.a', 'trace_display': [-8, 0, 312, 323], 'trace_hash': 2063113708432211679, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.064', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.908', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.187', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.700', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -8, 0, 64, 312, 0, 323, -512, 0, -2496, 3720, 0, -14179, -2584, 0, 4096, 15912, 0, 22421, 19968, 0, -29760, 57768, 0, 19219, 113432, 0, 20672, 166656, 0, 94820, -32768, 0, -127296, 100776, 0, 453971, -179368, 0, -159744, 627072, 0, -42472, 238080, 0, -462144, -1235256, 0, -719214, -153752, 0, -907456, 107280, 0, 1160640, -165376, 0, -1333248, -2479224, 0, 2874383, -758560, 0, 262144, -4423848, 0, 1501097, 1018368, 0, -806208, 4733136, 0, -85111, -3631768, 0, 1434944, 1201560, 0, -1180819, 1277952, 0, -5016576, -1116528, 0, 4964544, 339776, 0, -1904640, 9368136, 0, -4579817, 3697152, 0, 9882048, 6995352, 0, -2039995, 5753712, 0, 1230016, -15257472, 0, -19243345, 7259648, 0, -858240, 12857112, 0, -10283542, -9285120, 0, 1323008, 18677256, 0, 18023616, 10665984, 0, 19833792, 5139576, 0, -5648771, -22995064, 0, 6068480, -18378672, 0, 3536588, -2097152, 0, 35390784, -30100512, 0, 7241983, -12008776, 0, -8146944, -7373256, 0, -59252197, 6449664, 0, -37865088, -52745880, 0, 51996672, 680888, 0, 29054144, -23263248, 0, -58245967, -11479552, 0, -9612480, 29583840, 0, -29357626, 9446552, 0, -10223616, 18659064, 0, -35019637, 40132608, 0, 8932224, -60454776, 0, 138295524, -39716352, 0, -2718208, 64348032, 0, 6207737, 15237120, 0, -74945088, 10586160, 0, 64157753, 36638536, 0, -29577216, 141638952, 0, 59192640, -79056384, 0, -55962816, 156332856, 0, -35325913, 16319960, 0, -46029696, -106306344, 0, 15962807, -9840128, 0, 122059776, 53829888, 0, 195646464, 153946760, 0, -58077184, 83406120, 0, -26577985, 6865920, 0, -102856896, -13251264, 0, 30626860, 82268336, 0, 74280960, -225616248, 0, -171222724, -10584064, 0, -149418048, -43389744, 0, 264398018, -144188928, 0, -85327872, -169021728, 0, -385399872, -158670336, 0, -41116608, 60090576, 0, -48405583, 45190168, 0, 183960512, -224394768, 0, -317907359, -48547840, 0, 147029376, 27266400, 0, 214896960, -28292704, 0, 16777216, -26877648, 0, 146632633, -283126272, 0, 240804096, -403707984, 0, 33471360, -57935864, 0, 96070208, 344676744, 0, 341243201, 65175552, 0, 58986048, 71494680, 0, -54161902, 474017576, 0, -51597312, -5497152, 0, -558772960, 302920704, 0, 421967040, 202544256, 0, -157146929, -415973376, 0, -5447104, -12473688, 0, -773517888, -232433152, 0, 186105984, -819092472, 0, -13718456, 465967736, 0, 91836416, 896807496, 0, -18034288, 76899840, 0, -236670720, 594654072, 0, 373870763, 234861008, 0, -75572416, 589363248, 0, 619960320, 81788928, 0, -149272512, 356762952, 0, -272506201, 280157096, 0, -321060864, -398987688, 0, -1156574125, -71457792, 0, 483638208, 468342264, 0, 578818157, -1106364192, 0, 317730816, 352730400, 0, -498310511, 21745664, 0, -514784256, 324999888, 0, 250765379, -49661896, 0, -121896960, -1040745552, 0, 1476738432, 599560704, 0, -84689280, -1024114824, 0, -391170498, -513262024, 0, -293108288, -26554632, 0, 999933119, 236617728, 0, -1133111616, 34651440, 0, 192580907, -473541120, 0, 632451072, -2363015424, 0, 1915120433, 447702528, 0, -1250662848, -1511098752, 0, 374886720, 282607304, 0, -130559680, 737167800, 0, 919204416, 368237568, 0, 850450752, -368415528, 0, -855916234, -127702456, 0, 78721024, 238952976, 0, -1344452780, -976478208, 0, -430639104, 