Embedded newform data - 40.8.a.d.1.2

Formats: - HTML - YAML - JSON - 2025-09-12T20:52:20.121418

• 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': 2560, 'analytic_conductor': 12.49540101936487, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [40, 1, [31, 21, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 601, 'field_disc_factorization': [[601, 1]], 'field_poly': [-150, -1, 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': [[3, [-960, -76, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329256, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '40.8.a.d', 'level': 40, '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, 5], 'level_radical': 10, 'minimal_twist': '40.8.a.d', 'nf_label': '2.2.601.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(38-\\beta )q^{3}+5^{3}q^{5}+(398-7\\beta )q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '40.8.a', 'trace_display': [0, 76, 250, 796], 'trace_hash': 699397066825503025, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.943', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.125', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.638', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.455', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.392', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 76, 0, 250, 0, 796, 0, 3322, 0, -560, 0, 4476, 0, 9500, 0, 29524, 0, 19560, 0, 63904, 0, 129796, 0, 31250, 0, 325432, 0, -211060, 0, 165352, 0, -588624, 0, 99500, 0, -292100, 0, -464568, 0, -851324, 0, -197812, 0, 415250, 0, -34164, 0, -1094686, 0, 1487320, 0, -876404, 0, -70000, 0, -2968496, 0, -2088504, 0, 1409708, 0, 3880012, 0, 559500, 0, -2882076, 0, 8860384, 0, 9819448, 0, -189404, 0, 1187500, 0, -4194288, 0, -2028496, 0, 16457698, 0, -1393332, 0, 3690500, 0, -17751672, 0, 5688820, 0, -2661144, 0, -1322880, 0, 2445000, 0, -20045996, 0, -44048304, 0, 14851132, 0, -12245516, 0, 7988000, 0, -4836700, 0, -23329108, 0, 21479208, 0, 10420932, 0, 16224500, 0, -40799220, 0, 14308408, 0, 28129050, 0, -51255368, 0, 3906250, 0, 57927564, 0, -30109648, 0, 51478800, 0, -18197552, 0, 40679000, 0, -18645644, 0, -16808216, 0, 5889728, 0, 73636128, 0, -26382500, 0, -14807892, 0, 72860572, 0, 64641016, 0, 76810372, 0, 20669000, 0, -61900532, 0, 23719528, 0, 79155760, 0, -73933476, 0, -73578000, 0, 127913580, 0, -31705154, 0, -249605816, 0, 72880876, 0, 12437500, 0, -280491408, 0, -35875336, 0, -185287748, 0, -84363000, 0, -36512500, 0, -51384864, 0, 209017408, 0, 6488888, 0, -86813900, 0, -58071000, 0, 177717740, 0, -114433680, 0, -81214192, 0, -152121624, 0, -106415500, 0, 514129492, 0, 432512768, 0, -255702960, 0, 385726368, 0, -24726500, 0, 12566304, 0, -452937416, 0, 17840856, 0, 1120676, 0, 51906250, 0, 519151588, 0, 289345052, 0, -394609536, 0, 114069060, 0, -4270500, 0, 284497984, 0, -203731824, 0, -43076940, 0, 328410820, 0, -136835750, 0, 533729712, 0, 274809936, 0, 16597488, 0, -499862928, 0, 185915000, 0, -42611740, 0, 111797256, 0, -1090156452, 0, -30336156, 0, -109550500, 0, 242369144, 0, 219458892, 0, 302558168, 0, -278394432, 0, -8750000, 0, -721260004, 0, -303425784, 0, 324626628, 0, -312564, 0, -371062000, 0, -471162344, 0, -357073050, 0, -176998888, 0, -22697124, 0, -261063000, 0, -1431187488, 0, -228030504, 0, -236878720, 0, -217822424, 0, 176213500, 0, 489646020, 0, -262984928, 0, 324009896, 0, 457568372, 0, 485001500, 0, 371510748, 0, 1207401056, 0, 1809962800, 0, 6649744, 0, 69937500, 0, -1561741624, 0, 