1688772120, 0, -953539231, -1565171712, 0, -1231574080, -800789352, 0, -348356736, 464617472, 0, -667248960, 544668072, 0, -661270411, 212623880, 0, -54927360, 305812728, 0, 928425709, 822855168, 0, 106010112, 210789288, 0, -1728880414, -245014880, 0, -658146688, 1295216328, 0, 139429340, -594247680, 0, 1804929984, 1401206160, 0, 2922858432, 1369781792, 0, 84672512, -17841960, 0, 2332707840, 1195344384, 0, 347117952, -1428902904, 0, -1744131898, -2115184144, 0, 1153511424, 1359911496, 0, -1977586933, 682622976, 0, 1352173824, 3468515112, 0, 484854331, 3083198976, 0, 1269362688, -157995840, 0, 430909199, 328932864, 0, -480724608, 2180416368, 0, -6436854809, 387244664, 0, -361521344, -636478440, 0, 3007445051, -1471684096, 0, 1795158144, -2629698024, 0, 2651830272, 2543258872, 0, 388382720, 1528802928, 0, -276989728, -1176235008, 0, -218131200, -4592164248, 0, -4760331264, -1719175680, 0, 226341632, 3254659224, 0, -27490853, -134217728, 0, 215021184, -6003923640, 0, -4595152320, -1173061064, 0, 2265010176, 5573062872, 0, 2337830489, -1926432768, 0, 3229663872, 1508775840, 0, -67683623, -267770880, 0, 463486912, -8891253888, 0, 4011418944, -768561664, 0, -2757413952, -2675476080, 0, -5608738555, -2729945608, 0, -521404416, -3208465104, 0, -4510331245, -471888384, 0, -571957440, 3736594176, 0, -381404537, 433295216, 0, -3792140608, 330014664, 0, 602210488, 412778496, 0, 43977216, 2575722048, 0, 5827303872, 4470183680, 0, -2423365632, -2228913240, 0, 2834326733, -3375736320, 0, -1620354048, 1110243192, 0, 12442691, 1257175432, 0, 3327787008, -360638544, 0, 399081600, 43576832, 0, 99789504, -8614098888, 0, 2125959220, 6188143104, 0, 1859465216, -4554897552, 0, 1603547712, -1488847872, 0, 6552739776, 657166848, 0, 8394063146, 109747648, 0, -3727741888, -1762416552, 0, -1049525005, -734691328, 0, -7174459968, 17514694824, 0, 4228475231, 144274304, 0, -615198720, 4854598872, 0, 2322746909, 1893365760, 0, -4757232576, 3025907928, 0, -7235630039, -2990966104, 0, -1878888064, 7223586552, 0, 5849871401, 604579328, 0, -4714905984, 1103415456, 0, 10197735306, -4959682560, 0, -654311424, 9817186800, 0, -4730439352, 1194180096, 0, -2854103616, -4289993280, 0, -9222713280, 2180049608, 0, -2241256768, -13210755888, 0, -9391359744, 2568486912, 0, 3191901504, 5605467600, 0, -1770703681, 9252593000, 0, 571662336, 2259498696, 0, 9627383808, -3869105664, 0, -3746738112, 10692704760, 0, -736035661, -4630545256, 0, 8850913536, 6225615768, 0, -658918385, -2541846528, 0, -2821843200, -6780884832, 0, -2300455872, 3986484088, 0, -173965312, -1521123120, 0, -4149967528, 4118274048, 0, -2599999104, -18486685464, 0, 9977969664, -2006123032, 0, 397295168, -16121029176, 0, 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7811825664, -10787922288, 0, -24159155416, 3445112832, 0, -13510176960, -10926126744, 0, -952264712, 7628313848, 0, 12521373696, 27188198616, 0, 7453415417, 9852592640, 0, 6406314816, 7488708264, 0, 5239945145, 2786853888, 0, -3716939776, -11444133168, 0, -18861890112, 5337991680, 0, -4357344576, -4929008784, 0, 10524346027, 5290163288, 0, -1700991040, 43148203488, 0, -1824553033, 439418880, 0, -2446501824, 26224996728, 0, 31769048123, -7427405672, 0, -6582841344, -24008274672, 0, 28997908223, -848080896, 0, -1686314304, 9495092232, 0, 20076585984, 13831043312, 0, 1960119040, -4392646680, 0, -21284054363, 5265173504, 0, -10361730624, -5936311056, 0, 17936636963, -1115434720, 0, 4753981440, 583457688, 0, 36003099683, -14439439872, 0, -11209649280, 16530069552, 0, 1142317924, -23382867456, 0, -10958254336, -27695674776, 0, 3302881920, -677380096, 0, 142735680, 15802321920, 0, 1707039360, -18661662720, 0, -9562755072, 20017218936, 0, -32007972511, -2776943616, 0, 11431223232, 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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], [-8], [0], [64], [312], [0], [323], [-512], [0], [-2496], [3720], [0], [-14179], [-2584], [0], [4096], [15912], [0], [22421], [19968], [0], [-29760], [57768], [0], [19219], [113432], [0], [20672], [166656], [0], [94820], [-32768], [0], [-127296], [100776], [0], [453971], [-179368], [0], [-159744], [627072], [0], [-42472], [238080], [0], [-462144], [-1235256], [0], [-719214], [-153752], [0], [-907456], [107280], [0], [1160640], [-165376], [0], [-1333248], [-2479224], [0], [2874383], [-758560], [0], [262144], [-4423848], [0], [1501097], [1018368], [0], [-806208], [4733136], [0], [-85111], [-3631768], [0], [1434944], [1201560], [0], [-1180819], [1277952], [0], [-5016576], [-1116528], [0], [4964544], [339776], [0], [-1904640], [9368136], [0], [-4579817], [3697152], [0], [9882048], [6995352], [0], [-2039995], [5753712], [0], [1230016]], 'ap': [[-8], [0], [312], [323], [3720], [-14179], [15912], [22421], [57768], [166656], [94820], [453971], [627072], [-42472], [-1235256], [107280], [-2479224], [2874383], [1501097], [4733136], [-85111], [-1180819], [-1116528], [9368136], [-2039995], [-15257472], [-19243345], [12857112], [-10283542], [18677256], [3536588], [-30100512], [-7373256], [-59252197], [-23263248], [-58245967], [-29357626], [-35019637], [-60454776], [64348032], [10586160], [64157753], [156332856], [-35325913], [-106306344], [15962807], [-26577985], [-171222724], [-43389744], [264398018], [-169021728], [60090576], [-48405583], [27266400], [-26877648], [-403707984], [344676744], [341243201], [-54161902], [-5497152], [-558772960], [-12473688], [-18034288], [594654072], [373870763], [589363248], [-1156574125], [578818157], [324999888], [250765379], [-1040745552], [-1024114824], [999933119], [192580907], [1915120433], [-1511098752], [737167800], [-855916234], [238952976], [-953539231], [544668072], [-661270411], [210789288], [-1728880414], [139429340], [1401206160], [-17841960], [-1744131898], [1359911496], [-1977586933], [3468515112], [2180416368], [3007445051], [-2629698024], [-276989728], [-4592164248], [3254659224], [5573062872], [2337830489], [-5608738555], [-4510331245], [330014664], [2575722048], [-2228913240], [2834326733], [12442691], [-8614098888], [-4554897552], [657166848], [8394063146], [-1049525005], [4228475231], [4854598872], [2322746909], [5849871401], [9817186800], [-4730439352], [-4289993280], [-13210755888], [5605467600], [-1770703681], [-736035661], [6225615768], [-6780884832], [-4149967528], [-16121029176], [11328838829], [-8977594320], [-19804926700], [18860469242], [-13839673840], [-18088369752], [-2220265867], [22188333701], [3038212968], [-18240904273], [-12065907024], [12679939661], [4864513632], [-10787922288], [-24159155416], [27188198616], [7453415417], [7488708264], [5239945145], [-4929008784], [31769048123], [-24008274672], [28997908223], [9495092232], [17936636963], [583457688], [36003099683], [16530069552], [-32007972511], [-12349415904], [-19718087308], [-28650462576], [-485335285], [2900154984], [-1386583944], [-14592028248], [3509607029], [-11907559656], [12787172592], [-27552163848], [1903121183], [-15230136610]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199388958774, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '54.8.a.c', 'level': 54, 'maxp': 997, 'weight': 8}