36718448, 0, 1758098016, 0, 1990826508, 0, -360259500, 0, -611636220, 0, 1052691288, 0, 851239648, 0, -903694024, 0, 1107548000, 0, -776524668, 0, 5099628, 0, -770740656, 0, -911977244, 0, 1227431000, 0, 1185981760, 0, -1897400848, 0, 1269044394, 0, 1386616540, 0, -23675500, 0, -1014737860, 0, -2850833420, 0, 50351368, 0, -1719334884, 0, 148437500, 0, 812191464, 0, 1158844760, 0, 2730353408, 0, -3603024220, 0, -524286000, 0, -2045617924, 0, -2033208996, 0, 2214586888, 0, 1606970128, 0, -253562000, 0, 1790928124, 0, -1839638144, 0, -794483356, 0, 1374083568, 0, 2057212250, 0, -3762534944, 0, -1662989244, 0, -937318344, 0, -2239122384, 0, -174166500, 0, 736798896, 0, -1255992328, 0, -3467786116, 0, 489538556, 0, 461312500, 0, -404459544, 0, 1706160672, 0, -86550664, 0, -3229185164, 0, -2218959000, 0, -1763116112, 0, 5092646672, 0, 217779930, 0, 3513603484, 0, 711102500, 0, 1892453352, 0, -678220204, 0, 2469167328, 0, 637097952, 0, -332643000, 0, 2486299572, 0, 5667120880, 0, -2122193556, 0, 2711777508, 0, -165360000, 0, -2197723180, 0, -948933376, 0, 3601506952, 0, 2721336816, 0, 305625000, 0, 2878031836, 0, 2940756752, 0, -4954148856, 0, 6755524096, 0, -2505749500, 0, 5032455244, 0, 2690750096, 0, -3305132848, 0, -3855253512, 0, -5506038000, 0, 3996251712, 0, 550550952, 0, 115157536, 0, 587873332, 0, 1856391500, 0, -4045516108, 0, -1228652692, 0, -3195563240, 0, -5584489952, 0, -1530689500, 0, -838613360, 0, -1586997816, 0, -1112016140, 0, -1785210004, 0, 998500000, 0, 1862850768, 0, 4823137026, 0, -18754752600, 0, 590204280, 0, -604587500, 0, 9957769424, 0, -2854728688, 0, -1595837044, 0, -7712746648, 0, -2916138500, 0, -4709776892, 0, -8141299716, 0, 5448467824, 0, 1723724416, 0, 2684901000, 0, 9446347372, 0, 2539545288, 0, -10430071200, 0, 1338169292, 0, 1302616500, 0, 9453330364, 0, 1763144260, 0, -7490517536, 0, 5932816640, 0, 2028062500, 0, 1179516228, 0, -7765540968, 0, 1739749728, 0, -6483306720, 0, -5099902500, 0, -844465100, 0, 7489172192, 0, 9242914216, 0, 10006120996, 0, 1788551000, 0, -9799136352, 0, 5220839424, 0, -4728496892, 0, -2635971340, 0, 3516131250, 0, 408407596, 0, -13205433408, 0, -1025269752, 0, 280379724, 0, -6406921000, 0, 10120520132, 0, -522755240, 0, 30398143168, 0, 2447508248, 0, 488281250, 0, 11926158144, 0, -1835975592, 0, 4896141816, 0, -1446192816, 0, 7240945500, 0, -5986210500, 0, 17266741272, 0, 332035092, 0, -4227259460, 0, -3763706000, 0, 3289214988, 0, 24317915328, 0, 232773120, 0, 17781799516, 0, 6434850000, 0, -34190844908, 0, -11500089032, 0, -9507890948, 0, -7873056240, 0, -2274694000, 0, -21647919144, 0, -4645959552, 0, 15881246432, 0, -13278100044, 0, 5084875000, 0, 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-4564062500, 0, -4961606396, 0, -22700741484, 0, -31388044952, 0, 56383956064, 0, -6423108000, 0, 8682842084, 0, 94244324344, 0, -20852664180, 0, -70694655704, 0, 26127176000, 0, 7894981444, 0, 58413802296, 0, 37311104264, 0, -12350026540, 0, 811111000, 0, 108477842208, 0, -9022453416, 0, -29321489278, 0, 143491803700, 0, -10851737500, 0, 37909694588, 0, -50966856800, 0, 12625328704, 0, 2938907760, 0, -7258875000, 0, 33664933908, 0, -4683759712, 0, -90067547908, 0, -6893534684, 0, 22214717500, 0, 3681197312, 0, -31295914240, 0, 93738118728, 0, 45194177968, 0, -14304210000, 0, 26024744652, 0, 29422273296, 0], 'weight': 8, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [1.8610052551835299, 0.0], [0.0, 0.0], [0.4472135954999579, 0.0], [0.0, 