• 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': [3, 2, 2, 3], 'Nk2': 3456, 'analytic_conductor': 16.868791376142575, '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': [54, 1, [29], [1]], 'conrey_index': 1, 'cusp_dim': 57, 'dim': 10, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217782, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2], 'label': '54.8.a', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 69, 'mf_new_dim': 10, 'num_forms': 8, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 72, 'trace_bound': 5, 'trace_display': [0, 0, 0, 1286], 'traces': [10, 0, 0, 640, 0, 0, 1286, 0, 0, -5520, 0, 0, -364, 0, 0, 40960, 0, 0, 54596, 0, 0, -29328, 0, 0, 425956, 0, 0, 82304, 0, 0, -177862, 0, 0, 437760, 0, 0, 167168, 0, 0, -353280, 0, 0, 2476700, 0, 0, -165792, 0, 0, -4252812, 0, 0, -23296, 0, 0, -4308642, 0, 0, -2220576, 0, 0, 2459492, 0, 0, 2621440, 0, 0, 572396, 0, 0, -7327248, 0, 0, -6387622, 0, 0, 3494144, 0, 0, -16185592, 0, 0, 6124704, 0, 0, 29668896, 0, 0, -1876992, 0, 0, 21481240, 0, 0, 5282976, 0, 0, 4243166, 0, 0, 27261184, 0, 0, 17242016, 0, 0, -58134960, 0, 0, -65876092, 0, 0, 5267456, 0, 0, 83495916, 0, 0, 83082048, 0, 0, 17835784, 0, 0, -11383168, 0, 0, -121006078, 0, 0, -75809472, 0, 0, 82821688, 0, 0, 28016640, 0, 0, -178703176, 0, 0, -135728640, 0, 0, -87361236, 0, 0, 10698752, 0, 0, 167006762, 0, 0, 185790192, 0, 0, -76638496, 0, 0, -22609920, 0, 0, -216927880, 0, 0, -134047248, 0, 0, 289283682, 0, 0, 158508800, 0, 0, 421795616, 0, 0, -249664032, 0, 0, -350004868, 0, 0, -10610688, 0, 0, 101144160, 0, 0, 523498656, 0, 0, -64405030, 0, 0, -272179968, 0, 0, 89748074, 0, 0, 350692752, 0, 0, 195444612, 0, 0, -1490944, 0, 0, 284705060, 0, 0, -444929616, 0, 0, 104061010, 0, 0, -275753088, 0, 0, -372719872, 0, 0, 416561568, 0, 0, 1027686092, 0, 0, -142116864, 0, 0, -1284288300, 0, 0, -62334720, 0, 0, -962650648, 0, 0, 157407488, 0, 0, -1494299672, 0, 0, -167351280, 0, 0, -34775172, 0, 0, 167772160, 0, 0, 1926511468, 0, 0, -503507280, 0, 0, -456003054, 0, 0, 36633344, 0, 0, 1780343894, 0, 0, -600948384, 0, 0, 91513592, 0, 0, -468943872, 0, 0, -230904436, 0, 0, 2612106816, 0, 0, -2198121578, 0, 0, -408807808, 0, 0, -1688586552, 0, 0, -1082509968, 0, 0, -762300116, 0, 0, 223625216, 0, 0, 3955952576, 0, 0, 1375971024, 0, 0, 3856682186, 0, 0, -1035877888, 0, 0, -269316324, 0, 0, -239692704, 0, 0, 2461011428, 0, 0, 391981056, 0, 0, -2915871940, 0, 0, -496111008, 0, 0, 3879191552, 0, 0, 1898809344, 0, 0, -1981808222, 0, 0, -330668880, 0, 0, -8141419288, 0, 0, -120127488, 0, 0, -4258240416, 0, 0, 1293307344, 0, 0, 3347351886, 0, 0, 1374799360, 0, 0, 2322882458, 0, 0, -7984038048, 0, 0, 2104490372, 0, 0, 338110464, 0, 0, 6680295128, 0, 0, -346224192, 0, 0, -7547300298, 0, 0, 271562624, 0, 0, 3285565632, 0, 0, 3189327696, 0, 0, -6174170800, 0, 0, 1744715776, 0, 0, -8955443000, 0, 0, -1853055264, 0, 0, -3251697106, 0, 0, 1103489024, 0, 0, 7032040398, 0, 0, 1266580896, 0, 0, 7820266796, 0, 0, -3720637440, 0, 0, -6587718992, 0, 0, 1156251360, 0, 0, 866318294, 0, 0, -4216069888, 0, 0, 4572357722, 0, 0, 3351260160, 0, 0, 15362678700, 0, 0, 337117184, 0, 0, 755534484, 0, 0, -658047552, 0, 0, 2496773186, 0, 0, 5343738624, 0, 0, -21069352498, 0, 0, 677738016, 0, 0, -5462201840, 0, 0, 5317251072, 0, 0, 14090315840, 0, 0, -2611031520, 0, 0, 4350662668, 0, 0, 1141490176, 0, 0, 8462998136, 0, 0, -4263758496, 0, 0, -512395200, 0, 0, -728522752, 0, 0, 4367989580, 0, 0, -1705420800, 0, 0, -17269214886, 0, 0, -7744388992, 0, 0, 2744292598, 0, 0, 