0.0], [0.8167715498633371, 0.0], [0.0, 0.0], [2.463340559820715, 0.0], [0.0, 0.0], [-1.374042497104928, 0.0], [0.0, 0.0], [-0.5345067300683344, 0.0], [0.0, 0.0], [0.8322668514149432, 0.0], [0.0, 0.0], [0.9126964491813621, 0.0], [0.0, 0.0], [-0.9389229499238558, 0.0], [0.0, 0.0], [1.5200161465800668, 0.0], [0.0, 0.0], [1.7987046388990169, 0.0], [0.0, 0.0], [0.2, 0.0], [0.0, 0.0], [2.7232844719495595, 0.0], [0.0, 0.0], [-1.5590820384886395, 0.0], [0.0, 0.0], [0.030804901982531118, 0.0], [0.0, 0.0], [-2.5571003079577714, 0.0], [0.0, 0.0], [0.3652713415164562, 0.0], [0.0, 0.0], [0.6042688027701888, 0.0], [0.0, 0.0], [-0.9947198335881348, 0.0], [0.0, 0.0], [-1.4013974629159451, 0.0], [0.0, 0.0], [-0.6316161032295321, 0.0], [0.0, 0.0], [1.1016393886983011, 0.0], [0.0, 0.0], [0.07898392109127074, 0.0], [0.0, 0.0], [-0.3328842353338422, 0.0], [0.0, 0.0], [1.6985328883138622, 0.0], [0.0, 0.0], [0.13221584943268536, 0.0], [0.0, 0.0], [-0.6144904855000354, 0.0], [0.0, 0.0], [-1.747340544020718, 0.0], [0.0, 0.0], [-1.962098162460637, 0.0], [0.0, 0.0], [-0.3958396473927003, 0.0], [0.0, 0.0], [2.011986486885986, 0.0], [0.0, 0.0], [-0.23903867657278532, 0.0], [0.0, 0.0], [-0.46810092173196566, 0.0], [0.0, 0.0], [3.3473987855140637, 0.0], [0.0, 0.0], [1.6705572606183878, 0.0], [0.0, 0.0], [-1.396077736559922, 0.0], [0.0, 0.0], [0.372201051036706, 0.0], [0.0, 0.0], [-1.1222788199384819, 0.0], [0.0, 0.0], [0.6099751923646618, 0.0], [0.0, 0.0], [2.604706153837119, 0.0], [0.0, 0.0], [0.5078874290542946, 0.0], [0.0, 0.0], [0.4081702606384416, 0.0], [0.0, 0.0], [-2.901459866889608, 0.0], [0.0, 0.0], [0.4678523240642929, 0.0], [0.0, 0.0], [-0.43656989033029786, 0.0], [0.0, 0.0], [0.05732808447490395, 0.0], [0.0, 0.0], [-0.4198991083328745, 0.0], [0.0, 0.0], [-0.4516623080789282, 0.0], [0.0, 0.0], [-3.384734614035907, 0.0], [0.0, 0.0], [-0.053188268767835827, 0.0], [0.0, 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-0.37054104154803036, -0.29305803116387863, -0.17457856951576767, -0.32777595941144994, -0.07201927031567067, -0.3922738076304349, -0.24754852685308515, -0.2011504294024834, -0.37356413955332973, -0.3011377833798308, -0.24371302433384576, -0.2394709183528559, -0.4689659456374108, -0.28170928410438206, -0.28759904808791664, -0.09265316044488535, -0.372971869800502, -0.20067383981949893, -0.20913609917428067, -0.21242129954831432, -0.28625488281436867, -0.25423308701818453, -0.2792931682171308, -0.12506587400716795, -0.37031982201813224, -0.18655592399776028, -0.11640993568242561, -0.1790860898022081, -0.2810145809895029, -0.23584937563716382, -0.19470877845622897, -0.22398740898982689, -0.20035206504019665, -0.2223384157588745, -0.22936560650082952, -0.2593365321915023, -0.14042043799995274, -0.35716218230527486, -0.1985069372057626, -0.3234592980605741, -0.16065735996747574, -0.3346852279575487, -0.2754834880056916, -0.2727839285648172, -0.16250292905224487, -0.19611322342423232, 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-0.3559892561367576, -0.22720189757258963, -0.25382408068298457, -0.2560691415539925, -0.22590577547094498, -0.20311291182655963, -0.29779145162217674, -0.3340003158781055, -0.27379917940754195, -0.20155370229321803, -0.2147043105464957, -0.05747720915573531, -0.2644722893291504, -0.39522742887226264, -0.42447183618325485, -0.2687365933041929, -0.07775603069367383, -0.21085351405177666, -0.3313770269888442, -0.3702448151104922, -0.25884520653123355, -0.323427209585073, -0.040389331890270566, -0.3427211996520412, -0.2762975845793177, -0.251246900432216, -0.37607052344701764, -0.15998064330365805, -0.2772304382010758, -0.26249821918809957, -0.3645931467960457, -0.32365751012265975, -0.22251920132677028, -0.21192882202963614, -0.22705099037365087, -0.23619282870459957, -0.13048746385394874, -0.13561910021517998, -0.2664008508067259, -0.19536872876090774, -0.4471989181062262, -0.28644078503920606, -0.2498950183441457, -0.3385963344093919, -0.4163180761928976, -0.20223245498268336, -0.3024230176001708, -0.36777635133151015, -0.05949952929770709, -0.38178212638395337, -0.23663687772002517, -0.28174088818999843, -0.15114671499724955, -0.10000493126815856, -0.24901061720440246, -0.3804363481753547, -0.2796551203670573, -0.28908499478361116, -0.17713317673575912, -0.359763403961351, -0.13689643836553675, -0.2928431406737204, -0.372832593322635, -0.23591551423039125, -0.22839926093624444, -0.22683116904807482, -0.25586675528489194, -0.16180479521356697, -0.257168185262632, -0.2413487933221661, -0.1396394408206977, -0.11656126810523089], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -11.757650672131263, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799016329256, 'label': '40.8.a.d.1.2', 'level': 40, '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': [2, 1, 2, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [8, 8, 7, 8], 'Nk2': 2560, 'analytic_conductor': 12.49540101936487, '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': [40, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 38, 'dim': 7, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217768, 'hecke_orbit_dims': [1, 2, 2, 2], 'label': '40.8.a', 'level': 40, '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, 5], 'level_radical': 10, 'mf_dim': 46, 'mf_new_dim': 7, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 48, 'trace_bound': 3, 'trace_display': [0, 80, -125, 2012], 'traces': [7, 0, 80, 0, -125, 0, 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11193156508, 0, -6358201402, 0, -1993234348, 0, -6122695840, 0, -77937500, 0, 5862295854, 0, -2980076192, 0, 2473477168, 0, -24549184488, 0, -2918619750, 0, -5642991456, 0, 1257016096, 0, 18265074624, 0, 12384474654, 0, 10308259000, 0, -11452613760, 0, -4603560408, 0, -13578768058, 0, 10364196408, 0, -3081585625, 0, 14010280436, 0, 8935881888, 0, -33679755080, 0, 11893772034, 0, -8836300000, 0, -7461776442, 0, -11081953204, 0, 28190955232, 0, -19824561768, 0, 1708984375, 0, 12240273280, 0, 15853671204, 0, 12570885648, 0, 322666080, 0, 16553164500, 0, -29347451046, 0, 13103220608, 0, 11090297550, 0, 26653583936, 0, -9053870000, 0, 18119930604, 0, 19022119056, 0, -18654269760, 0, 24215774858, 0, -1448356500, 0, -28812264194, 0, -27314268540, 0, -6837760030, 0, -46910497920, 0, -15056566000, 0, -4559639016, 0, 5691157712, 0, 25068156856, 0, 7403956254, 0, 5465000000, 0, -33986512766, 0, -6511179656, 0, 12295736144, 0, 29550012072, 0, -2303491250, 0, 36714507680, 0, 40070264940, 0, 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11097192934, 0, 98884904096, 0, 38431118314, 0, -164355454072, 0, 32788940000, 0, -98888816216, 0, -14446823004, 0, 87335432896, 0, -50115685818, 0, 7111949000, 0, 156023741120, 0, 13595848856, 0, -63155539865, 0, 161906360400, 0, -9028150250, 0, -14921872292, 0, -90650462720, 0, -58400350684, 0, -29347228944, 0, -20898000000, 0, 155395510094, 0, 80918699848, 0, -113059885630, 0, -84244864572, 0, 46214134250, 0, -97565402080, 0, -68912019152, 0, 166596472152, 0, 8313688800, 0, 35952641000, 0, 112663675746, 0, 62832170944, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 42972153