4238985408, 0, 0, -2374139772, 0, 0, -4851806208, 0, 0, -3694845616, 0, 0, 7778638560, 0, 0, -795387182, 0, 0, 5300588032, 0, 0, -7048867482, 0, 0, -13945509792, 0, 0, -15208392220, 0, 0, 1793064960, 0, 0, -712098208, 0, 0, 26345834688, 0, 0, 17082407692, 0, 0, -11437003264, 0, 0, 1009477552, 0, 0, -10827309696, 0, 0, -15100796700, 0, 0, -8686632960, 0, 0, -1889318632, 0, 0, -9735284832, 0, 0, -12537104128, 0, 0, -5591119104, 0, 0, -5224685382, 0, 0, 12435450144, 0, 0, 39404199052, 0, 0, 684720128, 0, 0, 1400897376, 0, 0, 15092386176, 0, 0, 19987977482, 0, 0, 10688432768, 0, 0, -29590684312, 0, 0, -22048992384, 0, 0, -17456092504, 0, 0, 11890572288, 0, 0, 18384950024, 0, 0, 14389867104, 0, 0, 31117490134, 0, 0, -4904863744, 0, 0, 10445480534, 0, 0, -5810805744, 0, 0, 23292109176, 0, 0, -1447034880, 0, 0, -30102717064, 0, 0, 11630806272, 0, 0, -51496959960, 0, 0, -13883384320, 0, 0, 25660132326, 0, 0, 17761803936, 0, 0, -8054740984, 0, 0, -8579023872, 0, 0, 69126517656, 0, 0, -29278654368, 0, 0, -1546092694, 0, 0, 18514155648, 0, 0, 2937531034, 0, 0, 3824034000, 0, 0, -62550529380, 0, 0, 10144563200, 0, 0, 23814601496, 0, 0, -19512555888, 0, 0, 36446431680, 0, 0, 26994919424, 0, 0, 3248551264, 0, 0, 28887682656, 0, 0, -6855674140, 0, 0, -15978498048, 0, 0, -139435356600, 0, 0, -26623641888, 0, 0, 23575044460, 0, 0, -22400311552, 0, 0, -13096737154, 0, 0, -44078549136, 0, 0, 48294863348, 0, 0, -679084032, 0, 0, -25052417152, 0, 0, -13846511664, 0, 0, -67026275514, 0, 0, 6473226240, 0, 0, 29995453994, 0, 0, 69622247040, 0, 0, 34427048888, 0, 0, 33503913984, 0, 0, -15782044772, 0, 0, -14096959104, 0, 0, 7739951234, 0, 0, -4121921920, 0, 0, 126040580696, 0, 0, -24925753104, 0, 0, 6731246880, 0, 0, -17419517952, 0, 0, -20012798992, 0, 0, -4719322752, 0, 0, -116442620852, 0, 0, 5743876736, 0, 0, -71431174080, 0, 0, -15662745408, 0, 0, 60160650012, 0, 0, 22444336128, 0, 0, 47680454324, 0, 0, 62661358176, 0, 0, -8916770360, 0, 0, 12508455168, 0, 0, -59545263766, 0, 0, -38213444544, 0, 0, 84805012424, 0, 0, -95420416, 0, 0, 23847376140, 0, 0, -86722951872, 0, 0, 104108881606, 0, 0, 18221123840, 0, 0, 23467651868, 0, 0, 36280005120, 0, 0, -97740853480, 0, 0, -28475495424, 0, 0, 124262688992, 0, 0, 131246274528, 0, 0, 80301419406, 0, 0, 6659904640, 0, 0, -44596168904, 0, 0, -552818112, 0, 0, -138647172928, 0, 0, -17648197632, 0, 0, 109280238212, 0, 0, -85462744128, 0, 0, -53528052134, 0, 0, -23854071808, 0, 0, -95198171670, 0, 0, 57169713888, 0, 0, -84167395488, 0, 0, 26659940352, 0, 0, 6437760884, 0, 0, -78662318016, 0, 0, 21341821014, 0, 0, 65771909888, 0, 0, -69567139366, 0, 0, 44889973104, 0, 0, 75301396604, 0, 0, -9095479296, 0, 0, -147612096552, 0, 0, -99574583184, 0, 0, 132879097694, 0, 0, -82194451200, 0, 0, 19640162376, 0, 0, -24623570208, 0, 0, 61265996740, 0, 0, -3989422080, 0, 0, -71359331976, 0, 0, 18083335584, 0, 0, 76822944096, 0, 0, -61609641472, 0, 0, -74509224538, 0, 0, 149160177552, 0, 0, -201113908556, 0, 0, 10074079232, 0, 0, 38010329244, 0, 0, 190261752144, 0, 0, -31260171726, 0, 0, -95635179008, 0, 0, 164355857174, 0, 0, -83430890496, 0, 0, -76178662192, 0, 0, -10710481920], '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: 45714
    {'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': '54.8.a.c', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '54.8.a.c', 'target_level': 54, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 45715
    {'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': '54.8.a.c', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '54.8.a.d', 'target_level': 54, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 45716