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799016329256, 'target_is_minimal': True, 'target_label': '40.8.a.d.1.2', 'target_level': 40, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 42972154
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998271070568, 'target_is_minimal': False, 'target_label': '360.8.a.f.1.2', 'target_level': 360, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 42972155
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398643699792, 'target_is_minimal': False, 'target_label': '80.8.a.e.1.1', 'target_level': 80, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 42972156
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021735337394376, 'target_is_minimal': False, 'target_label': '200.8.c.g.49.1', 'target_level': 200, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 42972157
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021735337394376, 'target_is_minimal': False, 'target_label': '200.8.c.g.49.4', 'target_level': 200, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 42972158
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396780552392, 'target_is_minimal': False, 'target_label': '200.8.a.j.1.1', 'target_level': 200, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 42972159
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 99079191936368960, 'target_is_minimal': False, 'target_label': '320.8.a.w.1.2', 'target_level': 320, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '8.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 42972160
    {'conductor': 8, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797153182016, 'target_is_minimal': False, 'target_label': '320.8.a.i.1.1', 'target_level': 320, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '8.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 42972161
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67554131983729040, 'target_is_minimal': False, 'target_label': '400.8.c.p.49.1', 'target_level': 400, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 8}
  • id: 42972162
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 67554131983729040, 'target_is_minimal': False, 'target_label': '400.8.c.p.49.4', 'target_level': 400, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 8}
  • id: 42972163
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799016329256, 'source_is_minimal': True, 'source_label': '40.8.a.d.1.2', 'source_level': 40, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 144115188210074000, 'target_is_minimal': False, 'target_label': '400.8.a.bg.1.2', 'target_level': 400, 'twist_class_label': '40.8.a.d.1.2', 'twist_class_level': 40, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 139675
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510799016329256, 'p': 2}
  • id: 139676
    {'charpoly_factorization': [[[-960, -76, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 3}
  • id: 139677
    {'charpoly_factorization': [[[-125, 1], 2]], 'hecke_orbit_code': 13510799016329256, 'p': 5}
  • id: 139678
    {'charpoly_factorization': [[[40608, -796, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 7}
  • id: 139679
    {'charpoly_factorization': [[[-33394896, 560, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 11}
  • id: 139680
    {'charpoly_factorization': [[[-36878652, -4476, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 13}
  • id: 139681
    {'charpoly_factorization': [[[204031140, -29524, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 17}
  • id: 139682
    {'charpoly_factorization': [[[-1337097136, -19560, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 19}
  • id: 139683
    {'charpoly_factorization': [[[2607106848, -129796, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 23}
  • id: 139684
    {'charpoly_factorization': [[[1288412196, 211060, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 29}
  • id: 139685
    {'charpoly_factorization': [[[818772480, -165352, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 31}
  • id: 139686
    {'charpoly_factorization': [[[-89047076604, 292100, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 37}
  • id: 139687
    {'charpoly_factorization': [[[144020798148, 851324, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 41}
  • id: 139688
    {'charpoly_factorization': [[[-43299367968, 197812, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 43}
  • id: 139689
    {'charpoly_factorization': [[[-5081205376, 34164, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 47}
  • id: 139690
    {'charpoly_factorization': [[[-146124685596, 876404, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 53}
  • id: 139691
    {'charpoly_factorization': [[[-3116336362992, 2088504, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 59}
  • id: 139692
    {'charpoly_factorization': [[[-1481676069660, -1409708, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 61}
  • id: 139693
    {'charpoly_factorization': [[[1993275644768, 2882076, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 67}
  • id: 139694
    {'charpoly_factorization': [[[24088912922880, -9819448, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 71}
  • id: 139695
    {'charpoly_factorization': [[[-20652866457852, 189404, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 73}
  • id: 139696
    {'charpoly_factorization': [[[-12567463439360, 2028496, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 79}
  • id: 139697
    {'charpoly_factorization': [[[-10686074681088, 1393332, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 83}
  • id: 139698
    {'charpoly_factorization': [[[8019315835684, -5688820, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 89}
  • id: 139699
    {'charpoly_factorization': [[[64901904650404, 20045996, 1], 1]], 'hecke_orbit_code': 13510799016329256, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '40.8.a.d', 'level': 40, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35330497
    {'hecke_orbit_code': 13510799016329256, 'n': 1, 'trace_an': 2}
  • id: 35330498
    {'hecke_orbit_code': 13510799016329256, 'n': 2, 'trace_an': 0}
  • id: 35330499
    {'hecke_orbit_code': 13510799016329256, 'n': 3, 'trace_an': 76}
  • id: 35330500
    {'hecke_orbit_code': 13510799016329256, 'n': 4, 'trace_an': 0}
  • id: 35330501
    {'hecke_orbit_code': 13510799016329256, 'n': 5, 'trace_an': 250}
  • id: 35330502
    {'hecke_orbit_code': 13510799016329256, 'n': 6, 'trace_an': 0}
  • id: 35330503
    {'hecke_orbit_code': 13510799016329256, 'n': 7, 'trace_an': 796}
  • id: 35330504
    {'hecke_orbit_code': 13510799016329256, 'n': 8, 'trace_an': 0}
  • id: 35330505
    {'hecke_orbit_code': 13510799016329256, 'n': 9, 'trace_an': 3322}
  • id: 35330506
    {'hecke_orbit_code': 13510799016329256, 'n': 10, 'trace_an': 0}