    {'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': '54.8.a.c', 'source_level': 54, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '162.8.c.f', 'target_level': 162, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 45717
    {'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': '54.8.a.c', 'source_level': 54, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '162.8.c.g', 'target_level': 162, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 45718
    {'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': '54.8.a.c', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '432.8.a.a', 'target_level': 432, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 45719
    {'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': '54.8.a.c', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '432.8.a.h', 'target_level': 432, 'twist_class_label': '54.8.a.c', 'twist_class_level': 54, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 180925
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 2}
  • id: 180926
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 3}
  • id: 180927
    {'charpoly_factorization': [[[-312, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 5}
  • id: 180928
    {'charpoly_factorization': [[[-323, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 7}
  • id: 180929
    {'charpoly_factorization': [[[-3720, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 11}
  • id: 180930
    {'charpoly_factorization': [[[14179, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 13}
  • id: 180931
    {'charpoly_factorization': [[[-15912, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 17}
  • id: 180932
    {'charpoly_factorization': [[[-22421, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 19}
  • id: 180933
    {'charpoly_factorization': [[[-57768, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 23}
  • id: 180934
    {'charpoly_factorization': [[[-166656, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 29}
  • id: 180935
    {'charpoly_factorization': [[[-94820, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 31}
  • id: 180936
    {'charpoly_factorization': [[[-453971, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 37}
  • id: 180937
    {'charpoly_factorization': [[[-627072, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 41}
  • id: 180938
    {'charpoly_factorization': [[[42472, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 43}
  • id: 180939
    {'charpoly_factorization': [[[1235256, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 47}
  • id: 180940
    {'charpoly_factorization': [[[-107280, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 53}
  • id: 180941
    {'charpoly_factorization': [[[2479224, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 59}
  • id: 180942
    {'charpoly_factorization': [[[-2874383, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 61}
  • id: 180943
    {'charpoly_factorization': [[[-1501097, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 67}
  • id: 180944
    {'charpoly_factorization': [[[-4733136, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 71}
  • id: 180945
    {'charpoly_factorization': [[[85111, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 73}
  • id: 180946
    {'charpoly_factorization': [[[1180819, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 79}
  • id: 180947
    {'charpoly_factorization': [[[1116528, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 83}
  • id: 180948
    {'charpoly_factorization': [[[-9368136, 1], 1]], 'hecke_orbit_code': 9007199388958774, 'p': 89}
  • id: 180949
    {'charpoly_factorization': [[[2039995, 1], 1]], 'hecke_orbit_code': 9007199388958774, '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': '54.8.a.c', 'level': 54, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29065483
    {'hecke_orbit_code': 9007199388958774, 'n': 1, 'trace_an': 1}
  • id: 29065484
    {'hecke_orbit_code': 9007199388958774, 'n': 2, 'trace_an': -8}
  • id: 29065485
    {'hecke_orbit_code': 9007199388958774, 'n': 3, 'trace_an': 0}
  • id: 29065486
    {'hecke_orbit_code': 9007199388958774, 'n': 4, 'trace_an': 64}
  • id: 29065487
    {'hecke_orbit_code': 9007199388958774, 'n': 5, 'trace_an': 312}
  • id: 29065488
    {'hecke_orbit_code': 9007199388958774, 'n': 6, 'trace_an': 0}
  • id: 29065489
    {'hecke_orbit_code': 9007199388958774, 'n': 7, 'trace_an': 323}
  • id: 29065490
    {'hecke_orbit_code': 9007199388958774, 'n': 8, 'trace_an': -512}
  • id: 29065491
    {'hecke_orbit_code': 9007199388958774, 'n': 9, 'trace_an': 0}
  • id: 29065492
    {'hecke_orbit_code': 9007199388958774, 'n': 10, 'trace_an': -2496}
  • id: 29065493
    {'hecke_orbit_code': 9007199388958774, 'n': 11, 'trace_an': 3720}
  • id: 29065494
    {'hecke_orbit_code': 9007199388958774, 'n': 12, 'trace_an': 0}
  • id: 29065495
    {'hecke_orbit_code': 9007199388958774, 'n': 13, 'trace_an': -14179}
  • id: 29065496
    {'hecke_orbit_code': 9007199388958774, 'n': 14, 'trace_an': -2584}
  • id: 29065497
    {'hecke_orbit_code': 9007199388958774, 'n': 15, 'trace_an': 0}
  • id: 29065498
    {'hecke_orbit_code': 9007199388958774, 'n': 16, 'trace_an': 4096}
  • id: 29065499
    {'hecke_orbit_code': 9007199388958774, 'n': 17, 'trace_an': 15912}
  • id: 29065500
    {'hecke_orbit_code': 9007199388958774, 'n': 18, 'trace_an': 0}
  • id: 29065501
    {'hecke_orbit_code': 9007199388958774, 'n': 19, 'trace_an': 22421}
  • id: 29065502
    {'hecke_orbit_code': 9007199388958774, 'n': 20, 'trace_an': 19968}
  • id: 29065503
    {'hecke_orbit_code': 9007199388958774, 'n': 21, 'trace_an': 0}
  • id: 29065504
    {'hecke_orbit_code': 9007199388958774, 'n': 22, 'trace_an': -29760}
  • id: 29065505
    {'hecke_orbit_code': 9007199388958774, 'n': 23, 'trace_an': 57768}
  • id: 29065506
    {'hecke_orbit_code': 9007199388958774, 'n': 24, 'trace_an': 0}
  • id: 29065507
    {'hecke_orbit_code': 9007199388958774, 'n': 25, 'trace_an': 19219}
  • id: 29065508
    {'hecke_orbit_code': 9007199388958774, 'n': 26, 'trace_an': 113432}
  • id: 29065509
    {'hecke_orbit_code': 9007199388958774, 'n': 27, 'trace_an': 0}
  • id: 29065510
    {'hecke_orbit_code': 9007199388958774, 'n': 28, 'trace_an': 20672}
  • id: 29065511
    {'hecke_orbit_code': 9007199388958774, 'n': 29, 'trace_an': 166656}
  • id: 29065512
    {'hecke_orbit_code': 9007199388958774, 'n': 30, 'trace_an': 0}
  • id: 29065513
    {'hecke_orbit_code': 9007199388958774, 'n': 31, 'trace_an': 94820}
  • id: 29065514
    {'hecke_orbit_code': 9007199388958774, 'n': 32, 'trace_an': -32768}
  • id: 29065515
    {'hecke_orbit_code': 9007199388958774, 'n': 33, 'trace_an': 0}
  • id: 29065516
    {'hecke_orbit_code': 9007199388958774, 'n': 34, 'trace_an': -127296}
  • id: 29065517
    {'hecke_orbit_code': 9007199388958774, 'n': 35, 'trace_an': 100776}
  • id: 29065518
    {'hecke_orbit_code': 9007199388958774, 'n': 36, 'trace_an': 0}
  • id: 29065519