  • id: 35330507
    {'hecke_orbit_code': 13510799016329256, 'n': 11, 'trace_an': -560}
  • id: 35330508
    {'hecke_orbit_code': 13510799016329256, 'n': 12, 'trace_an': 0}
  • id: 35330509
    {'hecke_orbit_code': 13510799016329256, 'n': 13, 'trace_an': 4476}
  • id: 35330510
    {'hecke_orbit_code': 13510799016329256, 'n': 14, 'trace_an': 0}
  • id: 35330511
    {'hecke_orbit_code': 13510799016329256, 'n': 15, 'trace_an': 9500}
  • id: 35330512
    {'hecke_orbit_code': 13510799016329256, 'n': 16, 'trace_an': 0}
  • id: 35330513
    {'hecke_orbit_code': 13510799016329256, 'n': 17, 'trace_an': 29524}
  • id: 35330514
    {'hecke_orbit_code': 13510799016329256, 'n': 18, 'trace_an': 0}
  • id: 35330515
    {'hecke_orbit_code': 13510799016329256, 'n': 19, 'trace_an': 19560}
  • id: 35330516
    {'hecke_orbit_code': 13510799016329256, 'n': 20, 'trace_an': 0}
  • id: 35330517
    {'hecke_orbit_code': 13510799016329256, 'n': 21, 'trace_an': 63904}
  • id: 35330518
    {'hecke_orbit_code': 13510799016329256, 'n': 22, 'trace_an': 0}
  • id: 35330519
    {'hecke_orbit_code': 13510799016329256, 'n': 23, 'trace_an': 129796}
  • id: 35330520
    {'hecke_orbit_code': 13510799016329256, 'n': 24, 'trace_an': 0}
  • id: 35330521
    {'hecke_orbit_code': 13510799016329256, 'n': 25, 'trace_an': 31250}
  • id: 35330522
    {'hecke_orbit_code': 13510799016329256, 'n': 26, 'trace_an': 0}
  • id: 35330523
    {'hecke_orbit_code': 13510799016329256, 'n': 27, 'trace_an': 325432}
  • id: 35330524
    {'hecke_orbit_code': 13510799016329256, 'n': 28, 'trace_an': 0}
  • id: 35330525
    {'hecke_orbit_code': 13510799016329256, 'n': 29, 'trace_an': -211060}
  • id: 35330526
    {'hecke_orbit_code': 13510799016329256, 'n': 30, 'trace_an': 0}
  • id: 35330527
    {'hecke_orbit_code': 13510799016329256, 'n': 31, 'trace_an': 165352}
  • id: 35330528
    {'hecke_orbit_code': 13510799016329256, 'n': 32, 'trace_an': 0}
  • id: 35330529
    {'hecke_orbit_code': 13510799016329256, 'n': 33, 'trace_an': -588624}
  • id: 35330530
    {'hecke_orbit_code': 13510799016329256, 'n': 34, 'trace_an': 0}
  • id: 35330531
    {'hecke_orbit_code': 13510799016329256, 'n': 35, 'trace_an': 99500}
  • id: 35330532
    {'hecke_orbit_code': 13510799016329256, 'n': 36, 'trace_an': 0}
  • id: 35330533
    {'hecke_orbit_code': 13510799016329256, 'n': 37, 'trace_an': -292100}
  • id: 35330534
    {'hecke_orbit_code': 13510799016329256, 'n': 38, 'trace_an': 0}
  • id: 35330535
    {'hecke_orbit_code': 13510799016329256, 'n': 39, 'trace_an': -464568}
  • id: 35330536
    {'hecke_orbit_code': 13510799016329256, 'n': 40, 'trace_an': 0}
  • id: 35330537
    {'hecke_orbit_code': 13510799016329256, 'n': 41, 'trace_an': -851324}
  • id: 35330538
    {'hecke_orbit_code': 13510799016329256, 'n': 42, 'trace_an': 0}
  • id: 35330539
    {'hecke_orbit_code': 13510799016329256, 'n': 43, 'trace_an': -197812}
  • id: 35330540
    {'hecke_orbit_code': 13510799016329256, 'n': 44, 'trace_an': 0}
  • id: 35330541
    {'hecke_orbit_code': 13510799016329256, 'n': 45, 'trace_an': 415250}
  • id: 35330542
    {'hecke_orbit_code': 13510799016329256, 'n': 46, 'trace_an': 0}
  • id: 35330543
    {'hecke_orbit_code': 13510799016329256, 'n': 47, 'trace_an': -34164}
  • id: 35330544
    {'hecke_orbit_code': 13510799016329256, 'n': 48, 'trace_an': 0}
  • id: 35330545
    {'hecke_orbit_code': 13510799016329256, 'n': 49, 'trace_an': -1094686}
  • id: 35330546