    {'hecke_orbit_code': 9007199388958774, 'n': 37, 'trace_an': 453971}
  • id: 29065520
    {'hecke_orbit_code': 9007199388958774, 'n': 38, 'trace_an': -179368}
  • id: 29065521
    {'hecke_orbit_code': 9007199388958774, 'n': 39, 'trace_an': 0}
  • id: 29065522
    {'hecke_orbit_code': 9007199388958774, 'n': 40, 'trace_an': -159744}
  • id: 29065523
    {'hecke_orbit_code': 9007199388958774, 'n': 41, 'trace_an': 627072}
  • id: 29065524
    {'hecke_orbit_code': 9007199388958774, 'n': 42, 'trace_an': 0}
  • id: 29065525
    {'hecke_orbit_code': 9007199388958774, 'n': 43, 'trace_an': -42472}
  • id: 29065526
    {'hecke_orbit_code': 9007199388958774, 'n': 44, 'trace_an': 238080}
  • id: 29065527
    {'hecke_orbit_code': 9007199388958774, 'n': 45, 'trace_an': 0}
  • id: 29065528
    {'hecke_orbit_code': 9007199388958774, 'n': 46, 'trace_an': -462144}
  • id: 29065529
    {'hecke_orbit_code': 9007199388958774, 'n': 47, 'trace_an': -1235256}
  • id: 29065530
    {'hecke_orbit_code': 9007199388958774, 'n': 48, 'trace_an': 0}
  • id: 29065531
    {'hecke_orbit_code': 9007199388958774, 'n': 49, 'trace_an': -719214}
  • id: 29065532
    {'hecke_orbit_code': 9007199388958774, 'n': 50, 'trace_an': -153752}
  • id: 29065533
    {'hecke_orbit_code': 9007199388958774, 'n': 51, 'trace_an': 0}
  • id: 29065534
    {'hecke_orbit_code': 9007199388958774, 'n': 52, 'trace_an': -907456}
  • id: 29065535
    {'hecke_orbit_code': 9007199388958774, 'n': 53, 'trace_an': 107280}
  • id: 29065536
    {'hecke_orbit_code': 9007199388958774, 'n': 54, 'trace_an': 0}
  • id: 29065537
    {'hecke_orbit_code': 9007199388958774, 'n': 55, 'trace_an': 1160640}
  • id: 29065538
    {'hecke_orbit_code': 9007199388958774, 'n': 56, 'trace_an': -165376}
  • id: 29065539
    {'hecke_orbit_code': 9007199388958774, 'n': 57, 'trace_an': 0}
  • id: 29065540
    {'hecke_orbit_code': 9007199388958774, 'n': 58, 'trace_an': -1333248}
  • id: 29065541
    {'hecke_orbit_code': 9007199388958774, 'n': 59, 'trace_an': -2479224}
  • id: 29065542
    {'hecke_orbit_code': 9007199388958774, 'n': 60, 'trace_an': 0}
  • id: 29065543
    {'hecke_orbit_code': 9007199388958774, 'n': 61, 'trace_an': 2874383}
  • id: 29065544
    {'hecke_orbit_code': 9007199388958774, 'n': 62, 'trace_an': -758560}
  • id: 29065545
    {'hecke_orbit_code': 9007199388958774, 'n': 63, 'trace_an': 0}
  • id: 29065546
    {'hecke_orbit_code': 9007199388958774, 'n': 64, 'trace_an': 262144}
  • id: 29065547
    {'hecke_orbit_code': 9007199388958774, 'n': 65, 'trace_an': -4423848}
  • id: 29065548
    {'hecke_orbit_code': 9007199388958774, 'n': 66, 'trace_an': 0}
  • id: 29065549
    {'hecke_orbit_code': 9007199388958774, 'n': 67, 'trace_an': 1501097}
  • id: 29065550
    {'hecke_orbit_code': 9007199388958774, 'n': 68, 'trace_an': 1018368}
  • id: 29065551
    {'hecke_orbit_code': 9007199388958774, 'n': 69, 'trace_an': 0}
  • id: 29065552
    {'hecke_orbit_code': 9007199388958774, 'n': 70, 'trace_an': -806208}
  • id: 29065553
    {'hecke_orbit_code': 9007199388958774, 'n': 71, 'trace_an': 4733136}
  • id: 29065554
    {'hecke_orbit_code': 9007199388958774, 'n': 72, 'trace_an': 0}
  • id: 29065555
    {'hecke_orbit_code': 9007199388958774, 'n': 73, 'trace_an': -85111}
  • id: 29065556
    {'hecke_orbit_code': 9007199388958774, 'n': 74, 'trace_an': -3631768}
  • id: 29065557
    {'hecke_orbit_code': 9007199388958774, 'n': 75, 'trace_an': 0}
  • id: 29065558
    {'hecke_orbit_code': 9007199388958774, 'n': 76, 'trace_an': 1434944}
  • id: 29065559
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