    {'hecke_orbit_code': 13510799016329256, 'n': 50, 'trace_an': 0}
  • id: 35330547
    {'hecke_orbit_code': 13510799016329256, 'n': 51, 'trace_an': 1487320}
  • id: 35330548
    {'hecke_orbit_code': 13510799016329256, 'n': 52, 'trace_an': 0}
  • id: 35330549
    {'hecke_orbit_code': 13510799016329256, 'n': 53, 'trace_an': -876404}
  • id: 35330550
    {'hecke_orbit_code': 13510799016329256, 'n': 54, 'trace_an': 0}
  • id: 35330551
    {'hecke_orbit_code': 13510799016329256, 'n': 55, 'trace_an': -70000}
  • id: 35330552
    {'hecke_orbit_code': 13510799016329256, 'n': 56, 'trace_an': 0}
  • id: 35330553
    {'hecke_orbit_code': 13510799016329256, 'n': 57, 'trace_an': -2968496}
  • id: 35330554
    {'hecke_orbit_code': 13510799016329256, 'n': 58, 'trace_an': 0}
  • id: 35330555
    {'hecke_orbit_code': 13510799016329256, 'n': 59, 'trace_an': -2088504}
  • id: 35330556
    {'hecke_orbit_code': 13510799016329256, 'n': 60, 'trace_an': 0}
  • id: 35330557
    {'hecke_orbit_code': 13510799016329256, 'n': 61, 'trace_an': 1409708}
  • id: 35330558
    {'hecke_orbit_code': 13510799016329256, 'n': 62, 'trace_an': 0}
  • id: 35330559
    {'hecke_orbit_code': 13510799016329256, 'n': 63, 'trace_an': 3880012}
  • id: 35330560
    {'hecke_orbit_code': 13510799016329256, 'n': 64, 'trace_an': 0}
  • id: 35330561
    {'hecke_orbit_code': 13510799016329256, 'n': 65, 'trace_an': 559500}
  • id: 35330562
    {'hecke_orbit_code': 13510799016329256, 'n': 66, 'trace_an': 0}
  • id: 35330563
    {'hecke_orbit_code': 13510799016329256, 'n': 67, 'trace_an': -2882076}
  • id: 35330564
    {'hecke_orbit_code': 13510799016329256, 'n': 68, 'trace_an': 0}
  • id: 35330565
    {'hecke_orbit_code': 13510799016329256, 'n': 69, 'trace_an': 8860384}
  • id: 35330566
    {'hecke_orbit_code': 13510799016329256, 'n': 70, 'trace_an': 0}
  • id: 35330567
    {'hecke_orbit_code': 13510799016329256, 'n': 71, 'trace_an': 9819448}
  • id: 35330568
    {'hecke_orbit_code': 13510799016329256, 'n': 72, 'trace_an': 0}
  • id: 35330569
    {'hecke_orbit_code': 13510799016329256, 'n': 73, 'trace_an': -189404}
  • id: 35330570
    {'hecke_orbit_code': 13510799016329256, 'n': 74, 'trace_an': 0}
  • id: 35330571
    {'hecke_orbit_code': 13510799016329256, 'n': 75, 'trace_an': 1187500}
  • id: 35330572
    {'hecke_orbit_code': 13510799016329256, 'n': 76, 'trace_an': 0}
  • id: 35330573
    {'hecke_orbit_code': 13510799016329256, 'n': 77, 'trace_an': -4194288}
  • id: 35330574
    {'hecke_orbit_code': 13510799016329256, 'n': 78, 'trace_an': 0}
  • id: 35330575
    {'hecke_orbit_code': 13510799016329256, 'n': 79, 'trace_an': -2028496}
  • id: 35330576
    {'hecke_orbit_code': 13510799016329256, 'n': 80, 'trace_an': 0}
  • id: 35330577
    {'hecke_orbit_code': 13510799016329256, 'n': 81, 'trace_an': 16457698}
  • id: 35330578
    {'hecke_orbit_code': 13510799016329256, 'n': 82, 'trace_an': 0}
  • id: 35330579
    {'hecke_orbit_code': 13510799016329256, 'n': 83, 'trace_an': -1393332}
  • id: 35330580
    {'hecke_orbit_code': 13510799016329256, 'n': 84, 'trace_an': 0}
  • id: 35330581
    {'hecke_orbit_code': 13510799016329256, 'n': 85, 'trace_an': 3690500}
  • id: 35330582
    {'hecke_orbit_code': 13510799016329256, 'n': 86, 'trace_an': 0}
  • id: 35330583
    {'hecke_orbit_code': 13510799016329256, 'n': 87, 'trace_an': -17751672}
  • id: 35330584
    {'hecke_orbit_code': 13510799016329256, 'n': 88, 'trace_an': 0}
  • id: 35330585
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